From ef1aafa7d1da2695600db7ff04ff82e18715f512 Mon Sep 17 00:00:00 2001 From: Stefano Pigozzi Date: Tue, 2 Feb 2021 04:08:22 +0100 Subject: [PATCH] 0.10.6 --- docs/.nojekyll | 0 docs/200.html | 1 + docs/CNAME | 1 + docs/bundle.0fffc.css | 1 + docs/bundle.45225.esm.js | 50 +++++ docs/bundle.45225.esm.js.map | 1 + docs/bundle.90e6b.js | 2 + docs/bundle.90e6b.js.map | 1 + docs/favicon.ico | Bin 0 -> 24875 bytes docs/index.html | 1 + docs/manifest.json | 15 ++ docs/opengraph.png | Bin 0 -> 197519 bytes docs/polyfills.1efa5.esm.js | 2 + docs/polyfills.1efa5.esm.js.map | 1 + docs/polyfills.60541.js | 2 + docs/polyfills.60541.js.map | 1 + docs/preact_prerender_data.json | 1 + docs/push-manifest.json | 1 + ...AlgoritmiEStruttureDati.chunk.382e2.esm.js | 79 +++++++ ...ritmiEStruttureDati.chunk.382e2.esm.js.map | 1 + ...ute-AlgoritmiEStruttureDati.chunk.c3842.js | 2 + ...AlgoritmiEStruttureDati.chunk.c3842.js.map | 1 + ...mentoSistemiArtificiali.chunk.5d28c.esm.js | 16 ++ ...oSistemiArtificiali.chunk.5d28c.esm.js.map | 1 + ...endimentoSistemiArtificiali.chunk.8ecb1.js | 2 + ...mentoSistemiArtificiali.chunk.8ecb1.js.map | 1 + ...ndimentoSistemiArtificiali.chunk.91139.css | 1 + docs/route-BasiDiDati.chunk.a1161.css | 1 + docs/route-BasiDiDati.chunk.abc00.esm.js | 14 ++ docs/route-BasiDiDati.chunk.abc00.esm.js.map | 1 + docs/route-BasiDiDati.chunk.f63cb.js | 2 + docs/route-BasiDiDati.chunk.f63cb.js.map | 1 + docs/route-CalcoloNumerico.chunk.34a40.css | 1 + docs/route-CalcoloNumerico.chunk.cf22a.js | 2 + docs/route-CalcoloNumerico.chunk.cf22a.js.map | 1 + docs/route-CalcoloNumerico.chunk.feb65.esm.js | 207 ++++++++++++++++++ ...ute-CalcoloNumerico.chunk.feb65.esm.js.map | 1 + docs/route-Fisica.chunk.1e51d.js | 2 + docs/route-Fisica.chunk.1e51d.js.map | 1 + docs/route-Fisica.chunk.22495.esm.js | 2 + docs/route-Fisica.chunk.22495.esm.js.map | 1 + docs/route-Fisica.chunk.94df5.css | 1 + ...te-GestioneDellInformazione.chunk.122eb.js | 2 + ...estioneDellInformazione.chunk.122eb.js.map | 1 + ...e-GestioneDellInformazione.chunk.a1161.css | 1 + ...estioneDellInformazione.chunk.af84a.esm.js | 44 ++++ ...oneDellInformazione.chunk.af84a.esm.js.map | 1 + docs/route-Home.chunk.1743e.css | 1 + docs/route-Home.chunk.9c5d6.esm.js | 2 + docs/route-Home.chunk.9c5d6.esm.js.map | 1 + docs/route-Home.chunk.9c5d6.js | 2 + docs/route-Home.chunk.9c5d6.js.map | 1 + ...route-LinguaggiDinamici.chunk.0aab1.esm.js | 2 + ...e-LinguaggiDinamici.chunk.0aab1.esm.js.map | 1 + docs/route-LinguaggiDinamici.chunk.738ae.js | 2 + ...route-LinguaggiDinamici.chunk.738ae.js.map | 1 + docs/route-MingwInstall.chunk.fba30.esm.js | 2 + .../route-MingwInstall.chunk.fba30.esm.js.map | 1 + docs/route-MingwInstall.chunk.fba30.js | 2 + docs/route-MingwInstall.chunk.fba30.js.map | 1 + docs/route-NetLogo.chunk.a1161.css | 1 + docs/route-NetLogo.chunk.afaa4.js | 2 + docs/route-NetLogo.chunk.afaa4.js.map | 1 + docs/route-NetLogo.chunk.eb175.esm.js | 25 +++ docs/route-NetLogo.chunk.eb175.esm.js.map | 1 + ...oute-OttimizzazioneLineare.chunk.08977.css | 1 + ...route-OttimizzazioneLineare.chunk.254bc.js | 2 + ...e-OttimizzazioneLineare.chunk.254bc.js.map | 1 + ...e-OttimizzazioneLineare.chunk.dee78.esm.js | 43 ++++ ...timizzazioneLineare.chunk.dee78.esm.js.map | 1 + .../route-ProtocolliDiRete.chunk.42519.esm.js | 2 + ...te-ProtocolliDiRete.chunk.42519.esm.js.map | 1 + docs/route-ProtocolliDiRete.chunk.fd640.js | 2 + .../route-ProtocolliDiRete.chunk.fd640.js.map | 1 + ...ute-RipassoDiAlgebraLineare.chunk.2200e.js | 2 + ...RipassoDiAlgebraLineare.chunk.2200e.js.map | 1 + ...te-RipassoDiAlgebraLineare.chunk.a1161.css | 1 + ...RipassoDiAlgebraLineare.chunk.f4609.esm.js | 68 ++++++ ...ssoDiAlgebraLineare.chunk.f4609.esm.js.map | 1 + docs/route-Statistica.chunk.9151b.css | 1 + docs/route-Statistica.chunk.ea22b.js | 2 + docs/route-Statistica.chunk.ea22b.js.map | 1 + docs/route-Statistica.chunk.f93a4.esm.js | 52 +++++ docs/route-Statistica.chunk.f93a4.esm.js.map | 1 + docs/route-VlDiGeometria.chunk.06e35.js | 2 + docs/route-VlDiGeometria.chunk.06e35.js.map | 1 + docs/route-VlDiGeometria.chunk.ba9ee.esm.js | 36 +++ ...route-VlDiGeometria.chunk.ba9ee.esm.js.map | 1 + docs/sw-esm.js | 2 + docs/sw-esm.js.map | 1 + docs/sw.js | 2 + docs/sw.js.map | 1 + preact.config.js | 6 +- size-plugin.json | 2 +- 94 files changed, 755 insertions(+), 4 deletions(-) create mode 100644 docs/.nojekyll create mode 100644 docs/200.html create mode 100644 docs/CNAME create mode 100644 docs/bundle.0fffc.css create mode 100644 docs/bundle.45225.esm.js create mode 100644 docs/bundle.45225.esm.js.map create mode 100644 docs/bundle.90e6b.js create mode 100644 docs/bundle.90e6b.js.map create mode 100644 docs/favicon.ico create mode 100644 docs/index.html create mode 100644 docs/manifest.json create mode 100644 docs/opengraph.png create mode 100644 docs/polyfills.1efa5.esm.js create mode 100644 docs/polyfills.1efa5.esm.js.map create mode 100644 docs/polyfills.60541.js create mode 100644 docs/polyfills.60541.js.map create mode 100644 docs/preact_prerender_data.json create mode 100644 docs/push-manifest.json create mode 100644 docs/route-AlgoritmiEStruttureDati.chunk.382e2.esm.js create mode 100644 docs/route-AlgoritmiEStruttureDati.chunk.382e2.esm.js.map create mode 100644 docs/route-AlgoritmiEStruttureDati.chunk.c3842.js create mode 100644 docs/route-AlgoritmiEStruttureDati.chunk.c3842.js.map create mode 100644 docs/route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js create mode 100644 docs/route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js.map create mode 100644 docs/route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js create mode 100644 docs/route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js.map create mode 100644 docs/route-ApprendimentoSistemiArtificiali.chunk.91139.css create mode 100644 docs/route-BasiDiDati.chunk.a1161.css create mode 100644 docs/route-BasiDiDati.chunk.abc00.esm.js create mode 100644 docs/route-BasiDiDati.chunk.abc00.esm.js.map create mode 100644 docs/route-BasiDiDati.chunk.f63cb.js create mode 100644 docs/route-BasiDiDati.chunk.f63cb.js.map create mode 100644 docs/route-CalcoloNumerico.chunk.34a40.css create mode 100644 docs/route-CalcoloNumerico.chunk.cf22a.js create mode 100644 docs/route-CalcoloNumerico.chunk.cf22a.js.map create mode 100644 docs/route-CalcoloNumerico.chunk.feb65.esm.js create mode 100644 docs/route-CalcoloNumerico.chunk.feb65.esm.js.map create mode 100644 docs/route-Fisica.chunk.1e51d.js create mode 100644 docs/route-Fisica.chunk.1e51d.js.map create mode 100644 docs/route-Fisica.chunk.22495.esm.js create mode 100644 docs/route-Fisica.chunk.22495.esm.js.map create mode 100644 docs/route-Fisica.chunk.94df5.css create mode 100644 docs/route-GestioneDellInformazione.chunk.122eb.js create mode 100644 docs/route-GestioneDellInformazione.chunk.122eb.js.map create mode 100644 docs/route-GestioneDellInformazione.chunk.a1161.css create mode 100644 docs/route-GestioneDellInformazione.chunk.af84a.esm.js create mode 100644 docs/route-GestioneDellInformazione.chunk.af84a.esm.js.map create mode 100644 docs/route-Home.chunk.1743e.css create mode 100644 docs/route-Home.chunk.9c5d6.esm.js create mode 100644 docs/route-Home.chunk.9c5d6.esm.js.map create mode 100644 docs/route-Home.chunk.9c5d6.js create mode 100644 docs/route-Home.chunk.9c5d6.js.map create mode 100644 docs/route-LinguaggiDinamici.chunk.0aab1.esm.js create mode 100644 docs/route-LinguaggiDinamici.chunk.0aab1.esm.js.map create mode 100644 docs/route-LinguaggiDinamici.chunk.738ae.js create mode 100644 docs/route-LinguaggiDinamici.chunk.738ae.js.map create mode 100644 docs/route-MingwInstall.chunk.fba30.esm.js create mode 100644 docs/route-MingwInstall.chunk.fba30.esm.js.map create mode 100644 docs/route-MingwInstall.chunk.fba30.js create mode 100644 docs/route-MingwInstall.chunk.fba30.js.map create mode 100644 docs/route-NetLogo.chunk.a1161.css create mode 100644 docs/route-NetLogo.chunk.afaa4.js create mode 100644 docs/route-NetLogo.chunk.afaa4.js.map create mode 100644 docs/route-NetLogo.chunk.eb175.esm.js create mode 100644 docs/route-NetLogo.chunk.eb175.esm.js.map create mode 100644 docs/route-OttimizzazioneLineare.chunk.08977.css create mode 100644 docs/route-OttimizzazioneLineare.chunk.254bc.js create mode 100644 docs/route-OttimizzazioneLineare.chunk.254bc.js.map create mode 100644 docs/route-OttimizzazioneLineare.chunk.dee78.esm.js create mode 100644 docs/route-OttimizzazioneLineare.chunk.dee78.esm.js.map create mode 100644 docs/route-ProtocolliDiRete.chunk.42519.esm.js create mode 100644 docs/route-ProtocolliDiRete.chunk.42519.esm.js.map create mode 100644 docs/route-ProtocolliDiRete.chunk.fd640.js create mode 100644 docs/route-ProtocolliDiRete.chunk.fd640.js.map create mode 100644 docs/route-RipassoDiAlgebraLineare.chunk.2200e.js create mode 100644 docs/route-RipassoDiAlgebraLineare.chunk.2200e.js.map create mode 100644 docs/route-RipassoDiAlgebraLineare.chunk.a1161.css create mode 100644 docs/route-RipassoDiAlgebraLineare.chunk.f4609.esm.js create mode 100644 docs/route-RipassoDiAlgebraLineare.chunk.f4609.esm.js.map create mode 100644 docs/route-Statistica.chunk.9151b.css create mode 100644 docs/route-Statistica.chunk.ea22b.js create mode 100644 docs/route-Statistica.chunk.ea22b.js.map create mode 100644 docs/route-Statistica.chunk.f93a4.esm.js create mode 100644 docs/route-Statistica.chunk.f93a4.esm.js.map create mode 100644 docs/route-VlDiGeometria.chunk.06e35.js create mode 100644 docs/route-VlDiGeometria.chunk.06e35.js.map create mode 100644 docs/route-VlDiGeometria.chunk.ba9ee.esm.js create mode 100644 docs/route-VlDiGeometria.chunk.ba9ee.esm.js.map create mode 100644 docs/sw-esm.js create mode 100644 docs/sw-esm.js.map create mode 100644 docs/sw.js create mode 100644 docs/sw.js.map diff --git a/docs/.nojekyll b/docs/.nojekyll new file mode 100644 index 0000000..e69de29 diff --git a/docs/200.html b/docs/200.html new file mode 100644 index 0000000..3a60821 --- /dev/null +++ b/docs/200.html @@ -0,0 +1 @@ +appuntiweb \ No newline at end of file diff --git a/docs/CNAME b/docs/CNAME new file mode 100644 index 0000000..2bdf2c3 --- /dev/null +++ b/docs/CNAME @@ -0,0 +1 @@ +old.uni.steffo.eu diff --git a/docs/bundle.0fffc.css b/docs/bundle.0fffc.css new file mode 100644 index 0000000..6a7561e --- /dev/null +++ b/docs/bundle.0fffc.css @@ -0,0 +1 @@ +._153ZN{color:#00caca}._153ZN._B8L-i{cursor:pointer}._153ZN._B8L-i:hover{color:#0ff}._153ZN._B8L-i:active{color:#a0ffff}._153ZN._2x2fb{cursor:not-allowed;opacity:.4}._153ZN._2z6bT{color:#fff;font-weight:700}._1X5Bs{max-width:1280px;margin-left:auto;margin-right:auto}._2ny-K{display:inline-block;vertical-align:middle}._2ie0E{display:block}._35E7-{padding:8px;border-radius:4px;margin:4px;height:calc(100% - 8px);min-width:256px}._z7FWf{border:2px solid rgba(160,204,255,.1);color:#a0ccff;background-color:rgba(160,204,255,.02)}._149Q6{border:2px solid rgba(255,125,125,.1);color:#ff7d7d;background-color:rgba(255,125,125,.02)}._w9Y1x{border:2px solid rgba(255,187,125,.1);color:#ffbb7d;background-color:rgba(255,187,125,.02)}._3P_jK{border:2px solid rgba(255,255,125,.1);color:#ffff7d;background-color:rgba(255,255,125,.02)}._1utRM{border:2px solid rgba(125,255,125,.1);color:#7dff7d;background-color:rgba(125,255,125,.02)}._2VkUD{border:2px solid rgba(125,255,255,.1);color:#7dffff;background-color:rgba(125,255,255,.02)}._3dacP{border:2px solid rgba(125,125,255,.1);color:#7d7dff;background-color:rgba(125,125,255,.02)}._2KgY8{border:2px solid rgba(255,125,255,.1);color:#ff7dff;background-color:rgba(255,125,255,.02)}._2R7mm{width:100%;margin-top:2px;margin-bottom:2px;display:grid;-ms-flex-align:center;align-items:center;grid-template-columns:120px 24px auto;grid-column-gap:2px}._AaEtE{text-align:right;grid-column:1;grid-row:1}._iWUSt{text-align:center;grid-column:2;grid-row:1}._3ntQZ{grid-column:3;grid-row:1}._rA07j{font-size:x-small;grid-column:3;grid-row:2}._3Ln4M{width:100%}._3fLA2{color:#7dff7d}._3fLA2 input:not([type=checkbox]):not([type=radio]):enabled{color:#7dff7d!important;background-color:#00220c!important;border:1px solid rgba(125,255,125,.1)!important}._3fLA2 input:not([type=checkbox]):not([type=radio]):enabled:focus,._3fLA2 input:not([type=checkbox]):not([type=radio]):enabled:hover{background-color:#00380c!important;border:1px solid #7dff7d!important;color:#beffbe!important}._3fLA2 input:not([type=checkbox]):not([type=radio]):disabled{color:grey!important;background-color:#1f1f1f!important;border:1px solid hsla(0,0%,50.2%,.1)!important}._3fLA2 button:enabled,._3fLA2 input[type=button]:enabled,._3fLA2 input[type=submit]:enabled{color:#7dff7d!important;background-color:#00220c!important;border:1px solid rgba(125,255,125,.1)!important}._3fLA2 button:enabled:focus,._3fLA2 button:enabled:hover,._3fLA2 input[type=button]:enabled:focus,._3fLA2 input[type=button]:enabled:hover,._3fLA2 input[type=submit]:enabled:focus,._3fLA2 input[type=submit]:enabled:hover{background-color:#00380c!important;border:1px solid #7dff7d!important;color:#beffbe!important}._3fLA2 button:enabled:active,._3fLA2 input[type=button]:enabled:active,._3fLA2 input[type=submit]:enabled:active{background-color:#334e3d!important;border:1px solid #fff!important;color:#fff!important}._3fLA2 button:disabled,._3fLA2 input[type=button]:disabled,._3fLA2 input[type=submit]:disabled{color:grey!important;background-color:#1f1f1f!important;border:1px solid hsla(0,0%,50.2%,.1)!important}._UhZst{color:#ffff7d}._UhZst input:not([type=checkbox]):not([type=radio]):enabled{color:#ffff7d!important;background-color:#231c00!important;border:1px solid rgba(255,255,125,.1)!important}._UhZst input:not([type=checkbox]):not([type=radio]):enabled:focus,._UhZst input:not([type=checkbox]):not([type=radio]):enabled:hover{background-color:#393300!important;border:1px solid #ffff7d!important;color:#ffffbe!important}._UhZst input:not([type=checkbox]):not([type=radio]):disabled{color:grey!important;background-color:#1f1f1f!important;border:1px solid hsla(0,0%,50.2%,.1)!important}._UhZst button:enabled,._UhZst input[type=button]:enabled,._UhZst input[type=submit]:enabled{color:#ffff7d!important;background-color:#231c00!important;border:1px solid rgba(255,255,125,.1)!important}._UhZst button:enabled:focus,._UhZst button:enabled:hover,._UhZst input[type=button]:enabled:focus,._UhZst input[type=button]:enabled:hover,._UhZst input[type=submit]:enabled:focus,._UhZst input[type=submit]:enabled:hover{background-color:#393300!important;border:1px solid #ffff7d!important;color:#ffffbe!important}._UhZst button:enabled:active,._UhZst input[type=button]:enabled:active,._UhZst input[type=submit]:enabled:active{background-color:#4f4933!important;border:1px solid #fff!important;color:#fff!important}._UhZst button:disabled,._UhZst input[type=button]:disabled,._UhZst input[type=submit]:disabled{color:grey!important;background-color:#1f1f1f!important;border:1px solid hsla(0,0%,50.2%,.1)!important}._vdXDy{color:#ff7d7d}._vdXDy input:not([type=checkbox]):not([type=radio]):enabled{color:#ff7d7d!important;background-color:#330e00!important;border:1px solid rgba(255,125,125,.1)!important}._vdXDy input:not([type=checkbox]):not([type=radio]):enabled:focus,._vdXDy input:not([type=checkbox]):not([type=radio]):enabled:hover{background-color:#470e00!important;border:1px solid #ff7d7d!important;color:#ffbebe!important}._vdXDy input:not([type=checkbox]):not([type=radio]):disabled{color:grey!important;background-color:#1f1f1f!important;border:1px solid hsla(0,0%,50.2%,.1)!important}._vdXDy button:enabled,._vdXDy input[type=button]:enabled,._vdXDy input[type=submit]:enabled{color:#ff7d7d!important;background-color:#330e00!important;border:1px solid rgba(255,125,125,.1)!important}._vdXDy button:enabled:focus,._vdXDy button:enabled:hover,._vdXDy input[type=button]:enabled:focus,._vdXDy input[type=button]:enabled:hover,._vdXDy input[type=submit]:enabled:focus,._vdXDy input[type=submit]:enabled:hover{background-color:#470e00!important;border:1px solid #ff7d7d!important;color:#ffbebe!important}._vdXDy button:enabled:active,._vdXDy input[type=button]:enabled:active,._vdXDy input[type=submit]:enabled:active{background-color:#5c3e33!important;border:1px solid #fff!important;color:#fff!important}._vdXDy button:disabled,._vdXDy input[type=button]:disabled,._vdXDy input[type=submit]:disabled{color:grey!important;background-color:#1f1f1f!important;border:1px solid hsla(0,0%,50.2%,.1)!important}._2Xl60{color:grey}._2Xl60 input:not([type=checkbox]):not([type=radio]):enabled{color:grey!important;background-color:#1f1f1f!important;border:1px solid hsla(0,0%,50.2%,.1)!important}._2Xl60 input:not([type=checkbox]):not([type=radio]):enabled:focus,._2Xl60 input:not([type=checkbox]):not([type=radio]):enabled:hover{background-color:#1f1f1f!important;border:1px solid grey!important;color:silver!important}._2Xl60 button:enabled,._2Xl60 input:not([type=checkbox]):not([type=radio]):disabled,._2Xl60 input[type=button]:enabled,._2Xl60 input[type=submit]:enabled{color:grey!important;background-color:#1f1f1f!important;border:1px solid hsla(0,0%,50.2%,.1)!important}._2Xl60 button:enabled:focus,._2Xl60 button:enabled:hover,._2Xl60 input[type=button]:enabled:focus,._2Xl60 input[type=button]:enabled:hover,._2Xl60 input[type=submit]:enabled:focus,._2Xl60 input[type=submit]:enabled:hover{background-color:#1f1f1f!important;border:1px solid grey!important;color:silver!important}._2Xl60 button:enabled:active,._2Xl60 input[type=button]:enabled:active,._2Xl60 input[type=submit]:enabled:active{background-color:#4c4c4c!important;border:1px solid #fff!important;color:#fff!important}._2Xl60 button:disabled,._2Xl60 input[type=button]:disabled,._2Xl60 input[type=submit]:disabled{color:grey!important;background-color:#1f1f1f!important;border:1px solid hsla(0,0%,50.2%,.1)!important}._1Ca2l{background-color:#0d193b;color:#a0ccff;font-family:sans-serif}._1Ca2l *{box-sizing:border-box}._1Ca2l h1,._1Ca2l h2,._1Ca2l h3,._1Ca2l h4,._1Ca2l h5,._1Ca2l h6{color:#fff;font-weight:400;text-align:center}._1Ca2l h1{font-size:xx-large}._1Ca2l a{color:#00caca;text-decoration:none}._1Ca2l a:hover{color:#0ff}._1Ca2l a:active{color:#a0ffff}._1Ca2l code,._1Ca2l pre{font-family:monospace;font-size:14px}._1Ca2l blockquote{color:#a0ccff;border-left:3px solid rgba(160,204,255,.2);background-color:rgba(160,204,255,.05);padding:4px 4px 4px 8px;margin:8px 0}._1Ca2l input:not([type=checkbox]):not([type=radio]){border-radius:4px;padding:4px;font-size:medium}._1Ca2l input:not([type=checkbox]):not([type=radio]):enabled{color:#a0ccff;background-color:#0d193b;border:1px solid rgba(160,204,255,.1)}._1Ca2l input:not([type=checkbox]):not([type=radio]):enabled:focus,._1Ca2l input:not([type=checkbox]):not([type=radio]):enabled:hover{background-color:#13274f;border:1px solid #a0ccff;color:#d0e6ff}._1Ca2l input:not([type=checkbox]):not([type=radio]):disabled{color:grey;background-color:#1f1f1f;border:1px solid hsla(0,0%,50.2%,.1)}._1Ca2l button,._1Ca2l input[type=button],._1Ca2l input[type=submit]{border-radius:4px;padding:4px;font-size:medium}._1Ca2l button:enabled,._1Ca2l input[type=button]:enabled,._1Ca2l input[type=submit]:enabled{color:#a0ccff;background-color:#0d193b;border:1px solid rgba(160,204,255,.1)}._1Ca2l button:enabled:focus,._1Ca2l button:enabled:hover,._1Ca2l input[type=button]:enabled:focus,._1Ca2l input[type=button]:enabled:hover,._1Ca2l input[type=submit]:enabled:focus,._1Ca2l input[type=submit]:enabled:hover{background-color:#13274f;border:1px solid #a0ccff;color:#d0e6ff}._1Ca2l button:enabled:active,._1Ca2l input[type=button]:enabled:active,._1Ca2l input[type=submit]:enabled:active{background-color:#3d4762;border:1px solid #fff;color:#fff}._1Ca2l button:disabled,._1Ca2l input[type=button]:disabled,._1Ca2l input[type=submit]:disabled{color:grey;background-color:#1f1f1f;border:1px solid hsla(0,0%,50.2%,.1)}._1Ca2l hr{border:1px solid rgba(160,204,255,.2);margin-top:24px;margin-bottom:24px}._1Ca2l table{border-spacing:0;border:2px solid rgba(160,204,255,.1);background-color:rgba(160,204,255,.05);border-collapse:collapse}._1Ca2l table tbody td,._1Ca2l table tbody th,._1Ca2l table thead td,._1Ca2l table thead th{padding:4px;border:1px solid rgba(160,204,255,.1)}._1Ca2l table thead{background-color:rgba(160,204,255,.1);color:#fff}._1Ca2l li{margin:10px 0}._1Ca2l b{color:#fff}._1Ca2l abbr[title]{cursor:help}._1Ca2l aside{margin:4px 0;padding:4px;font-size:smaller;background-color:rgba(160,204,255,.05);border-radius:4px}._3VUbM{max-width:100%;max-height:300px;border-radius:4px}._Ox1Py{display:-ms-flexbox;display:flex;-ms-flex-align:center;align-items:center;white-space:nowrap;overflow-x:auto;overflow-y:hidden}._3yNP6{width:100%;text-align:left;justify-self:start}._zthn5{width:100%;text-align:center;justify-self:center}._3STn9{width:100%;text-align:right;justify-self:end}._2eKr4 h1,._2eKr4 h2,._2eKr4 h3,._2eKr4 h4,._2eKr4 h5,._2eKr4 h6{text-align:left}._2eKr4 h1{padding-bottom:2px;border-bottom:1px solid rgba(160,204,255,.15)}._133RG h1,._133RG h2,._133RG h3,._133RG h4,._133RG h5,._133RG h6{margin-top:4px!important;margin-bottom:4px!important}._133RG p:first-child{margin-top:0}._133RG p:last-child{margin-bottom:0}._1lDkj{display:-ms-flexbox;display:flex;-ms-flex-wrap:wrap;flex-wrap:wrap}._JtSQz{-ms-flex-positive:1;flex-grow:1;-ms-flex-negative:0;flex-shrink:0;-ms-flex-preferred-size:0;flex-basis:0}._1pTLX{margin-bottom:4px}._HLtEM{margin:4px;width:calc(100% - 8px)}._2SAZb{display:grid;text-align:center;-ms-flex-align:center;align-items:center;-ms-flex-pack:center;justify-content:center;margin-top:8px;margin-bottom:8px;padding:8px;grid-template-columns:80px 80px 80px 80px;color:#a0ccff;background-color:#0d193b;border:1px solid rgba(160,204,255,.1)}._2wbqU{grid-column:1}._3jLnc{grid-column:2}._1G5Ls{grid-column:3}._24KtU{grid-column:4}._nncoC{grid-row:1;font-size:xx-large;color:#fff}._1Hvnd{grid-row:2;font-size:small}._1GH_t{background-color:#0d193b;border:1px solid rgba(255,125,255,.1)}._1GH_t,._1GH_t ._nncoC{color:#ff7dff}._3Wuzx{background-color:#0d193b;border:1px solid rgba(255,125,125,.1)}._3Wuzx,._3Wuzx ._nncoC{color:#ff7d7d}._CvT2P{color:#ff0;background-color:#000;border:1px solid rgba(255,255,0,.1)}._2vbmo{margin-top:auto}@keyframes _2vYpx{0%{transform:rotateY(0)}to{transform:rotateY(-1turn)}}._2vYpx{animation:_2vYpx 2s cubic-bezier(.65,.05,.36,1) infinite}.red__3vOZY{color:#ff7d7d}.orange__3dgXl{color:#ffbb7d}.yellow__2komO{color:#ffff7d}.lime__2Qqt6{color:#7dff7d}.cyan__uhfpr{color:#7dffff}.blue__3XK_E{color:#7d7dff}.magenta__MknoN{color:#ff7dff}.footer__1vTEG{margin-top:8px;color:#fff;text-align:center;font-size:x-small}.red__2O_-s{color:#ff7d7d}.orange__3l05m{color:#ffbb7d}.yellow__23pUb{color:#ffff7d}.lime__3kpNm{color:#7dff7d}.cyan__3o-WF{color:#7dffff}.blue__11mQ_{color:#7d7dff}.magenta__1Gq_k{color:#ff7dff}.errorabbr__1rWME{color:#ff7d7d} \ No newline at end of file diff --git a/docs/bundle.45225.esm.js b/docs/bundle.45225.esm.js new file mode 100644 index 0000000..65dfa27 --- /dev/null +++ b/docs/bundle.45225.esm.js @@ -0,0 +1,50 @@ +!function(e){function t(t){for(var r,n,o=t[0],i=t[1],s=0,l=[];s`]+/}]}]}]};return{aliases:["html","xhtml","rss","atom","xjb","xsd","xsl","plist","wsf"],case_insensitive:!0,contains:[{className:"meta",begin:"",relevance:10,contains:[{begin:"\\[",end:"\\]"}]},e.COMMENT("\x3c!--","--\x3e",{relevance:10}),{begin:"<\\!\\[CDATA\\[",end:"\\]\\]>",relevance:10},{className:"meta",begin:/<\?xml/,end:/\?>/,relevance:10},{begin:/<\?(php)?/,end:/\?>/,subLanguage:"php",contains:[{begin:"/\\*",end:"\\*/",skip:!0},{begin:'b"',end:'"',skip:!0},{begin:"b'",end:"'",skip:!0},e.inherit(e.APOS_STRING_MODE,{illegal:null,className:null,contains:null,skip:!0}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null,className:null,contains:null,skip:!0})]},{className:"tag",begin:"|$)",end:">",keywords:{name:"style"},contains:[t],starts:{end:"",returnEnd:!0,subLanguage:["css","xml"]}},{className:"tag",begin:"|$)",end:">",keywords:{name:"script"},contains:[t],starts:{end:"<\/script>",returnEnd:!0,subLanguage:["actionscript","javascript","handlebars","xml","vbscript"]}},{className:"tag",begin:"",contains:[{className:"name",begin:/[^\/><\s]+/,relevance:0},t]}]}}},"+RZH":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#696969"},"hljs-quote":{color:"#696969"},"hljs-variable":{color:"#d91e18"},"hljs-template-variable":{color:"#d91e18"},"hljs-tag":{color:"#d91e18"},"hljs-name":{color:"#d91e18"},"hljs-selector-id":{color:"#d91e18"},"hljs-selector-class":{color:"#d91e18"},"hljs-regexp":{color:"#d91e18"},"hljs-deletion":{color:"#d91e18"},"hljs-number":{color:"#aa5d00"},"hljs-built_in":{color:"#aa5d00"},"hljs-builtin-name":{color:"#aa5d00"},"hljs-literal":{color:"#aa5d00"},"hljs-type":{color:"#aa5d00"},"hljs-params":{color:"#aa5d00"},"hljs-meta":{color:"#aa5d00"},"hljs-link":{color:"#aa5d00"},"hljs-attribute":{color:"#aa5d00"},"hljs-string":{color:"#008000"},"hljs-symbol":{color:"#008000"},"hljs-bullet":{color:"#008000"},"hljs-addition":{color:"#008000"},"hljs-title":{color:"#007faa"},"hljs-section":{color:"#007faa"},"hljs-keyword":{color:"#7928a1"},"hljs-selector-tag":{color:"#7928a1"},hljs:{display:"block",overflowX:"auto",background:"#fefefe",color:"#545454",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"+UHT":function(e){e.exports=function(e){return{keywords:"int float string vector matrix if else switch case default while do for in break continue global proc return about abs addAttr addAttributeEditorNodeHelp addDynamic addNewShelfTab addPP addPanelCategory addPrefixToName advanceToNextDrivenKey affectedNet affects aimConstraint air alias aliasAttr align alignCtx alignCurve alignSurface allViewFit ambientLight angle angleBetween animCone animCurveEditor animDisplay animView annotate appendStringArray applicationName applyAttrPreset applyTake arcLenDimContext arcLengthDimension arclen arrayMapper art3dPaintCtx artAttrCtx artAttrPaintVertexCtx artAttrSkinPaintCtx artAttrTool artBuildPaintMenu artFluidAttrCtx artPuttyCtx artSelectCtx artSetPaintCtx artUserPaintCtx assignCommand assignInputDevice assignViewportFactories attachCurve attachDeviceAttr attachSurface attrColorSliderGrp attrCompatibility attrControlGrp attrEnumOptionMenu attrEnumOptionMenuGrp attrFieldGrp attrFieldSliderGrp attrNavigationControlGrp attrPresetEditWin attributeExists attributeInfo attributeMenu attributeQuery autoKeyframe autoPlace bakeClip bakeFluidShading bakePartialHistory bakeResults bakeSimulation basename basenameEx batchRender bessel bevel bevelPlus binMembership bindSkin blend2 blendShape blendShapeEditor blendShapePanel blendTwoAttr blindDataType boneLattice boundary boxDollyCtx boxZoomCtx bufferCurve buildBookmarkMenu buildKeyframeMenu button buttonManip CBG cacheFile cacheFileCombine cacheFileMerge cacheFileTrack camera cameraView canCreateManip canvas capitalizeString catch catchQuiet ceil changeSubdivComponentDisplayLevel changeSubdivRegion channelBox character characterMap characterOutlineEditor characterize chdir checkBox checkBoxGrp checkDefaultRenderGlobals choice circle circularFillet clamp clear clearCache clip clipEditor clipEditorCurrentTimeCtx clipSchedule clipSchedulerOutliner clipTrimBefore closeCurve closeSurface cluster cmdFileOutput cmdScrollFieldExecuter cmdScrollFieldReporter cmdShell coarsenSubdivSelectionList collision color colorAtPoint colorEditor colorIndex colorIndexSliderGrp colorSliderButtonGrp colorSliderGrp columnLayout commandEcho commandLine commandPort compactHairSystem componentEditor compositingInterop computePolysetVolume condition cone confirmDialog connectAttr connectControl connectDynamic connectJoint connectionInfo constrain constrainValue constructionHistory container containsMultibyte contextInfo control convertFromOldLayers convertIffToPsd convertLightmap convertSolidTx convertTessellation convertUnit copyArray copyFlexor copyKey copySkinWeights cos cpButton cpCache cpClothSet cpCollision cpConstraint cpConvClothToMesh cpForces cpGetSolverAttr cpPanel cpProperty cpRigidCollisionFilter cpSeam cpSetEdit cpSetSolverAttr cpSolver cpSolverTypes cpTool cpUpdateClothUVs createDisplayLayer createDrawCtx createEditor createLayeredPsdFile createMotionField createNewShelf createNode createRenderLayer createSubdivRegion cross crossProduct ctxAbort ctxCompletion ctxEditMode ctxTraverse currentCtx currentTime currentTimeCtx currentUnit curve curveAddPtCtx curveCVCtx curveEPCtx curveEditorCtx curveIntersect curveMoveEPCtx curveOnSurface curveSketchCtx cutKey cycleCheck cylinder dagPose date defaultLightListCheckBox defaultNavigation defineDataServer defineVirtualDevice deformer deg_to_rad delete deleteAttr deleteShadingGroupsAndMaterials deleteShelfTab deleteUI deleteUnusedBrushes delrandstr detachCurve detachDeviceAttr detachSurface deviceEditor devicePanel dgInfo dgdirty dgeval dgtimer dimWhen directKeyCtx directionalLight dirmap dirname disable disconnectAttr disconnectJoint diskCache displacementToPoly displayAffected displayColor displayCull displayLevelOfDetail displayPref displayRGBColor displaySmoothness displayStats displayString displaySurface distanceDimContext distanceDimension doBlur dolly dollyCtx dopeSheetEditor dot dotProduct doubleProfileBirailSurface drag dragAttrContext draggerContext dropoffLocator duplicate duplicateCurve duplicateSurface dynCache dynControl dynExport dynExpression dynGlobals dynPaintEditor dynParticleCtx dynPref dynRelEdPanel dynRelEditor dynamicLoad editAttrLimits editDisplayLayerGlobals editDisplayLayerMembers editRenderLayerAdjustment editRenderLayerGlobals editRenderLayerMembers editor editorTemplate effector emit emitter enableDevice encodeString endString endsWith env equivalent equivalentTol erf error eval evalDeferred evalEcho event exactWorldBoundingBox exclusiveLightCheckBox exec executeForEachObject exists exp expression expressionEditorListen extendCurve extendSurface extrude fcheck fclose feof fflush fgetline fgetword file fileBrowserDialog fileDialog fileExtension fileInfo filetest filletCurve filter filterCurve filterExpand filterStudioImport findAllIntersections findAnimCurves findKeyframe findMenuItem findRelatedSkinCluster finder firstParentOf fitBspline flexor floatEq floatField floatFieldGrp floatScrollBar floatSlider floatSlider2 floatSliderButtonGrp floatSliderGrp floor flow fluidCacheInfo fluidEmitter fluidVoxelInfo flushUndo fmod fontDialog fopen formLayout format fprint frameLayout fread freeFormFillet frewind fromNativePath fwrite gamma gauss geometryConstraint getApplicationVersionAsFloat getAttr getClassification getDefaultBrush getFileList getFluidAttr getInputDeviceRange getMayaPanelTypes getModifiers getPanel getParticleAttr getPluginResource getenv getpid glRender glRenderEditor globalStitch gmatch goal gotoBindPose grabColor gradientControl gradientControlNoAttr graphDollyCtx graphSelectContext graphTrackCtx gravity grid gridLayout group groupObjectsByName HfAddAttractorToAS HfAssignAS HfBuildEqualMap HfBuildFurFiles HfBuildFurImages HfCancelAFR HfConnectASToHF HfCreateAttractor HfDeleteAS HfEditAS HfPerformCreateAS HfRemoveAttractorFromAS HfSelectAttached HfSelectAttractors HfUnAssignAS hardenPointCurve hardware hardwareRenderPanel headsUpDisplay headsUpMessage help helpLine hermite hide hilite hitTest hotBox hotkey hotkeyCheck hsv_to_rgb hudButton hudSlider hudSliderButton hwReflectionMap hwRender hwRenderLoad hyperGraph hyperPanel hyperShade hypot iconTextButton iconTextCheckBox iconTextRadioButton iconTextRadioCollection iconTextScrollList iconTextStaticLabel ikHandle ikHandleCtx ikHandleDisplayScale ikSolver ikSplineHandleCtx ikSystem ikSystemInfo ikfkDisplayMethod illustratorCurves image imfPlugins inheritTransform insertJoint insertJointCtx insertKeyCtx insertKnotCurve insertKnotSurface instance instanceable instancer intField intFieldGrp intScrollBar intSlider intSliderGrp interToUI internalVar intersect iprEngine isAnimCurve isConnected isDirty isParentOf isSameObject isTrue isValidObjectName isValidString isValidUiName isolateSelect itemFilter itemFilterAttr itemFilterRender itemFilterType joint jointCluster jointCtx jointDisplayScale jointLattice keyTangent keyframe keyframeOutliner keyframeRegionCurrentTimeCtx keyframeRegionDirectKeyCtx keyframeRegionDollyCtx keyframeRegionInsertKeyCtx keyframeRegionMoveKeyCtx keyframeRegionScaleKeyCtx keyframeRegionSelectKeyCtx keyframeRegionSetKeyCtx keyframeRegionTrackCtx keyframeStats lassoContext lattice latticeDeformKeyCtx launch launchImageEditor layerButton layeredShaderPort layeredTexturePort layout layoutDialog lightList lightListEditor lightListPanel lightlink lineIntersection linearPrecision linstep listAnimatable listAttr listCameras listConnections listDeviceAttachments listHistory listInputDeviceAxes listInputDeviceButtons listInputDevices listMenuAnnotation listNodeTypes listPanelCategories listRelatives listSets listTransforms listUnselected listerEditor loadFluid loadNewShelf loadPlugin loadPluginLanguageResources loadPrefObjects localizedPanelLabel lockNode loft log longNameOf lookThru ls lsThroughFilter lsType lsUI Mayatomr mag makeIdentity makeLive makePaintable makeRoll makeSingleSurface makeTubeOn makebot manipMoveContext manipMoveLimitsCtx manipOptions manipRotateContext manipRotateLimitsCtx manipScaleContext manipScaleLimitsCtx marker match max memory menu menuBarLayout menuEditor menuItem menuItemToShelf menuSet menuSetPref messageLine min minimizeApp mirrorJoint modelCurrentTimeCtx modelEditor modelPanel mouse movIn movOut move moveIKtoFK moveKeyCtx moveVertexAlongDirection multiProfileBirailSurface mute nParticle nameCommand nameField namespace namespaceInfo newPanelItems newton nodeCast nodeIconButton nodeOutliner nodePreset nodeType noise nonLinear normalConstraint normalize nurbsBoolean nurbsCopyUVSet nurbsCube nurbsEditUV nurbsPlane nurbsSelect nurbsSquare nurbsToPoly nurbsToPolygonsPref nurbsToSubdiv nurbsToSubdivPref nurbsUVSet nurbsViewDirectionVector objExists objectCenter objectLayer objectType objectTypeUI obsoleteProc oceanNurbsPreviewPlane offsetCurve offsetCurveOnSurface offsetSurface openGLExtension openMayaPref optionMenu optionMenuGrp optionVar orbit orbitCtx orientConstraint outlinerEditor outlinerPanel overrideModifier paintEffectsDisplay pairBlend palettePort paneLayout panel panelConfiguration panelHistory paramDimContext paramDimension paramLocator parent parentConstraint particle particleExists particleInstancer particleRenderInfo partition pasteKey pathAnimation pause pclose percent performanceOptions pfxstrokes pickWalk picture pixelMove planarSrf plane play playbackOptions playblast plugAttr plugNode pluginInfo pluginResourceUtil pointConstraint pointCurveConstraint pointLight pointMatrixMult pointOnCurve pointOnSurface pointPosition poleVectorConstraint polyAppend polyAppendFacetCtx polyAppendVertex polyAutoProjection polyAverageNormal polyAverageVertex polyBevel polyBlendColor polyBlindData polyBoolOp polyBridgeEdge polyCacheMonitor polyCheck polyChipOff polyClipboard polyCloseBorder polyCollapseEdge polyCollapseFacet polyColorBlindData polyColorDel polyColorPerVertex polyColorSet polyCompare polyCone polyCopyUV polyCrease polyCreaseCtx polyCreateFacet polyCreateFacetCtx polyCube polyCut polyCutCtx polyCylinder polyCylindricalProjection polyDelEdge polyDelFacet polyDelVertex polyDuplicateAndConnect polyDuplicateEdge polyEditUV polyEditUVShell polyEvaluate polyExtrudeEdge polyExtrudeFacet polyExtrudeVertex polyFlipEdge polyFlipUV polyForceUV polyGeoSampler polyHelix polyInfo polyInstallAction polyLayoutUV polyListComponentConversion polyMapCut polyMapDel polyMapSew polyMapSewMove polyMergeEdge polyMergeEdgeCtx polyMergeFacet polyMergeFacetCtx polyMergeUV polyMergeVertex polyMirrorFace polyMoveEdge polyMoveFacet polyMoveFacetUV polyMoveUV polyMoveVertex polyNormal polyNormalPerVertex polyNormalizeUV polyOptUvs polyOptions polyOutput polyPipe polyPlanarProjection polyPlane polyPlatonicSolid polyPoke polyPrimitive polyPrism polyProjection polyPyramid polyQuad polyQueryBlindData polyReduce polySelect polySelectConstraint polySelectConstraintMonitor polySelectCtx polySelectEditCtx polySeparate polySetToFaceNormal polySewEdge polyShortestPathCtx polySmooth polySoftEdge polySphere polySphericalProjection polySplit polySplitCtx polySplitEdge polySplitRing polySplitVertex polyStraightenUVBorder polySubdivideEdge polySubdivideFacet polyToSubdiv polyTorus polyTransfer polyTriangulate polyUVSet polyUnite polyWedgeFace popen popupMenu pose pow preloadRefEd print progressBar progressWindow projFileViewer projectCurve projectTangent projectionContext projectionManip promptDialog propModCtx propMove psdChannelOutliner psdEditTextureFile psdExport psdTextureFile putenv pwd python querySubdiv quit rad_to_deg radial radioButton radioButtonGrp radioCollection radioMenuItemCollection rampColorPort rand randomizeFollicles randstate rangeControl readTake rebuildCurve rebuildSurface recordAttr recordDevice redo reference referenceEdit referenceQuery refineSubdivSelectionList refresh refreshAE registerPluginResource rehash reloadImage removeJoint removeMultiInstance removePanelCategory rename renameAttr renameSelectionList renameUI render renderGlobalsNode renderInfo renderLayerButton renderLayerParent renderLayerPostProcess renderLayerUnparent renderManip renderPartition renderQualityNode renderSettings renderThumbnailUpdate renderWindowEditor renderWindowSelectContext renderer reorder reorderDeformers requires reroot resampleFluid resetAE resetPfxToPolyCamera resetTool resolutionNode retarget reverseCurve reverseSurface revolve rgb_to_hsv rigidBody rigidSolver roll rollCtx rootOf rot rotate rotationInterpolation roundConstantRadius rowColumnLayout rowLayout runTimeCommand runup sampleImage saveAllShelves saveAttrPreset saveFluid saveImage saveInitialState saveMenu savePrefObjects savePrefs saveShelf saveToolSettings scale scaleBrushBrightness scaleComponents scaleConstraint scaleKey scaleKeyCtx sceneEditor sceneUIReplacement scmh scriptCtx scriptEditorInfo scriptJob scriptNode scriptTable scriptToShelf scriptedPanel scriptedPanelType scrollField scrollLayout sculpt searchPathArray seed selLoadSettings select selectContext selectCurveCV selectKey selectKeyCtx selectKeyframeRegionCtx selectMode selectPref selectPriority selectType selectedNodes selectionConnection separator setAttr setAttrEnumResource setAttrMapping setAttrNiceNameResource setConstraintRestPosition setDefaultShadingGroup setDrivenKeyframe setDynamic setEditCtx setEditor setFluidAttr setFocus setInfinity setInputDeviceMapping setKeyCtx setKeyPath setKeyframe setKeyframeBlendshapeTargetWts setMenuMode setNodeNiceNameResource setNodeTypeFlag setParent setParticleAttr setPfxToPolyCamera setPluginResource setProject setStampDensity setStartupMessage setState setToolTo setUITemplate setXformManip sets shadingConnection shadingGeometryRelCtx shadingLightRelCtx shadingNetworkCompare shadingNode shapeCompare shelfButton shelfLayout shelfTabLayout shellField shortNameOf showHelp showHidden showManipCtx showSelectionInTitle showShadingGroupAttrEditor showWindow sign simplify sin singleProfileBirailSurface size sizeBytes skinCluster skinPercent smoothCurve smoothTangentSurface smoothstep snap2to2 snapKey snapMode snapTogetherCtx snapshot soft softMod softModCtx sort sound soundControl source spaceLocator sphere sphrand spotLight spotLightPreviewPort spreadSheetEditor spring sqrt squareSurface srtContext stackTrace startString startsWith stitchAndExplodeShell stitchSurface stitchSurfacePoints strcmp stringArrayCatenate stringArrayContains stringArrayCount stringArrayInsertAtIndex stringArrayIntersector stringArrayRemove stringArrayRemoveAtIndex stringArrayRemoveDuplicates stringArrayRemoveExact stringArrayToString stringToStringArray strip stripPrefixFromName stroke subdAutoProjection subdCleanTopology subdCollapse subdDuplicateAndConnect subdEditUV subdListComponentConversion subdMapCut subdMapSewMove subdMatchTopology subdMirror subdToBlind subdToPoly subdTransferUVsToCache subdiv subdivCrease subdivDisplaySmoothness substitute substituteAllString substituteGeometry substring surface surfaceSampler surfaceShaderList swatchDisplayPort switchTable symbolButton symbolCheckBox sysFile system tabLayout tan tangentConstraint texLatticeDeformContext texManipContext texMoveContext texMoveUVShellContext texRotateContext texScaleContext texSelectContext texSelectShortestPathCtx texSmudgeUVContext texWinToolCtx text textCurves textField textFieldButtonGrp textFieldGrp textManip textScrollList textToShelf textureDisplacePlane textureHairColor texturePlacementContext textureWindow threadCount threePointArcCtx timeControl timePort timerX toNativePath toggle toggleAxis toggleWindowVisibility tokenize tokenizeList tolerance tolower toolButton toolCollection toolDropped toolHasOptions toolPropertyWindow torus toupper trace track trackCtx transferAttributes transformCompare transformLimits translator trim trunc truncateFluidCache truncateHairCache tumble tumbleCtx turbulence twoPointArcCtx uiRes uiTemplate unassignInputDevice undo undoInfo ungroup uniform unit unloadPlugin untangleUV untitledFileName untrim upAxis updateAE userCtx uvLink uvSnapshot validateShelfName vectorize view2dToolCtx viewCamera viewClipPlane viewFit viewHeadOn viewLookAt viewManip viewPlace viewSet visor volumeAxis vortex waitCursor warning webBrowser webBrowserPrefs whatIs window windowPref wire wireContext workspace wrinkle wrinkleContext writeTake xbmLangPathList xform",illegal:"/,returnBegin:!0,end:/->/,contains:[e.inherit(e.TITLE_MODE,{starts:{endsWithParent:!0,keywords:t}})]};return{aliases:["tao"],lexemes:/[a-zA-Z][a-zA-Z0-9_?]*/,keywords:t,contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,{className:"string",begin:"'",end:"'",illegal:"\\n"},{className:"string",begin:"<<",end:">>"},o,n,{className:"number",begin:"[0-9]+#[0-9A-Z_]+(\\.[0-9-A-Z_]+)?#?([Ee][+-]?[0-9]+)?"},e.NUMBER_MODE]}}},"/PwN":function(e){e.exports=function(e){return{aliases:["cmake.in"],case_insensitive:!0,keywords:{keyword:"break cmake_host_system_information cmake_minimum_required cmake_parse_arguments cmake_policy configure_file continue elseif else endforeach endfunction endif endmacro endwhile execute_process file find_file find_library find_package find_path find_program foreach function get_cmake_property get_directory_property get_filename_component get_property if include include_guard list macro mark_as_advanced math message option return separate_arguments set_directory_properties set_property set site_name string unset variable_watch while add_compile_definitions add_compile_options add_custom_command add_custom_target add_definitions add_dependencies add_executable add_library add_link_options add_subdirectory add_test aux_source_directory build_command create_test_sourcelist define_property enable_language enable_testing export fltk_wrap_ui get_source_file_property get_target_property get_test_property include_directories include_external_msproject include_regular_expression install link_directories link_libraries load_cache project qt_wrap_cpp qt_wrap_ui remove_definitions set_source_files_properties set_target_properties set_tests_properties source_group target_compile_definitions target_compile_features target_compile_options target_include_directories target_link_directories target_link_libraries target_link_options target_sources try_compile try_run ctest_build ctest_configure ctest_coverage ctest_empty_binary_directory ctest_memcheck ctest_read_custom_files ctest_run_script ctest_sleep ctest_start ctest_submit ctest_test ctest_update ctest_upload build_name exec_program export_library_dependencies install_files install_programs install_targets load_command make_directory output_required_files remove subdir_depends subdirs use_mangled_mesa utility_source variable_requires write_file qt5_use_modules qt5_use_package qt5_wrap_cpp on off true false and or not command policy target test exists is_newer_than is_directory is_symlink is_absolute matches less greater equal less_equal greater_equal strless strgreater strequal strless_equal strgreater_equal version_less version_greater version_equal version_less_equal version_greater_equal in_list defined"},contains:[{className:"variable",begin:"\\${",end:"}"},e.HASH_COMMENT_MODE,e.QUOTE_STRING_MODE,e.NUMBER_MODE]}}},"/VJG":function(e){e.exports=function(e){function t(e,t){var r=[{begin:e,end:t}];return r[0].contains=r,r}var r="(_*[ui](8|16|32|64|128))?",n="[a-zA-Z_]\\w*[!?=]?|[-+~]\\@|<<|>>|=~|===?|<=>|[<>]=?|\\*\\*|[-/+%^&*~|]|//|//=|&[-+*]=?|&\\*\\*|\\[\\][=?]?",o={keyword:"abstract alias annotation as as? asm begin break case class def do else elsif end ensure enum extend for fun if include instance_sizeof is_a? lib macro module next nil? of out pointerof private protected rescue responds_to? return require select self sizeof struct super then type typeof union uninitialized unless until verbatim when while with yield __DIR__ __END_LINE__ __FILE__ __LINE__",literal:"false nil true"},a={className:"subst",begin:"#{",end:"}",keywords:o},i={className:"template-variable",variants:[{begin:"\\{\\{",end:"\\}\\}"},{begin:"\\{%",end:"%\\}"}],keywords:o},s={className:"string",contains:[e.BACKSLASH_ESCAPE,a],variants:[{begin:/'/,end:/'/},{begin:/"/,end:/"/},{begin:/`/,end:/`/},{begin:"%[Qwi]?\\(",end:"\\)",contains:t("\\(","\\)")},{begin:"%[Qwi]?\\[",end:"\\]",contains:t("\\[","\\]")},{begin:"%[Qwi]?{",end:"}",contains:t("{","}")},{begin:"%[Qwi]?<",end:">",contains:t("<",">")},{begin:"%[Qwi]?\\|",end:"\\|"},{begin:/<<-\w+$/,end:/^\s*\w+$/}],relevance:0},l={className:"string",variants:[{begin:"%q\\(",end:"\\)",contains:t("\\(","\\)")},{begin:"%q\\[",end:"\\]",contains:t("\\[","\\]")},{begin:"%q{",end:"}",contains:t("{","}")},{begin:"%q<",end:">",contains:t("<",">")},{begin:"%q\\|",end:"\\|"},{begin:/<<-'\w+'$/,end:/^\s*\w+$/}],relevance:0},c={begin:"(?!%})("+e.RE_STARTERS_RE+"|\\n|\\b(case|if|select|unless|until|when|while)\\b)\\s*",keywords:"case if select unless until when while",contains:[{className:"regexp",contains:[e.BACKSLASH_ESCAPE,a],variants:[{begin:"//[a-z]*",relevance:0},{begin:"/(?!\\/)",end:"/[a-z]*"}]}],relevance:0},_=[i,s,l,{className:"regexp",contains:[e.BACKSLASH_ESCAPE,a],variants:[{begin:"%r\\(",end:"\\)",contains:t("\\(","\\)")},{begin:"%r\\[",end:"\\]",contains:t("\\[","\\]")},{begin:"%r{",end:"}",contains:t("{","}")},{begin:"%r<",end:">",contains:t("<",">")},{begin:"%r\\|",end:"\\|"}],relevance:0},c,{className:"meta",begin:"@\\[",end:"\\]",contains:[e.inherit(e.QUOTE_STRING_MODE,{className:"meta-string"})]},e.HASH_COMMENT_MODE,{className:"class",beginKeywords:"class module struct",end:"$|;",illegal:/=/,contains:[e.HASH_COMMENT_MODE,e.inherit(e.TITLE_MODE,{begin:"[A-Za-z_]\\w*(::\\w+)*(\\?|\\!)?"}),{begin:"<"}]},{className:"class",beginKeywords:"lib enum union",end:"$|;",illegal:/=/,contains:[e.HASH_COMMENT_MODE,e.inherit(e.TITLE_MODE,{begin:"[A-Za-z_]\\w*(::\\w+)*(\\?|\\!)?"})],relevance:10},{beginKeywords:"annotation",end:"$|;",illegal:/=/,contains:[e.HASH_COMMENT_MODE,e.inherit(e.TITLE_MODE,{begin:"[A-Za-z_]\\w*(::\\w+)*(\\?|\\!)?"})],relevance:10},{className:"function",beginKeywords:"def",end:/\B\b/,contains:[e.inherit(e.TITLE_MODE,{begin:n,endsParent:!0})]},{className:"function",beginKeywords:"fun macro",end:/\B\b/,contains:[e.inherit(e.TITLE_MODE,{begin:n,endsParent:!0})],relevance:5},{className:"symbol",begin:e.UNDERSCORE_IDENT_RE+"(\\!|\\?)?:",relevance:0},{className:"symbol",begin:":",contains:[s,{begin:n}],relevance:0},{className:"number",variants:[{begin:"\\b0b([01_]+)"+r},{begin:"\\b0o([0-7_]+)"+r},{begin:"\\b0x([A-Fa-f0-9_]+)"+r},{begin:"\\b([1-9][0-9_]*[0-9]|[0-9])(\\.[0-9][0-9_]*)?([eE]_*[-+]?[0-9_]*)?(_*f(32|64))?(?!_)"},{begin:"\\b([1-9][0-9_]*|0)"+r}],relevance:0}];return a.contains=_,i.contains=_.slice(1),{aliases:["cr"],lexemes:"[a-zA-Z_]\\w*[!?=]?",keywords:o,contains:_}}},"/Wop":function(e){e.exports=function(e){return{aliases:["as"],keywords:{keyword:"as break case catch class const continue default delete do dynamic each else extends final finally for function get if implements import in include instanceof interface internal is namespace native new override package private protected public return set static super switch this throw try typeof use var void while with",literal:"true false null undefined"},contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.C_NUMBER_MODE,{className:"class",beginKeywords:"package",end:"{",contains:[e.TITLE_MODE]},{className:"class",beginKeywords:"class interface",end:"{",excludeEnd:!0,contains:[{beginKeywords:"extends implements"},e.TITLE_MODE]},{className:"meta",beginKeywords:"import include",end:";",keywords:{"meta-keyword":"import include"}},{className:"function",beginKeywords:"function",end:"[{;]",excludeEnd:!0,illegal:"\\S",contains:[e.TITLE_MODE,{className:"params",begin:"\\(",end:"\\)",contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"rest_arg",begin:"[.]{3}",end:"[a-zA-Z_$][a-zA-Z0-9_$]*",relevance:10}]},{begin:":\\s*([*]|[a-zA-Z_$][a-zA-Z0-9_$]*)"}]},e.METHOD_GUARD],illegal:/#/}}},"/n59":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#FFFFFF",color:"#434f54"},"hljs-subst":{color:"#434f54"},"hljs-keyword":{color:"#00979D"},"hljs-attribute":{color:"#00979D"},"hljs-selector-tag":{color:"#00979D"},"hljs-doctag":{color:"#00979D"},"hljs-name":{color:"#00979D"},"hljs-built_in":{color:"#D35400"},"hljs-literal":{color:"#D35400"},"hljs-bullet":{color:"#D35400"},"hljs-code":{color:"#D35400"},"hljs-addition":{color:"#D35400"},"hljs-regexp":{color:"#00979D"},"hljs-symbol":{color:"#00979D"},"hljs-variable":{color:"#00979D"},"hljs-template-variable":{color:"#00979D"},"hljs-link":{color:"#00979D"},"hljs-selector-attr":{color:"#00979D"},"hljs-selector-pseudo":{color:"#00979D"},"hljs-type":{color:"#005C5F"},"hljs-string":{color:"#005C5F"},"hljs-selector-id":{color:"#005C5F"},"hljs-selector-class":{color:"#005C5F"},"hljs-quote":{color:"#005C5F"},"hljs-template-tag":{color:"#005C5F"},"hljs-deletion":{color:"#005C5F"},"hljs-title":{color:"#880000",fontWeight:"bold"},"hljs-section":{color:"#880000",fontWeight:"bold"},"hljs-comment":{color:"rgba(149,165,166,.8)"},"hljs-meta-keyword":{color:"#728E00"},"hljs-meta":{color:"#434f54"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"},"hljs-function":{color:"#728E00"},"hljs-number":{color:"#8A7B52"}}},"/pBE":function(e){e.exports=function(e){var t={keyword:"in isa where baremodule begin break catch ccall const continue do else elseif end export false finally for function global if import importall let local macro module quote return true try using while type immutable abstract bitstype typealias ",literal:"true false ARGS C_NULL DevNull ENDIAN_BOM ENV I Inf Inf16 Inf32 Inf64 InsertionSort JULIA_HOME LOAD_PATH MergeSort NaN NaN16 NaN32 NaN64 PROGRAM_FILE QuickSort RoundDown RoundFromZero RoundNearest RoundNearestTiesAway RoundNearestTiesUp RoundToZero RoundUp STDERR STDIN STDOUT VERSION catalan e|0 eu|0 eulergamma golden im nothing pi γ π φ ",built_in:"ANY AbstractArray AbstractChannel AbstractFloat AbstractMatrix AbstractRNG AbstractSerializer AbstractSet AbstractSparseArray AbstractSparseMatrix AbstractSparseVector AbstractString AbstractUnitRange AbstractVecOrMat AbstractVector Any ArgumentError Array AssertionError Associative Base64DecodePipe Base64EncodePipe Bidiagonal BigFloat BigInt BitArray BitMatrix BitVector Bool BoundsError BufferStream CachingPool CapturedException CartesianIndex CartesianRange Cchar Cdouble Cfloat Channel Char Cint Cintmax_t Clong Clonglong ClusterManager Cmd CodeInfo Colon Complex Complex128 Complex32 Complex64 CompositeException Condition ConjArray ConjMatrix ConjVector Cptrdiff_t Cshort Csize_t Cssize_t Cstring Cuchar Cuint Cuintmax_t Culong Culonglong Cushort Cwchar_t Cwstring DataType Date DateFormat DateTime DenseArray DenseMatrix DenseVecOrMat DenseVector Diagonal Dict DimensionMismatch Dims DirectIndexString Display DivideError DomainError EOFError EachLine Enum Enumerate ErrorException Exception ExponentialBackOff Expr Factorization FileMonitor Float16 Float32 Float64 Function Future GlobalRef GotoNode HTML Hermitian IO IOBuffer IOContext IOStream IPAddr IPv4 IPv6 IndexCartesian IndexLinear IndexStyle InexactError InitError Int Int128 Int16 Int32 Int64 Int8 IntSet Integer InterruptException InvalidStateException Irrational KeyError LabelNode LinSpace LineNumberNode LoadError LowerTriangular MIME Matrix MersenneTwister Method MethodError MethodTable Module NTuple NewvarNode NullException Nullable Number ObjectIdDict OrdinalRange OutOfMemoryError OverflowError Pair ParseError PartialQuickSort PermutedDimsArray Pipe PollingFileWatcher ProcessExitedException Ptr QuoteNode RandomDevice Range RangeIndex Rational RawFD ReadOnlyMemoryError Real ReentrantLock Ref Regex RegexMatch RemoteChannel RemoteException RevString RoundingMode RowVector SSAValue SegmentationFault SerializationState Set SharedArray SharedMatrix SharedVector Signed SimpleVector Slot SlotNumber SparseMatrixCSC SparseVector StackFrame StackOverflowError StackTrace StepRange StepRangeLen StridedArray StridedMatrix StridedVecOrMat StridedVector String SubArray SubString SymTridiagonal Symbol Symmetric SystemError TCPSocket Task Text TextDisplay Timer Tridiagonal Tuple Type TypeError TypeMapEntry TypeMapLevel TypeName TypeVar TypedSlot UDPSocket UInt UInt128 UInt16 UInt32 UInt64 UInt8 UndefRefError UndefVarError UnicodeError UniformScaling Union UnionAll UnitRange Unsigned UpperTriangular Val Vararg VecElement VecOrMat Vector VersionNumber Void WeakKeyDict WeakRef WorkerConfig WorkerPool "},r="[A-Za-z_\\u00A1-\\uFFFF][A-Za-z_0-9\\u00A1-\\uFFFF]*",n={lexemes:r,keywords:t,illegal:/<\//},o={className:"subst",begin:/\$\(/,end:/\)/,keywords:t},a={className:"variable",begin:"\\$"+r};return n.contains=[{className:"number",begin:/(\b0x[\d_]*(\.[\d_]*)?|0x\.\d[\d_]*)p[-+]?\d+|\b0[box][a-fA-F0-9][a-fA-F0-9_]*|(\b\d[\d_]*(\.[\d_]*)?|\.\d[\d_]*)([eEfF][-+]?\d+)?/,relevance:0},{className:"string",begin:/'(.|\\[xXuU][a-zA-Z0-9]+)'/},{className:"string",contains:[e.BACKSLASH_ESCAPE,o,a],variants:[{begin:/\w*"""/,end:/"""\w*/,relevance:10},{begin:/\w*"/,end:/"\w*/}]},{className:"string",contains:[e.BACKSLASH_ESCAPE,o,a],begin:"`",end:"`"},{className:"meta",begin:"@"+r},{className:"comment",variants:[{begin:"#=",end:"=#",relevance:10},{begin:"#",end:"$"}]},e.HASH_COMMENT_MODE,{className:"keyword",begin:"\\b(((abstract|primitive)\\s+)type|(mutable\\s+)?struct)\\b"},{begin:/<:/}],o.contains=n.contains,n}},"/uaa":function(e){e.exports=function(e){return{contains:[{className:"attribute",begin:"^dn",end:": ",excludeEnd:!0,starts:{end:"$",relevance:0},relevance:10},{className:"attribute",begin:"^\\w",end:": ",excludeEnd:!0,starts:{end:"$",relevance:0}},{className:"literal",begin:"^-",end:"$"},e.HASH_COMMENT_MODE]}}},"/uux":function(e){e.exports=function(e){return{aliases:["nim"],keywords:{keyword:"addr and as asm bind block break case cast const continue converter discard distinct div do elif else end enum except export finally for from generic if import in include interface is isnot iterator let macro method mixin mod nil not notin object of or out proc ptr raise ref return shl shr static template try tuple type using var when while with without xor yield",literal:"shared guarded stdin stdout stderr result true false",built_in:"int int8 int16 int32 int64 uint uint8 uint16 uint32 uint64 float float32 float64 bool char string cstring pointer expr stmt void auto any range array openarray varargs seq set clong culong cchar cschar cshort cint csize clonglong cfloat cdouble clongdouble cuchar cushort cuint culonglong cstringarray semistatic"},contains:[{className:"meta",begin:/{\./,end:/\.}/,relevance:10},{className:"string",begin:/[a-zA-Z]\w*"/,end:/"/,contains:[{begin:/""/}]},{className:"string",begin:/([a-zA-Z]\w*)?"""/,end:/"""/},e.QUOTE_STRING_MODE,{className:"type",begin:/\b[A-Z]\w+\b/,relevance:0},{className:"number",relevance:0,variants:[{begin:/\b(0[xX][0-9a-fA-F][_0-9a-fA-F]*)('?[iIuU](8|16|32|64))?/},{begin:/\b(0o[0-7][_0-7]*)('?[iIuUfF](8|16|32|64))?/},{begin:/\b(0(b|B)[01][_01]*)('?[iIuUfF](8|16|32|64))?/},{begin:/\b(\d[_\d]*)('?[iIuUfF](8|16|32|64))?/}]},e.HASH_COMMENT_MODE]}}},0:function(e,t,r){r("xhzY"),e.exports=r("mdyV")},"00aX":function(e,t,r){"use strict";var n=r("Zv4o");e.exports=n,n.registerLanguage("1c",r("Xzb/")),n.registerLanguage("abnf",r("N8vt")),n.registerLanguage("accesslog",r("XjiV")),n.registerLanguage("actionscript",r("/Wop")),n.registerLanguage("ada",r("ws46")),n.registerLanguage("angelscript",r("p6Ik")),n.registerLanguage("apache",r("keGk")),n.registerLanguage("applescript",r("9mLN")),n.registerLanguage("arcade",r("3owC")),n.registerLanguage("cpp",r("VXhU")),n.registerLanguage("arduino",r("Wu1p")),n.registerLanguage("armasm",r("Crng")),n.registerLanguage("xml",r("+8c/")),n.registerLanguage("asciidoc",r("3v4y")),n.registerLanguage("aspectj",r("pgXu")),n.registerLanguage("autohotkey",r("hJY2")),n.registerLanguage("autoit",r("xQYA")),n.registerLanguage("avrasm",r("mloD")),n.registerLanguage("awk",r("UJe/")),n.registerLanguage("axapta",r("UL2C")),n.registerLanguage("bash",r("sEJB")),n.registerLanguage("basic",r("rXXl")),n.registerLanguage("bnf",r("K/sK")),n.registerLanguage("brainfuck",r("rsTH")),n.registerLanguage("cal",r("2sdm")),n.registerLanguage("capnproto",r("Vpya")),n.registerLanguage("ceylon",r("KX9w")),n.registerLanguage("clean",r("D5DT")),n.registerLanguage("clojure",r("EDti")),n.registerLanguage("clojure-repl",r("H5wA")),n.registerLanguage("cmake",r("/PwN")),n.registerLanguage("coffeescript",r("sbTZ")),n.registerLanguage("coq",r("7lJl")),n.registerLanguage("cos",r("kbeW")),n.registerLanguage("crmsh",r("ifO9")),n.registerLanguage("crystal",r("/VJG")),n.registerLanguage("cs",r("9o2t")),n.registerLanguage("csp",r("O1m0")),n.registerLanguage("css",r("AHd/")),n.registerLanguage("d",r("qT1w")),n.registerLanguage("markdown",r("SaSO")),n.registerLanguage("dart",r("cjDv")),n.registerLanguage("delphi",r("rpfY")),n.registerLanguage("diff",r("xzDO")),n.registerLanguage("django",r("s4ix")),n.registerLanguage("dns",r("Q33b")),n.registerLanguage("dockerfile",r("Esuy")),n.registerLanguage("dos",r("ZTrp")),n.registerLanguage("dsconfig",r("bwUq")),n.registerLanguage("dts",r("5FvQ")),n.registerLanguage("dust",r("Azdn")),n.registerLanguage("ebnf",r("IDdc")),n.registerLanguage("elixir",r("LAoE")),n.registerLanguage("elm",r("YF8Q")),n.registerLanguage("ruby",r("5puq")),n.registerLanguage("erb",r("ODfq")),n.registerLanguage("erlang-repl",r("X9+K")),n.registerLanguage("erlang",r("0ekW")),n.registerLanguage("excel",r("Bxv/")),n.registerLanguage("fix",r("DrKe")),n.registerLanguage("flix",r("8CEn")),n.registerLanguage("fortran",r("WfZR")),n.registerLanguage("fsharp",r("fQ0b")),n.registerLanguage("gams",r("ecIJ")),n.registerLanguage("gauss",r("Ltaw")),n.registerLanguage("gcode",r("mzq4")),n.registerLanguage("gherkin",r("Xi3L")),n.registerLanguage("glsl",r("BSDL")),n.registerLanguage("gml",r("p5dA")),n.registerLanguage("go",r("EuRZ")),n.registerLanguage("golo",r("fjMO")),n.registerLanguage("gradle",r("klYI")),n.registerLanguage("groovy",r("GWTn")),n.registerLanguage("haml",r("knqJ")),n.registerLanguage("handlebars",r("dwHH")),n.registerLanguage("haskell",r("rmQ9")),n.registerLanguage("haxe",r("CkeN")),n.registerLanguage("hsp",r("S5O/")),n.registerLanguage("htmlbars",r("Ce7u")),n.registerLanguage("http",r("mq8Y")),n.registerLanguage("hy",r("K+EF")),n.registerLanguage("inform7",r("AXrV")),n.registerLanguage("ini",r("PfMy")),n.registerLanguage("irpf90",r("+0sr")),n.registerLanguage("isbl",r("r/ji")),n.registerLanguage("java",r("MyA/")),n.registerLanguage("javascript",r("RrKz")),n.registerLanguage("jboss-cli",r("Xd/W")),n.registerLanguage("json",r("C8B/")),n.registerLanguage("julia",r("/pBE")),n.registerLanguage("julia-repl",r("pfxK")),n.registerLanguage("kotlin",r("kmhd")),n.registerLanguage("lasso",r("OFGV")),n.registerLanguage("ldif",r("/uaa")),n.registerLanguage("leaf",r("umAW")),n.registerLanguage("less",r("T/Rq")),n.registerLanguage("lisp",r("7qbZ")),n.registerLanguage("livecodeserver",r("HRD3")),n.registerLanguage("livescript",r("Bcp6")),n.registerLanguage("llvm",r("7Sho")),n.registerLanguage("lsl",r("GiAl")),n.registerLanguage("lua",r("wOLQ")),n.registerLanguage("makefile",r("NFRW")),n.registerLanguage("mathematica",r("mtq0")),n.registerLanguage("matlab",r("D5+f")),n.registerLanguage("maxima",r("MjZ9")),n.registerLanguage("mel",r("+UHT")),n.registerLanguage("mercury",r("rv8P")),n.registerLanguage("mipsasm",r("AGdH")),n.registerLanguage("mizar",r("PRHp")),n.registerLanguage("perl",r("4ti2")),n.registerLanguage("mojolicious",r("oELs")),n.registerLanguage("monkey",r("lx36")),n.registerLanguage("moonscript",r("EBmo")),n.registerLanguage("n1ql",r("B4Ph")),n.registerLanguage("nginx",r("UbJx")),n.registerLanguage("nimrod",r("/uux")),n.registerLanguage("nix",r("z9+T")),n.registerLanguage("nsis",r("56a2")),n.registerLanguage("objectivec",r("Edfb")),n.registerLanguage("ocaml",r("RBz6")),n.registerLanguage("openscad",r("Yxl4")),n.registerLanguage("oxygene",r("sThc")),n.registerLanguage("parser3",r("Rq3L")),n.registerLanguage("pf",r("Ow5/")),n.registerLanguage("pgsql",r("UjWg")),n.registerLanguage("php",r("9fCj")),n.registerLanguage("plaintext",r("iVrB")),n.registerLanguage("pony",r("rmG5")),n.registerLanguage("powershell",r("FFoo")),n.registerLanguage("processing",r("GsKg")),n.registerLanguage("profile",r("JAp6")),n.registerLanguage("prolog",r("tWsw")),n.registerLanguage("properties",r("Yplx")),n.registerLanguage("protobuf",r("FIQr")),n.registerLanguage("puppet",r("y2h4")),n.registerLanguage("purebasic",r("pDxH")),n.registerLanguage("python",r("B0R+")),n.registerLanguage("q",r("ySsl")),n.registerLanguage("qml",r("JIGC")),n.registerLanguage("r",r("6g+T")),n.registerLanguage("reasonml",r("vk9i")),n.registerLanguage("rib",r("Sw1d")),n.registerLanguage("roboconf",r("JDse")),n.registerLanguage("routeros",r("JS2L")),n.registerLanguage("rsl",r("+g0j")),n.registerLanguage("ruleslanguage",r("EK8M")),n.registerLanguage("rust",r("HU/z")),n.registerLanguage("sas",r("H73q")),n.registerLanguage("scala",r("EL4w")),n.registerLanguage("scheme",r("DXMi")),n.registerLanguage("scilab",r("uYOp")),n.registerLanguage("scss",r("dCW+")),n.registerLanguage("shell",r("6f5H")),n.registerLanguage("smali",r("bTp+")),n.registerLanguage("smalltalk",r("rFJK")),n.registerLanguage("sml",r("FJoh")),n.registerLanguage("sqf",r("TKpr")),n.registerLanguage("sql",r("C31R")),n.registerLanguage("stan",r("GgUT")),n.registerLanguage("stata",r("qi4Z")),n.registerLanguage("step21",r("z9jV")),n.registerLanguage("stylus",r("mf9v")),n.registerLanguage("subunit",r("E8kr")),n.registerLanguage("swift",r("HHqG")),n.registerLanguage("taggerscript",r("oFdW")),n.registerLanguage("yaml",r("dfOM")),n.registerLanguage("tap",r("Qv1G")),n.registerLanguage("tcl",r("NLC4")),n.registerLanguage("tex",r("hsdt")),n.registerLanguage("thrift",r("n7wK")),n.registerLanguage("tp",r("4env")),n.registerLanguage("twig",r("lcND")),n.registerLanguage("typescript",r("3YOz")),n.registerLanguage("vala",r("nYO0")),n.registerLanguage("vbnet",r("VzVz")),n.registerLanguage("vbscript",r("Cb1o")),n.registerLanguage("vbscript-html",r("xJGe")),n.registerLanguage("verilog",r("gLyw")),n.registerLanguage("vhdl",r("IiIf")),n.registerLanguage("vim",r("33zS")),n.registerLanguage("x86asm",r("+eux")),n.registerLanguage("xl",r("/HvK")),n.registerLanguage("xquery",r("ERHy")),n.registerLanguage("zephir",r("FU0U"))},"0Sbo":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#8e908c"},"hljs-quote":{color:"#8e908c"},"hljs-variable":{color:"#c82829"},"hljs-template-variable":{color:"#c82829"},"hljs-tag":{color:"#c82829"},"hljs-name":{color:"#c82829"},"hljs-selector-id":{color:"#c82829"},"hljs-selector-class":{color:"#c82829"},"hljs-regexp":{color:"#c82829"},"hljs-deletion":{color:"#c82829"},"hljs-number":{color:"#f5871f"},"hljs-built_in":{color:"#f5871f"},"hljs-builtin-name":{color:"#f5871f"},"hljs-literal":{color:"#f5871f"},"hljs-type":{color:"#f5871f"},"hljs-params":{color:"#f5871f"},"hljs-meta":{color:"#f5871f"},"hljs-link":{color:"#f5871f"},"hljs-attribute":{color:"#eab700"},"hljs-string":{color:"#718c00"},"hljs-symbol":{color:"#718c00"},"hljs-bullet":{color:"#718c00"},"hljs-addition":{color:"#718c00"},"hljs-title":{color:"#4271ae"},"hljs-section":{color:"#4271ae"},"hljs-keyword":{color:"#8959a8"},"hljs-selector-tag":{color:"#8959a8"},hljs:{display:"block",overflowX:"auto",background:"white",color:"#4d4d4c",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"0ekW":function(e){e.exports=function(e){var t="[a-z'][a-zA-Z0-9_']*",r="("+t+":"+t+"|"+t+")",n={keyword:"after and andalso|10 band begin bnot bor bsl bzr bxor case catch cond div end fun if let not of orelse|10 query receive rem try when xor",literal:"false true"},o=e.COMMENT("%","$"),a={className:"number",begin:"\\b(\\d+#[a-fA-F0-9]+|\\d+(\\.\\d+)?([eE][-+]?\\d+)?)",relevance:0},i={begin:"fun\\s+"+t+"/\\d+"},s={begin:r+"\\(",end:"\\)",returnBegin:!0,relevance:0,contains:[{begin:r,relevance:0},{begin:"\\(",end:"\\)",endsWithParent:!0,returnEnd:!0,relevance:0}]},l={begin:"{",end:"}",relevance:0},c={begin:"\\b_([A-Z][A-Za-z0-9_]*)?",relevance:0},_={begin:"[A-Z][a-zA-Z0-9_]*",relevance:0},d={begin:"#"+e.UNDERSCORE_IDENT_RE,relevance:0,returnBegin:!0,contains:[{begin:"#"+e.UNDERSCORE_IDENT_RE,relevance:0},{begin:"{",end:"}",relevance:0}]},u={beginKeywords:"fun receive if try case",end:"end",keywords:n};u.contains=[o,i,e.inherit(e.APOS_STRING_MODE,{className:""}),u,s,e.QUOTE_STRING_MODE,a,l,c,_,d];var p=[o,i,u,s,e.QUOTE_STRING_MODE,a,l,c,_,d];s.contains[1].contains=p,l.contains=p,d.contains[1].contains=p;var m={className:"params",begin:"\\(",end:"\\)",contains:p};return{aliases:["erl"],keywords:n,illegal:"(",returnBegin:!0,illegal:"\\(|#|//|/\\*|\\\\|:|;",contains:[m,e.inherit(e.TITLE_MODE,{begin:t})],starts:{end:";|\\.",keywords:n,contains:p}},o,{begin:"^-",end:"\\.",relevance:0,excludeEnd:!0,returnBegin:!0,lexemes:"-"+e.IDENT_RE,keywords:"-module -record -undef -export -ifdef -ifndef -author -copyright -doc -vsn -import -include -include_lib -compile -define -else -endif -file -behaviour -behavior -spec",contains:[m]},a,e.QUOTE_STRING_MODE,d,c,_,l,{begin:/\.$/}]}}},"0s03":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#1d1f21",color:"#c5c8c6"},"hljs::selection":{background:"#373b41"},"hljs span::selection":{background:"#373b41"},"hljs::-moz-selection":{background:"#373b41"},"hljs span::-moz-selection":{background:"#373b41"},"hljs-title":{color:"#f0c674"},"hljs-name":{color:"#f0c674"},"hljs-comment":{color:"#707880"},"hljs-meta":{color:"#707880"},"hljs-meta .hljs-keyword":{color:"#707880"},"hljs-number":{color:"#cc6666"},"hljs-symbol":{color:"#cc6666"},"hljs-literal":{color:"#cc6666"},"hljs-deletion":{color:"#cc6666"},"hljs-link":{color:"#cc6666"},"hljs-string":{color:"#b5bd68"},"hljs-doctag":{color:"#b5bd68"},"hljs-addition":{color:"#b5bd68"},"hljs-regexp":{color:"#b5bd68"},"hljs-selector-attr":{color:"#b5bd68"},"hljs-selector-pseudo":{color:"#b5bd68"},"hljs-attribute":{color:"#b294bb"},"hljs-code":{color:"#b294bb"},"hljs-selector-id":{color:"#b294bb"},"hljs-keyword":{color:"#81a2be"},"hljs-selector-tag":{color:"#81a2be"},"hljs-bullet":{color:"#81a2be"},"hljs-tag":{color:"#81a2be"},"hljs-subst":{color:"#8abeb7"},"hljs-variable":{color:"#8abeb7"},"hljs-template-tag":{color:"#8abeb7"},"hljs-template-variable":{color:"#8abeb7"},"hljs-type":{color:"#de935f"},"hljs-built_in":{color:"#de935f"},"hljs-builtin-name":{color:"#de935f"},"hljs-quote":{color:"#de935f"},"hljs-section":{color:"#de935f"},"hljs-selector-class":{color:"#de935f"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"1+YT":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#B6B18B"},"hljs-quote":{color:"#B6B18B"},"hljs-variable":{color:"#EB3C54"},"hljs-template-variable":{color:"#EB3C54"},"hljs-tag":{color:"#EB3C54"},"hljs-name":{color:"#EB3C54"},"hljs-selector-id":{color:"#EB3C54"},"hljs-selector-class":{color:"#EB3C54"},"hljs-regexp":{color:"#EB3C54"},"hljs-deletion":{color:"#EB3C54"},"hljs-number":{color:"#E7CE56"},"hljs-built_in":{color:"#E7CE56"},"hljs-builtin-name":{color:"#E7CE56"},"hljs-literal":{color:"#E7CE56"},"hljs-type":{color:"#E7CE56"},"hljs-params":{color:"#E7CE56"},"hljs-meta":{color:"#E7CE56"},"hljs-link":{color:"#E7CE56"},"hljs-attribute":{color:"#EE7C2B"},"hljs-string":{color:"#4FB4D7"},"hljs-symbol":{color:"#4FB4D7"},"hljs-bullet":{color:"#4FB4D7"},"hljs-addition":{color:"#4FB4D7"},"hljs-title":{color:"#78BB65"},"hljs-section":{color:"#78BB65"},"hljs-keyword":{color:"#B45EA4"},"hljs-selector-tag":{color:"#B45EA4"},hljs:{display:"block",overflowX:"auto",background:"#1C1D21",color:"#c0c5ce",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"1x5M":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#989498"},"hljs-quote":{color:"#989498"},"hljs-variable":{color:"#dd464c"},"hljs-template-variable":{color:"#dd464c"},"hljs-attribute":{color:"#dd464c"},"hljs-tag":{color:"#dd464c"},"hljs-name":{color:"#dd464c"},"hljs-selector-id":{color:"#dd464c"},"hljs-selector-class":{color:"#dd464c"},"hljs-regexp":{color:"#dd464c"},"hljs-link":{color:"#dd464c"},"hljs-deletion":{color:"#dd464c"},"hljs-number":{color:"#fd8b19"},"hljs-built_in":{color:"#fd8b19"},"hljs-builtin-name":{color:"#fd8b19"},"hljs-literal":{color:"#fd8b19"},"hljs-type":{color:"#fd8b19"},"hljs-params":{color:"#fd8b19"},"hljs-class .hljs-title":{color:"#fdcc59"},"hljs-string":{color:"#8fc13e"},"hljs-symbol":{color:"#8fc13e"},"hljs-bullet":{color:"#8fc13e"},"hljs-addition":{color:"#8fc13e"},"hljs-meta":{color:"#149b93"},"hljs-function":{color:"#1290bf"},"hljs-section":{color:"#1290bf"},"hljs-title":{color:"#1290bf"},"hljs-keyword":{color:"#c85e7c"},"hljs-selector-tag":{color:"#c85e7c"},hljs:{display:"block",background:"#322931",color:"#b9b5b8",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"26O/":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#383a42",background:"#fafafa"},"hljs-comment":{color:"#a0a1a7",fontStyle:"italic"},"hljs-quote":{color:"#a0a1a7",fontStyle:"italic"},"hljs-doctag":{color:"#a626a4"},"hljs-keyword":{color:"#a626a4"},"hljs-formula":{color:"#a626a4"},"hljs-section":{color:"#e45649"},"hljs-name":{color:"#e45649"},"hljs-selector-tag":{color:"#e45649"},"hljs-deletion":{color:"#e45649"},"hljs-subst":{color:"#e45649"},"hljs-literal":{color:"#0184bb"},"hljs-string":{color:"#50a14f"},"hljs-regexp":{color:"#50a14f"},"hljs-addition":{color:"#50a14f"},"hljs-attribute":{color:"#50a14f"},"hljs-meta-string":{color:"#50a14f"},"hljs-built_in":{color:"#c18401"},"hljs-class .hljs-title":{color:"#c18401"},"hljs-attr":{color:"#986801"},"hljs-variable":{color:"#986801"},"hljs-template-variable":{color:"#986801"},"hljs-type":{color:"#986801"},"hljs-selector-class":{color:"#986801"},"hljs-selector-attr":{color:"#986801"},"hljs-selector-pseudo":{color:"#986801"},"hljs-number":{color:"#986801"},"hljs-symbol":{color:"#4078f2"},"hljs-bullet":{color:"#4078f2"},"hljs-link":{color:"#4078f2",textDecoration:"underline"},"hljs-meta":{color:"#4078f2"},"hljs-selector-id":{color:"#4078f2"},"hljs-title":{color:"#4078f2"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"2L5r":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#655d5d"},"hljs-quote":{color:"#655d5d"},"hljs-variable":{color:"#ca4949"},"hljs-template-variable":{color:"#ca4949"},"hljs-attribute":{color:"#ca4949"},"hljs-tag":{color:"#ca4949"},"hljs-name":{color:"#ca4949"},"hljs-regexp":{color:"#ca4949"},"hljs-link":{color:"#ca4949"},"hljs-selector-id":{color:"#ca4949"},"hljs-selector-class":{color:"#ca4949"},"hljs-number":{color:"#b45a3c"},"hljs-meta":{color:"#b45a3c"},"hljs-built_in":{color:"#b45a3c"},"hljs-builtin-name":{color:"#b45a3c"},"hljs-literal":{color:"#b45a3c"},"hljs-type":{color:"#b45a3c"},"hljs-params":{color:"#b45a3c"},"hljs-string":{color:"#4b8b8b"},"hljs-symbol":{color:"#4b8b8b"},"hljs-bullet":{color:"#4b8b8b"},"hljs-title":{color:"#7272ca"},"hljs-section":{color:"#7272ca"},"hljs-keyword":{color:"#8464c4"},"hljs-selector-tag":{color:"#8464c4"},"hljs-deletion":{color:"#1b1818",display:"inline-block",width:"100%",backgroundColor:"#ca4949"},"hljs-addition":{color:"#1b1818",display:"inline-block",width:"100%",backgroundColor:"#4b8b8b"},hljs:{display:"block",overflowX:"auto",background:"#f4ecec",color:"#585050",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"2dfV":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#898ea4"},"hljs-quote":{color:"#898ea4"},"hljs-variable":{color:"#c94922"},"hljs-template-variable":{color:"#c94922"},"hljs-attribute":{color:"#c94922"},"hljs-tag":{color:"#c94922"},"hljs-name":{color:"#c94922"},"hljs-regexp":{color:"#c94922"},"hljs-link":{color:"#c94922"},"hljs-selector-id":{color:"#c94922"},"hljs-selector-class":{color:"#c94922"},"hljs-number":{color:"#c76b29"},"hljs-meta":{color:"#c76b29"},"hljs-built_in":{color:"#c76b29"},"hljs-builtin-name":{color:"#c76b29"},"hljs-literal":{color:"#c76b29"},"hljs-type":{color:"#c76b29"},"hljs-params":{color:"#c76b29"},"hljs-string":{color:"#ac9739"},"hljs-symbol":{color:"#ac9739"},"hljs-bullet":{color:"#ac9739"},"hljs-title":{color:"#3d8fd1"},"hljs-section":{color:"#3d8fd1"},"hljs-keyword":{color:"#6679cc"},"hljs-selector-tag":{color:"#6679cc"},hljs:{display:"block",overflowX:"auto",background:"#202746",color:"#979db4",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"2sdm":function(e){e.exports=function(e){var t="div mod in and or not xor asserterror begin case do downto else end exit for if of repeat then to until while with var",r=[e.C_LINE_COMMENT_MODE,e.COMMENT(/\{/,/\}/,{relevance:0}),e.COMMENT(/\(\*/,/\*\)/,{relevance:10})],n={className:"string",begin:/'/,end:/'/,contains:[{begin:/''/}]},o={className:"string",begin:/(#\d+)+/},a={className:"function",beginKeywords:"procedure",end:/[:;]/,keywords:"procedure|10",contains:[e.TITLE_MODE,{className:"params",begin:/\(/,end:/\)/,keywords:t,contains:[n,o]}].concat(r)};return{case_insensitive:!0,keywords:{keyword:t,literal:"false true"},illegal:/\/\*/,contains:[n,o,{className:"number",begin:"\\b\\d+(\\.\\d+)?(DT|D|T)",relevance:0},{className:"string",begin:'"',end:'"'},e.NUMBER_MODE,{className:"class",begin:"OBJECT (Table|Form|Report|Dataport|Codeunit|XMLport|MenuSuite|Page|Query) (\\d+) ([^\\r\\n]+)",returnBegin:!0,contains:[e.TITLE_MODE,a]},a]}}},"33zS":function(e){e.exports=function(e){return{lexemes:/[!#@\w]+/,keywords:{keyword:"N|0 P|0 X|0 a|0 ab abc abo al am an|0 ar arga argd arge argdo argg argl argu as au aug aun b|0 bN ba bad bd be bel bf bl bm bn bo bp br brea breaka breakd breakl bro bufdo buffers bun bw c|0 cN cNf ca cabc caddb cad caddf cal cat cb cc ccl cd ce cex cf cfir cgetb cgete cg changes chd che checkt cl cla clo cm cmapc cme cn cnew cnf cno cnorea cnoreme co col colo com comc comp con conf cope cp cpf cq cr cs cst cu cuna cunme cw delm deb debugg delc delf dif diffg diffo diffp diffpu diffs diffthis dig di dl dell dj dli do doautoa dp dr ds dsp e|0 ea ec echoe echoh echom echon el elsei em en endfo endf endt endw ene ex exe exi exu f|0 files filet fin fina fini fir fix fo foldc foldd folddoc foldo for fu go gr grepa gu gv ha helpf helpg helpt hi hid his ia iabc if ij il im imapc ime ino inorea inoreme int is isp iu iuna iunme j|0 ju k|0 keepa kee keepj lN lNf l|0 lad laddb laddf la lan lat lb lc lch lcl lcs le lefta let lex lf lfir lgetb lgete lg lgr lgrepa lh ll lla lli lmak lm lmapc lne lnew lnf ln loadk lo loc lockv lol lope lp lpf lr ls lt lu lua luad luaf lv lvimgrepa lw m|0 ma mak map mapc marks mat me menut mes mk mks mksp mkv mkvie mod mz mzf nbc nb nbs new nm nmapc nme nn nnoreme noa no noh norea noreme norm nu nun nunme ol o|0 om omapc ome on ono onoreme opt ou ounme ow p|0 profd prof pro promptr pc ped pe perld po popu pp pre prev ps pt ptN ptf ptj ptl ptn ptp ptr pts pu pw py3 python3 py3d py3f py pyd pyf quita qa rec red redi redr redraws reg res ret retu rew ri rightb rub rubyd rubyf rund ru rv sN san sa sal sav sb sbN sba sbf sbl sbm sbn sbp sbr scrip scripte scs se setf setg setl sf sfir sh sim sig sil sl sla sm smap smapc sme sn sni sno snor snoreme sor so spelld spe spelli spellr spellu spellw sp spr sre st sta startg startr star stopi stj sts sun sunm sunme sus sv sw sy synti sync tN tabN tabc tabdo tabe tabf tabfir tabl tabm tabnew tabn tabo tabp tabr tabs tab ta tags tc tcld tclf te tf th tj tl tm tn to tp tr try ts tu u|0 undoj undol una unh unl unlo unm unme uns up ve verb vert vim vimgrepa vi viu vie vm vmapc vme vne vn vnoreme vs vu vunme windo w|0 wN wa wh wi winc winp wn wp wq wqa ws wu wv x|0 xa xmapc xm xme xn xnoreme xu xunme y|0 z|0 ~ Next Print append abbreviate abclear aboveleft all amenu anoremenu args argadd argdelete argedit argglobal arglocal argument ascii autocmd augroup aunmenu buffer bNext ball badd bdelete behave belowright bfirst blast bmodified bnext botright bprevious brewind break breakadd breakdel breaklist browse bunload bwipeout change cNext cNfile cabbrev cabclear caddbuffer caddexpr caddfile call catch cbuffer cclose center cexpr cfile cfirst cgetbuffer cgetexpr cgetfile chdir checkpath checktime clist clast close cmap cmapclear cmenu cnext cnewer cnfile cnoremap cnoreabbrev cnoremenu copy colder colorscheme command comclear compiler continue confirm copen cprevious cpfile cquit crewind cscope cstag cunmap cunabbrev cunmenu cwindow delete delmarks debug debuggreedy delcommand delfunction diffupdate diffget diffoff diffpatch diffput diffsplit digraphs display deletel djump dlist doautocmd doautoall deletep drop dsearch dsplit edit earlier echo echoerr echohl echomsg else elseif emenu endif endfor endfunction endtry endwhile enew execute exit exusage file filetype find finally finish first fixdel fold foldclose folddoopen folddoclosed foldopen function global goto grep grepadd gui gvim hardcopy help helpfind helpgrep helptags highlight hide history insert iabbrev iabclear ijump ilist imap imapclear imenu inoremap inoreabbrev inoremenu intro isearch isplit iunmap iunabbrev iunmenu join jumps keepalt keepmarks keepjumps lNext lNfile list laddexpr laddbuffer laddfile last language later lbuffer lcd lchdir lclose lcscope left leftabove lexpr lfile lfirst lgetbuffer lgetexpr lgetfile lgrep lgrepadd lhelpgrep llast llist lmake lmap lmapclear lnext lnewer lnfile lnoremap loadkeymap loadview lockmarks lockvar lolder lopen lprevious lpfile lrewind ltag lunmap luado luafile lvimgrep lvimgrepadd lwindow move mark make mapclear match menu menutranslate messages mkexrc mksession mkspell mkvimrc mkview mode mzscheme mzfile nbclose nbkey nbsart next nmap nmapclear nmenu nnoremap nnoremenu noautocmd noremap nohlsearch noreabbrev noremenu normal number nunmap nunmenu oldfiles open omap omapclear omenu only onoremap onoremenu options ounmap ounmenu ownsyntax print profdel profile promptfind promptrepl pclose pedit perl perldo pop popup ppop preserve previous psearch ptag ptNext ptfirst ptjump ptlast ptnext ptprevious ptrewind ptselect put pwd py3do py3file python pydo pyfile quit quitall qall read recover redo redir redraw redrawstatus registers resize retab return rewind right rightbelow ruby rubydo rubyfile rundo runtime rviminfo substitute sNext sandbox sargument sall saveas sbuffer sbNext sball sbfirst sblast sbmodified sbnext sbprevious sbrewind scriptnames scriptencoding scscope set setfiletype setglobal setlocal sfind sfirst shell simalt sign silent sleep slast smagic smapclear smenu snext sniff snomagic snoremap snoremenu sort source spelldump spellgood spellinfo spellrepall spellundo spellwrong split sprevious srewind stop stag startgreplace startreplace startinsert stopinsert stjump stselect sunhide sunmap sunmenu suspend sview swapname syntax syntime syncbind tNext tabNext tabclose tabedit tabfind tabfirst tablast tabmove tabnext tabonly tabprevious tabrewind tag tcl tcldo tclfile tearoff tfirst throw tjump tlast tmenu tnext topleft tprevious trewind tselect tunmenu undo undojoin undolist unabbreviate unhide unlet unlockvar unmap unmenu unsilent update vglobal version verbose vertical vimgrep vimgrepadd visual viusage view vmap vmapclear vmenu vnew vnoremap vnoremenu vsplit vunmap vunmenu write wNext wall while winsize wincmd winpos wnext wprevious wqall wsverb wundo wviminfo xit xall xmapclear xmap xmenu xnoremap xnoremenu xunmap xunmenu yank",built_in:"synIDtrans atan2 range matcharg did_filetype asin feedkeys xor argv complete_check add getwinposx getqflist getwinposy screencol clearmatches empty extend getcmdpos mzeval garbagecollect setreg ceil sqrt diff_hlID inputsecret get getfperm getpid filewritable shiftwidth max sinh isdirectory synID system inputrestore winline atan visualmode inputlist tabpagewinnr round getregtype mapcheck hasmapto histdel argidx findfile sha256 exists toupper getcmdline taglist string getmatches bufnr strftime winwidth bufexists strtrans tabpagebuflist setcmdpos remote_read printf setloclist getpos getline bufwinnr float2nr len getcmdtype diff_filler luaeval resolve libcallnr foldclosedend reverse filter has_key bufname str2float strlen setline getcharmod setbufvar index searchpos shellescape undofile foldclosed setqflist buflisted strchars str2nr virtcol floor remove undotree remote_expr winheight gettabwinvar reltime cursor tabpagenr finddir localtime acos getloclist search tanh matchend rename gettabvar strdisplaywidth type abs py3eval setwinvar tolower wildmenumode log10 spellsuggest bufloaded synconcealed nextnonblank server2client complete settabwinvar executable input wincol setmatches getftype hlID inputsave searchpair or screenrow line settabvar histadd deepcopy strpart remote_peek and eval getftime submatch screenchar winsaveview matchadd mkdir screenattr getfontname libcall reltimestr getfsize winnr invert pow getbufline byte2line soundfold repeat fnameescape tagfiles sin strwidth spellbadword trunc maparg log lispindent hostname setpos globpath remote_foreground getchar synIDattr fnamemodify cscope_connection stridx winbufnr indent min complete_add nr2char searchpairpos inputdialog values matchlist items hlexists strridx browsedir expand fmod pathshorten line2byte argc count getwinvar glob foldtextresult getreg foreground cosh matchdelete has char2nr simplify histget searchdecl iconv winrestcmd pumvisible writefile foldlevel haslocaldir keys cos matchstr foldtext histnr tan tempname getcwd byteidx getbufvar islocked escape eventhandler remote_send serverlist winrestview synstack pyeval prevnonblank readfile cindent filereadable changenr exp"},illegal:/;/,contains:[e.NUMBER_MODE,{className:"string",begin:"'",end:"'",illegal:"\\n"},{className:"string",begin:/"(\\"|\n\\|[^"\n])*"/},e.COMMENT('"',"$"),{className:"variable",begin:/[bwtglsav]:[\w\d_]*/},{className:"function",beginKeywords:"function function!",end:"$",relevance:0,contains:[e.TITLE_MODE,{className:"params",begin:"\\(",end:"\\)"}]},{className:"symbol",begin:/<[\w-]+>/}]}}},"3NM4":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#fbf1c7",color:"#3c3836"},"hljs-subst":{color:"#3c3836"},"hljs-deletion":{color:"#9d0006"},"hljs-formula":{color:"#9d0006"},"hljs-keyword":{color:"#9d0006"},"hljs-link":{color:"#9d0006"},"hljs-selector-tag":{color:"#9d0006"},"hljs-built_in":{color:"#076678"},"hljs-emphasis":{color:"#076678",fontStyle:"italic"},"hljs-name":{color:"#076678"},"hljs-quote":{color:"#076678"},"hljs-strong":{color:"#076678",fontWeight:"bold"},"hljs-title":{color:"#076678"},"hljs-variable":{color:"#076678"},"hljs-attr":{color:"#b57614"},"hljs-params":{color:"#b57614"},"hljs-template-tag":{color:"#b57614"},"hljs-type":{color:"#b57614"},"hljs-builtin-name":{color:"#8f3f71"},"hljs-doctag":{color:"#8f3f71"},"hljs-literal":{color:"#8f3f71"},"hljs-number":{color:"#8f3f71"},"hljs-code":{color:"#af3a03"},"hljs-meta":{color:"#af3a03"},"hljs-regexp":{color:"#af3a03"},"hljs-selector-id":{color:"#af3a03"},"hljs-template-variable":{color:"#af3a03"},"hljs-addition":{color:"#79740e"},"hljs-meta-string":{color:"#79740e"},"hljs-section":{color:"#79740e",fontWeight:"bold"},"hljs-selector-attr":{color:"#79740e"},"hljs-selector-class":{color:"#79740e"},"hljs-string":{color:"#79740e"},"hljs-symbol":{color:"#79740e"},"hljs-attribute":{color:"#427b58"},"hljs-bullet":{color:"#427b58"},"hljs-class":{color:"#427b58"},"hljs-function":{color:"#427b58"},"hljs-function .hljs-keyword":{color:"#427b58"},"hljs-meta-keyword":{color:"#427b58"},"hljs-selector-pseudo":{color:"#427b58"},"hljs-tag":{color:"#427b58",fontWeight:"bold"},"hljs-comment":{color:"#928374",fontStyle:"italic"},"hljs-link_label":{color:"#8f3f71"}}},"3YOz":function(e){e.exports=function(e){var t={keyword:"in if for while finally var new function do return void else break catch instanceof with throw case default try this switch continue typeof delete let yield const class public private protected get set super static implements enum export import declare type namespace abstract as from extends async await",literal:"true false null undefined NaN Infinity",built_in:"eval isFinite isNaN parseFloat parseInt decodeURI decodeURIComponent encodeURI encodeURIComponent escape unescape Object Function Boolean Error EvalError InternalError RangeError ReferenceError StopIteration SyntaxError TypeError URIError Number Math Date String RegExp Array Float32Array Float64Array Int16Array Int32Array Int8Array Uint16Array Uint32Array Uint8Array Uint8ClampedArray ArrayBuffer DataView JSON Intl arguments require module console window document any number boolean string void Promise"},r={className:"meta",begin:"@[A-Za-z$_][0-9A-Za-z$_]*"},n={begin:"\\(",end:/\)/,keywords:t,contains:["self",e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,e.NUMBER_MODE]},o={className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,keywords:t,contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,n]},a={className:"number",variants:[{begin:"\\b(0[bB][01]+)"},{begin:"\\b(0[oO][0-7]+)"},{begin:e.C_NUMBER_RE}],relevance:0},i={className:"subst",begin:"\\$\\{",end:"\\}",keywords:t,contains:[]},s={begin:"html`",end:"",starts:{end:"`",returnEnd:!1,contains:[e.BACKSLASH_ESCAPE,i],subLanguage:"xml"}},l={begin:"css`",end:"",starts:{end:"`",returnEnd:!1,contains:[e.BACKSLASH_ESCAPE,i],subLanguage:"css"}},c={className:"string",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE,i]};return i.contains=[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,s,l,c,a,e.REGEXP_MODE],{aliases:["ts"],keywords:t,contains:[{className:"meta",begin:/^\s*['"]use strict['"]/},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,s,l,c,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,a,{begin:"("+e.RE_STARTERS_RE+"|\\b(case|return|throw)\\b)\\s*",keywords:"return throw case",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.REGEXP_MODE,{className:"function",begin:"(\\(.*?\\)|"+e.IDENT_RE+")\\s*=>",returnBegin:!0,end:"\\s*=>",contains:[{className:"params",variants:[{begin:e.IDENT_RE},{begin:/\(\s*\)/},{begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,keywords:t,contains:["self",e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]}]}]}],relevance:0},{className:"function",begin:"function",end:/[\{;]/,excludeEnd:!0,keywords:t,contains:["self",e.inherit(e.TITLE_MODE,{begin:"[A-Za-z$_][0-9A-Za-z$_]*"}),o],illegal:/%/,relevance:0},{beginKeywords:"constructor",end:/\{/,excludeEnd:!0,contains:["self",o]},{begin:/module\./,keywords:{built_in:"module"},relevance:0},{beginKeywords:"module",end:/\{/,excludeEnd:!0},{beginKeywords:"interface",end:/\{/,excludeEnd:!0,keywords:"interface extends"},{begin:/\$[(.]/},{begin:"\\."+e.IDENT_RE,relevance:0},r,n]}}},"3ZRO":function(e,t,r){"use strict";(function(e){function n(){return Object(u.b)()?e:"undefined"!=typeof window?window:"undefined"!=typeof self?self:p}function o(){var e=n(),t=e.crypto||e.msCrypto;if(void 0!==t&&t.getRandomValues){var r=new Uint16Array(8);t.getRandomValues(r),r[3]=4095&r[3]|16384,r[4]=16383&r[4]|32768;var o=function(e){for(var t=e.toString(16);t.length<4;)t="0"+t;return t};return o(r[0])+o(r[1])+o(r[2])+o(r[3])+o(r[4])+o(r[5])+o(r[6])+o(r[7])}return"xxxxxxxxxxxx4xxxyxxxxxxxxxxxxxxx".replace(/[xy]/g,(function(e){var t=16*Math.random()|0;return("x"===e?t:3&t|8).toString(16)}))}function a(e){if(!e)return{};var t=e.match(/^(([^:/?#]+):)?(\/\/([^/?#]*))?([^?#]*)(\?([^#]*))?(#(.*))?$/);return t?{host:t[4],path:t[5],protocol:t[2],relative:t[5]+(t[6]||"")+(t[8]||"")}:{}}function i(e){if(e.message)return e.message;if(e.exception&&e.exception.values&&e.exception.values[0]){var t=e.exception.values[0];return t.type&&t.value?t.type+": "+t.value:t.type||t.value||e.event_id||""}return e.event_id||""}function s(e){var t=n();if(!("console"in t))return e();var r=t.console,o={};["debug","info","warn","error","log","assert"].forEach((function(e){e in t.console&&r[e].__sentry_original__&&(o[e]=r[e],r[e]=r[e].__sentry_original__)}));var a=e();return Object.keys(o).forEach((function(e){r[e]=o[e]})),a}function l(e,t,r){e.exception=e.exception||{},e.exception.values=e.exception.values||[],e.exception.values[0]=e.exception.values[0]||{},e.exception.values[0].value=e.exception.values[0].value||t||"",e.exception.values[0].type=e.exception.values[0].type||r||"Error"}function c(e,t){void 0===t&&(t={});try{e.exception.values[0].mechanism=e.exception.values[0].mechanism||{},Object.keys(t).forEach((function(r){e.exception.values[0].mechanism[r]=t[r]}))}catch(e){}}function _(){try{return document.location.href}catch(e){return""}}function d(e,t){if(!t)return 6e4;var r=parseInt(""+t,10);if(!isNaN(r))return 1e3*r;var n=Date.parse(""+t);return isNaN(n)?6e4:n-e}r.d(t,"e",(function(){return n})),r.d(t,"i",(function(){return o})),r.d(t,"h",(function(){return a})),r.d(t,"d",(function(){return i})),r.d(t,"c",(function(){return s})),r.d(t,"b",(function(){return l})),r.d(t,"a",(function(){return c})),r.d(t,"f",(function(){return _})),r.d(t,"g",(function(){return d}));var u=r("fTaw"),p=(r("dbjm"),{})}).call(this,r("pCvA"))},"3iWU":function(e){e.exports={red:"red__2O_-s",orange:"orange__3l05m",yellow:"yellow__23pUb",lime:"lime__3kpNm",cyan:"cyan__3o-WF",blue:"blue__11mQ_",magenta:"magenta__1Gq_k",errorabbr:"errorabbr__1rWME"}},"3owC":function(e){e.exports=function(e){var t="[A-Za-z_][0-9A-Za-z_]*",r={keyword:"if for while var new function do return void else break",literal:"true false null undefined NaN Infinity PI BackSlash DoubleQuote ForwardSlash NewLine SingleQuote Tab",built_in:"Abs Acos Area AreaGeodetic Asin Atan Atan2 Average Boolean Buffer BufferGeodetic Ceil Centroid Clip Console Constrain Contains Cos Count Crosses Cut Date DateAdd DateDiff Day Decode DefaultValue Dictionary Difference Disjoint Distance Distinct DomainCode DomainName Equals Exp Extent Feature FeatureSet FeatureSetById FeatureSetByTitle FeatureSetByUrl Filter First Floor Geometry Guid HasKey Hour IIf IndexOf Intersection Intersects IsEmpty Length LengthGeodetic Log Max Mean Millisecond Min Minute Month MultiPartToSinglePart Multipoint NextSequenceValue Now Number OrderBy Overlaps Point Polygon Polyline Pow Random Relate Reverse Round Second SetGeometry Sin Sort Sqrt Stdev Sum SymmetricDifference Tan Text Timestamp Today ToLocal Top Touches ToUTC TypeOf Union Variance Weekday When Within Year "},n={className:"number",variants:[{begin:"\\b(0[bB][01]+)"},{begin:"\\b(0[oO][0-7]+)"},{begin:e.C_NUMBER_RE}],relevance:0},o={className:"subst",begin:"\\$\\{",end:"\\}",keywords:r,contains:[]},a={className:"string",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE,o]};o.contains=[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,a,n,e.REGEXP_MODE];var i=o.contains.concat([e.C_BLOCK_COMMENT_MODE,e.C_LINE_COMMENT_MODE]);return{aliases:["arcade"],keywords:r,contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,a,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"symbol",begin:"\\$[feature|layer|map|value|view]+"},n,{begin:/[{,]\s*/,relevance:0,contains:[{begin:t+"\\s*:",returnBegin:!0,relevance:0,contains:[{className:"attr",begin:t,relevance:0}]}]},{begin:"("+e.RE_STARTERS_RE+"|\\b(return)\\b)\\s*",keywords:"return",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.REGEXP_MODE,{className:"function",begin:"(\\(.*?\\)|"+t+")\\s*=>",returnBegin:!0,end:"\\s*=>",contains:[{className:"params",variants:[{begin:t},{begin:/\(\s*\)/},{begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,keywords:r,contains:i}]}]}],relevance:0},{className:"function",beginKeywords:"function",end:/\{/,excludeEnd:!0,contains:[e.inherit(e.TITLE_MODE,{begin:t}),{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,contains:i}],illegal:/\[|%/},{begin:/\$[(.]/}],illegal:/#(?!!)/}}},"3v4y":function(e){e.exports=function(e){return{aliases:["adoc"],contains:[e.COMMENT("^/{4,}\\n","\\n/{4,}$",{relevance:10}),e.COMMENT("^//","$",{relevance:0}),{className:"title",begin:"^\\.\\w.*$"},{begin:"^[=\\*]{4,}\\n",end:"\\n^[=\\*]{4,}$",relevance:10},{className:"section",relevance:10,variants:[{begin:"^(={1,5}) .+?( \\1)?$"},{begin:"^[^\\[\\]\\n]+?\\n[=\\-~\\^\\+]{2,}$"}]},{className:"meta",begin:"^:.+?:",end:"\\s",excludeEnd:!0,relevance:10},{className:"meta",begin:"^\\[.+?\\]$",relevance:0},{className:"quote",begin:"^_{4,}\\n",end:"\\n_{4,}$",relevance:10},{className:"code",begin:"^[\\-\\.]{4,}\\n",end:"\\n[\\-\\.]{4,}$",relevance:10},{begin:"^\\+{4,}\\n",end:"\\n\\+{4,}$",contains:[{begin:"<",end:">",subLanguage:"xml",relevance:0}],relevance:10},{className:"bullet",begin:"^(\\*+|\\-+|\\.+|[^\\n]+?::)\\s+"},{className:"symbol",begin:"^(NOTE|TIP|IMPORTANT|WARNING|CAUTION):\\s+",relevance:10},{className:"strong",begin:"\\B\\*(?![\\*\\s])",end:"(\\n{2}|\\*)",contains:[{begin:"\\\\*\\w",relevance:0}]},{className:"emphasis",begin:"\\B'(?!['\\s])",end:"(\\n{2}|')",contains:[{begin:"\\\\'\\w",relevance:0}],relevance:0},{className:"emphasis",begin:"_(?![_\\s])",end:"(\\n{2}|_)",relevance:0},{className:"string",variants:[{begin:"``.+?''"},{begin:"`.+?'"}]},{className:"code",begin:"(`.+?`|\\+.+?\\+)",relevance:0},{className:"code",begin:"^[ \\t]",end:"$",relevance:0},{begin:"^'{3,}[ \\t]*$",relevance:10},{begin:"(link:)?(http|https|ftp|file|irc|image:?):\\S+\\[.*?\\]",returnBegin:!0,contains:[{begin:"(link|image:?):",relevance:0},{className:"link",begin:"\\w",end:"[^\\[]+",relevance:0},{className:"string",begin:"\\[",end:"\\]",excludeBegin:!0,excludeEnd:!0,relevance:0}],relevance:10}]}}},"41rK":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#dccf8f",background:"url(./pojoaque.jpg) repeat scroll left top #181914"},"hljs-comment":{color:"#586e75",fontStyle:"italic"},"hljs-quote":{color:"#586e75",fontStyle:"italic"},"hljs-keyword":{color:"#b64926"},"hljs-selector-tag":{color:"#b64926"},"hljs-literal":{color:"#b64926"},"hljs-addition":{color:"#b64926"},"hljs-number":{color:"#468966"},"hljs-string":{color:"#468966"},"hljs-doctag":{color:"#468966"},"hljs-regexp":{color:"#468966"},"hljs-title":{color:"#ffb03b"},"hljs-section":{color:"#ffb03b"},"hljs-built_in":{color:"#ffb03b"},"hljs-name":{color:"#ffb03b"},"hljs-variable":{color:"#b58900"},"hljs-template-variable":{color:"#b58900"},"hljs-class .hljs-title":{color:"#b58900"},"hljs-type":{color:"#b58900"},"hljs-tag":{color:"#b58900"},"hljs-attribute":{color:"#b89859"},"hljs-symbol":{color:"#cb4b16"},"hljs-bullet":{color:"#cb4b16"},"hljs-link":{color:"#cb4b16"},"hljs-subst":{color:"#cb4b16"},"hljs-meta":{color:"#cb4b16"},"hljs-deletion":{color:"#dc322f"},"hljs-selector-id":{color:"#d3a60c"},"hljs-selector-class":{color:"#d3a60c"},"hljs-formula":{background:"#073642"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"4Z8A":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#6b7394"},"hljs-quote":{color:"#6b7394"},"hljs-variable":{color:"#c94922"},"hljs-template-variable":{color:"#c94922"},"hljs-attribute":{color:"#c94922"},"hljs-tag":{color:"#c94922"},"hljs-name":{color:"#c94922"},"hljs-regexp":{color:"#c94922"},"hljs-link":{color:"#c94922"},"hljs-selector-id":{color:"#c94922"},"hljs-selector-class":{color:"#c94922"},"hljs-number":{color:"#c76b29"},"hljs-meta":{color:"#c76b29"},"hljs-built_in":{color:"#c76b29"},"hljs-builtin-name":{color:"#c76b29"},"hljs-literal":{color:"#c76b29"},"hljs-type":{color:"#c76b29"},"hljs-params":{color:"#c76b29"},"hljs-string":{color:"#ac9739"},"hljs-symbol":{color:"#ac9739"},"hljs-bullet":{color:"#ac9739"},"hljs-title":{color:"#3d8fd1"},"hljs-section":{color:"#3d8fd1"},"hljs-keyword":{color:"#6679cc"},"hljs-selector-tag":{color:"#6679cc"},hljs:{display:"block",overflowX:"auto",background:"#f5f7ff",color:"#5e6687",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"4env":function(e){e.exports=function(e){var t={className:"number",begin:"[1-9][0-9]*",relevance:0},r={className:"symbol",begin:":[^\\]]+"};return{keywords:{keyword:"ABORT ACC ADJUST AND AP_LD BREAK CALL CNT COL CONDITION CONFIG DA DB DIV DETECT ELSE END ENDFOR ERR_NUM ERROR_PROG FINE FOR GP GUARD INC IF JMP LINEAR_MAX_SPEED LOCK MOD MONITOR OFFSET Offset OR OVERRIDE PAUSE PREG PTH RT_LD RUN SELECT SKIP Skip TA TB TO TOOL_OFFSET Tool_Offset UF UT UFRAME_NUM UTOOL_NUM UNLOCK WAIT X Y Z W P R STRLEN SUBSTR FINDSTR VOFFSET PROG ATTR MN POS",literal:"ON OFF max_speed LPOS JPOS ENABLE DISABLE START STOP RESET"},contains:[{className:"built_in",begin:"(AR|P|PAYLOAD|PR|R|SR|RSR|LBL|VR|UALM|MESSAGE|UTOOL|UFRAME|TIMER|TIMER_OVERFLOW|JOINT_MAX_SPEED|RESUME_PROG|DIAG_REC)\\[",end:"\\]",contains:["self",t,r]},{className:"built_in",begin:"(AI|AO|DI|DO|F|RI|RO|UI|UO|GI|GO|SI|SO)\\[",end:"\\]",contains:["self",t,e.QUOTE_STRING_MODE,r]},{className:"keyword",begin:"/(PROG|ATTR|MN|POS|END)\\b"},{className:"keyword",begin:"(CALL|RUN|POINT_LOGIC|LBL)\\b"},{className:"keyword",begin:"\\b(ACC|CNT|Skip|Offset|PSPD|RT_LD|AP_LD|Tool_Offset)"},{className:"number",begin:"\\d+(sec|msec|mm/sec|cm/min|inch/min|deg/sec|mm|in|cm)?\\b",relevance:0},e.COMMENT("//","[;$]"),e.COMMENT("!","[;$]"),e.COMMENT("--eg:","$"),e.QUOTE_STRING_MODE,{className:"string",begin:"'",end:"'"},e.C_NUMBER_MODE,{className:"variable",begin:"\\$[A-Za-z0-9_]+"}]}}},"4lNu":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#FFFFDF",color:"#000000"},"hljs-type":{color:"#000000"},"hljs-function":{color:"#000000"},"hljs-name":{color:"#000000",fontWeight:"bold"},"hljs-number":{color:"#000000"},"hljs-attr":{color:"#000000"},"hljs-params":{color:"#000000"},"hljs-subst":{color:"#000000"},"hljs-comment":{color:"#00AAAA"},"hljs-regexp":{color:"#00AAAA"},"hljs-section":{color:"#00AAAA"},"hljs-selector-pseudo":{color:"#00AAAA"},"hljs-addition":{color:"#00AAAA"},"hljs-title":{color:"#006666"},"hljs-tag":{color:"#006666"},"hljs-variable":{color:"#006666"},"hljs-code":{color:"#006666"},"hljs-keyword":{color:"#006666",fontWeight:"bold"},"hljs-class":{color:"#006666",fontWeight:"bold"},"hljs-meta-keyword":{color:"#006666",fontWeight:"bold"},"hljs-selector-class":{color:"#006666",fontWeight:"bold"},"hljs-built_in":{color:"#006666",fontWeight:"bold"},"hljs-builtin-name":{color:"#006666",fontWeight:"bold"},"hljs-string":{color:"#0080FF"},"hljs-selector-attr":{color:"#0080FF"},"hljs-symbol":{color:"#924B72"},"hljs-link":{color:"#924B72"},"hljs-deletion":{color:"#924B72"},"hljs-attribute":{color:"#924B72"},"hljs-meta":{color:"#924B72",fontWeight:"bold"},"hljs-literal":{color:"#924B72",fontWeight:"bold"},"hljs-selector-id":{color:"#924B72",fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},"4pdu":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#7285b7"},"hljs-quote":{color:"#7285b7"},"hljs-variable":{color:"#ff9da4"},"hljs-template-variable":{color:"#ff9da4"},"hljs-tag":{color:"#ff9da4"},"hljs-name":{color:"#ff9da4"},"hljs-selector-id":{color:"#ff9da4"},"hljs-selector-class":{color:"#ff9da4"},"hljs-regexp":{color:"#ff9da4"},"hljs-deletion":{color:"#ff9da4"},"hljs-number":{color:"#ffc58f"},"hljs-built_in":{color:"#ffc58f"},"hljs-builtin-name":{color:"#ffc58f"},"hljs-literal":{color:"#ffc58f"},"hljs-type":{color:"#ffc58f"},"hljs-params":{color:"#ffc58f"},"hljs-meta":{color:"#ffc58f"},"hljs-link":{color:"#ffc58f"},"hljs-attribute":{color:"#ffeead"},"hljs-string":{color:"#d1f1a9"},"hljs-symbol":{color:"#d1f1a9"},"hljs-bullet":{color:"#d1f1a9"},"hljs-addition":{color:"#d1f1a9"},"hljs-title":{color:"#bbdaff"},"hljs-section":{color:"#bbdaff"},"hljs-keyword":{color:"#ebbbff"},"hljs-selector-tag":{color:"#ebbbff"},hljs:{display:"block",overflowX:"auto",background:"#002451",color:"white",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"4ti2":function(e){e.exports=function(e){var t="getpwent getservent quotemeta msgrcv scalar kill dbmclose undef lc ma syswrite tr send umask sysopen shmwrite vec qx utime local oct semctl localtime readpipe do return format read sprintf dbmopen pop getpgrp not getpwnam rewinddir qqfileno qw endprotoent wait sethostent bless s|0 opendir continue each sleep endgrent shutdown dump chomp connect getsockname die socketpair close flock exists index shmgetsub for endpwent redo lstat msgctl setpgrp abs exit select print ref gethostbyaddr unshift fcntl syscall goto getnetbyaddr join gmtime symlink semget splice x|0 getpeername recv log setsockopt cos last reverse gethostbyname getgrnam study formline endhostent times chop length gethostent getnetent pack getprotoent getservbyname rand mkdir pos chmod y|0 substr endnetent printf next open msgsnd readdir use unlink getsockopt getpriority rindex wantarray hex system getservbyport endservent int chr untie rmdir prototype tell listen fork shmread ucfirst setprotoent else sysseek link getgrgid shmctl waitpid unpack getnetbyname reset chdir grep split require caller lcfirst until warn while values shift telldir getpwuid my getprotobynumber delete and sort uc defined srand accept package seekdir getprotobyname semop our rename seek if q|0 chroot sysread setpwent no crypt getc chown sqrt write setnetent setpriority foreach tie sin msgget map stat getlogin unless elsif truncate exec keys glob tied closedirioctl socket readlink eval xor readline binmode setservent eof ord bind alarm pipe atan2 getgrent exp time push setgrent gt lt or ne m|0 break given say state when",r={className:"subst",begin:"[$@]\\{",end:"\\}",keywords:t},n={begin:"->{",end:"}"},o={variants:[{begin:/\$\d/},{begin:/[\$%@](\^\w\b|#\w+(::\w+)*|{\w+}|\w+(::\w*)*)/},{begin:/[\$%@][^\s\w{]/,relevance:0}]},a=[e.BACKSLASH_ESCAPE,r,o],i=[o,e.HASH_COMMENT_MODE,e.COMMENT("^\\=\\w","\\=cut",{endsWithParent:!0}),n,{className:"string",contains:a,variants:[{begin:"q[qwxr]?\\s*\\(",end:"\\)",relevance:5},{begin:"q[qwxr]?\\s*\\[",end:"\\]",relevance:5},{begin:"q[qwxr]?\\s*\\{",end:"\\}",relevance:5},{begin:"q[qwxr]?\\s*\\|",end:"\\|",relevance:5},{begin:"q[qwxr]?\\s*\\<",end:"\\>",relevance:5},{begin:"qw\\s+q",end:"q",relevance:5},{begin:"'",end:"'",contains:[e.BACKSLASH_ESCAPE]},{begin:'"',end:'"'},{begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE]},{begin:"{\\w+}",contains:[],relevance:0},{begin:"-?\\w+\\s*\\=\\>",contains:[],relevance:0}]},{className:"number",begin:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",relevance:0},{begin:"(\\/\\/|"+e.RE_STARTERS_RE+"|\\b(split|return|print|reverse|grep)\\b)\\s*",keywords:"split return print reverse grep",relevance:0,contains:[e.HASH_COMMENT_MODE,{className:"regexp",begin:"(s|tr|y)/(\\\\.|[^/])*/(\\\\.|[^/])*/[a-z]*",relevance:10},{className:"regexp",begin:"(m|qr)?/",end:"/[a-z]*",contains:[e.BACKSLASH_ESCAPE],relevance:0}]},{className:"function",beginKeywords:"sub",end:"(\\s*\\(.*?\\))?[;{]",excludeEnd:!0,relevance:5,contains:[e.TITLE_MODE]},{begin:"-\\w\\b",relevance:0},{begin:"^__DATA__$",end:"^__END__$",subLanguage:"mojolicious",contains:[{begin:"^@@.*",end:"$",className:"comment"}]}];return r.contains=i,n.contains=i,{aliases:["pl","pm"],lexemes:/[\w\.]+/,keywords:t,contains:i}}},"56a2":function(e){e.exports=function(e){var t={className:"variable",begin:/\$+{[\w\.:-]+}/},r={className:"variable",begin:/\$+\w+/,illegal:/\(\){}/},n={className:"variable",begin:/\$+\([\w\^\.:-]+\)/},o={className:"string",variants:[{begin:'"',end:'"'},{begin:"'",end:"'"},{begin:"`",end:"`"}],illegal:/\n/,contains:[{className:"meta",begin:/\$(\\[nrt]|\$)/},{className:"variable",begin:/\$(ADMINTOOLS|APPDATA|CDBURN_AREA|CMDLINE|COMMONFILES32|COMMONFILES64|COMMONFILES|COOKIES|DESKTOP|DOCUMENTS|EXEDIR|EXEFILE|EXEPATH|FAVORITES|FONTS|HISTORY|HWNDPARENT|INSTDIR|INTERNET_CACHE|LANGUAGE|LOCALAPPDATA|MUSIC|NETHOOD|OUTDIR|PICTURES|PLUGINSDIR|PRINTHOOD|PROFILE|PROGRAMFILES32|PROGRAMFILES64|PROGRAMFILES|QUICKLAUNCH|RECENT|RESOURCES_LOCALIZED|RESOURCES|SENDTO|SMPROGRAMS|SMSTARTUP|STARTMENU|SYSDIR|TEMP|TEMPLATES|VIDEOS|WINDIR)/},t,r,n]};return{case_insensitive:!1,keywords:{keyword:"Abort AddBrandingImage AddSize AllowRootDirInstall AllowSkipFiles AutoCloseWindow BGFont BGGradient BrandingText BringToFront Call CallInstDLL Caption ChangeUI CheckBitmap ClearErrors CompletedText ComponentText CopyFiles CRCCheck CreateDirectory CreateFont CreateShortCut Delete DeleteINISec DeleteINIStr DeleteRegKey DeleteRegValue DetailPrint DetailsButtonText DirText DirVar DirVerify EnableWindow EnumRegKey EnumRegValue Exch Exec ExecShell ExecShellWait ExecWait ExpandEnvStrings File FileBufSize FileClose FileErrorText FileOpen FileRead FileReadByte FileReadUTF16LE FileReadWord FileSeek FileWrite FileWriteByte FileWriteUTF16LE FileWriteWord FindClose FindFirst FindNext FindWindow FlushINI FunctionEnd GetCurInstType GetCurrentAddress GetDlgItem GetDLLVersion GetDLLVersionLocal GetErrorLevel GetFileTime GetFileTimeLocal GetFullPathName GetFunctionAddress GetInstDirError GetLabelAddress GetTempFileName Goto HideWindow Icon IfAbort IfErrors IfFileExists IfRebootFlag IfSilent InitPluginsDir InstallButtonText InstallColors InstallDir InstallDirRegKey InstProgressFlags InstType InstTypeGetText InstTypeSetText Int64Cmp Int64CmpU Int64Fmt IntCmp IntCmpU IntFmt IntOp IntPtrCmp IntPtrCmpU IntPtrOp IsWindow LangString LicenseBkColor LicenseData LicenseForceSelection LicenseLangString LicenseText LoadLanguageFile LockWindow LogSet LogText ManifestDPIAware ManifestSupportedOS MessageBox MiscButtonText Name Nop OutFile Page PageCallbacks PageExEnd Pop Push Quit ReadEnvStr ReadINIStr ReadRegDWORD ReadRegStr Reboot RegDLL Rename RequestExecutionLevel ReserveFile Return RMDir SearchPath SectionEnd SectionGetFlags SectionGetInstTypes SectionGetSize SectionGetText SectionGroupEnd SectionIn SectionSetFlags SectionSetInstTypes SectionSetSize SectionSetText SendMessage SetAutoClose SetBrandingImage SetCompress SetCompressor SetCompressorDictSize SetCtlColors SetCurInstType SetDatablockOptimize SetDateSave SetDetailsPrint SetDetailsView SetErrorLevel SetErrors SetFileAttributes SetFont SetOutPath SetOverwrite SetRebootFlag SetRegView SetShellVarContext SetSilent ShowInstDetails ShowUninstDetails ShowWindow SilentInstall SilentUnInstall Sleep SpaceTexts StrCmp StrCmpS StrCpy StrLen SubCaption Unicode UninstallButtonText UninstallCaption UninstallIcon UninstallSubCaption UninstallText UninstPage UnRegDLL Var VIAddVersionKey VIFileVersion VIProductVersion WindowIcon WriteINIStr WriteRegBin WriteRegDWORD WriteRegExpandStr WriteRegMultiStr WriteRegNone WriteRegStr WriteUninstaller XPStyle",literal:"admin all auto both bottom bzip2 colored components current custom directory false force hide highest ifdiff ifnewer instfiles lastused leave left license listonly lzma nevershow none normal notset off on open print right show silent silentlog smooth textonly top true try un.components un.custom un.directory un.instfiles un.license uninstConfirm user Win10 Win7 Win8 WinVista zlib"},contains:[e.HASH_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.COMMENT(";","$",{relevance:0}),{className:"function",beginKeywords:"Function PageEx Section SectionGroup",end:"$"},o,{className:"keyword",begin:/\!(addincludedir|addplugindir|appendfile|cd|define|delfile|echo|else|endif|error|execute|finalize|getdllversion|gettlbversion|if|ifdef|ifmacrodef|ifmacrondef|ifndef|include|insertmacro|macro|macroend|makensis|packhdr|searchparse|searchreplace|system|tempfile|undef|verbose|warning)/},t,r,n,{className:"params",begin:"(ARCHIVE|FILE_ATTRIBUTE_ARCHIVE|FILE_ATTRIBUTE_NORMAL|FILE_ATTRIBUTE_OFFLINE|FILE_ATTRIBUTE_READONLY|FILE_ATTRIBUTE_SYSTEM|FILE_ATTRIBUTE_TEMPORARY|HKCR|HKCU|HKDD|HKEY_CLASSES_ROOT|HKEY_CURRENT_CONFIG|HKEY_CURRENT_USER|HKEY_DYN_DATA|HKEY_LOCAL_MACHINE|HKEY_PERFORMANCE_DATA|HKEY_USERS|HKLM|HKPD|HKU|IDABORT|IDCANCEL|IDIGNORE|IDNO|IDOK|IDRETRY|IDYES|MB_ABORTRETRYIGNORE|MB_DEFBUTTON1|MB_DEFBUTTON2|MB_DEFBUTTON3|MB_DEFBUTTON4|MB_ICONEXCLAMATION|MB_ICONINFORMATION|MB_ICONQUESTION|MB_ICONSTOP|MB_OK|MB_OKCANCEL|MB_RETRYCANCEL|MB_RIGHT|MB_RTLREADING|MB_SETFOREGROUND|MB_TOPMOST|MB_USERICON|MB_YESNO|NORMAL|OFFLINE|READONLY|SHCTX|SHELL_CONTEXT|SYSTEM|TEMPORARY)"},{className:"class",begin:/\w+\:\:\w+/},e.NUMBER_MODE]}}},"5FvQ":function(e){e.exports=function(e){var t={className:"string",variants:[e.inherit(e.QUOTE_STRING_MODE,{begin:'((u8?|U)|L)?"'}),{begin:'(u8?|U)?R"',end:'"',contains:[e.BACKSLASH_ESCAPE]},{begin:"'\\\\?.",end:"'",illegal:"."}]},r={className:"number",variants:[{begin:"\\b(\\d+(\\.\\d*)?|\\.\\d+)(u|U|l|L|ul|UL|f|F)"},{begin:e.C_NUMBER_RE}],relevance:0},n={className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"if else elif endif define undef ifdef ifndef"},contains:[{begin:/\\\n/,relevance:0},{beginKeywords:"include",end:"$",keywords:{"meta-keyword":"include"},contains:[e.inherit(t,{className:"meta-string"}),{className:"meta-string",begin:"<",end:">",illegal:"\\n"}]},t,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},o={className:"variable",begin:"\\&[a-z\\d_]*\\b"},a={className:"meta-keyword",begin:"/[a-z][a-z\\d-]*/"},i={className:"symbol",begin:"^\\s*[a-zA-Z_][a-zA-Z\\d_]*:"},s={className:"params",begin:"<",end:">",contains:[r,o]},l={className:"class",begin:/[a-zA-Z_][a-zA-Z\d_@]*\s{/,end:/[{;=]/,returnBegin:!0,excludeEnd:!0};return{keywords:"",contains:[{className:"class",begin:"/\\s*{",end:"};",relevance:10,contains:[o,a,i,l,s,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,t]},o,a,i,l,s,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,t,n,{begin:e.IDENT_RE+"::",keywords:""}]}}},"5IsQ":function(e){function t(){throw new Error("setTimeout has not been defined")}function r(){throw new Error("clearTimeout has not been defined")}function n(e){if(l===setTimeout)return setTimeout(e,0);if((l===t||!l)&&setTimeout)return l=setTimeout,setTimeout(e,0);try{return l(e,0)}catch(t){try{return l.call(null,e,0)}catch(t){return l.call(this,e,0)}}}function o(){p&&d&&(p=!1,d.length?u=d.concat(u):m=-1,u.length&&a())}function a(){if(!p){var e=n(o);p=!0;for(var t=u.length;t;){for(d=u,u=[];++m1)for(var r=1;r/g,">")}function r(e){return e.nodeName.toLowerCase()}function n(e,t){var r=e&&e.exec(t);return r&&0===r.index}function o(e){return h.test(e)}function a(e){var t,r={},n=Array.prototype.slice.call(arguments,1);for(t in e)r[t]=e[t];return n.forEach((function(e){for(t in e)r[t]=e[t]})),r}function i(e){var t=[];return function e(n,o){for(var a=n.firstChild;a;a=a.nextSibling)3===a.nodeType?o+=a.nodeValue.length:1===a.nodeType&&(t.push({event:"start",offset:o,node:a}),o=e(a,o),r(a).match(/br|hr|img|input/)||t.push({event:"stop",offset:o,node:a}));return o}(e,0),t}function s(e){function t(e){return e&&e.source||e}function r(r,n){return new RegExp(t(r),"m"+(e.case_insensitive?"i":"")+(n?"g":""))}!function n(o,i){if(!o.compiled){if(o.compiled=!0,o.keywords=o.keywords||o.beginKeywords,o.keywords){var s={},l=function(t,r){e.case_insensitive&&(r=r.toLowerCase()),r.split(" ").forEach((function(e){var r=e.split("|");s[r[0]]=[t,r[1]?Number(r[1]):1]}))};"string"==typeof o.keywords?l("keyword",o.keywords):f(o.keywords).forEach((function(e){l(e,o.keywords[e])})),o.keywords=s}o.lexemesRe=r(o.lexemes||/\w+/,!0),i&&(o.beginKeywords&&(o.begin="\\b("+o.beginKeywords.split(" ").join("|")+")\\b"),o.begin||(o.begin=/\B|\b/),o.beginRe=r(o.begin),o.endSameAsBegin&&(o.end=o.begin),o.end||o.endsWithParent||(o.end=/\B|\b/),o.end&&(o.endRe=r(o.end)),o.terminator_end=t(o.end)||"",o.endsWithParent&&i.terminator_end&&(o.terminator_end+=(o.end?"|":"")+i.terminator_end)),o.illegal&&(o.illegalRe=r(o.illegal)),null==o.relevance&&(o.relevance=1),o.contains||(o.contains=[]),o.contains=Array.prototype.concat.apply([],o.contains.map((function(e){return function(e){return e.variants&&!e.cached_variants&&(e.cached_variants=e.variants.map((function(t){return a(e,{variants:null},t)}))),e.cached_variants||e.endsWithParent&&[a(e)]||[e]}("self"===e?o:e)}))),o.contains.forEach((function(e){n(e,o)})),o.starts&&n(o.starts,i);var c=o.contains.map((function(e){return e.beginKeywords?"\\.?(?:"+e.begin+")\\.?":e.begin})).concat([o.terminator_end,o.illegal]).map(t).filter(Boolean);o.terminators=c.length?r(function(e,r){for(var n=/\[(?:[^\\\]]|\\.)*\]|\(\??|\\([1-9][0-9]*)|\\./,o=0,a="",i=0;i0&&(a+=r);l.length>0;){var c=n.exec(l);if(null==c){a+=l;break}a+=l.substring(0,c.index),l=l.substring(c.index+c[0].length),"\\"==c[0][0]&&c[1]?a+="\\"+String(Number(c[1])+s):(a+=c[0],"("==c[0]&&o++)}}return a}(c,"|"),!0):{exec:function(){return null}}}}(e)}function l(e,r,o,a){function i(e){return new RegExp(e.replace(/[-\/\\^$*+?.()|[\]{}]/g,"\\$&"),"m")}function _(e,t){var r=f.case_insensitive?t[0].toLowerCase():t[0];return e.keywords.hasOwnProperty(r)&&e.keywords[r]}function d(e,t,r,n){var o='')+t+(r?"":""):t}function u(){T+=null!=h.subLanguage?function(){var e="string"==typeof h.subLanguage;if(e&&!E[h.subLanguage])return t(C);var r=e?l(h.subLanguage,C,!0,S[h.subLanguage]):c(C,h.subLanguage.length?h.subLanguage:void 0);return h.relevance>0&&(y+=r.relevance),e&&(S[h.subLanguage]=r.top),d(r.language,r.value,!1,!0)}():function(){var e,r,n,o;if(!h.keywords)return t(C);for(o="",r=0,h.lexemesRe.lastIndex=0,n=h.lexemesRe.exec(C);n;)o+=t(C.substring(r,n.index)),(e=_(h,n))?(y+=e[1],o+=d(e[0],t(n[0]))):o+=t(n[0]),r=h.lexemesRe.lastIndex,n=h.lexemesRe.exec(C);return o+t(C.substr(r))}(),C=""}function m(e){T+=e.className?d(e.className,"",!0):"",h=Object.create(e,{parent:{value:h}})}function g(e,t){if(C+=e,null==t)return u(),0;var r=function(e,t){var r,o;for(r=0,o=t.contains.length;r"),h.skip||h.subLanguage||(y+=h.relevance),h=h.parent}while(h!==a.parent);return a.starts&&(a.endSameAsBegin&&(a.starts.endRe=a.endRe),m(a.starts)),s.returnEnd?0:t.length}if(function(e,t){return!o&&n(t.illegalRe,e)}(t,h))throw new Error('Illegal lexeme "'+t+'" for mode "'+(h.className||"")+'"');return C+=t,t.length||1}var f=p(e);if(!f)throw new Error('Unknown language: "'+e+'"');s(f);var b,h=a||f,S={},T="";for(b=h;b!==f;b=b.parent)b.className&&(T=d(b.className,"",!0)+T);var C="",y=0;try{for(var R,N,O=0;h.terminators.lastIndex=O,R=h.terminators.exec(r);)N=g(r.substring(O,R.index),R[0]),O=R.index+N;for(g(r.substr(O)),b=h;b.parent;b=b.parent)b.className&&(T+="");return{relevance:y,value:T,language:e,top:h}}catch(e){if(e.message&&-1!==e.message.indexOf("Illegal"))return{relevance:0,value:t(r)};throw e}}function c(e,r){r=r||v.languages||f(E);var n={relevance:0,value:t(e)},o=n;return r.filter(p).filter(m).forEach((function(t){var r=l(t,e,!1);r.language=t,r.relevance>o.relevance&&(o=r),r.relevance>n.relevance&&(o=n,n=r)})),o.language&&(n.second_best=o),n}function _(e){return v.tabReplace||v.useBR?e.replace(T,(function(e,t){return v.useBR&&"\n"===e?"
":v.tabReplace?t.replace(/\t/g,v.tabReplace):""})):e}function d(e){var n,a,s,d,u,m=function(e){var t,r,n,a,i=e.className+" ";if(r=S.exec(i+=e.parentNode?e.parentNode.className:""))return p(r[1])?r[1]:"no-highlight";for(t=0,n=(i=i.split(/\s+/)).length;t/g,"\n"):n=e,u=n.textContent,s=m?l(m,u,!0):c(u),(a=i(n)).length&&((d=document.createElementNS("http://www.w3.org/1999/xhtml","div")).innerHTML=s.value,s.value=function(e,n,o){function a(){return e.length&&n.length?e[0].offset!==n[0].offset?e[0].offset"}function s(e){_+=""}function l(e){("start"===e.event?i:s)(e.node)}for(var c=0,_="",d=[];e.length||n.length;){var u=a();if(_+=t(o.substring(c,u[0].offset)),c=u[0].offset,u===e){d.reverse().forEach(s);do{l(u.splice(0,1)[0]),u=a()}while(u===e&&u.length&&u[0].offset===c);d.reverse().forEach(i)}else"start"===u[0].event?d.push(u[0].node):d.pop(),l(u.splice(0,1)[0])}return _+t(o.substr(c))}(a,i(d),u)),s.value=_(s.value),e.innerHTML=s.value,e.className=function(e,t,r){var n=t?b[t]:r,o=[e.trim()];return e.match(/\bhljs\b/)||o.push("hljs"),-1===e.indexOf(n)&&o.push(n),o.join(" ").trim()}(e.className,m,s.language),e.result={language:s.language,re:s.relevance},s.second_best&&(e.second_best={language:s.second_best.language,re:s.second_best.relevance}))}function u(){if(!u.called){u.called=!0;var e=document.querySelectorAll("pre code");g.forEach.call(e,d)}}function p(e){return e=(e||"").toLowerCase(),E[e]||E[b[e]]}function m(e){var t=p(e);return t&&!t.disableAutodetect}var g=[],f=Object.keys,E={},b={},h=/^(no-?highlight|plain|text)$/i,S=/\blang(?:uage)?-([\w-]+)\b/i,T=/((^(<[^>]+>|\t|)+|(?:\n)))/gm,v={classPrefix:"hljs-",tabReplace:null,useBR:!1,languages:void 0};return e.highlight=l,e.highlightAuto=c,e.fixMarkup=_,e.highlightBlock=d,e.configure=function(e){v=a(v,e)},e.initHighlighting=u,e.initHighlightingOnLoad=function(){addEventListener("DOMContentLoaded",u,!1),addEventListener("load",u,!1)},e.registerLanguage=function(t,r){var n=E[t]=r(e);n.aliases&&n.aliases.forEach((function(e){b[e]=t}))},e.listLanguages=function(){return f(E)},e.getLanguage=p,e.autoDetection=m,e.inherit=a,e.IDENT_RE="[a-zA-Z]\\w*",e.UNDERSCORE_IDENT_RE="[a-zA-Z_]\\w*",e.NUMBER_RE="\\b\\d+(\\.\\d+)?",e.C_NUMBER_RE="(-?)(\\b0[xX][a-fA-F0-9]+|(\\b\\d+(\\.\\d*)?|\\.\\d+)([eE][-+]?\\d+)?)",e.BINARY_NUMBER_RE="\\b(0b[01]+)",e.RE_STARTERS_RE="!|!=|!==|%|%=|&|&&|&=|\\*|\\*=|\\+|\\+=|,|-|-=|/=|/|:|;|<<|<<=|<=|<|===|==|=|>>>=|>>=|>=|>>>|>>|>|\\?|\\[|\\{|\\(|\\^|\\^=|\\||\\|=|\\|\\||~",e.BACKSLASH_ESCAPE={begin:"\\\\[\\s\\S]",relevance:0},e.APOS_STRING_MODE={className:"string",begin:"'",end:"'",illegal:"\\n",contains:[e.BACKSLASH_ESCAPE]},e.QUOTE_STRING_MODE={className:"string",begin:'"',end:'"',illegal:"\\n",contains:[e.BACKSLASH_ESCAPE]},e.PHRASAL_WORDS_MODE={begin:/\b(a|an|the|are|I'm|isn't|don't|doesn't|won't|but|just|should|pretty|simply|enough|gonna|going|wtf|so|such|will|you|your|they|like|more)\b/},e.COMMENT=function(t,r,n){var o=e.inherit({className:"comment",begin:t,end:r,contains:[]},n||{});return o.contains.push(e.PHRASAL_WORDS_MODE),o.contains.push({className:"doctag",begin:"(?:TODO|FIXME|NOTE|BUG|XXX):",relevance:0}),o},e.C_LINE_COMMENT_MODE=e.COMMENT("//","$"),e.C_BLOCK_COMMENT_MODE=e.COMMENT("/\\*","\\*/"),e.HASH_COMMENT_MODE=e.COMMENT("#","$"),e.NUMBER_MODE={className:"number",begin:e.NUMBER_RE,relevance:0},e.C_NUMBER_MODE={className:"number",begin:e.C_NUMBER_RE,relevance:0},e.BINARY_NUMBER_MODE={className:"number",begin:e.BINARY_NUMBER_RE,relevance:0},e.CSS_NUMBER_MODE={className:"number",begin:e.NUMBER_RE+"(%|em|ex|ch|rem|vw|vh|vmin|vmax|cm|mm|in|pt|pc|px|deg|grad|rad|turn|s|ms|Hz|kHz|dpi|dpcm|dppx)?",relevance:0},e.REGEXP_MODE={className:"regexp",begin:/\//,end:/\/[gimuy]*/,illegal:/\n/,contains:[e.BACKSLASH_ESCAPE,{begin:/\[/,end:/\]/,relevance:0,contains:[e.BACKSLASH_ESCAPE]}]},e.TITLE_MODE={className:"title",begin:e.IDENT_RE,relevance:0},e.UNDERSCORE_TITLE_MODE={className:"title",begin:e.UNDERSCORE_IDENT_RE,relevance:0},e.METHOD_GUARD={begin:"\\.\\s*"+e.UNDERSCORE_IDENT_RE,relevance:0},e},o="object"==typeof window&&window||"object"==typeof self&&self,t.nodeType?o&&(o.hljs=n({}),void 0===(r=function(){return o.hljs}.apply(t,[]))||(e.exports=r)):n(t)},"5puq":function(e){e.exports=function(e){var t="[a-zA-Z_]\\w*[!?=]?|[-+~]\\@|<<|>>|=~|===?|<=>|[<>]=?|\\*\\*|[-/+%^&*~`|]|\\[\\]=?",r={keyword:"and then defined module in return redo if BEGIN retry end for self when next until do begin unless END rescue else break undef not super class case require yield alias while ensure elsif or include attr_reader attr_writer attr_accessor",literal:"true false nil"},n={className:"doctag",begin:"@[A-Za-z]+"},o={begin:"#<",end:">"},a=[e.COMMENT("#","$",{contains:[n]}),e.COMMENT("^\\=begin","^\\=end",{contains:[n],relevance:10}),e.COMMENT("^__END__","\\n$")],i={className:"subst",begin:"#\\{",end:"}",keywords:r},s={className:"string",contains:[e.BACKSLASH_ESCAPE,i],variants:[{begin:/'/,end:/'/},{begin:/"/,end:/"/},{begin:/`/,end:/`/},{begin:"%[qQwWx]?\\(",end:"\\)"},{begin:"%[qQwWx]?\\[",end:"\\]"},{begin:"%[qQwWx]?{",end:"}"},{begin:"%[qQwWx]?<",end:">"},{begin:"%[qQwWx]?/",end:"/"},{begin:"%[qQwWx]?%",end:"%"},{begin:"%[qQwWx]?-",end:"-"},{begin:"%[qQwWx]?\\|",end:"\\|"},{begin:/\B\?(\\\d{1,3}|\\x[A-Fa-f0-9]{1,2}|\\u[A-Fa-f0-9]{4}|\\?\S)\b/},{begin:/<<[-~]?'?(\w+)(?:.|\n)*?\n\s*\1\b/,returnBegin:!0,contains:[{begin:/<<[-~]?'?/},{begin:/\w+/,endSameAsBegin:!0,contains:[e.BACKSLASH_ESCAPE,i]}]}]},l={className:"params",begin:"\\(",end:"\\)",endsParent:!0,keywords:r},c=[s,o,{className:"class",beginKeywords:"class module",end:"$|;",illegal:/=/,contains:[e.inherit(e.TITLE_MODE,{begin:"[A-Za-z_]\\w*(::\\w+)*(\\?|\\!)?"}),{begin:"<\\s*",contains:[{begin:"("+e.IDENT_RE+"::)?"+e.IDENT_RE}]}].concat(a)},{className:"function",beginKeywords:"def",end:"$|;",contains:[e.inherit(e.TITLE_MODE,{begin:t}),l].concat(a)},{begin:e.IDENT_RE+"::"},{className:"symbol",begin:e.UNDERSCORE_IDENT_RE+"(\\!|\\?)?:",relevance:0},{className:"symbol",begin:":(?!\\s)",contains:[s,{begin:t}],relevance:0},{className:"number",begin:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",relevance:0},{begin:"(\\$\\W)|((\\$|\\@\\@?)(\\w+))"},{className:"params",begin:/\|/,end:/\|/,keywords:r},{begin:"("+e.RE_STARTERS_RE+"|unless)\\s*",keywords:"unless",contains:[o,{className:"regexp",contains:[e.BACKSLASH_ESCAPE,i],illegal:/\n/,variants:[{begin:"/",end:"/[a-z]*"},{begin:"%r{",end:"}[a-z]*"},{begin:"%r\\(",end:"\\)[a-z]*"},{begin:"%r!",end:"![a-z]*"},{begin:"%r\\[",end:"\\][a-z]*"}]}].concat(a),relevance:0}].concat(a);i.contains=c,l.contains=c;return{aliases:["rb","gemspec","podspec","thor","irb"],keywords:r,illegal:/\/\*/,contains:a.concat([{begin:/^\s*=>/,starts:{end:"$",contains:c}},{className:"meta",begin:"^([>?]>|[\\w#]+\\(\\w+\\):\\d+:\\d+>|(\\w+-)?\\d+\\.\\d+\\.\\d(p\\d+)?[^>]+>)",starts:{end:"$",contains:c}}]).concat(c)}}},"63Ad":function(e){e.exports=function(e){return e&&e.__esModule?e:{default:e}}},"6LlI":function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(11).then(function(){var t=r("hkqw");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},"6f5H":function(e){e.exports=function(){return{aliases:["console"],contains:[{className:"meta",begin:"^\\s{0,3}[\\w\\d\\[\\]()@-]*[>%$#]",starts:{end:"$",subLanguage:"bash"}}]}}},"6g+T":function(e){e.exports=function(e){var t="([a-zA-Z]|\\.[a-zA-Z.])[a-zA-Z0-9._]*";return{contains:[e.HASH_COMMENT_MODE,{begin:t,lexemes:t,keywords:{keyword:"function if in break next repeat else for return switch while try tryCatch stop warning require library attach detach source setMethod setGeneric setGroupGeneric setClass ...",literal:"NULL NA TRUE FALSE T F Inf NaN NA_integer_|10 NA_real_|10 NA_character_|10 NA_complex_|10"},relevance:0},{className:"number",begin:"0[xX][0-9a-fA-F]+[Li]?\\b",relevance:0},{className:"number",begin:"\\d+(?:[eE][+\\-]?\\d*)?L\\b",relevance:0},{className:"number",begin:"\\d+\\.(?!\\d)(?:i\\b)?",relevance:0},{className:"number",begin:"\\d+(?:\\.\\d*)?(?:[eE][+\\-]?\\d*)?i?\\b",relevance:0},{className:"number",begin:"\\.\\d+(?:[eE][+\\-]?\\d*)?i?\\b",relevance:0},{begin:"`",end:"`",relevance:0},{className:"string",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:'"',end:'"'},{begin:"'",end:"'"}]}]}}},"75ri":function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(16).then(function(){var t=r("UvCR");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},"7Sho":function(e){e.exports=function(e){var t="([-a-zA-Z$._][\\w\\-$.]*)";return{keywords:"begin end true false declare define global constant private linker_private internal available_externally linkonce linkonce_odr weak weak_odr appending dllimport dllexport common default hidden protected extern_weak external thread_local zeroinitializer undef null to tail target triple datalayout volatile nuw nsw nnan ninf nsz arcp fast exact inbounds align addrspace section alias module asm sideeffect gc dbg linker_private_weak attributes blockaddress initialexec localdynamic localexec prefix unnamed_addr ccc fastcc coldcc x86_stdcallcc x86_fastcallcc arm_apcscc arm_aapcscc arm_aapcs_vfpcc ptx_device ptx_kernel intel_ocl_bicc msp430_intrcc spir_func spir_kernel x86_64_sysvcc x86_64_win64cc x86_thiscallcc cc c signext zeroext inreg sret nounwind noreturn noalias nocapture byval nest readnone readonly inlinehint noinline alwaysinline optsize ssp sspreq noredzone noimplicitfloat naked builtin cold nobuiltin noduplicate nonlazybind optnone returns_twice sanitize_address sanitize_memory sanitize_thread sspstrong uwtable returned type opaque eq ne slt sgt sle sge ult ugt ule uge oeq one olt ogt ole oge ord uno ueq une x acq_rel acquire alignstack atomic catch cleanup filter inteldialect max min monotonic nand personality release seq_cst singlethread umax umin unordered xchg add fadd sub fsub mul fmul udiv sdiv fdiv urem srem frem shl lshr ashr and or xor icmp fcmp phi call trunc zext sext fptrunc fpext uitofp sitofp fptoui fptosi inttoptr ptrtoint bitcast addrspacecast select va_arg ret br switch invoke unwind unreachable indirectbr landingpad resume malloc alloca free load store getelementptr extractelement insertelement shufflevector getresult extractvalue insertvalue atomicrmw cmpxchg fence argmemonly double",contains:[{className:"keyword",begin:"i\\d+"},e.COMMENT(";","\\n",{relevance:0}),e.QUOTE_STRING_MODE,{className:"string",variants:[{begin:'"',end:'[^\\\\]"'}],relevance:0},{className:"title",variants:[{begin:"@"+t},{begin:"@\\d+"},{begin:"!"+t},{begin:"!\\d+"+t}]},{className:"symbol",variants:[{begin:"%"+t},{begin:"%\\d+"},{begin:"#\\d+"}]},{className:"number",variants:[{begin:"0[xX][a-fA-F0-9]+"},{begin:"-?\\d+(?:[.]\\d+)?(?:[eE][-+]?\\d+(?:[.]\\d+)?)?"}],relevance:0}]}}},"7UEW":function(e,t,r){"use strict";r.d(t,"a",(function(){return n}));var n=function(){function e(){this._hasWeakSet="function"==typeof WeakSet,this._inner=this._hasWeakSet?new WeakSet:[]}return e.prototype.memoize=function(e){if(this._hasWeakSet)return!!this._inner.has(e)||(this._inner.add(e),!1);for(var t=0;t0?parseInt(r):null};s/}]}}},"7qbZ":function(e){e.exports=function(e){var t="[a-zA-Z_\\-\\+\\*\\/\\<\\=\\>\\&\\#][a-zA-Z0-9_\\-\\+\\*\\/\\<\\=\\>\\&\\#!]*",r="(\\-|\\+)?\\d+(\\.\\d+|\\/\\d+)?((d|e|f|l|s|D|E|F|L|S)(\\+|\\-)?\\d+)?",n={className:"literal",begin:"\\b(t{1}|nil)\\b"},o={className:"number",variants:[{begin:r,relevance:0},{begin:"#(b|B)[0-1]+(/[0-1]+)?"},{begin:"#(o|O)[0-7]+(/[0-7]+)?"},{begin:"#(x|X)[0-9a-fA-F]+(/[0-9a-fA-F]+)?"},{begin:"#(c|C)\\("+r+" +"+r,end:"\\)"}]},a=e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),i=e.COMMENT(";","$",{relevance:0}),s={begin:"\\*",end:"\\*"},l={className:"symbol",begin:"[:&]"+t},c={begin:t,relevance:0},_={begin:"\\|[^]*?\\|"},d={contains:[o,a,s,l,{begin:"\\(",end:"\\)",contains:["self",n,a,o,c]},c],variants:[{begin:"['`]\\(",end:"\\)"},{begin:"\\(quote ",end:"\\)",keywords:{name:"quote"}},{begin:"'\\|[^]*?\\|"}]},u={variants:[{begin:"'"+t},{begin:"#'"+t+"(::"+t+")*"}]},p={begin:"\\(\\s*",end:"\\)"},m={endsWithParent:!0,relevance:0};return p.contains=[{className:"name",variants:[{begin:t},{begin:"\\|[^]*?\\|"}]},m],m.contains=[d,u,p,n,o,a,i,s,l,_,c],{illegal:/\S/,contains:[o,{className:"meta",begin:"^#!",end:"$"},n,a,i,d,u,p,c]}}},"862k":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"white",color:"black"},"hljs-comment":{color:"#008000"},"hljs-quote":{color:"#008000"},"hljs-variable":{color:"#008000"},"hljs-keyword":{color:"#00f"},"hljs-selector-tag":{color:"#00f"},"hljs-built_in":{color:"#00f"},"hljs-name":{color:"#00f"},"hljs-tag":{color:"#00f"},"hljs-string":{color:"#a31515"},"hljs-title":{color:"#a31515"},"hljs-section":{color:"#a31515"},"hljs-attribute":{color:"#a31515"},"hljs-literal":{color:"#a31515"},"hljs-template-tag":{color:"#a31515"},"hljs-template-variable":{color:"#a31515"},"hljs-type":{color:"#a31515"},"hljs-addition":{color:"#a31515"},"hljs-deletion":{color:"#2b91af"},"hljs-selector-attr":{color:"#2b91af"},"hljs-selector-pseudo":{color:"#2b91af"},"hljs-meta":{color:"#2b91af"},"hljs-doctag":{color:"#808080"},"hljs-attr":{color:"#f00"},"hljs-symbol":{color:"#00b0e8"},"hljs-bullet":{color:"#00b0e8"},"hljs-link":{color:"#00b0e8"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"8CEn":function(e){e.exports=function(e){return{keywords:{literal:"true false",keyword:"case class def else enum if impl import in lat rel index let match namespace switch type yield with"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"string",begin:/'(.|\\[xXuU][a-zA-Z0-9]+)'/},{className:"string",variants:[{begin:'"',end:'"'}]},{className:"function",beginKeywords:"def",end:/[:={\[(\n;]/,excludeEnd:!0,contains:[{className:"title",begin:/[^0-9\n\t "'(),.`{}\[\]:;][^\n\t "'(),.`{}\[\]:;]+|[^0-9\n\t "'(),.`{}\[\]:;=]/}]},e.C_NUMBER_MODE]}}},"8QGF":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#232323",color:"#e6e1dc"},"hljs-comment":{color:"#bc9458",fontStyle:"italic"},"hljs-quote":{color:"#bc9458",fontStyle:"italic"},"hljs-keyword":{color:"#c26230"},"hljs-selector-tag":{color:"#c26230"},"hljs-string":{color:"#a5c261"},"hljs-number":{color:"#a5c261"},"hljs-regexp":{color:"#a5c261"},"hljs-variable":{color:"#a5c261"},"hljs-template-variable":{color:"#a5c261"},"hljs-subst":{color:"#519f50"},"hljs-tag":{color:"#e8bf6a"},"hljs-name":{color:"#e8bf6a"},"hljs-type":{color:"#da4939"},"hljs-symbol":{color:"#6d9cbe"},"hljs-bullet":{color:"#6d9cbe"},"hljs-built_in":{color:"#6d9cbe"},"hljs-builtin-name":{color:"#6d9cbe"},"hljs-attr":{color:"#6d9cbe"},"hljs-link":{color:"#6d9cbe",textDecoration:"underline"},"hljs-params":{color:"#d0d0ff"},"hljs-attribute":{color:"#cda869"},"hljs-meta":{color:"#9b859d"},"hljs-title":{color:"#ffc66d"},"hljs-section":{color:"#ffc66d"},"hljs-addition":{backgroundColor:"#144212",color:"#e6e1dc",display:"inline-block",width:"100%"},"hljs-deletion":{backgroundColor:"#600",color:"#e6e1dc",display:"inline-block",width:"100%"},"hljs-selector-class":{color:"#9b703f"},"hljs-selector-id":{color:"#8b98ab"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"8VmE":function(e){function t(){return e.exports=t=Object.assign||function(e){for(var t=1;t/},n={className:"string",contains:[e.BACKSLASH_ESCAPE,r],variants:[{begin:'b"',end:'"'},{begin:"b'",end:"'"},e.inherit(e.APOS_STRING_MODE,{illegal:null}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null})]},o={variants:[e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE]};return{aliases:["php","php3","php4","php5","php6","php7"],case_insensitive:!0,keywords:"and include_once list abstract global private echo interface as static endswitch array null if endwhile or const for endforeach self var while isset public protected exit foreach throw elseif include __FILE__ empty require_once do xor return parent clone use __CLASS__ __LINE__ else break print eval new catch __METHOD__ case exception default die require __FUNCTION__ enddeclare final try switch continue endfor endif declare unset true false trait goto instanceof insteadof __DIR__ __NAMESPACE__ yield finally",contains:[e.HASH_COMMENT_MODE,e.COMMENT("//","$",{contains:[r]}),e.COMMENT("/\\*","\\*/",{contains:[{className:"doctag",begin:"@[A-Za-z]+"}]}),e.COMMENT("__halt_compiler.+?;",!1,{endsWithParent:!0,keywords:"__halt_compiler",lexemes:e.UNDERSCORE_IDENT_RE}),{className:"string",begin:/<<<['"]?\w+['"]?$/,end:/^\w+;?$/,contains:[e.BACKSLASH_ESCAPE,{className:"subst",variants:[{begin:/\$\w+/},{begin:/\{\$/,end:/\}/}]}]},r,{className:"keyword",begin:/\$this\b/},t,{begin:/(::|->)+[a-zA-Z_\x7f-\xff][a-zA-Z0-9_\x7f-\xff]*/},{className:"function",beginKeywords:"function",end:/[;{]/,excludeEnd:!0,illegal:"\\$|\\[|%",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",begin:"\\(",end:"\\)",contains:["self",t,e.C_BLOCK_COMMENT_MODE,n,o]}]},{className:"class",beginKeywords:"class interface",end:"{",excludeEnd:!0,illegal:/[:\(\$"]/,contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"namespace",end:";",illegal:/[\.']/,contains:[e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"use",end:";",contains:[e.UNDERSCORE_TITLE_MODE]},{begin:"=>"},n,o]}}},"9mI7":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#222",color:"#aaa"},"hljs-subst":{color:"#aaa"},"hljs-section":{color:"#fff",fontWeight:"bold"},"hljs-comment":{color:"#444"},"hljs-quote":{color:"#444"},"hljs-meta":{color:"#444"},"hljs-string":{color:"#ffcc33"},"hljs-symbol":{color:"#ffcc33"},"hljs-bullet":{color:"#ffcc33"},"hljs-regexp":{color:"#ffcc33"},"hljs-number":{color:"#00cc66"},"hljs-addition":{color:"#00cc66"},"hljs-built_in":{color:"#32aaee"},"hljs-builtin-name":{color:"#32aaee"},"hljs-literal":{color:"#32aaee"},"hljs-type":{color:"#32aaee"},"hljs-template-variable":{color:"#32aaee"},"hljs-attribute":{color:"#32aaee"},"hljs-link":{color:"#32aaee"},"hljs-keyword":{color:"#6644aa"},"hljs-selector-tag":{color:"#6644aa"},"hljs-name":{color:"#6644aa"},"hljs-selector-id":{color:"#6644aa"},"hljs-selector-class":{color:"#6644aa"},"hljs-title":{color:"#bb1166"},"hljs-variable":{color:"#bb1166"},"hljs-deletion":{color:"#bb1166"},"hljs-template-tag":{color:"#bb1166"},"hljs-doctag":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},"9mLN":function(e){e.exports=function(e){var t=e.inherit(e.QUOTE_STRING_MODE,{illegal:""}),r={className:"params",begin:"\\(",end:"\\)",contains:["self",e.C_NUMBER_MODE,t]},n=e.COMMENT("--","$"),o=e.COMMENT("\\(\\*","\\*\\)",{contains:["self",n]});return{aliases:["osascript"],keywords:{keyword:"about above after against and around as at back before beginning behind below beneath beside between but by considering contain contains continue copy div does eighth else end equal equals error every exit fifth first for fourth from front get given global if ignoring in into is it its last local me middle mod my ninth not of on onto or over prop property put ref reference repeat returning script second set seventh since sixth some tell tenth that the|0 then third through thru timeout times to transaction try until where while whose with without",literal:"AppleScript false linefeed return pi quote result space tab true",built_in:"alias application boolean class constant date file integer list number real record string text activate beep count delay launch log offset read round run say summarize write character characters contents day frontmost id item length month name paragraph paragraphs rest reverse running time version weekday word words year"},contains:[t,e.C_NUMBER_MODE,{className:"built_in",begin:"\\b(clipboard info|the clipboard|info for|list (disks|folder)|mount volume|path to|(close|open for) access|(get|set) eof|current date|do shell script|get volume settings|random number|set volume|system attribute|system info|time to GMT|(load|run|store) script|scripting components|ASCII (character|number)|localized string|choose (application|color|file|file name|folder|from list|remote application|URL)|display (alert|dialog))\\b|^\\s*return\\b"},{className:"literal",begin:"\\b(text item delimiters|current application|missing value)\\b"},{className:"keyword",begin:"\\b(apart from|aside from|instead of|out of|greater than|isn't|(doesn't|does not) (equal|come before|come after|contain)|(greater|less) than( or equal)?|(starts?|ends|begins?) with|contained by|comes (before|after)|a (ref|reference)|POSIX file|POSIX path|(date|time) string|quoted form)\\b"},{beginKeywords:"on",illegal:"[${=;\\n]",contains:[e.UNDERSCORE_TITLE_MODE,r]}].concat([n,o,e.HASH_COMMENT_MODE]),illegal:"//|->|=>|\\[\\["}}},"9o2t":function(e){e.exports=function(e){var t={keyword:"abstract as base bool break byte case catch char checked const continue decimal default delegate do double enum event explicit extern finally fixed float for foreach goto if implicit in int interface internal is lock long nameof object operator out override params private protected public readonly ref sbyte sealed short sizeof stackalloc static string struct switch this try typeof uint ulong unchecked unsafe ushort using virtual void volatile while add alias ascending async await by descending dynamic equals from get global group into join let on orderby partial remove select set value var where yield",literal:"null false true"},r={className:"number",variants:[{begin:"\\b(0b[01']+)"},{begin:"(-?)\\b([\\d']+(\\.[\\d']*)?|\\.[\\d']+)(u|U|l|L|ul|UL|f|F|b|B)"},{begin:"(-?)(\\b0[xX][a-fA-F0-9']+|(\\b[\\d']+(\\.[\\d']*)?|\\.[\\d']+)([eE][-+]?[\\d']+)?)"}],relevance:0},n={className:"string",begin:'@"',end:'"',contains:[{begin:'""'}]},o=e.inherit(n,{illegal:/\n/}),a={className:"subst",begin:"{",end:"}",keywords:t},i=e.inherit(a,{illegal:/\n/}),s={className:"string",begin:/\$"/,end:'"',illegal:/\n/,contains:[{begin:"{{"},{begin:"}}"},e.BACKSLASH_ESCAPE,i]},l={className:"string",begin:/\$@"/,end:'"',contains:[{begin:"{{"},{begin:"}}"},{begin:'""'},a]},c=e.inherit(l,{illegal:/\n/,contains:[{begin:"{{"},{begin:"}}"},{begin:'""'},i]});a.contains=[l,s,n,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,r,e.C_BLOCK_COMMENT_MODE],i.contains=[c,s,o,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,r,e.inherit(e.C_BLOCK_COMMENT_MODE,{illegal:/\n/})];var _={variants:[l,s,n,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]},d=e.IDENT_RE+"(<"+e.IDENT_RE+"(\\s*,\\s*"+e.IDENT_RE+")*>)?(\\[\\])?";return{aliases:["csharp","c#"],keywords:t,illegal:/::/,contains:[e.COMMENT("///","$",{returnBegin:!0,contains:[{className:"doctag",variants:[{begin:"///",relevance:0},{begin:"\x3c!--|--\x3e"},{begin:""}]}]}),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"if else elif endif define undef warning error line region endregion pragma checksum"}},_,r,{beginKeywords:"class interface",end:/[{;=]/,illegal:/[^\s:,]/,contains:[e.TITLE_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},{beginKeywords:"namespace",end:/[{;=]/,illegal:/[^\s:]/,contains:[e.inherit(e.TITLE_MODE,{begin:"[a-zA-Z](\\.?\\w)*"}),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},{className:"meta",begin:"^\\s*\\[",excludeBegin:!0,end:"\\]",excludeEnd:!0,contains:[{className:"meta-string",begin:/"/,end:/"/}]},{beginKeywords:"new return throw await else",relevance:0},{className:"function",begin:"("+d+"\\s+)+"+e.IDENT_RE+"\\s*\\(",returnBegin:!0,end:/\s*[{;=]/,excludeEnd:!0,keywords:t,contains:[{begin:e.IDENT_RE+"\\s*\\(",returnBegin:!0,contains:[e.TITLE_MODE],relevance:0},{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,keywords:t,relevance:0,contains:[_,r,e.C_BLOCK_COMMENT_MODE]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]}]}}},AGdH:function(e){e.exports=function(e){return{case_insensitive:!0,aliases:["mips"],lexemes:"\\.?"+e.IDENT_RE,keywords:{meta:".2byte .4byte .align .ascii .asciz .balign .byte .code .data .else .end .endif .endm .endr .equ .err .exitm .extern .global .hword .if .ifdef .ifndef .include .irp .long .macro .rept .req .section .set .skip .space .text .word .ltorg ",built_in:"$0 $1 $2 $3 $4 $5 $6 $7 $8 $9 $10 $11 $12 $13 $14 $15 $16 $17 $18 $19 $20 $21 $22 $23 $24 $25 $26 $27 $28 $29 $30 $31 zero at v0 v1 a0 a1 a2 a3 a4 a5 a6 a7 t0 t1 t2 t3 t4 t5 t6 t7 t8 t9 s0 s1 s2 s3 s4 s5 s6 s7 s8 k0 k1 gp sp fp ra $f0 $f1 $f2 $f2 $f4 $f5 $f6 $f7 $f8 $f9 $f10 $f11 $f12 $f13 $f14 $f15 $f16 $f17 $f18 $f19 $f20 $f21 $f22 $f23 $f24 $f25 $f26 $f27 $f28 $f29 $f30 $f31 Context Random EntryLo0 EntryLo1 Context PageMask Wired EntryHi HWREna BadVAddr Count Compare SR IntCtl SRSCtl SRSMap Cause EPC PRId EBase Config Config1 Config2 Config3 LLAddr Debug DEPC DESAVE CacheErr ECC ErrorEPC TagLo DataLo TagHi DataHi WatchLo WatchHi PerfCtl PerfCnt "},contains:[{className:"keyword",begin:"\\b(addi?u?|andi?|b(al)?|beql?|bgez(al)?l?|bgtzl?|blezl?|bltz(al)?l?|bnel?|cl[oz]|divu?|ext|ins|j(al)?|jalr(.hb)?|jr(.hb)?|lbu?|lhu?|ll|lui|lw[lr]?|maddu?|mfhi|mflo|movn|movz|move|msubu?|mthi|mtlo|mul|multu?|nop|nor|ori?|rotrv?|sb|sc|se[bh]|sh|sllv?|slti?u?|srav?|srlv?|subu?|sw[lr]?|xori?|wsbh|abs.[sd]|add.[sd]|alnv.ps|bc1[ft]l?|c.(s?f|un|u?eq|[ou]lt|[ou]le|ngle?|seq|l[et]|ng[et]).[sd]|(ceil|floor|round|trunc).[lw].[sd]|cfc1|cvt.d.[lsw]|cvt.l.[dsw]|cvt.ps.s|cvt.s.[dlw]|cvt.s.p[lu]|cvt.w.[dls]|div.[ds]|ldx?c1|luxc1|lwx?c1|madd.[sd]|mfc1|mov[fntz]?.[ds]|msub.[sd]|mth?c1|mul.[ds]|neg.[ds]|nmadd.[ds]|nmsub.[ds]|p[lu][lu].ps|recip.fmt|r?sqrt.[ds]|sdx?c1|sub.[ds]|suxc1|swx?c1|break|cache|d?eret|[de]i|ehb|mfc0|mtc0|pause|prefx?|rdhwr|rdpgpr|sdbbp|ssnop|synci?|syscall|teqi?|tgei?u?|tlb(p|r|w[ir])|tlti?u?|tnei?|wait|wrpgpr)",end:"\\s"},e.COMMENT("[;#]","$"),e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,{className:"string",begin:"'",end:"[^\\\\]'",relevance:0},{className:"title",begin:"\\|",end:"\\|",illegal:"\\n",relevance:0},{className:"number",variants:[{begin:"0x[0-9a-f]+"},{begin:"\\b-?\\d+"}],relevance:0},{className:"symbol",variants:[{begin:"^\\s*[a-z_\\.\\$][a-z0-9_\\.\\$]+:"},{begin:"^\\s*[0-9]+:"},{begin:"[0-9]+[bf]"}],relevance:0}],illegal:"/"}}},"AHd/":function(e){e.exports=function(e){return{case_insensitive:!0,illegal:/[=\/|'\$]/,contains:[e.C_BLOCK_COMMENT_MODE,{className:"selector-id",begin:/#[A-Za-z0-9_-]+/},{className:"selector-class",begin:/\.[A-Za-z0-9_-]+/},{className:"selector-attr",begin:/\[/,end:/\]/,illegal:"$"},{className:"selector-pseudo",begin:/:(:)?[a-zA-Z0-9\_\-\+\(\)"'.]+/},{begin:"@(font-face|page)",lexemes:"[a-z-]+",keywords:"font-face page"},{begin:"@",end:"[{;]",illegal:/:/,contains:[{className:"keyword",begin:/\w+/},{begin:/\s/,endsWithParent:!0,excludeEnd:!0,relevance:0,contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.CSS_NUMBER_MODE]}]},{className:"selector-tag",begin:"[a-zA-Z-][a-zA-Z0-9_-]*",relevance:0},{begin:"{",end:"}",illegal:/\S/,contains:[e.C_BLOCK_COMMENT_MODE,{begin:/(?:[A-Z\_\.\-]+|--[a-zA-Z0-9_-]+)\s*:/,returnBegin:!0,end:";",endsWithParent:!0,contains:[{className:"attribute",begin:/\S/,end:":",excludeEnd:!0,starts:{endsWithParent:!0,excludeEnd:!0,contains:[{begin:/[\w-]+\(/,returnBegin:!0,contains:[{className:"built_in",begin:/[\w-]+/},{begin:/\(/,end:/\)/,contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]}]},e.CSS_NUMBER_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,e.C_BLOCK_COMMENT_MODE,{className:"number",begin:"#[0-9A-Fa-f]+"},{className:"meta",begin:"!important"}]}}]}]}]}}},AXrV:function(e){e.exports=function(){return{aliases:["i7"],case_insensitive:!0,keywords:{keyword:"thing room person man woman animal container supporter backdrop door scenery open closed locked inside gender is are say understand kind of rule"},contains:[{className:"string",begin:'"',end:'"',relevance:0,contains:[{className:"subst",begin:"\\[",end:"\\]"}]},{className:"section",begin:/^(Volume|Book|Part|Chapter|Section|Table)\b/,end:"$"},{begin:/^(Check|Carry out|Report|Instead of|To|Rule|When|Before|After)\b/,end:":",contains:[{begin:"\\(This",end:"\\)"}]},{className:"comment",begin:"\\[",end:"\\]",contains:["self"]}]}}},AdZH:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#fff",color:"#000"},"hljs-subst":{color:"#000"},"hljs-string":{color:"#756bb1"},"hljs-meta":{color:"#756bb1"},"hljs-symbol":{color:"#756bb1"},"hljs-template-tag":{color:"#756bb1"},"hljs-template-variable":{color:"#756bb1"},"hljs-addition":{color:"#756bb1"},"hljs-comment":{color:"#636363"},"hljs-quote":{color:"#636363"},"hljs-number":{color:"#31a354"},"hljs-regexp":{color:"#31a354"},"hljs-literal":{color:"#31a354"},"hljs-bullet":{color:"#31a354"},"hljs-link":{color:"#31a354"},"hljs-deletion":{color:"#88f"},"hljs-variable":{color:"#88f"},"hljs-keyword":{color:"#3182bd"},"hljs-selector-tag":{color:"#3182bd"},"hljs-title":{color:"#3182bd"},"hljs-section":{color:"#3182bd"},"hljs-built_in":{color:"#3182bd"},"hljs-doctag":{color:"#3182bd"},"hljs-type":{color:"#3182bd"},"hljs-tag":{color:"#3182bd"},"hljs-name":{color:"#3182bd"},"hljs-selector-id":{color:"#3182bd"},"hljs-selector-class":{color:"#3182bd"},"hljs-strong":{color:"#3182bd"},"hljs-emphasis":{fontStyle:"italic"},"hljs-attribute":{color:"#e6550d"}}},Azdn:function(e){e.exports=function(e){return{aliases:["dst"],case_insensitive:!0,subLanguage:"xml",contains:[{className:"template-tag",begin:/\{[#\/]/,end:/\}/,illegal:/;/,contains:[{className:"name",begin:/[a-zA-Z\.-]+/,starts:{endsWithParent:!0,relevance:0,contains:[e.QUOTE_STRING_MODE]}}]},{className:"template-variable",begin:/\{/,end:/\}/,illegal:/;/,keywords:"if eq ne lt lte gt gte select default math sep"}]}}},"B0R+":function(e){e.exports=function(e){var t={keyword:"and elif is global as in if from raise for except finally print import pass return exec else break not with class assert yield try while continue del or def lambda async await nonlocal|10",built_in:"Ellipsis NotImplemented",literal:"False None True"},r={className:"meta",begin:/^(>>>|\.\.\.) /},n={className:"subst",begin:/\{/,end:/\}/,keywords:t,illegal:/#/},o={className:"string",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:/(u|b)?r?'''/,end:/'''/,contains:[e.BACKSLASH_ESCAPE,r],relevance:10},{begin:/(u|b)?r?"""/,end:/"""/,contains:[e.BACKSLASH_ESCAPE,r],relevance:10},{begin:/(fr|rf|f)'''/,end:/'''/,contains:[e.BACKSLASH_ESCAPE,r,n]},{begin:/(fr|rf|f)"""/,end:/"""/,contains:[e.BACKSLASH_ESCAPE,r,n]},{begin:/(u|r|ur)'/,end:/'/,relevance:10},{begin:/(u|r|ur)"/,end:/"/,relevance:10},{begin:/(b|br)'/,end:/'/},{begin:/(b|br)"/,end:/"/},{begin:/(fr|rf|f)'/,end:/'/,contains:[e.BACKSLASH_ESCAPE,n]},{begin:/(fr|rf|f)"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,n]},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]},a={className:"number",relevance:0,variants:[{begin:e.BINARY_NUMBER_RE+"[lLjJ]?"},{begin:"\\b(0o[0-7]+)[lLjJ]?"},{begin:e.C_NUMBER_RE+"[lLjJ]?"}]},i={className:"params",begin:/\(/,end:/\)/,contains:["self",r,a,o]};return n.contains=[o,a,r],{aliases:["py","gyp","ipython"],keywords:t,illegal:/(<\/|->|\?)|=>/,contains:[r,a,o,e.HASH_COMMENT_MODE,{variants:[{className:"function",beginKeywords:"def"},{className:"class",beginKeywords:"class"}],end:/:/,illegal:/[${=;\n,]/,contains:[e.UNDERSCORE_TITLE_MODE,i,{begin:/->/,endsWithParent:!0,keywords:"None"}]},{className:"meta",begin:/^[\t ]*@/,end:/$/},{begin:/\b(print|exec)\(/}]}}},B4Ph:function(e){e.exports=function(e){return{case_insensitive:!0,contains:[{beginKeywords:"build create index delete drop explain infer|10 insert merge prepare select update upsert|10",end:/;/,endsWithParent:!0,keywords:{keyword:"all alter analyze and any array as asc begin between binary boolean break bucket build by call case cast cluster collate collection commit connect continue correlate cover create database dataset datastore declare decrement delete derived desc describe distinct do drop each element else end every except exclude execute exists explain fetch first flatten for force from function grant group gsi having if ignore ilike in include increment index infer inline inner insert intersect into is join key keys keyspace known last left let letting like limit lsm map mapping matched materialized merge minus namespace nest not number object offset on option or order outer over parse partition password path pool prepare primary private privilege procedure public raw realm reduce rename return returning revoke right role rollback satisfies schema select self semi set show some start statistics string system then to transaction trigger truncate under union unique unknown unnest unset update upsert use user using validate value valued values via view when where while with within work xor",literal:"true false null missing|5",built_in:"array_agg array_append array_concat array_contains array_count array_distinct array_ifnull array_length array_max array_min array_position array_prepend array_put array_range array_remove array_repeat array_replace array_reverse array_sort array_sum avg count max min sum greatest least ifmissing ifmissingornull ifnull missingif nullif ifinf ifnan ifnanorinf naninf neginfif posinfif clock_millis clock_str date_add_millis date_add_str date_diff_millis date_diff_str date_part_millis date_part_str date_trunc_millis date_trunc_str duration_to_str millis str_to_millis millis_to_str millis_to_utc millis_to_zone_name now_millis now_str str_to_duration str_to_utc str_to_zone_name decode_json encode_json encoded_size poly_length base64 base64_encode base64_decode meta uuid abs acos asin atan atan2 ceil cos degrees e exp ln log floor pi power radians random round sign sin sqrt tan trunc object_length object_names object_pairs object_inner_pairs object_values object_inner_values object_add object_put object_remove object_unwrap regexp_contains regexp_like regexp_position regexp_replace contains initcap length lower ltrim position repeat replace rtrim split substr title trim upper isarray isatom isboolean isnumber isobject isstring type toarray toatom toboolean tonumber toobject tostring"},contains:[{className:"string",begin:"'",end:"'",contains:[e.BACKSLASH_ESCAPE],relevance:0},{className:"string",begin:'"',end:'"',contains:[e.BACKSLASH_ESCAPE],relevance:0},{className:"symbol",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE],relevance:2},e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE]},e.C_BLOCK_COMMENT_MODE]}}},B8QI:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",lineHeight:"1.3em",color:"#abb2bf",background:"#282c34",borderRadius:"5px"},"hljs-keyword":{color:"#F92672"},"hljs-operator":{color:"#F92672"},"hljs-pattern-match":{color:"#F92672"},"hljs-pattern-match .hljs-constructor":{color:"#61aeee"},"hljs-function":{color:"#61aeee"},"hljs-function .hljs-params":{color:"#A6E22E"},"hljs-function .hljs-params .hljs-typing":{color:"#FD971F"},"hljs-module-access .hljs-module":{color:"#7e57c2"},"hljs-constructor":{color:"#e2b93d"},"hljs-constructor .hljs-string":{color:"#9CCC65"},"hljs-comment":{color:"#b18eb1",fontStyle:"italic"},"hljs-quote":{color:"#b18eb1",fontStyle:"italic"},"hljs-doctag":{color:"#c678dd"},"hljs-formula":{color:"#c678dd"},"hljs-section":{color:"#e06c75"},"hljs-name":{color:"#e06c75"},"hljs-selector-tag":{color:"#e06c75"},"hljs-deletion":{color:"#e06c75"},"hljs-subst":{color:"#e06c75"},"hljs-literal":{color:"#56b6c2"},"hljs-string":{color:"#98c379"},"hljs-regexp":{color:"#98c379"},"hljs-addition":{color:"#98c379"},"hljs-attribute":{color:"#98c379"},"hljs-meta-string":{color:"#98c379"},"hljs-built_in":{color:"#e6c07b"},"hljs-class .hljs-title":{color:"#e6c07b"},"hljs-attr":{color:"#d19a66"},"hljs-variable":{color:"#d19a66"},"hljs-template-variable":{color:"#d19a66"},"hljs-type":{color:"#d19a66"},"hljs-selector-class":{color:"#d19a66"},"hljs-selector-attr":{color:"#d19a66"},"hljs-selector-pseudo":{color:"#d19a66"},"hljs-number":{color:"#d19a66"},"hljs-symbol":{color:"#61aeee"},"hljs-bullet":{color:"#61aeee"},"hljs-link":{color:"#61aeee",textDecoration:"underline"},"hljs-meta":{color:"#61aeee"},"hljs-selector-id":{color:"#61aeee"},"hljs-title":{color:"#61aeee"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"BED+":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#7195a8"},"hljs-quote":{color:"#7195a8"},"hljs-variable":{color:"#d22d72"},"hljs-template-variable":{color:"#d22d72"},"hljs-attribute":{color:"#d22d72"},"hljs-tag":{color:"#d22d72"},"hljs-name":{color:"#d22d72"},"hljs-regexp":{color:"#d22d72"},"hljs-link":{color:"#d22d72"},"hljs-selector-id":{color:"#d22d72"},"hljs-selector-class":{color:"#d22d72"},"hljs-number":{color:"#935c25"},"hljs-meta":{color:"#935c25"},"hljs-built_in":{color:"#935c25"},"hljs-builtin-name":{color:"#935c25"},"hljs-literal":{color:"#935c25"},"hljs-type":{color:"#935c25"},"hljs-params":{color:"#935c25"},"hljs-string":{color:"#568c3b"},"hljs-symbol":{color:"#568c3b"},"hljs-bullet":{color:"#568c3b"},"hljs-title":{color:"#257fad"},"hljs-section":{color:"#257fad"},"hljs-keyword":{color:"#6b6bb8"},"hljs-selector-tag":{color:"#6b6bb8"},hljs:{display:"block",overflowX:"auto",background:"#161b1d",color:"#7ea2b4",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},BSDL:function(e){e.exports=function(e){return{keywords:{keyword:"break continue discard do else for if return while switch case default attribute binding buffer ccw centroid centroid varying coherent column_major const cw depth_any depth_greater depth_less depth_unchanged early_fragment_tests equal_spacing flat fractional_even_spacing fractional_odd_spacing highp in index inout invariant invocations isolines layout line_strip lines lines_adjacency local_size_x local_size_y local_size_z location lowp max_vertices mediump noperspective offset origin_upper_left out packed patch pixel_center_integer point_mode points precise precision quads r11f_g11f_b10f r16 r16_snorm r16f r16i r16ui r32f r32i r32ui r8 r8_snorm r8i r8ui readonly restrict rg16 rg16_snorm rg16f rg16i rg16ui rg32f rg32i rg32ui rg8 rg8_snorm rg8i rg8ui rgb10_a2 rgb10_a2ui rgba16 rgba16_snorm rgba16f rgba16i rgba16ui rgba32f rgba32i rgba32ui rgba8 rgba8_snorm rgba8i rgba8ui row_major sample shared smooth std140 std430 stream triangle_strip triangles triangles_adjacency uniform varying vertices volatile writeonly",type:"atomic_uint bool bvec2 bvec3 bvec4 dmat2 dmat2x2 dmat2x3 dmat2x4 dmat3 dmat3x2 dmat3x3 dmat3x4 dmat4 dmat4x2 dmat4x3 dmat4x4 double dvec2 dvec3 dvec4 float iimage1D iimage1DArray iimage2D iimage2DArray iimage2DMS iimage2DMSArray iimage2DRect iimage3D iimageBufferiimageCube iimageCubeArray image1D image1DArray image2D image2DArray image2DMS image2DMSArray image2DRect image3D imageBuffer imageCube imageCubeArray int isampler1D isampler1DArray isampler2D isampler2DArray isampler2DMS isampler2DMSArray isampler2DRect isampler3D isamplerBuffer isamplerCube isamplerCubeArray ivec2 ivec3 ivec4 mat2 mat2x2 mat2x3 mat2x4 mat3 mat3x2 mat3x3 mat3x4 mat4 mat4x2 mat4x3 mat4x4 sampler1D sampler1DArray sampler1DArrayShadow sampler1DShadow sampler2D sampler2DArray sampler2DArrayShadow sampler2DMS sampler2DMSArray sampler2DRect sampler2DRectShadow sampler2DShadow sampler3D samplerBuffer samplerCube samplerCubeArray samplerCubeArrayShadow samplerCubeShadow image1D uimage1DArray uimage2D uimage2DArray uimage2DMS uimage2DMSArray uimage2DRect uimage3D uimageBuffer uimageCube uimageCubeArray uint usampler1D usampler1DArray usampler2D usampler2DArray usampler2DMS usampler2DMSArray usampler2DRect usampler3D samplerBuffer usamplerCube usamplerCubeArray uvec2 uvec3 uvec4 vec2 vec3 vec4 void",built_in:"gl_MaxAtomicCounterBindings gl_MaxAtomicCounterBufferSize gl_MaxClipDistances gl_MaxClipPlanes gl_MaxCombinedAtomicCounterBuffers gl_MaxCombinedAtomicCounters gl_MaxCombinedImageUniforms gl_MaxCombinedImageUnitsAndFragmentOutputs gl_MaxCombinedTextureImageUnits gl_MaxComputeAtomicCounterBuffers gl_MaxComputeAtomicCounters gl_MaxComputeImageUniforms gl_MaxComputeTextureImageUnits gl_MaxComputeUniformComponents gl_MaxComputeWorkGroupCount gl_MaxComputeWorkGroupSize gl_MaxDrawBuffers gl_MaxFragmentAtomicCounterBuffers gl_MaxFragmentAtomicCounters gl_MaxFragmentImageUniforms gl_MaxFragmentInputComponents gl_MaxFragmentInputVectors gl_MaxFragmentUniformComponents gl_MaxFragmentUniformVectors gl_MaxGeometryAtomicCounterBuffers gl_MaxGeometryAtomicCounters gl_MaxGeometryImageUniforms gl_MaxGeometryInputComponents gl_MaxGeometryOutputComponents gl_MaxGeometryOutputVertices gl_MaxGeometryTextureImageUnits gl_MaxGeometryTotalOutputComponents gl_MaxGeometryUniformComponents gl_MaxGeometryVaryingComponents gl_MaxImageSamples gl_MaxImageUnits gl_MaxLights gl_MaxPatchVertices gl_MaxProgramTexelOffset gl_MaxTessControlAtomicCounterBuffers gl_MaxTessControlAtomicCounters gl_MaxTessControlImageUniforms gl_MaxTessControlInputComponents gl_MaxTessControlOutputComponents gl_MaxTessControlTextureImageUnits gl_MaxTessControlTotalOutputComponents gl_MaxTessControlUniformComponents gl_MaxTessEvaluationAtomicCounterBuffers gl_MaxTessEvaluationAtomicCounters gl_MaxTessEvaluationImageUniforms gl_MaxTessEvaluationInputComponents gl_MaxTessEvaluationOutputComponents gl_MaxTessEvaluationTextureImageUnits gl_MaxTessEvaluationUniformComponents gl_MaxTessGenLevel gl_MaxTessPatchComponents gl_MaxTextureCoords gl_MaxTextureImageUnits gl_MaxTextureUnits gl_MaxVaryingComponents gl_MaxVaryingFloats gl_MaxVaryingVectors gl_MaxVertexAtomicCounterBuffers gl_MaxVertexAtomicCounters gl_MaxVertexAttribs gl_MaxVertexImageUniforms gl_MaxVertexOutputComponents gl_MaxVertexOutputVectors gl_MaxVertexTextureImageUnits gl_MaxVertexUniformComponents gl_MaxVertexUniformVectors gl_MaxViewports gl_MinProgramTexelOffset gl_BackColor gl_BackLightModelProduct gl_BackLightProduct gl_BackMaterial gl_BackSecondaryColor gl_ClipDistance gl_ClipPlane gl_ClipVertex gl_Color gl_DepthRange gl_EyePlaneQ gl_EyePlaneR gl_EyePlaneS gl_EyePlaneT gl_Fog gl_FogCoord gl_FogFragCoord gl_FragColor gl_FragCoord gl_FragData gl_FragDepth gl_FrontColor gl_FrontFacing gl_FrontLightModelProduct gl_FrontLightProduct gl_FrontMaterial gl_FrontSecondaryColor gl_GlobalInvocationID gl_InstanceID gl_InvocationID gl_Layer gl_LightModel gl_LightSource gl_LocalInvocationID gl_LocalInvocationIndex gl_ModelViewMatrix gl_ModelViewMatrixInverse gl_ModelViewMatrixInverseTranspose gl_ModelViewMatrixTranspose gl_ModelViewProjectionMatrix gl_ModelViewProjectionMatrixInverse gl_ModelViewProjectionMatrixInverseTranspose gl_ModelViewProjectionMatrixTranspose gl_MultiTexCoord0 gl_MultiTexCoord1 gl_MultiTexCoord2 gl_MultiTexCoord3 gl_MultiTexCoord4 gl_MultiTexCoord5 gl_MultiTexCoord6 gl_MultiTexCoord7 gl_Normal gl_NormalMatrix gl_NormalScale gl_NumSamples gl_NumWorkGroups gl_ObjectPlaneQ gl_ObjectPlaneR gl_ObjectPlaneS gl_ObjectPlaneT gl_PatchVerticesIn gl_Point gl_PointCoord gl_PointSize gl_Position gl_PrimitiveID gl_PrimitiveIDIn gl_ProjectionMatrix gl_ProjectionMatrixInverse gl_ProjectionMatrixInverseTranspose gl_ProjectionMatrixTranspose gl_SampleID gl_SampleMask gl_SampleMaskIn gl_SamplePosition gl_SecondaryColor gl_TessCoord gl_TessLevelInner gl_TessLevelOuter gl_TexCoord gl_TextureEnvColor gl_TextureMatrix gl_TextureMatrixInverse gl_TextureMatrixInverseTranspose gl_TextureMatrixTranspose gl_Vertex gl_VertexID gl_ViewportIndex gl_WorkGroupID gl_WorkGroupSize gl_in gl_out EmitStreamVertex EmitVertex EndPrimitive EndStreamPrimitive abs acos acosh all any asin asinh atan atanh atomicAdd atomicAnd atomicCompSwap atomicCounter atomicCounterDecrement atomicCounterIncrement atomicExchange atomicMax atomicMin atomicOr atomicXor barrier bitCount bitfieldExtract bitfieldInsert bitfieldReverse ceil clamp cos cosh cross dFdx dFdy degrees determinant distance dot equal exp exp2 faceforward findLSB findMSB floatBitsToInt floatBitsToUint floor fma fract frexp ftransform fwidth greaterThan greaterThanEqual groupMemoryBarrier imageAtomicAdd imageAtomicAnd imageAtomicCompSwap imageAtomicExchange imageAtomicMax imageAtomicMin imageAtomicOr imageAtomicXor imageLoad imageSize imageStore imulExtended intBitsToFloat interpolateAtCentroid interpolateAtOffset interpolateAtSample inverse inversesqrt isinf isnan ldexp length lessThan lessThanEqual log log2 matrixCompMult max memoryBarrier memoryBarrierAtomicCounter memoryBarrierBuffer memoryBarrierImage memoryBarrierShared min mix mod modf noise1 noise2 noise3 noise4 normalize not notEqual outerProduct packDouble2x32 packHalf2x16 packSnorm2x16 packSnorm4x8 packUnorm2x16 packUnorm4x8 pow radians reflect refract round roundEven shadow1D shadow1DLod shadow1DProj shadow1DProjLod shadow2D shadow2DLod shadow2DProj shadow2DProjLod sign sin sinh smoothstep sqrt step tan tanh texelFetch texelFetchOffset texture texture1D texture1DLod texture1DProj texture1DProjLod texture2D texture2DLod texture2DProj texture2DProjLod texture3D texture3DLod texture3DProj texture3DProjLod textureCube textureCubeLod textureGather textureGatherOffset textureGatherOffsets textureGrad textureGradOffset textureLod textureLodOffset textureOffset textureProj textureProjGrad textureProjGradOffset textureProjLod textureProjLodOffset textureProjOffset textureQueryLevels textureQueryLod textureSize transpose trunc uaddCarry uintBitsToFloat umulExtended unpackDouble2x32 unpackHalf2x16 unpackSnorm2x16 unpackSnorm4x8 unpackUnorm2x16 unpackUnorm4x8 usubBorrow",literal:"true false"},illegal:'"',contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.C_NUMBER_MODE,{className:"meta",begin:"#",end:"$"}]}}},BadI:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"white",color:"black"},"hljs-comment":{color:"#800"},"hljs-quote":{color:"#800"},"hljs-keyword":{color:"#008"},"hljs-selector-tag":{color:"#008"},"hljs-section":{color:"#008"},"hljs-title":{color:"#606"},"hljs-name":{color:"#008"},"hljs-variable":{color:"#660"},"hljs-template-variable":{color:"#660"},"hljs-string":{color:"#080"},"hljs-selector-attr":{color:"#080"},"hljs-selector-pseudo":{color:"#080"},"hljs-regexp":{color:"#080"},"hljs-literal":{color:"#066"},"hljs-symbol":{color:"#066"},"hljs-bullet":{color:"#066"},"hljs-meta":{color:"#066"},"hljs-number":{color:"#066"},"hljs-link":{color:"#066"},"hljs-doctag":{color:"#606",fontWeight:"bold"},"hljs-type":{color:"#606"},"hljs-attr":{color:"#606"},"hljs-built_in":{color:"#606"},"hljs-builtin-name":{color:"#606"},"hljs-params":{color:"#606"},"hljs-attribute":{color:"#000"},"hljs-subst":{color:"#000"},"hljs-formula":{backgroundColor:"#eee",fontStyle:"italic"},"hljs-selector-id":{color:"#9B703F"},"hljs-selector-class":{color:"#9B703F"},"hljs-addition":{backgroundColor:"#baeeba"},"hljs-deletion":{backgroundColor:"#ffc8bd"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},Bcp6:function(e){e.exports=function(e){var t={keyword:"in if for while finally new do return else break catch instanceof throw try this switch continue typeof delete debugger case default function var with then unless until loop of by when and or is isnt not it that otherwise from to til fallthrough super case default function var void const let enum export import native __hasProp __extends __slice __bind __indexOf",literal:"true false null undefined yes no on off it that void",built_in:"npm require console print module global window document"},r="[A-Za-z$_](?:-[0-9A-Za-z$_]|[0-9A-Za-z$_])*",n=e.inherit(e.TITLE_MODE,{begin:r}),o={className:"subst",begin:/#\{/,end:/}/,keywords:t},a={className:"subst",begin:/#[A-Za-z$_]/,end:/(?:\-[0-9A-Za-z$_]|[0-9A-Za-z$_])*/,keywords:t},i=[e.BINARY_NUMBER_MODE,{className:"number",begin:"(\\b0[xX][a-fA-F0-9_]+)|(\\b\\d(\\d|_\\d)*(\\.(\\d(\\d|_\\d)*)?)?(_*[eE]([-+]\\d(_\\d|\\d)*)?)?[_a-z]*)",relevance:0,starts:{end:"(\\s*/)?",relevance:0}},{className:"string",variants:[{begin:/'''/,end:/'''/,contains:[e.BACKSLASH_ESCAPE]},{begin:/'/,end:/'/,contains:[e.BACKSLASH_ESCAPE]},{begin:/"""/,end:/"""/,contains:[e.BACKSLASH_ESCAPE,o,a]},{begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,o,a]},{begin:/\\/,end:/(\s|$)/,excludeEnd:!0}]},{className:"regexp",variants:[{begin:"//",end:"//[gim]*",contains:[o,e.HASH_COMMENT_MODE]},{begin:/\/(?![ *])(\\\/|.)*?\/[gim]*(?=\W|$)/}]},{begin:"@"+r},{begin:"``",end:"``",excludeBegin:!0,excludeEnd:!0,subLanguage:"javascript"}];o.contains=i;var s={className:"params",begin:"\\(",returnBegin:!0,contains:[{begin:/\(/,end:/\)/,keywords:t,contains:["self"].concat(i)}]};return{aliases:["ls"],keywords:t,illegal:/\/\*/,contains:i.concat([e.COMMENT("\\/\\*","\\*\\/"),e.HASH_COMMENT_MODE,{className:"function",contains:[n,s],returnBegin:!0,variants:[{begin:"("+r+"\\s*(?:=|:=)\\s*)?(\\(.*\\))?\\s*\\B\\->\\*?",end:"\\->\\*?"},{begin:"("+r+"\\s*(?:=|:=)\\s*)?!?(\\(.*\\))?\\s*\\B[-~]{1,2}>\\*?",end:"[-~]{1,2}>\\*?"},{begin:"("+r+"\\s*(?:=|:=)\\s*)?(\\(.*\\))?\\s*\\B!?[-~]{1,2}>\\*?",end:"!?[-~]{1,2}>\\*?"}]},{className:"class",beginKeywords:"class",end:"$",illegal:/[:="\[\]]/,contains:[{beginKeywords:"extends",endsWithParent:!0,illegal:/[:="\[\]]/,contains:[n]},n]},{begin:r+":",end:":",returnBegin:!0,returnEnd:!0,relevance:0}])}}},"Bxv/":function(e){e.exports=function(e){return{aliases:["xlsx","xls"],case_insensitive:!0,lexemes:/[a-zA-Z][\w\.]*/,keywords:{built_in:"ABS ACCRINT ACCRINTM ACOS ACOSH ACOT ACOTH AGGREGATE ADDRESS AMORDEGRC AMORLINC AND ARABIC AREAS ASC ASIN ASINH ATAN ATAN2 ATANH AVEDEV AVERAGE AVERAGEA AVERAGEIF AVERAGEIFS BAHTTEXT BASE BESSELI BESSELJ BESSELK BESSELY BETADIST BETA.DIST BETAINV BETA.INV BIN2DEC BIN2HEX BIN2OCT BINOMDIST BINOM.DIST BINOM.DIST.RANGE BINOM.INV BITAND BITLSHIFT BITOR BITRSHIFT BITXOR CALL CEILING CEILING.MATH CEILING.PRECISE CELL CHAR CHIDIST CHIINV CHITEST CHISQ.DIST CHISQ.DIST.RT CHISQ.INV CHISQ.INV.RT CHISQ.TEST CHOOSE CLEAN CODE COLUMN COLUMNS COMBIN COMBINA COMPLEX CONCAT CONCATENATE CONFIDENCE CONFIDENCE.NORM CONFIDENCE.T CONVERT CORREL COS COSH COT COTH COUNT COUNTA COUNTBLANK COUNTIF COUNTIFS COUPDAYBS COUPDAYS COUPDAYSNC COUPNCD COUPNUM COUPPCD COVAR COVARIANCE.P COVARIANCE.S CRITBINOM CSC CSCH CUBEKPIMEMBER CUBEMEMBER CUBEMEMBERPROPERTY CUBERANKEDMEMBER CUBESET CUBESETCOUNT CUBEVALUE CUMIPMT CUMPRINC DATE DATEDIF DATEVALUE DAVERAGE DAY DAYS DAYS360 DB DBCS DCOUNT DCOUNTA DDB DEC2BIN DEC2HEX DEC2OCT DECIMAL DEGREES DELTA DEVSQ DGET DISC DMAX DMIN DOLLAR DOLLARDE DOLLARFR DPRODUCT DSTDEV DSTDEVP DSUM DURATION DVAR DVARP EDATE EFFECT ENCODEURL EOMONTH ERF ERF.PRECISE ERFC ERFC.PRECISE ERROR.TYPE EUROCONVERT EVEN EXACT EXP EXPON.DIST EXPONDIST FACT FACTDOUBLE FALSE|0 F.DIST FDIST F.DIST.RT FILTERXML FIND FINDB F.INV F.INV.RT FINV FISHER FISHERINV FIXED FLOOR FLOOR.MATH FLOOR.PRECISE FORECAST FORECAST.ETS FORECAST.ETS.CONFINT FORECAST.ETS.SEASONALITY FORECAST.ETS.STAT FORECAST.LINEAR FORMULATEXT FREQUENCY F.TEST FTEST FV FVSCHEDULE GAMMA GAMMA.DIST GAMMADIST GAMMA.INV GAMMAINV GAMMALN GAMMALN.PRECISE GAUSS GCD GEOMEAN GESTEP GETPIVOTDATA GROWTH HARMEAN HEX2BIN HEX2DEC HEX2OCT HLOOKUP HOUR HYPERLINK HYPGEOM.DIST HYPGEOMDIST IF|0 IFERROR IFNA IFS IMABS IMAGINARY IMARGUMENT IMCONJUGATE IMCOS IMCOSH IMCOT IMCSC IMCSCH IMDIV IMEXP IMLN IMLOG10 IMLOG2 IMPOWER IMPRODUCT IMREAL IMSEC IMSECH IMSIN IMSINH IMSQRT IMSUB IMSUM IMTAN INDEX INDIRECT INFO INT INTERCEPT INTRATE IPMT IRR ISBLANK ISERR ISERROR ISEVEN ISFORMULA ISLOGICAL ISNA ISNONTEXT ISNUMBER ISODD ISREF ISTEXT ISO.CEILING ISOWEEKNUM ISPMT JIS KURT LARGE LCM LEFT LEFTB LEN LENB LINEST LN LOG LOG10 LOGEST LOGINV LOGNORM.DIST LOGNORMDIST LOGNORM.INV LOOKUP LOWER MATCH MAX MAXA MAXIFS MDETERM MDURATION MEDIAN MID MIDBs MIN MINIFS MINA MINUTE MINVERSE MIRR MMULT MOD MODE MODE.MULT MODE.SNGL MONTH MROUND MULTINOMIAL MUNIT N NA NEGBINOM.DIST NEGBINOMDIST NETWORKDAYS NETWORKDAYS.INTL NOMINAL NORM.DIST NORMDIST NORMINV NORM.INV NORM.S.DIST NORMSDIST NORM.S.INV NORMSINV NOT NOW NPER NPV NUMBERVALUE OCT2BIN OCT2DEC OCT2HEX ODD ODDFPRICE ODDFYIELD ODDLPRICE ODDLYIELD OFFSET OR PDURATION PEARSON PERCENTILE.EXC PERCENTILE.INC PERCENTILE PERCENTRANK.EXC PERCENTRANK.INC PERCENTRANK PERMUT PERMUTATIONA PHI PHONETIC PI PMT POISSON.DIST POISSON POWER PPMT PRICE PRICEDISC PRICEMAT PROB PRODUCT PROPER PV QUARTILE QUARTILE.EXC QUARTILE.INC QUOTIENT RADIANS RAND RANDBETWEEN RANK.AVG RANK.EQ RANK RATE RECEIVED REGISTER.ID REPLACE REPLACEB REPT RIGHT RIGHTB ROMAN ROUND ROUNDDOWN ROUNDUP ROW ROWS RRI RSQ RTD SEARCH SEARCHB SEC SECH SECOND SERIESSUM SHEET SHEETS SIGN SIN SINH SKEW SKEW.P SLN SLOPE SMALL SQL.REQUEST SQRT SQRTPI STANDARDIZE STDEV STDEV.P STDEV.S STDEVA STDEVP STDEVPA STEYX SUBSTITUTE SUBTOTAL SUM SUMIF SUMIFS SUMPRODUCT SUMSQ SUMX2MY2 SUMX2PY2 SUMXMY2 SWITCH SYD T TAN TANH TBILLEQ TBILLPRICE TBILLYIELD T.DIST T.DIST.2T T.DIST.RT TDIST TEXT TEXTJOIN TIME TIMEVALUE T.INV T.INV.2T TINV TODAY TRANSPOSE TREND TRIM TRIMMEAN TRUE|0 TRUNC T.TEST TTEST TYPE UNICHAR UNICODE UPPER VALUE VAR VAR.P VAR.S VARA VARP VARPA VDB VLOOKUP WEBSERVICE WEEKDAY WEEKNUM WEIBULL WEIBULL.DIST WORKDAY WORKDAY.INTL XIRR XNPV XOR YEAR YEARFRAC YIELD YIELDDISC YIELDMAT Z.TEST ZTEST"},contains:[{begin:/^=/,end:/[^=]/,returnEnd:!0,illegal:/=/,relevance:10},{className:"symbol",begin:/\b[A-Z]{1,2}\d+\b/,end:/[^\d]/,excludeEnd:!0,relevance:0},{className:"symbol",begin:/[A-Z]{0,2}\d*:[A-Z]{0,2}\d*/,relevance:0},e.BACKSLASH_ESCAPE,e.QUOTE_STRING_MODE,{className:"number",begin:e.NUMBER_RE+"(%)?",relevance:0},e.COMMENT(/\bN\(/,/\)/,{excludeBegin:!0,excludeEnd:!0,illegal:/\n/})]}}},C31R:function(e){e.exports=function(e){var t=e.COMMENT("--","$");return{case_insensitive:!0,illegal:/[<>{}*]/,contains:[{beginKeywords:"begin end start commit rollback savepoint lock alter create drop rename call delete do handler insert load replace select truncate update set show pragma grant merge describe use explain help declare prepare execute deallocate release unlock purge reset change stop analyze cache flush optimize repair kill install uninstall checksum restore check backup revoke comment values with",end:/;/,endsWithParent:!0,lexemes:/[\w\.]+/,keywords:{keyword:"as abort abs absolute acc acce accep accept access accessed accessible account acos action activate add addtime admin administer advanced advise aes_decrypt aes_encrypt after agent aggregate ali alia alias all allocate allow alter always analyze ancillary and anti any anydata anydataset anyschema anytype apply archive archived archivelog are as asc ascii asin assembly assertion associate asynchronous at atan atn2 attr attri attrib attribu attribut attribute attributes audit authenticated authentication authid authors auto autoallocate autodblink autoextend automatic availability avg backup badfile basicfile before begin beginning benchmark between bfile bfile_base big bigfile bin binary_double binary_float binlog bit_and bit_count bit_length bit_or bit_xor bitmap blob_base block blocksize body both bound bucket buffer_cache buffer_pool build bulk by byte byteordermark bytes cache caching call calling cancel capacity cascade cascaded case cast catalog category ceil ceiling chain change changed char_base char_length character_length characters characterset charindex charset charsetform charsetid check checksum checksum_agg child choose chr chunk class cleanup clear client clob clob_base clone close cluster_id cluster_probability cluster_set clustering coalesce coercibility col collate collation collect colu colum column column_value columns columns_updated comment commit compact compatibility compiled complete composite_limit compound compress compute concat concat_ws concurrent confirm conn connec connect connect_by_iscycle connect_by_isleaf connect_by_root connect_time connection consider consistent constant constraint constraints constructor container content contents context contributors controlfile conv convert convert_tz corr corr_k corr_s corresponding corruption cos cost count count_big counted covar_pop covar_samp cpu_per_call cpu_per_session crc32 create creation critical cross cube cume_dist curdate current current_date current_time current_timestamp current_user cursor curtime customdatum cycle data database databases datafile datafiles datalength date_add date_cache date_format date_sub dateadd datediff datefromparts datename datepart datetime2fromparts day day_to_second dayname dayofmonth dayofweek dayofyear days db_role_change dbtimezone ddl deallocate declare decode decompose decrement decrypt deduplicate def defa defau defaul default defaults deferred defi defin define degrees delayed delegate delete delete_all delimited demand dense_rank depth dequeue des_decrypt des_encrypt des_key_file desc descr descri describ describe descriptor deterministic diagnostics difference dimension direct_load directory disable disable_all disallow disassociate discardfile disconnect diskgroup distinct distinctrow distribute distributed div do document domain dotnet double downgrade drop dumpfile duplicate duration each edition editionable editions element ellipsis else elsif elt empty enable enable_all enclosed encode encoding encrypt end end-exec endian enforced engine engines enqueue enterprise entityescaping eomonth error errors escaped evalname evaluate event eventdata events except exception exceptions exchange exclude excluding execu execut execute exempt exists exit exp expire explain explode export export_set extended extent external external_1 external_2 externally extract failed failed_login_attempts failover failure far fast feature_set feature_value fetch field fields file file_name_convert filesystem_like_logging final finish first first_value fixed flash_cache flashback floor flush following follows for forall force foreign form forma format found found_rows freelist freelists freepools fresh from from_base64 from_days ftp full function general generated get get_format get_lock getdate getutcdate global global_name globally go goto grant grants greatest group group_concat group_id grouping grouping_id groups gtid_subtract guarantee guard handler hash hashkeys having hea head headi headin heading heap help hex hierarchy high high_priority hosts hour hours http id ident_current ident_incr ident_seed identified identity idle_time if ifnull ignore iif ilike ilm immediate import in include including increment index indexes indexing indextype indicator indices inet6_aton inet6_ntoa inet_aton inet_ntoa infile initial initialized initially initrans inmemory inner innodb input insert install instance instantiable instr interface interleaved intersect into invalidate invisible is is_free_lock is_ipv4 is_ipv4_compat is_not is_not_null is_used_lock isdate isnull isolation iterate java join json json_exists keep keep_duplicates key keys kill language large last last_day last_insert_id last_value lateral lax lcase lead leading least leaves left len lenght length less level levels library like like2 like4 likec limit lines link list listagg little ln load load_file lob lobs local localtime localtimestamp locate locator lock locked log log10 log2 logfile logfiles logging logical logical_reads_per_call logoff logon logs long loop low low_priority lower lpad lrtrim ltrim main make_set makedate maketime managed management manual map mapping mask master master_pos_wait match matched materialized max maxextents maximize maxinstances maxlen maxlogfiles maxloghistory maxlogmembers maxsize maxtrans md5 measures median medium member memcompress memory merge microsecond mid migration min minextents minimum mining minus minute minutes minvalue missing mod mode model modification modify module monitoring month months mount move movement multiset mutex name name_const names nan national native natural nav nchar nclob nested never new newline next nextval no no_write_to_binlog noarchivelog noaudit nobadfile nocheck nocompress nocopy nocycle nodelay nodiscardfile noentityescaping noguarantee nokeep nologfile nomapping nomaxvalue nominimize nominvalue nomonitoring none noneditionable nonschema noorder nopr nopro noprom nopromp noprompt norely noresetlogs noreverse normal norowdependencies noschemacheck noswitch not nothing notice notnull notrim novalidate now nowait nth_value nullif nulls num numb numbe nvarchar nvarchar2 object ocicoll ocidate ocidatetime ociduration ociinterval ociloblocator ocinumber ociref ocirefcursor ocirowid ocistring ocitype oct octet_length of off offline offset oid oidindex old on online only opaque open operations operator optimal optimize option optionally or oracle oracle_date oradata ord ordaudio orddicom orddoc order ordimage ordinality ordvideo organization orlany orlvary out outer outfile outline output over overflow overriding package pad parallel parallel_enable parameters parent parse partial partition partitions pascal passing password password_grace_time password_lock_time password_reuse_max password_reuse_time password_verify_function patch path patindex pctincrease pctthreshold pctused pctversion percent percent_rank percentile_cont percentile_disc performance period period_add period_diff permanent physical pi pipe pipelined pivot pluggable plugin policy position post_transaction pow power pragma prebuilt precedes preceding precision prediction prediction_cost prediction_details prediction_probability prediction_set prepare present preserve prior priority private private_sga privileges procedural procedure procedure_analyze processlist profiles project prompt protection public publishingservername purge quarter query quick quiesce quota quotename radians raise rand range rank raw read reads readsize rebuild record records recover recovery recursive recycle redo reduced ref reference referenced references referencing refresh regexp_like register regr_avgx regr_avgy regr_count regr_intercept regr_r2 regr_slope regr_sxx regr_sxy reject rekey relational relative relaylog release release_lock relies_on relocate rely rem remainder rename repair repeat replace replicate replication required reset resetlogs resize resource respect restore restricted result result_cache resumable resume retention return returning returns reuse reverse revoke right rlike role roles rollback rolling rollup round row row_count rowdependencies rowid rownum rows rtrim rules safe salt sample save savepoint sb1 sb2 sb4 scan schema schemacheck scn scope scroll sdo_georaster sdo_topo_geometry search sec_to_time second seconds section securefile security seed segment select self semi sequence sequential serializable server servererror session session_user sessions_per_user set sets settings sha sha1 sha2 share shared shared_pool short show shrink shutdown si_averagecolor si_colorhistogram si_featurelist si_positionalcolor si_stillimage si_texture siblings sid sign sin size size_t sizes skip slave sleep smalldatetimefromparts smallfile snapshot some soname sort soundex source space sparse spfile split sql sql_big_result sql_buffer_result sql_cache sql_calc_found_rows sql_small_result sql_variant_property sqlcode sqldata sqlerror sqlname sqlstate sqrt square standalone standby start starting startup statement static statistics stats_binomial_test stats_crosstab stats_ks_test stats_mode stats_mw_test stats_one_way_anova stats_t_test_ stats_t_test_indep stats_t_test_one stats_t_test_paired stats_wsr_test status std stddev stddev_pop stddev_samp stdev stop storage store stored str str_to_date straight_join strcmp strict string struct stuff style subdate subpartition subpartitions substitutable substr substring subtime subtring_index subtype success sum suspend switch switchoffset switchover sync synchronous synonym sys sys_xmlagg sysasm sysaux sysdate sysdatetimeoffset sysdba sysoper system system_user sysutcdatetime table tables tablespace tablesample tan tdo template temporary terminated tertiary_weights test than then thread through tier ties time time_format time_zone timediff timefromparts timeout timestamp timestampadd timestampdiff timezone_abbr timezone_minute timezone_region to to_base64 to_date to_days to_seconds todatetimeoffset trace tracking transaction transactional translate translation treat trigger trigger_nestlevel triggers trim truncate try_cast try_convert try_parse type ub1 ub2 ub4 ucase unarchived unbounded uncompress under undo unhex unicode uniform uninstall union unique unix_timestamp unknown unlimited unlock unnest unpivot unrecoverable unsafe unsigned until untrusted unusable unused update updated upgrade upped upper upsert url urowid usable usage use use_stored_outlines user user_data user_resources users using utc_date utc_timestamp uuid uuid_short validate validate_password_strength validation valist value values var var_samp varcharc vari varia variab variabl variable variables variance varp varraw varrawc varray verify version versions view virtual visible void wait wallet warning warnings week weekday weekofyear wellformed when whene whenev wheneve whenever where while whitespace window with within without work wrapped xdb xml xmlagg xmlattributes xmlcast xmlcolattval xmlelement xmlexists xmlforest xmlindex xmlnamespaces xmlpi xmlquery xmlroot xmlschema xmlserialize xmltable xmltype xor year year_to_month years yearweek",literal:"true false null unknown",built_in:"array bigint binary bit blob bool boolean char character date dec decimal float int int8 integer interval number numeric real record serial serial8 smallint text time timestamp tinyint varchar varying void"},contains:[{className:"string",begin:"'",end:"'",contains:[e.BACKSLASH_ESCAPE,{begin:"''"}]},{className:"string",begin:'"',end:'"',contains:[e.BACKSLASH_ESCAPE,{begin:'""'}]},{className:"string",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE]},e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE,t,e.HASH_COMMENT_MODE]},e.C_BLOCK_COMMENT_MODE,t,e.HASH_COMMENT_MODE]}}},"C8B/":function(e){e.exports=function(e){var t={literal:"true false null"},r=[e.QUOTE_STRING_MODE,e.C_NUMBER_MODE],n={end:",",endsWithParent:!0,excludeEnd:!0,contains:r,keywords:t},o={begin:"{",end:"}",contains:[{className:"attr",begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE],illegal:"\\n"},e.inherit(n,{begin:/:/})],illegal:"\\S"},a={begin:"\\[",end:"\\]",contains:[e.inherit(n)],illegal:"\\S"};return r.splice(r.length,0,o,a),{contains:r,keywords:t,illegal:"\\S"}}},CR3u:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",background:"white",padding:"0.5em",color:"#333333",overflowX:"auto"},"hljs-comment":{color:"#969896"},"hljs-meta":{color:"#969896"},"hljs-string":{color:"#df5000"},"hljs-variable":{color:"#df5000"},"hljs-template-variable":{color:"#df5000"},"hljs-strong":{color:"#df5000"},"hljs-emphasis":{color:"#df5000"},"hljs-quote":{color:"#df5000"},"hljs-keyword":{color:"#a71d5d"},"hljs-selector-tag":{color:"#a71d5d"},"hljs-type":{color:"#a71d5d"},"hljs-literal":{color:"#0086b3"},"hljs-symbol":{color:"#0086b3"},"hljs-bullet":{color:"#0086b3"},"hljs-attribute":{color:"#0086b3"},"hljs-section":{color:"#63a35c"},"hljs-name":{color:"#63a35c"},"hljs-tag":{color:"#333333"},"hljs-title":{color:"#795da3"},"hljs-attr":{color:"#795da3"},"hljs-selector-id":{color:"#795da3"},"hljs-selector-class":{color:"#795da3"},"hljs-selector-attr":{color:"#795da3"},"hljs-selector-pseudo":{color:"#795da3"},"hljs-addition":{color:"#55a532",backgroundColor:"#eaffea"},"hljs-deletion":{color:"#bd2c00",backgroundColor:"#ffecec"},"hljs-link":{textDecoration:"underline"}}},CRb5:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(4).then(function(){var t=r("S+8T");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},Cb1o:function(e){e.exports=function(e){return{aliases:["vbs"],case_insensitive:!0,keywords:{keyword:"call class const dim do loop erase execute executeglobal exit for each next function if then else on error option explicit new private property let get public randomize redim rem select case set stop sub while wend with end to elseif is or xor and not class_initialize class_terminate default preserve in me byval byref step resume goto",built_in:"lcase month vartype instrrev ubound setlocale getobject rgb getref string weekdayname rnd dateadd monthname now day minute isarray cbool round formatcurrency conversions csng timevalue second year space abs clng timeserial fixs len asc isempty maths dateserial atn timer isobject filter weekday datevalue ccur isdate instr datediff formatdatetime replace isnull right sgn array snumeric log cdbl hex chr lbound msgbox ucase getlocale cos cdate cbyte rtrim join hour oct typename trim strcomp int createobject loadpicture tan formatnumber mid scriptenginebuildversion scriptengine split scriptengineminorversion cint sin datepart ltrim sqr scriptenginemajorversion time derived eval date formatpercent exp inputbox left ascw chrw regexp server response request cstr err",literal:"true false null nothing empty"},illegal:"//",contains:[e.inherit(e.QUOTE_STRING_MODE,{contains:[{begin:'""'}]}),e.COMMENT(/'/,/$/,{relevance:0}),e.C_NUMBER_MODE]}}},Ce7u:function(e){e.exports=function(e){var t="action collection component concat debugger each each-in else get hash if input link-to loc log mut outlet partial query-params render textarea unbound unless with yield view",r={endsWithParent:!0,relevance:0,keywords:{keyword:"as",built_in:t},contains:[e.QUOTE_STRING_MODE,{illegal:/\}\}/,begin:/[a-zA-Z0-9_]+=/,returnBegin:!0,relevance:0,contains:[{className:"attr",begin:/[a-zA-Z0-9_]+/}]},e.NUMBER_MODE]};return{case_insensitive:!0,subLanguage:"xml",contains:[e.COMMENT("{{!(--)?","(--)?}}"),{className:"template-tag",begin:/\{\{[#\/]/,end:/\}\}/,contains:[{className:"name",begin:/[a-zA-Z\.\-]+/,keywords:{"builtin-name":t},starts:r}]},{className:"template-variable",begin:/\{\{[a-zA-Z][a-zA-Z\-]+/,end:/\}\}/,keywords:{keyword:"as",built_in:t},contains:[e.QUOTE_STRING_MODE]}]}}},CkeN:function(e){e.exports=function(e){return{aliases:["hx"],keywords:{keyword:"break case cast catch continue default do dynamic else enum extern for function here if import in inline never new override package private get set public return static super switch this throw trace try typedef untyped using var while Int Float String Bool Dynamic Void Array ",built_in:"trace this",literal:"true false null _"},contains:[{className:"string",begin:"'",end:"'",contains:[e.BACKSLASH_ESCAPE,{className:"subst",begin:"\\$\\{",end:"\\}"},{className:"subst",begin:"\\$",end:"\\W}"}]},e.QUOTE_STRING_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.C_NUMBER_MODE,{className:"meta",begin:"@:",end:"$"},{className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"if else elseif end error"}},{className:"type",begin:":[ \t]*",end:"[^A-Za-z0-9_ \t\\->]",excludeBegin:!0,excludeEnd:!0,relevance:0},{className:"type",begin:":[ \t]*",end:"\\W",excludeBegin:!0,excludeEnd:!0},{className:"type",begin:"new *",end:"\\W",excludeBegin:!0,excludeEnd:!0},{className:"class",beginKeywords:"enum",end:"\\{",contains:[e.TITLE_MODE]},{className:"class",beginKeywords:"abstract",end:"[\\{$]",contains:[{className:"type",begin:"\\(",end:"\\)",excludeBegin:!0,excludeEnd:!0},{className:"type",begin:"from +",end:"\\W",excludeBegin:!0,excludeEnd:!0},{className:"type",begin:"to +",end:"\\W",excludeBegin:!0,excludeEnd:!0},e.TITLE_MODE],keywords:{keyword:"abstract from to"}},{className:"class",begin:"\\b(class|interface) +",end:"[\\{$]",excludeEnd:!0,keywords:"class interface",contains:[{className:"keyword",begin:"\\b(extends|implements) +",keywords:"extends implements",contains:[{className:"type",begin:e.IDENT_RE,relevance:0}]},e.TITLE_MODE]},{className:"function",beginKeywords:"function",end:"\\(",excludeEnd:!0,illegal:"\\S",contains:[e.TITLE_MODE]}],illegal:/<\//}}},Crng:function(e){e.exports=function(e){return{case_insensitive:!0,aliases:["arm"],lexemes:"\\.?"+e.IDENT_RE,keywords:{meta:".2byte .4byte .align .ascii .asciz .balign .byte .code .data .else .end .endif .endm .endr .equ .err .exitm .extern .global .hword .if .ifdef .ifndef .include .irp .long .macro .rept .req .section .set .skip .space .text .word .arm .thumb .code16 .code32 .force_thumb .thumb_func .ltorg ALIAS ALIGN ARM AREA ASSERT ATTR CN CODE CODE16 CODE32 COMMON CP DATA DCB DCD DCDU DCDO DCFD DCFDU DCI DCQ DCQU DCW DCWU DN ELIF ELSE END ENDFUNC ENDIF ENDP ENTRY EQU EXPORT EXPORTAS EXTERN FIELD FILL FUNCTION GBLA GBLL GBLS GET GLOBAL IF IMPORT INCBIN INCLUDE INFO KEEP LCLA LCLL LCLS LTORG MACRO MAP MEND MEXIT NOFP OPT PRESERVE8 PROC QN READONLY RELOC REQUIRE REQUIRE8 RLIST FN ROUT SETA SETL SETS SN SPACE SUBT THUMB THUMBX TTL WHILE WEND ",built_in:"r0 r1 r2 r3 r4 r5 r6 r7 r8 r9 r10 r11 r12 r13 r14 r15 pc lr sp ip sl sb fp a1 a2 a3 a4 v1 v2 v3 v4 v5 v6 v7 v8 f0 f1 f2 f3 f4 f5 f6 f7 p0 p1 p2 p3 p4 p5 p6 p7 p8 p9 p10 p11 p12 p13 p14 p15 c0 c1 c2 c3 c4 c5 c6 c7 c8 c9 c10 c11 c12 c13 c14 c15 q0 q1 q2 q3 q4 q5 q6 q7 q8 q9 q10 q11 q12 q13 q14 q15 cpsr_c cpsr_x cpsr_s cpsr_f cpsr_cx cpsr_cxs cpsr_xs cpsr_xsf cpsr_sf cpsr_cxsf spsr_c spsr_x spsr_s spsr_f spsr_cx spsr_cxs spsr_xs spsr_xsf spsr_sf spsr_cxsf s0 s1 s2 s3 s4 s5 s6 s7 s8 s9 s10 s11 s12 s13 s14 s15 s16 s17 s18 s19 s20 s21 s22 s23 s24 s25 s26 s27 s28 s29 s30 s31 d0 d1 d2 d3 d4 d5 d6 d7 d8 d9 d10 d11 d12 d13 d14 d15 d16 d17 d18 d19 d20 d21 d22 d23 d24 d25 d26 d27 d28 d29 d30 d31 {PC} {VAR} {TRUE} {FALSE} {OPT} {CONFIG} {ENDIAN} {CODESIZE} {CPU} {FPU} {ARCHITECTURE} {PCSTOREOFFSET} {ARMASM_VERSION} {INTER} {ROPI} {RWPI} {SWST} {NOSWST} . @"},contains:[{className:"keyword",begin:"\\b(adc|(qd?|sh?|u[qh]?)?add(8|16)?|usada?8|(q|sh?|u[qh]?)?(as|sa)x|and|adrl?|sbc|rs[bc]|asr|b[lx]?|blx|bxj|cbn?z|tb[bh]|bic|bfc|bfi|[su]bfx|bkpt|cdp2?|clz|clrex|cmp|cmn|cpsi[ed]|cps|setend|dbg|dmb|dsb|eor|isb|it[te]{0,3}|lsl|lsr|ror|rrx|ldm(([id][ab])|f[ds])?|ldr((s|ex)?[bhd])?|movt?|mvn|mra|mar|mul|[us]mull|smul[bwt][bt]|smu[as]d|smmul|smmla|mla|umlaal|smlal?([wbt][bt]|d)|mls|smlsl?[ds]|smc|svc|sev|mia([bt]{2}|ph)?|mrr?c2?|mcrr2?|mrs|msr|orr|orn|pkh(tb|bt)|rbit|rev(16|sh)?|sel|[su]sat(16)?|nop|pop|push|rfe([id][ab])?|stm([id][ab])?|str(ex)?[bhd]?|(qd?)?sub|(sh?|q|u[qh]?)?sub(8|16)|[su]xt(a?h|a?b(16)?)|srs([id][ab])?|swpb?|swi|smi|tst|teq|wfe|wfi|yield)(eq|ne|cs|cc|mi|pl|vs|vc|hi|ls|ge|lt|gt|le|al|hs|lo)?[sptrx]?",end:"\\s"},e.COMMENT("[;@]","$",{relevance:0}),e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,{className:"string",begin:"'",end:"[^\\\\]'",relevance:0},{className:"title",begin:"\\|",end:"\\|",illegal:"\\n",relevance:0},{className:"number",variants:[{begin:"[#$=]?0x[0-9a-f]+"},{begin:"[#$=]?0b[01]+"},{begin:"[#$=]\\d+"},{begin:"\\b\\d+"}],relevance:0},{className:"symbol",variants:[{begin:"^[a-z_\\.\\$][a-z0-9_\\.\\$]+"},{begin:"^\\s*[a-z_\\.\\$][a-z0-9_\\.\\$]+:"},{begin:"[=#]\\w+"}],relevance:0}]}}},D4a2:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#272822",color:"#ddd"},"hljs-tag":{color:"#f92672"},"hljs-keyword":{color:"#f92672",fontWeight:"bold"},"hljs-selector-tag":{color:"#f92672",fontWeight:"bold"},"hljs-literal":{color:"#f92672",fontWeight:"bold"},"hljs-strong":{color:"#f92672"},"hljs-name":{color:"#f92672"},"hljs-code":{color:"#66d9ef"},"hljs-class .hljs-title":{color:"white"},"hljs-attribute":{color:"#bf79db"},"hljs-symbol":{color:"#bf79db"},"hljs-regexp":{color:"#bf79db"},"hljs-link":{color:"#bf79db"},"hljs-string":{color:"#a6e22e"},"hljs-bullet":{color:"#a6e22e"},"hljs-subst":{color:"#a6e22e"},"hljs-title":{color:"#a6e22e",fontWeight:"bold"},"hljs-section":{color:"#a6e22e",fontWeight:"bold"},"hljs-emphasis":{color:"#a6e22e"},"hljs-type":{color:"#a6e22e",fontWeight:"bold"},"hljs-built_in":{color:"#a6e22e"},"hljs-builtin-name":{color:"#a6e22e"},"hljs-selector-attr":{color:"#a6e22e"},"hljs-selector-pseudo":{color:"#a6e22e"},"hljs-addition":{color:"#a6e22e"},"hljs-variable":{color:"#a6e22e"},"hljs-template-tag":{color:"#a6e22e"},"hljs-template-variable":{color:"#a6e22e"},"hljs-comment":{color:"#75715e"},"hljs-quote":{color:"#75715e"},"hljs-deletion":{color:"#75715e"},"hljs-meta":{color:"#75715e"},"hljs-doctag":{fontWeight:"bold"},"hljs-selector-id":{fontWeight:"bold"}}},"D5+f":function(e){e.exports=function(e){var t={relevance:0,contains:[{begin:"('|\\.')+"}]};return{keywords:{keyword:"break case catch classdef continue else elseif end enumerated events for function global if methods otherwise parfor persistent properties return spmd switch try while",built_in:"sin sind sinh asin asind asinh cos cosd cosh acos acosd acosh tan tand tanh atan atand atan2 atanh sec secd sech asec asecd asech csc cscd csch acsc acscd acsch cot cotd coth acot acotd acoth hypot exp expm1 log log1p log10 log2 pow2 realpow reallog realsqrt sqrt nthroot nextpow2 abs angle complex conj imag real unwrap isreal cplxpair fix floor ceil round mod rem sign airy besselj bessely besselh besseli besselk beta betainc betaln ellipj ellipke erf erfc erfcx erfinv expint gamma gammainc gammaln psi legendre cross dot factor isprime primes gcd lcm rat rats perms nchoosek factorial cart2sph cart2pol pol2cart sph2cart hsv2rgb rgb2hsv zeros ones eye repmat rand randn linspace logspace freqspace meshgrid accumarray size length ndims numel disp isempty isequal isequalwithequalnans cat reshape diag blkdiag tril triu fliplr flipud flipdim rot90 find sub2ind ind2sub bsxfun ndgrid permute ipermute shiftdim circshift squeeze isscalar isvector ans eps realmax realmin pi i inf nan isnan isinf isfinite j why compan gallery hadamard hankel hilb invhilb magic pascal rosser toeplitz vander wilkinson max min nanmax nanmin mean nanmean type table readtable writetable sortrows sort figure plot plot3 scatter scatter3 cellfun legend intersect ismember procrustes hold num2cell "},illegal:'(//|"|#|/\\*|\\s+/\\w+)',contains:[{className:"function",beginKeywords:"function",end:"$",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",variants:[{begin:"\\(",end:"\\)"},{begin:"\\[",end:"\\]"}]}]},{className:"built_in",begin:/true|false/,relevance:0,starts:t},{begin:"[a-zA-Z][a-zA-Z_0-9]*('|\\.')+",relevance:0},{className:"number",begin:e.C_NUMBER_RE,relevance:0,starts:t},{className:"string",begin:"'",end:"'",contains:[e.BACKSLASH_ESCAPE,{begin:"''"}]},{begin:/\]|}|\)/,relevance:0,starts:t},{className:"string",begin:'"',end:'"',contains:[e.BACKSLASH_ESCAPE,{begin:'""'}],starts:t},e.COMMENT("^\\s*\\%\\{\\s*$","^\\s*\\%\\}\\s*$"),e.COMMENT("\\%","$")]}}},D5DT:function(e){e.exports=function(e){return{aliases:["clean","icl","dcl"],keywords:{keyword:"if let in with where case of class instance otherwise implementation definition system module from import qualified as special code inline foreign export ccall stdcall generic derive infix infixl infixr",built_in:"Int Real Char Bool",literal:"True False"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,{begin:"->|<-[|:]?|#!?|>>=|\\{\\||\\|\\}|:==|=:|<>"}]}}},DXMi:function(e){e.exports=function(e){var t="[^\\(\\)\\[\\]\\{\\}\",'`;#|\\\\\\s]+",r={className:"literal",begin:"(#t|#f|#\\\\"+t+"|#\\\\.)"},n={className:"number",variants:[{begin:"(\\-|\\+)?\\d+([./]\\d+)?",relevance:0},{begin:"(\\-|\\+)?\\d+([./]\\d+)?[+\\-](\\-|\\+)?\\d+([./]\\d+)?i",relevance:0},{begin:"#b[0-1]+(/[0-1]+)?"},{begin:"#o[0-7]+(/[0-7]+)?"},{begin:"#x[0-9a-f]+(/[0-9a-f]+)?"}]},o=e.QUOTE_STRING_MODE,a=[e.COMMENT(";","$",{relevance:0}),e.COMMENT("#\\|","\\|#")],i={begin:t,relevance:0},s={className:"symbol",begin:"'"+t},l={endsWithParent:!0,relevance:0},c={variants:[{begin:/'/},{begin:"`"}],contains:[{begin:"\\(",end:"\\)",contains:["self",r,o,n,i,s]}]},_={className:"name",begin:t,lexemes:t,keywords:{"builtin-name":"case-lambda call/cc class define-class exit-handler field import inherit init-field interface let*-values let-values let/ec mixin opt-lambda override protect provide public rename require require-for-syntax syntax syntax-case syntax-error unit/sig unless when with-syntax and begin call-with-current-continuation call-with-input-file call-with-output-file case cond define define-syntax delay do dynamic-wind else for-each if lambda let let* let-syntax letrec letrec-syntax map or syntax-rules ' * + , ,@ - ... / ; < <= = => > >= ` abs acos angle append apply asin assoc assq assv atan boolean? caar cadr call-with-input-file call-with-output-file call-with-values car cdddar cddddr cdr ceiling char->integer char-alphabetic? char-ci<=? char-ci=? char-ci>? char-downcase char-lower-case? char-numeric? char-ready? char-upcase char-upper-case? char-whitespace? char<=? char=? char>? char? close-input-port close-output-port complex? cons cos current-input-port current-output-port denominator display eof-object? eq? equal? eqv? eval even? exact->inexact exact? exp expt floor force gcd imag-part inexact->exact inexact? input-port? integer->char integer? interaction-environment lcm length list list->string list->vector list-ref list-tail list? load log magnitude make-polar make-rectangular make-string make-vector max member memq memv min modulo negative? newline not null-environment null? number->string number? numerator odd? open-input-file open-output-file output-port? pair? peek-char port? positive? procedure? quasiquote quote quotient rational? rationalize read read-char real-part real? remainder reverse round scheme-report-environment set! set-car! set-cdr! sin sqrt string string->list string->number string->symbol string-append string-ci<=? string-ci=? string-ci>? string-copy string-fill! string-length string-ref string-set! string<=? string=? string>? string? substring symbol->string symbol? tan transcript-off transcript-on truncate values vector vector->list vector-fill! vector-length vector-ref vector-set! with-input-from-file with-output-to-file write write-char zero?"}},d={variants:[{begin:"\\(",end:"\\)"},{begin:"\\[",end:"\\]"}],contains:[{begin:/lambda/,endsWithParent:!0,returnBegin:!0,contains:[_,{begin:/\(/,end:/\)/,endsParent:!0,contains:[i]}]},_,l]};return l.contains=[r,n,o,i,s,c,d].concat(a),{illegal:/\S/,contains:[{className:"meta",begin:"^#!",end:"$"},n,o,s,c,d].concat(a)}}},DrKe:function(e){e.exports=function(){return{contains:[{begin:/[^\u2401\u0001]+/,end:/[\u2401\u0001]/,excludeEnd:!0,returnBegin:!0,returnEnd:!1,contains:[{begin:/([^\u2401\u0001=]+)/,end:/=([^\u2401\u0001=]+)/,returnEnd:!0,returnBegin:!1,className:"attr"},{begin:/=/,end:/([\u2401\u0001])/,excludeEnd:!0,excludeBegin:!0,className:"string"}]}],case_insensitive:!0}}},"E+QW":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#23241f",color:"#f8f8f2"},"hljs-tag":{color:"#f8f8f2"},"hljs-subst":{color:"#f8f8f2"},"hljs-strong":{color:"#a8a8a2",fontWeight:"bold"},"hljs-emphasis":{color:"#a8a8a2",fontStyle:"italic"},"hljs-bullet":{color:"#ae81ff"},"hljs-quote":{color:"#ae81ff"},"hljs-number":{color:"#ae81ff"},"hljs-regexp":{color:"#ae81ff"},"hljs-literal":{color:"#ae81ff"},"hljs-link":{color:"#ae81ff"},"hljs-code":{color:"#a6e22e"},"hljs-title":{color:"#a6e22e"},"hljs-section":{color:"#a6e22e"},"hljs-selector-class":{color:"#a6e22e"},"hljs-keyword":{color:"#f92672"},"hljs-selector-tag":{color:"#f92672"},"hljs-name":{color:"#f92672"},"hljs-attr":{color:"#f92672"},"hljs-symbol":{color:"#66d9ef"},"hljs-attribute":{color:"#66d9ef"},"hljs-params":{color:"#f8f8f2"},"hljs-class .hljs-title":{color:"#f8f8f2"},"hljs-string":{color:"#e6db74"},"hljs-type":{color:"#e6db74"},"hljs-built_in":{color:"#e6db74"},"hljs-builtin-name":{color:"#e6db74"},"hljs-selector-id":{color:"#e6db74"},"hljs-selector-attr":{color:"#e6db74"},"hljs-selector-pseudo":{color:"#e6db74"},"hljs-addition":{color:"#e6db74"},"hljs-variable":{color:"#e6db74"},"hljs-template-variable":{color:"#e6db74"},"hljs-comment":{color:"#75715e"},"hljs-deletion":{color:"#75715e"},"hljs-meta":{color:"#75715e"}}},E02R:function(e){"use strict";e.exports="SECRET_DO_NOT_PASS_THIS_OR_YOU_WILL_BE_FIRED"},E6vx:function(e,t,r){"use strict";function n(e){switch(Object.prototype.toString.call(e)){case"[object Error]":case"[object Exception]":case"[object DOMException]":return!0;default:return g(e,Error)}}function o(e){return"[object ErrorEvent]"===Object.prototype.toString.call(e)}function a(e){return"[object DOMError]"===Object.prototype.toString.call(e)}function i(e){return"[object DOMException]"===Object.prototype.toString.call(e)}function s(e){return"[object String]"===Object.prototype.toString.call(e)}function l(e){return null===e||"object"!=typeof e&&"function"!=typeof e}function c(e){return"[object Object]"===Object.prototype.toString.call(e)}function _(e){return"undefined"!=typeof Event&&g(e,Event)}function d(e){return"undefined"!=typeof Element&&g(e,Element)}function u(e){return"[object RegExp]"===Object.prototype.toString.call(e)}function p(e){return Boolean(e&&e.then&&"function"==typeof e.then)}function m(e){return c(e)&&"nativeEvent"in e&&"preventDefault"in e&&"stopPropagation"in e}function g(e,t){try{return e instanceof t}catch(e){return!1}}r.d(t,"d",(function(){return n})),r.d(t,"e",(function(){return o})),r.d(t,"a",(function(){return a})),r.d(t,"b",(function(){return i})),r.d(t,"k",(function(){return s})),r.d(t,"i",(function(){return l})),r.d(t,"h",(function(){return c})),r.d(t,"f",(function(){return _})),r.d(t,"c",(function(){return d})),r.d(t,"j",(function(){return u})),r.d(t,"m",(function(){return p})),r.d(t,"l",(function(){return m})),r.d(t,"g",(function(){return g}))},E8kr:function(e){e.exports=function(){return{case_insensitive:!0,contains:[{className:"string",begin:"\\[\n(multipart)?",end:"\\]\n"},{className:"string",begin:"\\d{4}-\\d{2}-\\d{2}(\\s+)\\d{2}:\\d{2}:\\d{2}.\\d+Z"},{className:"string",begin:"(\\+|-)\\d+"},{className:"keyword",relevance:10,variants:[{begin:"^(test|testing|success|successful|failure|error|skip|xfail|uxsuccess)(:?)\\s+(test)?"},{begin:"^progress(:?)(\\s+)?(pop|push)?"},{begin:"^tags:"},{begin:"^time:"}]}]}}},EBmo:function(e){e.exports=function(e){var t={keyword:"if then not for in while do return else elseif break continue switch and or unless when class extends super local import export from using",literal:"true false nil",built_in:"_G _VERSION assert collectgarbage dofile error getfenv getmetatable ipairs load loadfile loadstring module next pairs pcall print rawequal rawget rawset require select setfenv setmetatable tonumber tostring type unpack xpcall coroutine debug io math os package string table"},r="[A-Za-z$_][0-9A-Za-z$_]*",n={className:"subst",begin:/#\{/,end:/}/,keywords:t},o=[e.inherit(e.C_NUMBER_MODE,{starts:{end:"(\\s*/)?",relevance:0}}),{className:"string",variants:[{begin:/'/,end:/'/,contains:[e.BACKSLASH_ESCAPE]},{begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,n]}]},{className:"built_in",begin:"@__"+e.IDENT_RE},{begin:"@"+e.IDENT_RE},{begin:e.IDENT_RE+"\\\\"+e.IDENT_RE}];n.contains=o;var a=e.inherit(e.TITLE_MODE,{begin:r}),i={className:"params",begin:"\\([^\\(]",returnBegin:!0,contains:[{begin:/\(/,end:/\)/,keywords:t,contains:["self"].concat(o)}]};return{aliases:["moon"],keywords:t,illegal:/\/\*/,contains:o.concat([e.COMMENT("--","$"),{className:"function",begin:"^\\s*"+r+"\\s*=\\s*(\\(.*\\))?\\s*\\B[-=]>",end:"[-=]>",returnBegin:!0,contains:[a,i]},{begin:/[\(,:=]\s*/,relevance:0,contains:[{className:"function",begin:"(\\(.*\\))?\\s*\\B[-=]>",end:"[-=]>",returnBegin:!0,contains:[i]}]},{className:"class",beginKeywords:"class",end:"$",illegal:/[:="\[\]]/,contains:[{beginKeywords:"extends",endsWithParent:!0,illegal:/[:="\[\]]/,contains:[a]},a]},{className:"name",begin:r+":",end:":",returnBegin:!0,returnEnd:!0,relevance:0}])}}},EDti:function(e){e.exports=function(e){var t="[a-zA-Z_\\-!.?+*=<>&#'][a-zA-Z_\\-!.?+*=<>&#'0-9/;:]*",r={begin:t,relevance:0},n={className:"number",begin:"[-+]?\\d+(\\.\\d+)?",relevance:0},o=e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),a=e.COMMENT(";","$",{relevance:0}),i={className:"literal",begin:/\b(true|false|nil)\b/},s={begin:"[\\[\\{]",end:"[\\]\\}]"},l={className:"comment",begin:"\\^"+t},c=e.COMMENT("\\^\\{","\\}"),_={className:"symbol",begin:"[:]{1,2}"+t},d={begin:"\\(",end:"\\)"},u={endsWithParent:!0,relevance:0},p={keywords:{"builtin-name":"def defonce cond apply if-not if-let if not not= = < > <= >= == + / * - rem quot neg? pos? delay? symbol? keyword? true? false? integer? empty? coll? list? set? ifn? fn? associative? sequential? sorted? counted? reversible? number? decimal? class? distinct? isa? float? rational? reduced? ratio? odd? even? char? seq? vector? string? map? nil? contains? zero? instance? not-every? not-any? libspec? -> ->> .. . inc compare do dotimes mapcat take remove take-while drop letfn drop-last take-last drop-while while intern condp case reduced cycle split-at split-with repeat replicate iterate range merge zipmap declare line-seq sort comparator sort-by dorun doall nthnext nthrest partition eval doseq await await-for let agent atom send send-off release-pending-sends add-watch mapv filterv remove-watch agent-error restart-agent set-error-handler error-handler set-error-mode! error-mode shutdown-agents quote var fn loop recur throw try monitor-enter monitor-exit defmacro defn defn- macroexpand macroexpand-1 for dosync and or when when-not when-let comp juxt partial sequence memoize constantly complement identity assert peek pop doto proxy defstruct first rest cons defprotocol cast coll deftype defrecord last butlast sigs reify second ffirst fnext nfirst nnext defmulti defmethod meta with-meta ns in-ns create-ns import refer keys select-keys vals key val rseq name namespace promise into transient persistent! conj! assoc! dissoc! pop! disj! use class type num float double short byte boolean bigint biginteger bigdec print-method print-dup throw-if printf format load compile get-in update-in pr pr-on newline flush read slurp read-line subvec with-open memfn time re-find re-groups rand-int rand mod locking assert-valid-fdecl alias resolve ref deref refset swap! reset! set-validator! compare-and-set! alter-meta! reset-meta! commute get-validator alter ref-set ref-history-count ref-min-history ref-max-history ensure sync io! new next conj set! to-array future future-call into-array aset gen-class reduce map filter find empty hash-map hash-set sorted-map sorted-map-by sorted-set sorted-set-by vec vector seq flatten reverse assoc dissoc list disj get union difference intersection extend extend-type extend-protocol int nth delay count concat chunk chunk-buffer chunk-append chunk-first chunk-rest max min dec unchecked-inc-int unchecked-inc unchecked-dec-inc unchecked-dec unchecked-negate unchecked-add-int unchecked-add unchecked-subtract-int unchecked-subtract chunk-next chunk-cons chunked-seq? prn vary-meta lazy-seq spread list* str find-keyword keyword symbol gensym force rationalize"},lexemes:t,className:"name",begin:t,starts:u},m=[d,o,l,c,a,_,s,n,i,r];return d.contains=[e.COMMENT("comment",""),p,u],u.contains=m,s.contains=m,c.contains=[s],{aliases:["clj"],illegal:/\S/,contains:[d,o,l,c,a,_,s,n,i]}}},EK8M:function(e){e.exports=function(e){return{keywords:{keyword:"BILL_PERIOD BILL_START BILL_STOP RS_EFFECTIVE_START RS_EFFECTIVE_STOP RS_JURIS_CODE RS_OPCO_CODE INTDADDATTRIBUTE|5 INTDADDVMSG|5 INTDBLOCKOP|5 INTDBLOCKOPNA|5 INTDCLOSE|5 INTDCOUNT|5 INTDCOUNTSTATUSCODE|5 INTDCREATEMASK|5 INTDCREATEDAYMASK|5 INTDCREATEFACTORMASK|5 INTDCREATEHANDLE|5 INTDCREATEOVERRIDEDAYMASK|5 INTDCREATEOVERRIDEMASK|5 INTDCREATESTATUSCODEMASK|5 INTDCREATETOUPERIOD|5 INTDDELETE|5 INTDDIPTEST|5 INTDEXPORT|5 INTDGETERRORCODE|5 INTDGETERRORMESSAGE|5 INTDISEQUAL|5 INTDJOIN|5 INTDLOAD|5 INTDLOADACTUALCUT|5 INTDLOADDATES|5 INTDLOADHIST|5 INTDLOADLIST|5 INTDLOADLISTDATES|5 INTDLOADLISTENERGY|5 INTDLOADLISTHIST|5 INTDLOADRELATEDCHANNEL|5 INTDLOADSP|5 INTDLOADSTAGING|5 INTDLOADUOM|5 INTDLOADUOMDATES|5 INTDLOADUOMHIST|5 INTDLOADVERSION|5 INTDOPEN|5 INTDREADFIRST|5 INTDREADNEXT|5 INTDRECCOUNT|5 INTDRELEASE|5 INTDREPLACE|5 INTDROLLAVG|5 INTDROLLPEAK|5 INTDSCALAROP|5 INTDSCALE|5 INTDSETATTRIBUTE|5 INTDSETDSTPARTICIPANT|5 INTDSETSTRING|5 INTDSETVALUE|5 INTDSETVALUESTATUS|5 INTDSHIFTSTARTTIME|5 INTDSMOOTH|5 INTDSORT|5 INTDSPIKETEST|5 INTDSUBSET|5 INTDTOU|5 INTDTOURELEASE|5 INTDTOUVALUE|5 INTDUPDATESTATS|5 INTDVALUE|5 STDEV INTDDELETEEX|5 INTDLOADEXACTUAL|5 INTDLOADEXCUT|5 INTDLOADEXDATES|5 INTDLOADEX|5 INTDLOADEXRELATEDCHANNEL|5 INTDSAVEEX|5 MVLOAD|5 MVLOADACCT|5 MVLOADACCTDATES|5 MVLOADACCTHIST|5 MVLOADDATES|5 MVLOADHIST|5 MVLOADLIST|5 MVLOADLISTDATES|5 MVLOADLISTHIST|5 IF FOR NEXT DONE SELECT END CALL ABORT CLEAR CHANNEL FACTOR LIST NUMBER OVERRIDE SET WEEK DISTRIBUTIONNODE ELSE WHEN THEN OTHERWISE IENUM CSV INCLUDE LEAVE RIDER SAVE DELETE NOVALUE SECTION WARN SAVE_UPDATE DETERMINANT LABEL REPORT REVENUE EACH IN FROM TOTAL CHARGE BLOCK AND OR CSV_FILE RATE_CODE AUXILIARY_DEMAND UIDACCOUNT RS BILL_PERIOD_SELECT HOURS_PER_MONTH INTD_ERROR_STOP SEASON_SCHEDULE_NAME ACCOUNTFACTOR ARRAYUPPERBOUND CALLSTOREDPROC GETADOCONNECTION GETCONNECT GETDATASOURCE GETQUALIFIER GETUSERID HASVALUE LISTCOUNT LISTOP LISTUPDATE LISTVALUE PRORATEFACTOR RSPRORATE SETBINPATH SETDBMONITOR WQ_OPEN BILLINGHOURS DATE DATEFROMFLOAT DATETIMEFROMSTRING DATETIMETOSTRING DATETOFLOAT DAY DAYDIFF DAYNAME DBDATETIME HOUR MINUTE MONTH MONTHDIFF MONTHHOURS MONTHNAME ROUNDDATE SAMEWEEKDAYLASTYEAR SECOND WEEKDAY WEEKDIFF YEAR YEARDAY YEARSTR COMPSUM HISTCOUNT HISTMAX HISTMIN HISTMINNZ HISTVALUE MAXNRANGE MAXRANGE MINRANGE COMPIKVA COMPKVA COMPKVARFROMKQKW COMPLF IDATTR FLAG LF2KW LF2KWH MAXKW POWERFACTOR READING2USAGE AVGSEASON MAXSEASON MONTHLYMERGE SEASONVALUE SUMSEASON ACCTREADDATES ACCTTABLELOAD CONFIGADD CONFIGGET CREATEOBJECT CREATEREPORT EMAILCLIENT EXPBLKMDMUSAGE EXPMDMUSAGE EXPORT_USAGE FACTORINEFFECT GETUSERSPECIFIEDSTOP INEFFECT ISHOLIDAY RUNRATE SAVE_PROFILE SETREPORTTITLE USEREXIT WATFORRUNRATE TO TABLE ACOS ASIN ATAN ATAN2 BITAND CEIL COS COSECANT COSH COTANGENT DIVQUOT DIVREM EXP FABS FLOOR FMOD FREPM FREXPN LOG LOG10 MAX MAXN MIN MINNZ MODF POW ROUND ROUND2VALUE ROUNDINT SECANT SIN SINH SQROOT TAN TANH FLOAT2STRING FLOAT2STRINGNC INSTR LEFT LEN LTRIM MID RIGHT RTRIM STRING STRINGNC TOLOWER TOUPPER TRIM NUMDAYS READ_DATE STAGING",built_in:"IDENTIFIER OPTIONS XML_ELEMENT XML_OP XML_ELEMENT_OF DOMDOCCREATE DOMDOCLOADFILE DOMDOCLOADXML DOMDOCSAVEFILE DOMDOCGETROOT DOMDOCADDPI DOMNODEGETNAME DOMNODEGETTYPE DOMNODEGETVALUE DOMNODEGETCHILDCT DOMNODEGETFIRSTCHILD DOMNODEGETSIBLING DOMNODECREATECHILDELEMENT DOMNODESETATTRIBUTE DOMNODEGETCHILDELEMENTCT DOMNODEGETFIRSTCHILDELEMENT DOMNODEGETSIBLINGELEMENT DOMNODEGETATTRIBUTECT DOMNODEGETATTRIBUTEI DOMNODEGETATTRIBUTEBYNAME DOMNODEGETBYNAME"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,{className:"literal",variants:[{begin:"#\\s+[a-zA-Z\\ \\.]*",relevance:0},{begin:"#[a-zA-Z\\ \\.]+"}]}]}}},EL4w:function(e){e.exports=function(e){var t={className:"subst",variants:[{begin:"\\$[A-Za-z0-9_]+"},{begin:"\\${",end:"}"}]},r={className:"type",begin:"\\b[A-Z][A-Za-z0-9_]*",relevance:0},n={className:"title",begin:/[^0-9\n\t "'(),.`{}\[\]:;][^\n\t "'(),.`{}\[\]:;]+|[^0-9\n\t "'(),.`{}\[\]:;=]/,relevance:0};return{keywords:{literal:"true false null",keyword:"type yield lazy override def with val var sealed abstract private trait object if forSome for while throw finally protected extends import final return else break new catch super class case package default try this match continue throws implicit"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"string",variants:[{begin:'"',end:'"',illegal:"\\n",contains:[e.BACKSLASH_ESCAPE]},{begin:'"""',end:'"""',relevance:10},{begin:'[a-z]+"',end:'"',illegal:"\\n",contains:[e.BACKSLASH_ESCAPE,t]},{className:"string",begin:'[a-z]+"""',end:'"""',contains:[t],relevance:10}]},{className:"symbol",begin:"'\\w[\\w\\d_]*(?!')"},r,{className:"function",beginKeywords:"def",end:/[:={\[(\n;]/,excludeEnd:!0,contains:[n]},{className:"class",beginKeywords:"class object trait type",end:/[:={\[\n;]/,excludeEnd:!0,contains:[{beginKeywords:"extends with",relevance:10},{begin:/\[/,end:/\]/,excludeBegin:!0,excludeEnd:!0,relevance:0,contains:[r]},{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,relevance:0,contains:[r]},n]},e.C_NUMBER_MODE,{className:"meta",begin:"@[A-Za-z]+"}]}}},ERHy:function(e){e.exports=function(){var e=[{className:"variable",begin:/[\$][\w-:]+/},{className:"built_in",variants:[{begin:/\barray\:/,end:/(?:append|filter|flatten|fold\-(?:left|right)|for-each(?:\-pair)?|get|head|insert\-before|join|put|remove|reverse|size|sort|subarray|tail)\b/},{begin:/\bmap\:/,end:/(?:contains|entry|find|for\-each|get|keys|merge|put|remove|size)\b/},{begin:/\bmath\:/,end:/(?:a(?:cos|sin|tan[2]?)|cos|exp(?:10)?|log(?:10)?|pi|pow|sin|sqrt|tan)\b/},{begin:/\bop\:/,end:/\(/,excludeEnd:!0},{begin:/\bfn\:/,end:/\(/,excludeEnd:!0},{begin:/[^<\/\$\:'"-]\b(?:abs|accumulator\-(?:after|before)|adjust\-(?:date(?:Time)?|time)\-to\-timezone|analyze\-string|apply|available\-(?:environment\-variables|system\-properties)|avg|base\-uri|boolean|ceiling|codepoints?\-(?:equal|to\-string)|collation\-key|collection|compare|concat|contains(?:\-token)?|copy\-of|count|current(?:\-)?(?:date(?:Time)?|time|group(?:ing\-key)?|output\-uri|merge\-(?:group|key))?data|dateTime|days?\-from\-(?:date(?:Time)?|duration)|deep\-equal|default\-(?:collation|language)|distinct\-values|document(?:\-uri)?|doc(?:\-available)?|element\-(?:available|with\-id)|empty|encode\-for\-uri|ends\-with|environment\-variable|error|escape\-html\-uri|exactly\-one|exists|false|filter|floor|fold\-(?:left|right)|for\-each(?:\-pair)?|format\-(?:date(?:Time)?|time|integer|number)|function\-(?:arity|available|lookup|name)|generate\-id|has\-children|head|hours\-from\-(?:dateTime|duration|time)|id(?:ref)?|implicit\-timezone|in\-scope\-prefixes|index\-of|innermost|insert\-before|iri\-to\-uri|json\-(?:doc|to\-xml)|key|lang|last|load\-xquery\-module|local\-name(?:\-from\-QName)?|(?:lower|upper)\-case|matches|max|minutes\-from\-(?:dateTime|duration|time)|min|months?\-from\-(?:date(?:Time)?|duration)|name(?:space\-uri\-?(?:for\-prefix|from\-QName)?)?|nilled|node\-name|normalize\-(?:space|unicode)|not|number|one\-or\-more|outermost|parse\-(?:ietf\-date|json)|path|position|(?:prefix\-from\-)?QName|random\-number\-generator|regex\-group|remove|replace|resolve\-(?:QName|uri)|reverse|root|round(?:\-half\-to\-even)?|seconds\-from\-(?:dateTime|duration|time)|snapshot|sort|starts\-with|static\-base\-uri|stream\-available|string\-?(?:join|length|to\-codepoints)?|subsequence|substring\-?(?:after|before)?|sum|system\-property|tail|timezone\-from\-(?:date(?:Time)?|time)|tokenize|trace|trans(?:form|late)|true|type\-available|unordered|unparsed\-(?:entity|text)?\-?(?:public\-id|uri|available|lines)?|uri\-collection|xml\-to\-json|years?\-from\-(?:date(?:Time)?|duration)|zero\-or\-one)\b/},{begin:/\blocal\:/,end:/\(/,excludeEnd:!0},{begin:/\bzip\:/,end:/(?:zip\-file|(?:xml|html|text|binary)\-entry| (?:update\-)?entries)\b/},{begin:/\b(?:util|db|functx|app|xdmp|xmldb)\:/,end:/\(/,excludeEnd:!0}]},{className:"string",variants:[{begin:/"/,end:/"/,contains:[{begin:/""/,relevance:0}]},{begin:/'/,end:/'/,contains:[{begin:/''/,relevance:0}]}]},{className:"number",begin:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",relevance:0},{className:"comment",begin:"\\(:",end:":\\)",relevance:10,contains:[{className:"doctag",begin:"@\\w+"}]},{className:"meta",begin:/%[\w-:]+/},{className:"title",begin:/\bxquery version "[13]\.[01]"\s?(?:encoding ".+")?/,end:/;/},{beginKeywords:"element attribute comment document processing-instruction",end:"{",excludeEnd:!0},{begin:/<([\w\._:\-]+)((\s*.*)=('|").*('|"))?>/,end:/(\/[\w\._:\-]+>)/,subLanguage:"xml",contains:[{begin:"{",end:"}",subLanguage:"xquery"},"self"]}];return{aliases:["xpath","xq"],case_insensitive:!1,lexemes:/[a-zA-Z\$][a-zA-Z0-9_:\-]*/,illegal:/(proc)|(abstract)|(extends)|(until)|(#)/,keywords:{keyword:"module schema namespace boundary-space preserve no-preserve strip default collation base-uri ordering context decimal-format decimal-separator copy-namespaces empty-sequence except exponent-separator external grouping-separator inherit no-inherit lax minus-sign per-mille percent schema-attribute schema-element strict unordered zero-digit declare import option function validate variable for at in let where order group by return if then else tumbling sliding window start when only end previous next stable ascending descending allowing empty greatest least some every satisfies switch case typeswitch try catch and or to union intersect instance of treat as castable cast map array delete insert into replace value rename copy modify update",type:"item document-node node attribute document element comment namespace namespace-node processing-instruction text construction xs:anyAtomicType xs:untypedAtomic xs:duration xs:time xs:decimal xs:float xs:double xs:gYearMonth xs:gYear xs:gMonthDay xs:gMonth xs:gDay xs:boolean xs:base64Binary xs:hexBinary xs:anyURI xs:QName xs:NOTATION xs:dateTime xs:dateTimeStamp xs:date xs:string xs:normalizedString xs:token xs:language xs:NMTOKEN xs:Name xs:NCName xs:ID xs:IDREF xs:ENTITY xs:integer xs:nonPositiveInteger xs:negativeInteger xs:long xs:int xs:short xs:byte xs:nonNegativeInteger xs:unisignedLong xs:unsignedInt xs:unsignedShort xs:unsignedByte xs:positiveInteger xs:yearMonthDuration xs:dayTimeDuration",literal:"eq ne lt le gt ge is self:: child:: descendant:: descendant-or-self:: attribute:: following:: following-sibling:: parent:: ancestor:: ancestor-or-self:: preceding:: preceding-sibling:: NaN"},contains:e}}},Edfb:function(e){e.exports=function(e){var t=/[a-zA-Z@][a-zA-Z0-9_]*/,r="@interface @class @protocol @implementation";return{aliases:["mm","objc","obj-c"],keywords:{keyword:"int float while char export sizeof typedef const struct for union unsigned long volatile static bool mutable if do return goto void enum else break extern asm case short default double register explicit signed typename this switch continue wchar_t inline readonly assign readwrite self @synchronized id typeof nonatomic super unichar IBOutlet IBAction strong weak copy in out inout bycopy byref oneway __strong __weak __block __autoreleasing @private @protected @public @try @property @end @throw @catch @finally @autoreleasepool @synthesize @dynamic @selector @optional @required @encode @package @import @defs @compatibility_alias __bridge __bridge_transfer __bridge_retained __bridge_retain __covariant __contravariant __kindof _Nonnull _Nullable _Null_unspecified __FUNCTION__ __PRETTY_FUNCTION__ __attribute__ getter setter retain unsafe_unretained nonnull nullable null_unspecified null_resettable class instancetype NS_DESIGNATED_INITIALIZER NS_UNAVAILABLE NS_REQUIRES_SUPER NS_RETURNS_INNER_POINTER NS_INLINE NS_AVAILABLE NS_DEPRECATED NS_ENUM NS_OPTIONS NS_SWIFT_UNAVAILABLE NS_ASSUME_NONNULL_BEGIN NS_ASSUME_NONNULL_END NS_REFINED_FOR_SWIFT NS_SWIFT_NAME NS_SWIFT_NOTHROW NS_DURING NS_HANDLER NS_ENDHANDLER NS_VALUERETURN NS_VOIDRETURN",literal:"false true FALSE TRUE nil YES NO NULL",built_in:"BOOL dispatch_once_t dispatch_queue_t dispatch_sync dispatch_async dispatch_once"},lexemes:t,illegal:""}]}]},{className:"class",begin:"("+r.split(" ").join("|")+")\\b",end:"({|$)",excludeEnd:!0,keywords:r,lexemes:t,contains:[e.UNDERSCORE_TITLE_MODE]},{begin:"\\."+e.UNDERSCORE_IDENT_RE,relevance:0}]}}},Esuy:function(e){e.exports=function(e){return{aliases:["docker"],case_insensitive:!0,keywords:"from maintainer expose env arg user onbuild stopsignal",contains:[e.HASH_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.NUMBER_MODE,{beginKeywords:"run cmd entrypoint volume add copy workdir label healthcheck shell",starts:{end:/[^\\]$/,subLanguage:"bash"}}],illegal:"/}],contains:[{className:"doctag",variants:[{begin:/\.(synopsis|description|example|inputs|outputs|notes|link|component|role|functionality)/},{begin:/\.(parameter|forwardhelptargetname|forwardhelpcategory|remotehelprunspace|externalhelp)\s+\S+/}]}]});return{aliases:["ps"],lexemes:/-?[A-z\.\-]+/,case_insensitive:!0,keywords:{keyword:"if else foreach return function do while until elseif begin for trap data dynamicparam end break throw param continue finally in switch exit filter try process catchValidateNoCircleInNodeResources ValidateNodeExclusiveResources ValidateNodeManager ValidateNodeResources ValidateNodeResourceSource ValidateNoNameNodeResources ThrowError IsHiddenResourceIsPatternMatched ",built_in:"Add-Computer Add-Content Add-History Add-JobTrigger Add-Member Add-PSSnapin Add-Type Checkpoint-Computer Clear-Content Clear-EventLog Clear-History Clear-Host Clear-Item Clear-ItemProperty Clear-Variable Compare-Object Complete-Transaction Connect-PSSession Connect-WSMan Convert-Path ConvertFrom-Csv ConvertFrom-Json ConvertFrom-SecureString ConvertFrom-StringData ConvertTo-Csv ConvertTo-Html ConvertTo-Json ConvertTo-SecureString ConvertTo-Xml Copy-Item Copy-ItemProperty Debug-Process Disable-ComputerRestore Disable-JobTrigger Disable-PSBreakpoint Disable-PSRemoting Disable-PSSessionConfiguration Disable-WSManCredSSP Disconnect-PSSession Disconnect-WSMan Disable-ScheduledJob Enable-ComputerRestore Enable-JobTrigger Enable-PSBreakpoint Enable-PSRemoting Enable-PSSessionConfiguration Enable-ScheduledJob Enable-WSManCredSSP Enter-PSSession Exit-PSSession Export-Alias Export-Clixml Export-Console Export-Counter Export-Csv Export-FormatData Export-ModuleMember Export-PSSession ForEach-Object Format-Custom Format-List Format-Table Format-Wide Get-Acl Get-Alias Get-AuthenticodeSignature Get-ChildItem Get-Command Get-ComputerRestorePoint Get-Content Get-ControlPanelItem Get-Counter Get-Credential Get-Culture Get-Date Get-Event Get-EventLog Get-EventSubscriber Get-ExecutionPolicy Get-FormatData Get-Host Get-HotFix Get-Help Get-History Get-IseSnippet Get-Item Get-ItemProperty Get-Job Get-JobTrigger Get-Location Get-Member Get-Module Get-PfxCertificate Get-Process Get-PSBreakpoint Get-PSCallStack Get-PSDrive Get-PSProvider Get-PSSession Get-PSSessionConfiguration Get-PSSnapin Get-Random Get-ScheduledJob Get-ScheduledJobOption Get-Service Get-TraceSource Get-Transaction Get-TypeData Get-UICulture Get-Unique Get-Variable Get-Verb Get-WinEvent Get-WmiObject Get-WSManCredSSP Get-WSManInstance Group-Object Import-Alias Import-Clixml Import-Counter Import-Csv Import-IseSnippet Import-LocalizedData Import-PSSession Import-Module Invoke-AsWorkflow Invoke-Command Invoke-Expression Invoke-History Invoke-Item Invoke-RestMethod Invoke-WebRequest Invoke-WmiMethod Invoke-WSManAction Join-Path Limit-EventLog Measure-Command Measure-Object Move-Item Move-ItemProperty New-Alias New-Event New-EventLog New-IseSnippet New-Item New-ItemProperty New-JobTrigger New-Object New-Module New-ModuleManifest New-PSDrive New-PSSession New-PSSessionConfigurationFile New-PSSessionOption New-PSTransportOption New-PSWorkflowExecutionOption New-PSWorkflowSession New-ScheduledJobOption New-Service New-TimeSpan New-Variable New-WebServiceProxy New-WinEvent New-WSManInstance New-WSManSessionOption Out-Default Out-File Out-GridView Out-Host Out-Null Out-Printer Out-String Pop-Location Push-Location Read-Host Receive-Job Register-EngineEvent Register-ObjectEvent Register-PSSessionConfiguration Register-ScheduledJob Register-WmiEvent Remove-Computer Remove-Event Remove-EventLog Remove-Item Remove-ItemProperty Remove-Job Remove-JobTrigger Remove-Module Remove-PSBreakpoint Remove-PSDrive Remove-PSSession Remove-PSSnapin Remove-TypeData Remove-Variable Remove-WmiObject Remove-WSManInstance Rename-Computer Rename-Item Rename-ItemProperty Reset-ComputerMachinePassword Resolve-Path Restart-Computer Restart-Service Restore-Computer Resume-Job Resume-Service Save-Help Select-Object Select-String Select-Xml Send-MailMessage Set-Acl Set-Alias Set-AuthenticodeSignature Set-Content Set-Date Set-ExecutionPolicy Set-Item Set-ItemProperty Set-JobTrigger Set-Location Set-PSBreakpoint Set-PSDebug Set-PSSessionConfiguration Set-ScheduledJob Set-ScheduledJobOption Set-Service Set-StrictMode Set-TraceSource Set-Variable Set-WmiInstance Set-WSManInstance Set-WSManQuickConfig Show-Command Show-ControlPanelItem Show-EventLog Sort-Object Split-Path Start-Job Start-Process Start-Service Start-Sleep Start-Transaction Start-Transcript Stop-Computer Stop-Job Stop-Process Stop-Service Stop-Transcript Suspend-Job Suspend-Service Tee-Object Test-ComputerSecureChannel Test-Connection Test-ModuleManifest Test-Path Test-PSSessionConfigurationFile Trace-Command Unblock-File Undo-Transaction Unregister-Event Unregister-PSSessionConfiguration Unregister-ScheduledJob Update-FormatData Update-Help Update-List Update-TypeData Use-Transaction Wait-Event Wait-Job Wait-Process Where-Object Write-Debug Write-Error Write-EventLog Write-Host Write-Output Write-Progress Write-Verbose Write-Warning Add-MDTPersistentDrive Disable-MDTMonitorService Enable-MDTMonitorService Get-MDTDeploymentShareStatistics Get-MDTMonitorData Get-MDTOperatingSystemCatalog Get-MDTPersistentDrive Import-MDTApplication Import-MDTDriver Import-MDTOperatingSystem Import-MDTPackage Import-MDTTaskSequence New-MDTDatabase Remove-MDTMonitorData Remove-MDTPersistentDrive Restore-MDTPersistentDrive Set-MDTMonitorData Test-MDTDeploymentShare Test-MDTMonitorData Update-MDTDatabaseSchema Update-MDTDeploymentShare Update-MDTLinkedDS Update-MDTMedia Add-VamtProductKey Export-VamtData Find-VamtManagedMachine Get-VamtConfirmationId Get-VamtProduct Get-VamtProductKey Import-VamtData Initialize-VamtData Install-VamtConfirmationId Install-VamtProductActivation Install-VamtProductKey Update-VamtProduct Add-CIDatastore Add-KeyManagementServer Add-NodeKeys Add-NsxDynamicCriteria Add-NsxDynamicMemberSet Add-NsxEdgeInterfaceAddress Add-NsxFirewallExclusionListMember Add-NsxFirewallRuleMember Add-NsxIpSetMember Add-NsxLicense Add-NsxLoadBalancerPoolMember Add-NsxLoadBalancerVip Add-NsxSecondaryManager Add-NsxSecurityGroupMember Add-NsxSecurityPolicyRule Add-NsxSecurityPolicyRuleGroup Add-NsxSecurityPolicyRuleService Add-NsxServiceGroupMember Add-NsxTransportZoneMember Add-PassthroughDevice Add-VDSwitchPhysicalNetworkAdapter Add-VDSwitchVMHost Add-VMHost Add-VMHostNtpServer Add-VirtualSwitchPhysicalNetworkAdapter Add-XmlElement Add-vRACustomForm Add-vRAPrincipalToTenantRole Add-vRAReservationNetwork Add-vRAReservationStorage Clear-NsxEdgeInterface Clear-NsxManagerTimeSettings Compress-Archive Connect-CIServer Connect-CisServer Connect-HCXServer Connect-NIServer Connect-NsxLogicalSwitch Connect-NsxServer Connect-NsxtServer Connect-SrmServer Connect-VIServer Connect-Vmc Connect-vRAServer Connect-vRNIServer ConvertFrom-Markdown ConvertTo-MOFInstance Copy-DatastoreItem Copy-HardDisk Copy-NsxEdge Copy-VDisk Copy-VMGuestFile Debug-Runspace Disable-NsxEdgeSsh Disable-RunspaceDebug Disable-vRNIDataSource Disconnect-CIServer Disconnect-CisServer Disconnect-HCXServer Disconnect-NsxLogicalSwitch Disconnect-NsxServer Disconnect-NsxtServer Disconnect-SrmServer Disconnect-VIServer Disconnect-Vmc Disconnect-vRAServer Disconnect-vRNIServer Dismount-Tools Enable-NsxEdgeSsh Enable-RunspaceDebug Enable-vRNIDataSource Expand-Archive Export-NsxObject Export-SpbmStoragePolicy Export-VApp Export-VDPortGroup Export-VDSwitch Export-VMHostProfile Export-vRAIcon Export-vRAPackage Find-Command Find-DscResource Find-Module Find-NsxWhereVMUsed Find-Package Find-PackageProvider Find-RoleCapability Find-Script Format-Hex Format-VMHostDiskPartition Format-XML Generate-VersionInfo Get-AdvancedSetting Get-AlarmAction Get-AlarmActionTrigger Get-AlarmDefinition Get-Annotation Get-CDDrive Get-CIAccessControlRule Get-CIDatastore Get-CINetworkAdapter Get-CIRole Get-CIUser Get-CIVApp Get-CIVAppNetwork Get-CIVAppStartRule Get-CIVAppTemplate Get-CIVM Get-CIVMTemplate Get-CIView Get-Catalog Get-CisCommand Get-CisService Get-CloudCommand Get-Cluster Get-CompatibleVersionAddtionaPropertiesStr Get-ComplexResourceQualifier Get-ConfigurationErrorCount Get-ContentLibraryItem Get-CustomAttribute Get-DSCResourceModules Get-Datacenter Get-Datastore Get-DatastoreCluster Get-DrsClusterGroup Get-DrsRecommendation Get-DrsRule Get-DrsVMHostRule Get-DscResource Get-EdgeGateway Get-EncryptedPassword Get-ErrorReport Get-EsxCli Get-EsxTop Get-ExternalNetwork Get-FileHash Get-FloppyDrive Get-Folder Get-HAPrimaryVMHost Get-HCXAppliance Get-HCXApplianceCompute Get-HCXApplianceDVS Get-HCXApplianceDatastore Get-HCXApplianceNetwork Get-HCXContainer Get-HCXDatastore Get-HCXGateway Get-HCXInterconnectStatus Get-HCXJob Get-HCXMigration Get-HCXNetwork Get-HCXNetworkExtension Get-HCXReplication Get-HCXReplicationSnapshot Get-HCXService Get-HCXSite Get-HCXSitePairing Get-HCXVM Get-HardDisk Get-IScsiHbaTarget Get-InnerMostErrorRecord Get-InstallPath Get-InstalledModule Get-InstalledScript Get-Inventory Get-ItemPropertyValue Get-KeyManagementServer Get-KmipClientCertificate Get-KmsCluster Get-Log Get-LogType Get-MarkdownOption Get-Media Get-MofInstanceName Get-MofInstanceText Get-NetworkAdapter Get-NetworkPool Get-NfsUser Get-NicTeamingPolicy Get-NsxApplicableMember Get-NsxApplicableSecurityAction Get-NsxBackingDVSwitch Get-NsxBackingPortGroup Get-NsxCliDfwAddrSet Get-NsxCliDfwFilter Get-NsxCliDfwRule Get-NsxClusterStatus Get-NsxController Get-NsxDynamicCriteria Get-NsxDynamicMemberSet Get-NsxEdge Get-NsxEdgeBgp Get-NsxEdgeBgpNeighbour Get-NsxEdgeCertificate Get-NsxEdgeCsr Get-NsxEdgeFirewall Get-NsxEdgeFirewallRule Get-NsxEdgeInterface Get-NsxEdgeInterfaceAddress Get-NsxEdgeNat Get-NsxEdgeNatRule Get-NsxEdgeOspf Get-NsxEdgeOspfArea Get-NsxEdgeOspfInterface Get-NsxEdgePrefix Get-NsxEdgeRedistributionRule Get-NsxEdgeRouting Get-NsxEdgeStaticRoute Get-NsxEdgeSubInterface Get-NsxFirewallExclusionListMember Get-NsxFirewallGlobalConfiguration Get-NsxFirewallPublishStatus Get-NsxFirewallRule Get-NsxFirewallRuleMember Get-NsxFirewallSavedConfiguration Get-NsxFirewallSection Get-NsxFirewallThreshold Get-NsxIpPool Get-NsxIpSet Get-NsxLicense Get-NsxLoadBalancer Get-NsxLoadBalancerApplicationProfile Get-NsxLoadBalancerApplicationRule Get-NsxLoadBalancerMonitor Get-NsxLoadBalancerPool Get-NsxLoadBalancerPoolMember Get-NsxLoadBalancerStats Get-NsxLoadBalancerVip Get-NsxLogicalRouter Get-NsxLogicalRouterBgp Get-NsxLogicalRouterBgpNeighbour Get-NsxLogicalRouterBridge Get-NsxLogicalRouterBridging Get-NsxLogicalRouterInterface Get-NsxLogicalRouterOspf Get-NsxLogicalRouterOspfArea Get-NsxLogicalRouterOspfInterface Get-NsxLogicalRouterPrefix Get-NsxLogicalRouterRedistributionRule Get-NsxLogicalRouterRouting Get-NsxLogicalRouterStaticRoute Get-NsxLogicalSwitch Get-NsxMacSet Get-NsxManagerBackup Get-NsxManagerCertificate Get-NsxManagerComponentSummary Get-NsxManagerNetwork Get-NsxManagerRole Get-NsxManagerSsoConfig Get-NsxManagerSyncStatus Get-NsxManagerSyslogServer Get-NsxManagerSystemSummary Get-NsxManagerTimeSettings Get-NsxManagerVcenterConfig Get-NsxSecondaryManager Get-NsxSecurityGroup Get-NsxSecurityGroupEffectiveIpAddress Get-NsxSecurityGroupEffectiveMacAddress Get-NsxSecurityGroupEffectiveMember Get-NsxSecurityGroupEffectiveVirtualMachine Get-NsxSecurityGroupEffectiveVnic Get-NsxSecurityGroupMemberTypes Get-NsxSecurityPolicy Get-NsxSecurityPolicyHighestUsedPrecedence Get-NsxSecurityPolicyRule Get-NsxSecurityTag Get-NsxSecurityTagAssignment Get-NsxSegmentIdRange Get-NsxService Get-NsxServiceDefinition Get-NsxServiceGroup Get-NsxServiceGroupMember Get-NsxServiceProfile Get-NsxSpoofguardNic Get-NsxSpoofguardPolicy Get-NsxSslVpn Get-NsxSslVpnAuthServer Get-NsxSslVpnClientInstallationPackage Get-NsxSslVpnIpPool Get-NsxSslVpnPrivateNetwork Get-NsxSslVpnUser Get-NsxTransportZone Get-NsxUserRole Get-NsxVdsContext Get-NsxtPolicyService Get-NsxtService Get-OSCustomizationNicMapping Get-OSCustomizationSpec Get-Org Get-OrgNetwork Get-OrgVdc Get-OrgVdcNetwork Get-OvfConfiguration Get-PSCurrentConfigurationNode Get-PSDefaultConfigurationDocument Get-PSMetaConfigDocumentInstVersionInfo Get-PSMetaConfigurationProcessed Get-PSReadLineKeyHandler Get-PSReadLineOption Get-PSRepository Get-PSTopConfigurationName Get-PSVersion Get-Package Get-PackageProvider Get-PackageSource Get-PassthroughDevice Get-PositionInfo Get-PowerCLICommunity Get-PowerCLIConfiguration Get-PowerCLIHelp Get-PowerCLIVersion Get-PowerNsxVersion Get-ProviderVdc Get-PublicKeyFromFile Get-PublicKeyFromStore Get-ResourcePool Get-Runspace Get-RunspaceDebug Get-ScsiController Get-ScsiLun Get-ScsiLunPath Get-SecurityInfo Get-SecurityPolicy Get-Snapshot Get-SpbmCapability Get-SpbmCompatibleStorage Get-SpbmEntityConfiguration Get-SpbmFaultDomain Get-SpbmPointInTimeReplica Get-SpbmReplicationGroup Get-SpbmReplicationPair Get-SpbmStoragePolicy Get-Stat Get-StatInterval Get-StatType Get-Tag Get-TagAssignment Get-TagCategory Get-Task Get-Template Get-TimeZone Get-Uptime Get-UsbDevice Get-VAIOFilter Get-VApp Get-VDBlockedPolicy Get-VDPort Get-VDPortgroup Get-VDPortgroupOverridePolicy Get-VDSecurityPolicy Get-VDSwitch Get-VDSwitchPrivateVlan Get-VDTrafficShapingPolicy Get-VDUplinkLacpPolicy Get-VDUplinkTeamingPolicy Get-VDisk Get-VIAccount Get-VICommand Get-VICredentialStoreItem Get-VIEvent Get-VIObjectByVIView Get-VIPermission Get-VIPrivilege Get-VIProperty Get-VIRole Get-VM Get-VMGuest Get-VMHost Get-VMHostAccount Get-VMHostAdvancedConfiguration Get-VMHostAuthentication Get-VMHostAvailableTimeZone Get-VMHostDiagnosticPartition Get-VMHostDisk Get-VMHostDiskPartition Get-VMHostFirewallDefaultPolicy Get-VMHostFirewallException Get-VMHostFirmware Get-VMHostHardware Get-VMHostHba Get-VMHostModule Get-VMHostNetwork Get-VMHostNetworkAdapter Get-VMHostNtpServer Get-VMHostPatch Get-VMHostPciDevice Get-VMHostProfile Get-VMHostProfileImageCacheConfiguration Get-VMHostProfileRequiredInput Get-VMHostProfileStorageDeviceConfiguration Get-VMHostProfileUserConfiguration Get-VMHostProfileVmPortGroupConfiguration Get-VMHostRoute Get-VMHostService Get-VMHostSnmp Get-VMHostStartPolicy Get-VMHostStorage Get-VMHostSysLogServer Get-VMQuestion Get-VMResourceConfiguration Get-VMStartPolicy Get-VTpm Get-VTpmCSR Get-VTpmCertificate Get-VasaProvider Get-VasaStorageArray Get-View Get-VirtualPortGroup Get-VirtualSwitch Get-VmcSddcNetworkService Get-VmcService Get-VsanClusterConfiguration Get-VsanComponent Get-VsanDisk Get-VsanDiskGroup Get-VsanEvacuationPlan Get-VsanFaultDomain Get-VsanIscsiInitiatorGroup Get-VsanIscsiInitiatorGroupTargetAssociation Get-VsanIscsiLun Get-VsanIscsiTarget Get-VsanObject Get-VsanResyncingComponent Get-VsanRuntimeInfo Get-VsanSpaceUsage Get-VsanStat Get-VsanView Get-vRAApplianceServiceStatus Get-vRAAuthorizationRole Get-vRABlueprint Get-vRABusinessGroup Get-vRACatalogItem Get-vRACatalogItemRequestTemplate Get-vRACatalogPrincipal Get-vRAComponentRegistryService Get-vRAComponentRegistryServiceEndpoint Get-vRAComponentRegistryServiceStatus Get-vRAContent Get-vRAContentData Get-vRAContentType Get-vRACustomForm Get-vRAEntitledCatalogItem Get-vRAEntitledService Get-vRAEntitlement Get-vRAExternalNetworkProfile Get-vRAGroupPrincipal Get-vRAIcon Get-vRANATNetworkProfile Get-vRANetworkProfileIPAddressList Get-vRANetworkProfileIPRangeSummary Get-vRAPackage Get-vRAPackageContent Get-vRAPropertyDefinition Get-vRAPropertyGroup Get-vRARequest Get-vRARequestDetail Get-vRAReservation Get-vRAReservationComputeResource Get-vRAReservationComputeResourceMemory Get-vRAReservationComputeResourceNetwork Get-vRAReservationComputeResourceResourcePool Get-vRAReservationComputeResourceStorage Get-vRAReservationPolicy Get-vRAReservationTemplate Get-vRAReservationType Get-vRAResource Get-vRAResourceAction Get-vRAResourceActionRequestTemplate Get-vRAResourceMetric Get-vRAResourceOperation Get-vRAResourceType Get-vRARoutedNetworkProfile Get-vRAService Get-vRAServiceBlueprint Get-vRASourceMachine Get-vRAStorageReservationPolicy Get-vRATenant Get-vRATenantDirectory Get-vRATenantDirectoryStatus Get-vRATenantRole Get-vRAUserPrincipal Get-vRAUserPrincipalGroupMembership Get-vRAVersion Get-vRNIAPIVersion Get-vRNIApplication Get-vRNIApplicationTier Get-vRNIDataSource Get-vRNIDataSourceSNMPConfig Get-vRNIDatastore Get-vRNIDistributedSwitch Get-vRNIDistributedSwitchPortGroup Get-vRNIEntity Get-vRNIEntityName Get-vRNIFirewallRule Get-vRNIFlow Get-vRNIHost Get-vRNIHostVMKNic Get-vRNIIPSet Get-vRNIL2Network Get-vRNINSXManager Get-vRNINodes Get-vRNIProblem Get-vRNIRecommendedRules Get-vRNIRecommendedRulesNsxBundle Get-vRNISecurityGroup Get-vRNISecurityTag Get-vRNIService Get-vRNIServiceGroup Get-vRNIVM Get-vRNIVMvNIC Get-vRNIvCenter Get-vRNIvCenterCluster Get-vRNIvCenterDatacenter Get-vRNIvCenterFolder Grant-NsxSpoofguardNicApproval Import-CIVApp Import-CIVAppTemplate Import-NsxObject Import-PackageProvider Import-PowerShellDataFile Import-SpbmStoragePolicy Import-VApp Import-VMHostProfile Import-vRAContentData Import-vRAIcon Import-vRAPackage Initialize-ConfigurationRuntimeState Install-Module Install-NsxCluster Install-Package Install-PackageProvider Install-Script Install-VMHostPatch Invoke-DrsRecommendation Invoke-NsxCli Invoke-NsxClusterResolveAll Invoke-NsxManagerSync Invoke-NsxRestMethod Invoke-NsxWebRequest Invoke-VMHostProfile Invoke-VMScript Invoke-XpathQuery Invoke-vRADataCollection Invoke-vRARestMethod Invoke-vRATenantDirectorySync Invoke-vRNIRestMethod Join-String Mount-Tools Move-Cluster Move-Datacenter Move-Datastore Move-Folder Move-HardDisk Move-Inventory Move-NsxSecurityPolicyRule Move-ResourcePool Move-Template Move-VApp Move-VDisk Move-VM Move-VMHost New-AdvancedSetting New-AlarmAction New-AlarmActionTrigger New-CDDrive New-CIAccessControlRule New-CIVApp New-CIVAppNetwork New-CIVAppTemplate New-CIVM New-Cluster New-CustomAttribute New-Datacenter New-Datastore New-DatastoreCluster New-DatastoreDrive New-DrsClusterGroup New-DrsRule New-DrsVMHostRule New-DscChecksum New-FloppyDrive New-Folder New-Guid New-HCXAppliance New-HCXMigration New-HCXNetworkExtension New-HCXNetworkMapping New-HCXReplication New-HCXSitePairing New-HCXStaticRoute New-HardDisk New-IScsiHbaTarget New-KmipClientCertificate New-NetworkAdapter New-NfsUser New-NsxAddressSpec New-NsxClusterVxlanConfig New-NsxController New-NsxDynamicCriteriaSpec New-NsxEdge New-NsxEdgeBgpNeighbour New-NsxEdgeCsr New-NsxEdgeFirewallRule New-NsxEdgeInterfaceSpec New-NsxEdgeNatRule New-NsxEdgeOspfArea New-NsxEdgeOspfInterface New-NsxEdgePrefix New-NsxEdgeRedistributionRule New-NsxEdgeSelfSignedCertificate New-NsxEdgeStaticRoute New-NsxEdgeSubInterface New-NsxEdgeSubInterfaceSpec New-NsxFirewallRule New-NsxFirewallSavedConfiguration New-NsxFirewallSection New-NsxIpPool New-NsxIpSet New-NsxLoadBalancerApplicationProfile New-NsxLoadBalancerApplicationRule New-NsxLoadBalancerMemberSpec New-NsxLoadBalancerMonitor New-NsxLoadBalancerPool New-NsxLogicalRouter New-NsxLogicalRouterBgpNeighbour New-NsxLogicalRouterBridge New-NsxLogicalRouterInterface New-NsxLogicalRouterInterfaceSpec New-NsxLogicalRouterOspfArea New-NsxLogicalRouterOspfInterface New-NsxLogicalRouterPrefix New-NsxLogicalRouterRedistributionRule New-NsxLogicalRouterStaticRoute New-NsxLogicalSwitch New-NsxMacSet New-NsxManager New-NsxSecurityGroup New-NsxSecurityPolicy New-NsxSecurityPolicyAssignment New-NsxSecurityPolicyFirewallRuleSpec New-NsxSecurityPolicyGuestIntrospectionSpec New-NsxSecurityPolicyNetworkIntrospectionSpec New-NsxSecurityTag New-NsxSecurityTagAssignment New-NsxSegmentIdRange New-NsxService New-NsxServiceGroup New-NsxSpoofguardPolicy New-NsxSslVpnAuthServer New-NsxSslVpnClientInstallationPackage New-NsxSslVpnIpPool New-NsxSslVpnPrivateNetwork New-NsxSslVpnUser New-NsxTransportZone New-NsxVdsContext New-OSCustomizationNicMapping New-OSCustomizationSpec New-Org New-OrgNetwork New-OrgVdc New-OrgVdcNetwork New-ResourcePool New-ScriptFileInfo New-ScsiController New-Snapshot New-SpbmRule New-SpbmRuleSet New-SpbmStoragePolicy New-StatInterval New-Tag New-TagAssignment New-TagCategory New-Template New-TemporaryFile New-VAIOFilter New-VApp New-VDPortgroup New-VDSwitch New-VDSwitchPrivateVlan New-VDisk New-VICredentialStoreItem New-VIInventoryDrive New-VIPermission New-VIProperty New-VIRole New-VISamlSecurityContext New-VM New-VMHostAccount New-VMHostNetworkAdapter New-VMHostProfile New-VMHostProfileVmPortGroupConfiguration New-VMHostRoute New-VTpm New-VasaProvider New-VcsOAuthSecurityContext New-VirtualPortGroup New-VirtualSwitch New-VsanDisk New-VsanDiskGroup New-VsanFaultDomain New-VsanIscsiInitiatorGroup New-VsanIscsiInitiatorGroupTargetAssociation New-VsanIscsiLun New-VsanIscsiTarget New-vRABusinessGroup New-vRAEntitlement New-vRAExternalNetworkProfile New-vRAGroupPrincipal New-vRANATNetworkProfile New-vRANetworkProfileIPRangeDefinition New-vRAPackage New-vRAPropertyDefinition New-vRAPropertyGroup New-vRAReservation New-vRAReservationNetworkDefinition New-vRAReservationPolicy New-vRAReservationStorageDefinition New-vRARoutedNetworkProfile New-vRAService New-vRAStorageReservationPolicy New-vRATenant New-vRATenantDirectory New-vRAUserPrincipal New-vRNIApplication New-vRNIApplicationTier New-vRNIDataSource Open-VMConsoleWindow Publish-Module Publish-NsxSpoofguardPolicy Publish-Script Register-PSRepository Register-PackageSource Remove-AdvancedSetting Remove-AlarmAction Remove-AlarmActionTrigger Remove-Alias Remove-CDDrive Remove-CIAccessControlRule Remove-CIVApp Remove-CIVAppNetwork Remove-CIVAppTemplate Remove-Cluster Remove-CustomAttribute Remove-Datacenter Remove-Datastore Remove-DatastoreCluster Remove-DrsClusterGroup Remove-DrsRule Remove-DrsVMHostRule Remove-FloppyDrive Remove-Folder Remove-HCXAppliance Remove-HCXNetworkExtension Remove-HCXReplication Remove-HCXSitePairing Remove-HardDisk Remove-IScsiHbaTarget Remove-Inventory Remove-KeyManagementServer Remove-NetworkAdapter Remove-NfsUser Remove-NsxCluster Remove-NsxClusterVxlanConfig Remove-NsxController Remove-NsxDynamicCriteria Remove-NsxDynamicMemberSet Remove-NsxEdge Remove-NsxEdgeBgpNeighbour Remove-NsxEdgeCertificate Remove-NsxEdgeCsr Remove-NsxEdgeFirewallRule Remove-NsxEdgeInterfaceAddress Remove-NsxEdgeNatRule Remove-NsxEdgeOspfArea Remove-NsxEdgeOspfInterface Remove-NsxEdgePrefix Remove-NsxEdgeRedistributionRule Remove-NsxEdgeStaticRoute Remove-NsxEdgeSubInterface Remove-NsxFirewallExclusionListMember Remove-NsxFirewallRule Remove-NsxFirewallRuleMember Remove-NsxFirewallSavedConfiguration Remove-NsxFirewallSection Remove-NsxIpPool Remove-NsxIpSet Remove-NsxIpSetMember Remove-NsxLoadBalancerApplicationProfile Remove-NsxLoadBalancerMonitor Remove-NsxLoadBalancerPool Remove-NsxLoadBalancerPoolMember Remove-NsxLoadBalancerVip Remove-NsxLogicalRouter Remove-NsxLogicalRouterBgpNeighbour Remove-NsxLogicalRouterBridge Remove-NsxLogicalRouterInterface Remove-NsxLogicalRouterOspfArea Remove-NsxLogicalRouterOspfInterface Remove-NsxLogicalRouterPrefix Remove-NsxLogicalRouterRedistributionRule Remove-NsxLogicalRouterStaticRoute Remove-NsxLogicalSwitch Remove-NsxMacSet Remove-NsxSecondaryManager Remove-NsxSecurityGroup Remove-NsxSecurityGroupMember Remove-NsxSecurityPolicy Remove-NsxSecurityPolicyAssignment Remove-NsxSecurityPolicyRule Remove-NsxSecurityPolicyRuleGroup Remove-NsxSecurityPolicyRuleService Remove-NsxSecurityTag Remove-NsxSecurityTagAssignment Remove-NsxSegmentIdRange Remove-NsxService Remove-NsxServiceGroup Remove-NsxSpoofguardPolicy Remove-NsxSslVpnClientInstallationPackage Remove-NsxSslVpnIpPool Remove-NsxSslVpnPrivateNetwork Remove-NsxSslVpnUser Remove-NsxTransportZone Remove-NsxTransportZoneMember Remove-NsxVdsContext Remove-OSCustomizationNicMapping Remove-OSCustomizationSpec Remove-Org Remove-OrgNetwork Remove-OrgVdc Remove-OrgVdcNetwork Remove-PSReadLineKeyHandler Remove-PassthroughDevice Remove-ResourcePool Remove-Snapshot Remove-SpbmStoragePolicy Remove-StatInterval Remove-Tag Remove-TagAssignment Remove-TagCategory Remove-Template Remove-UsbDevice Remove-VAIOFilter Remove-VApp Remove-VDPortGroup Remove-VDSwitch Remove-VDSwitchPhysicalNetworkAdapter Remove-VDSwitchPrivateVlan Remove-VDSwitchVMHost Remove-VDisk Remove-VICredentialStoreItem Remove-VIPermission Remove-VIProperty Remove-VIRole Remove-VM Remove-VMHost Remove-VMHostAccount Remove-VMHostNetworkAdapter Remove-VMHostNtpServer Remove-VMHostProfile Remove-VMHostProfileVmPortGroupConfiguration Remove-VMHostRoute Remove-VTpm Remove-VasaProvider Remove-VirtualPortGroup Remove-VirtualSwitch Remove-VirtualSwitchPhysicalNetworkAdapter Remove-VsanDisk Remove-VsanDiskGroup Remove-VsanFaultDomain Remove-VsanIscsiInitiatorGroup Remove-VsanIscsiInitiatorGroupTargetAssociation Remove-VsanIscsiLun Remove-VsanIscsiTarget Remove-vRABusinessGroup Remove-vRACustomForm Remove-vRAExternalNetworkProfile Remove-vRAGroupPrincipal Remove-vRAIcon Remove-vRANATNetworkProfile Remove-vRAPackage Remove-vRAPrincipalFromTenantRole Remove-vRAPropertyDefinition Remove-vRAPropertyGroup Remove-vRAReservation Remove-vRAReservationNetwork Remove-vRAReservationPolicy Remove-vRAReservationStorage Remove-vRARoutedNetworkProfile Remove-vRAService Remove-vRAStorageReservationPolicy Remove-vRATenant Remove-vRATenantDirectory Remove-vRAUserPrincipal Remove-vRNIApplication Remove-vRNIApplicationTier Remove-vRNIDataSource Repair-NsxEdge Repair-VsanObject Request-vRACatalogItem Request-vRAResourceAction Restart-CIVApp Restart-CIVAppGuest Restart-CIVM Restart-CIVMGuest Restart-VM Restart-VMGuest Restart-VMHost Restart-VMHostService Resume-HCXReplication Revoke-NsxSpoofguardNicApproval Save-Module Save-Package Save-Script Search-Cloud Set-AdvancedSetting Set-AlarmDefinition Set-Annotation Set-CDDrive Set-CIAccessControlRule Set-CINetworkAdapter Set-CIVApp Set-CIVAppNetwork Set-CIVAppStartRule Set-CIVAppTemplate Set-Cluster Set-CustomAttribute Set-Datacenter Set-Datastore Set-DatastoreCluster Set-DrsClusterGroup Set-DrsRule Set-DrsVMHostRule Set-FloppyDrive Set-Folder Set-HCXAppliance Set-HCXMigration Set-HCXReplication Set-HardDisk Set-IScsiHbaTarget Set-KeyManagementServer Set-KmsCluster Set-MarkdownOption Set-NetworkAdapter Set-NfsUser Set-NicTeamingPolicy Set-NodeExclusiveResources Set-NodeManager Set-NodeResourceSource Set-NodeResources Set-NsxEdge Set-NsxEdgeBgp Set-NsxEdgeFirewall Set-NsxEdgeInterface Set-NsxEdgeNat Set-NsxEdgeOspf Set-NsxEdgeRouting Set-NsxFirewallGlobalConfiguration Set-NsxFirewallRule Set-NsxFirewallSavedConfiguration Set-NsxFirewallThreshold Set-NsxLoadBalancer Set-NsxLoadBalancerPoolMember Set-NsxLogicalRouter Set-NsxLogicalRouterBgp Set-NsxLogicalRouterBridging Set-NsxLogicalRouterInterface Set-NsxLogicalRouterOspf Set-NsxLogicalRouterRouting Set-NsxManager Set-NsxManagerRole Set-NsxManagerTimeSettings Set-NsxSecurityPolicy Set-NsxSecurityPolicyFirewallRule Set-NsxSslVpn Set-OSCustomizationNicMapping Set-OSCustomizationSpec Set-Org Set-OrgNetwork Set-OrgVdc Set-OrgVdcNetwork Set-PSCurrentConfigurationNode Set-PSDefaultConfigurationDocument Set-PSMetaConfigDocInsProcessedBeforeMeta Set-PSMetaConfigVersionInfoV2 Set-PSReadLineKeyHandler Set-PSReadLineOption Set-PSRepository Set-PSTopConfigurationName Set-PackageSource Set-PowerCLIConfiguration Set-ResourcePool Set-ScsiController Set-ScsiLun Set-ScsiLunPath Set-SecurityPolicy Set-Snapshot Set-SpbmEntityConfiguration Set-SpbmStoragePolicy Set-StatInterval Set-Tag Set-TagCategory Set-Template Set-VAIOFilter Set-VApp Set-VDBlockedPolicy Set-VDPort Set-VDPortgroup Set-VDPortgroupOverridePolicy Set-VDSecurityPolicy Set-VDSwitch Set-VDTrafficShapingPolicy Set-VDUplinkLacpPolicy Set-VDUplinkTeamingPolicy Set-VDVlanConfiguration Set-VDisk Set-VIPermission Set-VIRole Set-VM Set-VMHost Set-VMHostAccount Set-VMHostAdvancedConfiguration Set-VMHostAuthentication Set-VMHostDiagnosticPartition Set-VMHostFirewallDefaultPolicy Set-VMHostFirewallException Set-VMHostFirmware Set-VMHostHba Set-VMHostModule Set-VMHostNetwork Set-VMHostNetworkAdapter Set-VMHostProfile Set-VMHostProfileImageCacheConfiguration Set-VMHostProfileStorageDeviceConfiguration Set-VMHostProfileUserConfiguration Set-VMHostProfileVmPortGroupConfiguration Set-VMHostRoute Set-VMHostService Set-VMHostSnmp Set-VMHostStartPolicy Set-VMHostStorage Set-VMHostSysLogServer Set-VMQuestion Set-VMResourceConfiguration Set-VMStartPolicy Set-VTpm Set-VirtualPortGroup Set-VirtualSwitch Set-VsanClusterConfiguration Set-VsanFaultDomain Set-VsanIscsiInitiatorGroup Set-VsanIscsiLun Set-VsanIscsiTarget Set-vRABusinessGroup Set-vRACatalogItem Set-vRACustomForm Set-vRAEntitlement Set-vRAExternalNetworkProfile Set-vRANATNetworkProfile Set-vRAReservation Set-vRAReservationNetwork Set-vRAReservationPolicy Set-vRAReservationStorage Set-vRARoutedNetworkProfile Set-vRAService Set-vRAStorageReservationPolicy Set-vRATenant Set-vRATenantDirectory Set-vRAUserPrincipal Set-vRNIDataSourceSNMPConfig Show-Markdown Start-CIVApp Start-CIVM Start-HCXMigration Start-HCXReplication Start-SpbmReplicationFailover Start-SpbmReplicationPrepareFailover Start-SpbmReplicationPromote Start-SpbmReplicationReverse Start-SpbmReplicationTestFailover Start-ThreadJob Start-VApp Start-VM Start-VMHost Start-VMHostService Start-VsanClusterDiskUpdate Start-VsanClusterRebalance Start-VsanEncryptionConfiguration Stop-CIVApp Stop-CIVAppGuest Stop-CIVM Stop-CIVMGuest Stop-SpbmReplicationTestFailover Stop-Task Stop-VApp Stop-VM Stop-VMGuest Stop-VMHost Stop-VMHostService Stop-VsanClusterRebalance Suspend-CIVApp Suspend-CIVM Suspend-HCXReplication Suspend-VM Suspend-VMGuest Suspend-VMHost Sync-SpbmReplicationGroup Test-ConflictingResources Test-HCXMigration Test-HCXReplication Test-Json Test-ModuleReloadRequired Test-MofInstanceText Test-NodeManager Test-NodeResourceSource Test-NodeResources Test-ScriptFileInfo Test-VMHostProfileCompliance Test-VMHostSnmp Test-VsanClusterHealth Test-VsanNetworkPerformance Test-VsanStoragePerformance Test-VsanVMCreation Test-vRAPackage Uninstall-Module Uninstall-Package Uninstall-Script Unlock-VM Unregister-PSRepository Unregister-PackageSource Update-ConfigurationDocumentRef Update-ConfigurationErrorCount Update-DependsOn Update-LocalConfigManager Update-Module Update-ModuleManifest Update-ModuleVersion Update-PowerNsx Update-Script Update-ScriptFileInfo Update-Tools Update-VsanHclDatabase ValidateUpdate-ConfigurationData Wait-Debugger Wait-NsxControllerJob Wait-NsxGenericJob Wait-NsxJob Wait-Task Wait-Tools Write-Information Write-Log Write-MetaConfigFile Write-NodeMOFFile",nomarkup:"-ne -eq -lt -gt -ge -le -not -like -notlike -match -notmatch -contains -notcontains -in -notin -replace"},contains:[t,e.NUMBER_MODE,n,{className:"string",variants:[{begin:/'/,end:/'/},{begin:/@'/,end:/^'@/}]},{className:"literal",begin:/\$(null|true|false)\b/},r,o]}}},FIQr:function(e){e.exports=function(e){return{keywords:{keyword:"package import option optional required repeated group oneof",built_in:"double float int32 int64 uint32 uint64 sint32 sint64 fixed32 fixed64 sfixed32 sfixed64 bool string bytes",literal:"true false"},contains:[e.QUOTE_STRING_MODE,e.NUMBER_MODE,e.C_LINE_COMMENT_MODE,{className:"class",beginKeywords:"message enum service",end:/\{/,illegal:/\n/,contains:[e.inherit(e.TITLE_MODE,{starts:{endsWithParent:!0,excludeEnd:!0}})]},{className:"function",beginKeywords:"rpc",end:/;/,excludeEnd:!0,keywords:"rpc returns"},{begin:/^\s*[A-Z_]+/,end:/\s*=/,excludeEnd:!0}]}}},FJoh:function(e){e.exports=function(e){return{aliases:["ml"],keywords:{keyword:"abstype and andalso as case datatype do else end eqtype exception fn fun functor handle if in include infix infixr let local nonfix of op open orelse raise rec sharing sig signature struct structure then type val with withtype where while",built_in:"array bool char exn int list option order real ref string substring vector unit word",literal:"true false NONE SOME LESS EQUAL GREATER nil"},illegal:/\/\/|>>/,lexemes:"[a-z_]\\w*!?",contains:[{className:"literal",begin:/\[(\|\|)?\]|\(\)/,relevance:0},e.COMMENT("\\(\\*","\\*\\)",{contains:["self"]}),{className:"symbol",begin:"'[A-Za-z_](?!')[\\w']*"},{className:"type",begin:"`[A-Z][\\w']*"},{className:"type",begin:"\\b[A-Z][\\w']*",relevance:0},{begin:"[a-z_]\\w*'[\\w']*"},e.inherit(e.APOS_STRING_MODE,{className:"string",relevance:0}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),{className:"number",begin:"\\b(0[xX][a-fA-F0-9_]+[Lln]?|0[oO][0-7_]+[Lln]?|0[bB][01_]+[Lln]?|[0-9][0-9_]*([Lln]|(\\.[0-9_]*)?([eE][-+]?[0-9_]+)?)?)",relevance:0},{begin:/[-=]>/}]}}},FNUU:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#1E1E1E",color:"#DCDCDC"},"hljs-keyword":{color:"#569CD6"},"hljs-literal":{color:"#569CD6"},"hljs-symbol":{color:"#569CD6"},"hljs-name":{color:"#569CD6"},"hljs-link":{color:"#569CD6",textDecoration:"underline"},"hljs-built_in":{color:"#4EC9B0"},"hljs-type":{color:"#4EC9B0"},"hljs-number":{color:"#B8D7A3"},"hljs-class":{color:"#B8D7A3"},"hljs-string":{color:"#D69D85"},"hljs-meta-string":{color:"#D69D85"},"hljs-regexp":{color:"#9A5334"},"hljs-template-tag":{color:"#9A5334"},"hljs-subst":{color:"#DCDCDC"},"hljs-function":{color:"#DCDCDC"},"hljs-title":{color:"#DCDCDC"},"hljs-params":{color:"#DCDCDC"},"hljs-formula":{color:"#DCDCDC"},"hljs-comment":{color:"#57A64A",fontStyle:"italic"},"hljs-quote":{color:"#57A64A",fontStyle:"italic"},"hljs-doctag":{color:"#608B4E"},"hljs-meta":{color:"#9B9B9B"},"hljs-meta-keyword":{color:"#9B9B9B"},"hljs-tag":{color:"#9B9B9B"},"hljs-variable":{color:"#BD63C5"},"hljs-template-variable":{color:"#BD63C5"},"hljs-attr":{color:"#9CDCFE"},"hljs-attribute":{color:"#9CDCFE"},"hljs-builtin-name":{color:"#9CDCFE"},"hljs-section":{color:"gold"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"},"hljs-bullet":{color:"#D7BA7D"},"hljs-selector-tag":{color:"#D7BA7D"},"hljs-selector-id":{color:"#D7BA7D"},"hljs-selector-class":{color:"#D7BA7D"},"hljs-selector-attr":{color:"#D7BA7D"},"hljs-selector-pseudo":{color:"#D7BA7D"},"hljs-addition":{backgroundColor:"#144212",display:"inline-block",width:"100%"},"hljs-deletion":{backgroundColor:"#600",display:"inline-block",width:"100%"}}},FU0U:function(e){e.exports=function(e){var t={className:"string",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:'b"',end:'"'},{begin:"b'",end:"'"},e.inherit(e.APOS_STRING_MODE,{illegal:null}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null})]},r={variants:[e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE]};return{aliases:["zep"],case_insensitive:!0,keywords:"and include_once list abstract global private echo interface as static endswitch array null if endwhile or const for endforeach self var let while isset public protected exit foreach throw elseif include __FILE__ empty require_once do xor return parent clone use __CLASS__ __LINE__ else break print eval new catch __METHOD__ case exception default die require __FUNCTION__ enddeclare final try switch continue endfor endif declare unset true false trait goto instanceof insteadof __DIR__ __NAMESPACE__ yield finally int uint long ulong char uchar double float bool boolean stringlikely unlikely",contains:[e.C_LINE_COMMENT_MODE,e.HASH_COMMENT_MODE,e.COMMENT("/\\*","\\*/",{contains:[{className:"doctag",begin:"@[A-Za-z]+"}]}),e.COMMENT("__halt_compiler.+?;",!1,{endsWithParent:!0,keywords:"__halt_compiler",lexemes:e.UNDERSCORE_IDENT_RE}),{className:"string",begin:"<<<['\"]?\\w+['\"]?$",end:"^\\w+;",contains:[e.BACKSLASH_ESCAPE]},{begin:/(::|->)+[a-zA-Z_\x7f-\xff][a-zA-Z0-9_\x7f-\xff]*/},{className:"function",beginKeywords:"function",end:/[;{]/,excludeEnd:!0,illegal:"\\$|\\[|%",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",begin:"\\(",end:"\\)",contains:["self",e.C_BLOCK_COMMENT_MODE,t,r]}]},{className:"class",beginKeywords:"class interface",end:"{",excludeEnd:!0,illegal:/[:\(\$"]/,contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"namespace",end:";",illegal:/[\.']/,contains:[e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"use",end:";",contains:[e.UNDERSCORE_TITLE_MODE]},{begin:"=>"},t,r]}}},FrfH:function(e,t,r){"use strict";(function(e){var n=r("3iWU"),o=r.n(n),a=r("WOcO"),i=r("GAEk");t.a=function(t){return e("abbr",{class:o.a.errorabbr,title:t.error.toString()},e(i.a,{icon:a.k})," ",t.children)}}).call(this,r("hosL").h)},G11e:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#282b2e",color:"#e0e2e4"},"hljs-keyword":{color:"#93c763",fontWeight:"bold"},"hljs-selector-tag":{color:"#93c763",fontWeight:"bold"},"hljs-literal":{color:"#93c763",fontWeight:"bold"},"hljs-selector-id":{color:"#93c763"},"hljs-number":{color:"#ffcd22"},"hljs-attribute":{color:"#668bb0"},"hljs-code":{color:"white"},"hljs-class .hljs-title":{color:"white"},"hljs-section":{color:"white",fontWeight:"bold"},"hljs-regexp":{color:"#d39745"},"hljs-link":{color:"#d39745"},"hljs-meta":{color:"#557182"},"hljs-tag":{color:"#8cbbad"},"hljs-name":{color:"#8cbbad",fontWeight:"bold"},"hljs-bullet":{color:"#8cbbad"},"hljs-subst":{color:"#8cbbad"},"hljs-emphasis":{color:"#8cbbad"},"hljs-type":{color:"#8cbbad",fontWeight:"bold"},"hljs-built_in":{color:"#8cbbad"},"hljs-selector-attr":{color:"#8cbbad"},"hljs-selector-pseudo":{color:"#8cbbad"},"hljs-addition":{color:"#8cbbad"},"hljs-variable":{color:"#8cbbad"},"hljs-template-tag":{color:"#8cbbad"},"hljs-template-variable":{color:"#8cbbad"},"hljs-string":{color:"#ec7600"},"hljs-symbol":{color:"#ec7600"},"hljs-comment":{color:"#818e96"},"hljs-quote":{color:"#818e96"},"hljs-deletion":{color:"#818e96"},"hljs-selector-class":{color:"#A082BD"},"hljs-doctag":{fontWeight:"bold"},"hljs-title":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"}}},GAEk:function(e,t,r){"use strict";function n(e){return(n="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(e){return typeof e}:function(e){return e&&"function"==typeof Symbol&&e.constructor===Symbol&&e!==Symbol.prototype?"symbol":typeof e})(e)}function o(e,t,r){return t in e?Object.defineProperty(e,t,{value:r,enumerable:!0,configurable:!0,writable:!0}):e[t]=r,e}function a(e,t){var r=Object.keys(e);if(Object.getOwnPropertySymbols){var n=Object.getOwnPropertySymbols(e);t&&(n=n.filter((function(t){return Object.getOwnPropertyDescriptor(e,t).enumerable}))),r.push.apply(r,n)}return r}function i(e){for(var t=1;t=0||(o[r]=e[r]);return o}(e,t);if(Object.getOwnPropertySymbols){var a=Object.getOwnPropertySymbols(e);for(n=0;n=0||Object.prototype.propertyIsEnumerable.call(e,r)&&(o[r]=e[r])}return o}function l(e){return function(e){if(Array.isArray(e)){for(var t=0,r=new Array(e.length);t0||!Array.isArray(t)&&t?o({},e,t):{}}function p(e){var t=e.forwardedRef,r=s(e,["forwardedRef"]),n=r.mask,a=r.symbol,c=r.className,_=r.title,g=r.titleId,f=d(r.icon),E=u("classes",[].concat(l(function(e){var t,r=e.flip,n=e.size,a=e.rotation,i=e.pull,s=(o(t={"fa-spin":e.spin,"fa-pulse":e.pulse,"fa-fw":e.fixedWidth,"fa-inverse":e.inverse,"fa-border":e.border,"fa-li":e.listItem,"fa-flip-horizontal":"horizontal"===r||"both"===r,"fa-flip-vertical":"vertical"===r||"both"===r},"fa-".concat(n),null!=n),o(t,"fa-rotate-".concat(a),null!=a&&0!==a),o(t,"fa-pull-".concat(i),null!=i),o(t,"fa-swap-opacity",e.swapOpacity),t);return Object.keys(s).map((function(e){return s[e]?e:null})).filter((function(e){return e}))}(r)),l(c.split(" ")))),S=u("transform","string"==typeof r.transform?m.b.transform(r.transform):r.transform),T=u("mask",d(n)),v=Object(m.a)(f,i({},E,{},S,{},T,{symbol:a,title:_,titleId:g}));if(!v)return function(){var e;!b&&console&&"function"==typeof console.error&&(e=console).error.apply(e,arguments)}("Could not find icon",f),null;var C=v.abstract,y={ref:t};return Object.keys(r).forEach((function(e){p.defaultProps.hasOwnProperty(e)||(y[e]=r[e])})),h(C[0],y)}r.d(t,"a",(function(){return p}));var m=r("X7+o"),g=r("W0B4"),f=r.n(g),E=r("l8WD"),b=!1;try{b=!0}catch(e){}p.displayName="FontAwesomeIcon",p.propTypes={border:f.a.bool,className:f.a.string,mask:f.a.oneOfType([f.a.object,f.a.array,f.a.string]),fixedWidth:f.a.bool,inverse:f.a.bool,flip:f.a.oneOf(["horizontal","vertical","both"]),icon:f.a.oneOfType([f.a.object,f.a.array,f.a.string]),listItem:f.a.bool,pull:f.a.oneOf(["right","left"]),pulse:f.a.bool,rotation:f.a.oneOf([0,90,180,270]),size:f.a.oneOf(["lg","xs","sm","1x","2x","3x","4x","5x","6x","7x","8x","9x","10x"]),spin:f.a.bool,symbol:f.a.oneOfType([f.a.bool,f.a.string]),title:f.a.string,transform:f.a.oneOfType([f.a.string,f.a.object]),swapOpacity:f.a.bool},p.defaultProps={border:!1,className:"",mask:null,fixedWidth:!1,inverse:!1,flip:null,icon:null,listItem:!1,pull:null,pulse:!1,rotation:null,size:null,spin:!1,symbol:!1,title:"",transform:null,swapOpacity:!1};var h=function e(t,r){var n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:{};if("string"==typeof r)return r;var o=(r.children||[]).map((function(r){return e(t,r)})),a=Object.keys(r.attributes||{}).reduce((function(e,t){var n=r.attributes[t];switch(t){case"class":e.attrs.className=n,delete r.attributes.class;break;case"style":e.attrs.style=_(n);break;default:0===t.indexOf("aria-")||0===t.indexOf("data-")?e.attrs[t.toLowerCase()]=n:e.attrs[c(t)]=n}return e}),{attrs:{}}),d=n.style,u=void 0===d?{}:d,p=s(n,["style"]);return a.attrs.style=i({},a.attrs.style,{},u),t.apply(void 0,[r.tag,i({},a.attrs,{},p)].concat(l(o)))}.bind(null,E.a.createElement)},GWTn:function(e){e.exports=function(e){return{keywords:{literal:"true false null",keyword:"byte short char int long boolean float double void def as in assert trait super this abstract static volatile transient public private protected synchronized final class interface enum if else for while switch case break default continue throw throws try catch finally implements extends new import package return instanceof"},contains:[e.COMMENT("/\\*\\*","\\*/",{relevance:0,contains:[{begin:/\w+@/,relevance:0},{className:"doctag",begin:"@[A-Za-z]+"}]}),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"string",begin:'"""',end:'"""'},{className:"string",begin:"'''",end:"'''"},{className:"string",begin:"\\$/",end:"/\\$",relevance:10},e.APOS_STRING_MODE,{className:"regexp",begin:/~?\/[^\/\n]+\//,contains:[e.BACKSLASH_ESCAPE]},e.QUOTE_STRING_MODE,{className:"meta",begin:"^#!/usr/bin/env",end:"$",illegal:"\n"},e.BINARY_NUMBER_MODE,{className:"class",beginKeywords:"class interface trait enum",end:"{",illegal:":",contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]},e.C_NUMBER_MODE,{className:"meta",begin:"@[A-Za-z]+"},{className:"string",begin:/[^\?]{0}[A-Za-z0-9_$]+ *:/},{begin:/\?/,end:/\:/},{className:"symbol",begin:"^\\s*[A-Za-z0-9_$]+:",relevance:0}],illegal:/#|<\//}}},Gcgz:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#8d8687"},"hljs-quote":{color:"#8d8687"},"hljs-variable":{color:"#ef6155"},"hljs-template-variable":{color:"#ef6155"},"hljs-tag":{color:"#ef6155"},"hljs-name":{color:"#ef6155"},"hljs-selector-id":{color:"#ef6155"},"hljs-selector-class":{color:"#ef6155"},"hljs-regexp":{color:"#ef6155"},"hljs-link":{color:"#ef6155"},"hljs-meta":{color:"#ef6155"},"hljs-number":{color:"#f99b15"},"hljs-built_in":{color:"#f99b15"},"hljs-builtin-name":{color:"#f99b15"},"hljs-literal":{color:"#f99b15"},"hljs-type":{color:"#f99b15"},"hljs-params":{color:"#f99b15"},"hljs-deletion":{color:"#f99b15"},"hljs-title":{color:"#fec418"},"hljs-section":{color:"#fec418"},"hljs-attribute":{color:"#fec418"},"hljs-string":{color:"#48b685"},"hljs-symbol":{color:"#48b685"},"hljs-bullet":{color:"#48b685"},"hljs-addition":{color:"#48b685"},"hljs-keyword":{color:"#815ba4"},"hljs-selector-tag":{color:"#815ba4"},hljs:{display:"block",overflowX:"auto",background:"#2f1e2e",color:"#a39e9b",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},GgUT:function(e){e.exports=function(e){return{contains:[e.HASH_COMMENT_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{begin:e.UNDERSCORE_IDENT_RE,lexemes:e.UNDERSCORE_IDENT_RE,keywords:{name:"for in while repeat until if then else",symbol:"bernoulli bernoulli_logit binomial binomial_logit beta_binomial hypergeometric categorical categorical_logit ordered_logistic neg_binomial neg_binomial_2 neg_binomial_2_log poisson poisson_log multinomial normal exp_mod_normal skew_normal student_t cauchy double_exponential logistic gumbel lognormal chi_square inv_chi_square scaled_inv_chi_square exponential inv_gamma weibull frechet rayleigh wiener pareto pareto_type_2 von_mises uniform multi_normal multi_normal_prec multi_normal_cholesky multi_gp multi_gp_cholesky multi_student_t gaussian_dlm_obs dirichlet lkj_corr lkj_corr_cholesky wishart inv_wishart","selector-tag":"int real vector simplex unit_vector ordered positive_ordered row_vector matrix cholesky_factor_corr cholesky_factor_cov corr_matrix cov_matrix",title:"functions model data parameters quantities transformed generated",literal:"true false"},relevance:0},{className:"number",begin:"0[xX][0-9a-fA-F]+[Li]?\\b",relevance:0},{className:"number",begin:"0[xX][0-9a-fA-F]+[Li]?\\b",relevance:0},{className:"number",begin:"\\d+(?:[eE][+\\-]?\\d*)?L\\b",relevance:0},{className:"number",begin:"\\d+\\.(?!\\d)(?:i\\b)?",relevance:0},{className:"number",begin:"\\d+(?:\\.\\d*)?(?:[eE][+\\-]?\\d*)?i?\\b",relevance:0},{className:"number",begin:"\\.\\d+(?:[eE][+\\-]?\\d*)?i?\\b",relevance:0}]}}},GiAl:function(e){e.exports=function(e){var t={className:"number",begin:e.C_NUMBER_RE};return{illegal:":",contains:[{className:"string",begin:'"',end:'"',contains:[{className:"subst",begin:/\\[tn"\\]/}]},{className:"comment",variants:[e.COMMENT("//","$"),e.COMMENT("/\\*","\\*/")]},t,{className:"section",variants:[{begin:"\\b(?:state|default)\\b"},{begin:"\\b(?:state_(?:entry|exit)|touch(?:_(?:start|end))?|(?:land_)?collision(?:_(?:start|end))?|timer|listen|(?:no_)?sensor|control|(?:not_)?at_(?:rot_)?target|money|email|experience_permissions(?:_denied)?|run_time_permissions|changed|attach|dataserver|moving_(?:start|end)|link_message|(?:on|object)_rez|remote_data|http_re(?:sponse|quest)|path_update|transaction_result)\\b"}]},{className:"built_in",begin:"\\b(?:ll(?:AgentInExperience|(?:Create|DataSize|Delete|KeyCount|Keys|Read|Update)KeyValue|GetExperience(?:Details|ErrorMessage)|ReturnObjectsBy(?:ID|Owner)|Json(?:2List|[GS]etValue|ValueType)|Sin|Cos|Tan|Atan2|Sqrt|Pow|Abs|Fabs|Frand|Floor|Ceil|Round|Vec(?:Mag|Norm|Dist)|Rot(?:Between|2(?:Euler|Fwd|Left|Up))|(?:Euler|Axes)2Rot|Whisper|(?:Region|Owner)?Say|Shout|Listen(?:Control|Remove)?|Sensor(?:Repeat|Remove)?|Detected(?:Name|Key|Owner|Type|Pos|Vel|Grab|Rot|Group|LinkNumber)|Die|Ground|Wind|(?:[GS]et)(?:AnimationOverride|MemoryLimit|PrimMediaParams|ParcelMusicURL|Object(?:Desc|Name)|PhysicsMaterial|Status|Scale|Color|Alpha|Texture|Pos|Rot|Force|Torque)|ResetAnimationOverride|(?:Scale|Offset|Rotate)Texture|(?:Rot)?Target(?:Remove)?|(?:Stop)?MoveToTarget|Apply(?:Rotational)?Impulse|Set(?:KeyframedMotion|ContentType|RegionPos|(?:Angular)?Velocity|Buoyancy|HoverHeight|ForceAndTorque|TimerEvent|ScriptState|Damage|TextureAnim|Sound(?:Queueing|Radius)|Vehicle(?:Type|(?:Float|Vector|Rotation)Param)|(?:Touch|Sit)?Text|Camera(?:Eye|At)Offset|PrimitiveParams|ClickAction|Link(?:Alpha|Color|PrimitiveParams(?:Fast)?|Texture(?:Anim)?|Camera|Media)|RemoteScriptAccessPin|PayPrice|LocalRot)|ScaleByFactor|Get(?:(?:Max|Min)ScaleFactor|ClosestNavPoint|StaticPath|SimStats|Env|PrimitiveParams|Link(?:PrimitiveParams|Number(?:OfSides)?|Key|Name|Media)|HTTPHeader|FreeURLs|Object(?:Details|PermMask|PrimCount)|Parcel(?:MaxPrims|Details|Prim(?:Count|Owners))|Attached(?:List)?|(?:SPMax|Free|Used)Memory|Region(?:Name|TimeDilation|FPS|Corner|AgentCount)|Root(?:Position|Rotation)|UnixTime|(?:Parcel|Region)Flags|(?:Wall|GMT)clock|SimulatorHostname|BoundingBox|GeometricCenter|Creator|NumberOf(?:Prims|NotecardLines|Sides)|Animation(?:List)?|(?:Camera|Local)(?:Pos|Rot)|Vel|Accel|Omega|Time(?:stamp|OfDay)|(?:Object|CenterOf)?Mass|MassMKS|Energy|Owner|(?:Owner)?Key|SunDirection|Texture(?:Offset|Scale|Rot)|Inventory(?:Number|Name|Key|Type|Creator|PermMask)|Permissions(?:Key)?|StartParameter|List(?:Length|EntryType)|Date|Agent(?:Size|Info|Language|List)|LandOwnerAt|NotecardLine|Script(?:Name|State))|(?:Get|Reset|GetAndReset)Time|PlaySound(?:Slave)?|LoopSound(?:Master|Slave)?|(?:Trigger|Stop|Preload)Sound|(?:(?:Get|Delete)Sub|Insert)String|To(?:Upper|Lower)|Give(?:InventoryList|Money)|RezObject|(?:Stop)?LookAt|Sleep|CollisionFilter|(?:Take|Release)Controls|DetachFromAvatar|AttachToAvatar(?:Temp)?|InstantMessage|(?:GetNext)?Email|StopHover|MinEventDelay|RotLookAt|String(?:Length|Trim)|(?:Start|Stop)Animation|TargetOmega|Request(?:Experience)?Permissions|(?:Create|Break)Link|BreakAllLinks|(?:Give|Remove)Inventory|Water|PassTouches|Request(?:Agent|Inventory)Data|TeleportAgent(?:Home|GlobalCoords)?|ModifyLand|CollisionSound|ResetScript|MessageLinked|PushObject|PassCollisions|AxisAngle2Rot|Rot2(?:Axis|Angle)|A(?:cos|sin)|AngleBetween|AllowInventoryDrop|SubStringIndex|List2(?:CSV|Integer|Json|Float|String|Key|Vector|Rot|List(?:Strided)?)|DeleteSubList|List(?:Statistics|Sort|Randomize|(?:Insert|Find|Replace)List)|EdgeOfWorld|AdjustSoundVolume|Key2Name|TriggerSoundLimited|EjectFromLand|(?:CSV|ParseString)2List|OverMyLand|SameGroup|UnSit|Ground(?:Slope|Normal|Contour)|GroundRepel|(?:Set|Remove)VehicleFlags|(?:AvatarOn)?(?:Link)?SitTarget|Script(?:Danger|Profiler)|Dialog|VolumeDetect|ResetOtherScript|RemoteLoadScriptPin|(?:Open|Close)RemoteDataChannel|SendRemoteData|RemoteDataReply|(?:Integer|String)ToBase64|XorBase64|Log(?:10)?|Base64To(?:String|Integer)|ParseStringKeepNulls|RezAtRoot|RequestSimulatorData|ForceMouselook|(?:Load|Release|(?:E|Une)scape)URL|ParcelMedia(?:CommandList|Query)|ModPow|MapDestination|(?:RemoveFrom|AddTo|Reset)Land(?:Pass|Ban)List|(?:Set|Clear)CameraParams|HTTP(?:Request|Response)|TextBox|DetectedTouch(?:UV|Face|Pos|(?:N|Bin)ormal|ST)|(?:MD5|SHA1|DumpList2)String|Request(?:Secure)?URL|Clear(?:Prim|Link)Media|(?:Link)?ParticleSystem|(?:Get|Request)(?:Username|DisplayName)|RegionSayTo|CastRay|GenerateKey|TransferLindenDollars|ManageEstateAccess|(?:Create|Delete)Character|ExecCharacterCmd|Evade|FleeFrom|NavigateTo|PatrolPoints|Pursue|UpdateCharacter|WanderWithin))\\b"},{className:"literal",variants:[{begin:"\\b(?:PI|TWO_PI|PI_BY_TWO|DEG_TO_RAD|RAD_TO_DEG|SQRT2)\\b"},{begin:"\\b(?:XP_ERROR_(?:EXPERIENCES_DISABLED|EXPERIENCE_(?:DISABLED|SUSPENDED)|INVALID_(?:EXPERIENCE|PARAMETERS)|KEY_NOT_FOUND|MATURITY_EXCEEDED|NONE|NOT_(?:FOUND|PERMITTED(?:_LAND)?)|NO_EXPERIENCE|QUOTA_EXCEEDED|RETRY_UPDATE|STORAGE_EXCEPTION|STORE_DISABLED|THROTTLED|UNKNOWN_ERROR)|JSON_APPEND|STATUS_(?:PHYSICS|ROTATE_[XYZ]|PHANTOM|SANDBOX|BLOCK_GRAB(?:_OBJECT)?|(?:DIE|RETURN)_AT_EDGE|CAST_SHADOWS|OK|MALFORMED_PARAMS|TYPE_MISMATCH|BOUNDS_ERROR|NOT_(?:FOUND|SUPPORTED)|INTERNAL_ERROR|WHITELIST_FAILED)|AGENT(?:_(?:BY_(?:LEGACY_|USER)NAME|FLYING|ATTACHMENTS|SCRIPTED|MOUSELOOK|SITTING|ON_OBJECT|AWAY|WALKING|IN_AIR|TYPING|CROUCHING|BUSY|ALWAYS_RUN|AUTOPILOT|LIST_(?:PARCEL(?:_OWNER)?|REGION)))?|CAMERA_(?:PITCH|DISTANCE|BEHINDNESS_(?:ANGLE|LAG)|(?:FOCUS|POSITION)(?:_(?:THRESHOLD|LOCKED|LAG))?|FOCUS_OFFSET|ACTIVE)|ANIM_ON|LOOP|REVERSE|PING_PONG|SMOOTH|ROTATE|SCALE|ALL_SIDES|LINK_(?:ROOT|SET|ALL_(?:OTHERS|CHILDREN)|THIS)|ACTIVE|PASS(?:IVE|_(?:ALWAYS|IF_NOT_HANDLED|NEVER))|SCRIPTED|CONTROL_(?:FWD|BACK|(?:ROT_)?(?:LEFT|RIGHT)|UP|DOWN|(?:ML_)?LBUTTON)|PERMISSION_(?:RETURN_OBJECTS|DEBIT|OVERRIDE_ANIMATIONS|SILENT_ESTATE_MANAGEMENT|TAKE_CONTROLS|TRIGGER_ANIMATION|ATTACH|CHANGE_LINKS|(?:CONTROL|TRACK)_CAMERA|TELEPORT)|INVENTORY_(?:TEXTURE|SOUND|OBJECT|SCRIPT|LANDMARK|CLOTHING|NOTECARD|BODYPART|ANIMATION|GESTURE|ALL|NONE)|CHANGED_(?:INVENTORY|COLOR|SHAPE|SCALE|TEXTURE|LINK|ALLOWED_DROP|OWNER|REGION(?:_START)?|TELEPORT|MEDIA)|OBJECT_(?:CLICK_ACTION|HOVER_HEIGHT|LAST_OWNER_ID|(?:PHYSICS|SERVER|STREAMING)_COST|UNKNOWN_DETAIL|CHARACTER_TIME|PHANTOM|PHYSICS|TEMP_ON_REZ|NAME|DESC|POS|PRIM_(?:COUNT|EQUIVALENCE)|RETURN_(?:PARCEL(?:_OWNER)?|REGION)|REZZER_KEY|ROO?T|VELOCITY|OMEGA|OWNER|GROUP|CREATOR|ATTACHED_POINT|RENDER_WEIGHT|(?:BODY_SHAPE|PATHFINDING)_TYPE|(?:RUNNING|TOTAL)_SCRIPT_COUNT|TOTAL_INVENTORY_COUNT|SCRIPT_(?:MEMORY|TIME))|TYPE_(?:INTEGER|FLOAT|STRING|KEY|VECTOR|ROTATION|INVALID)|(?:DEBUG|PUBLIC)_CHANNEL|ATTACH_(?:AVATAR_CENTER|CHEST|HEAD|BACK|PELVIS|MOUTH|CHIN|NECK|NOSE|BELLY|[LR](?:SHOULDER|HAND|FOOT|EAR|EYE|[UL](?:ARM|LEG)|HIP)|(?:LEFT|RIGHT)_PEC|HUD_(?:CENTER_[12]|TOP_(?:RIGHT|CENTER|LEFT)|BOTTOM(?:_(?:RIGHT|LEFT))?)|[LR]HAND_RING1|TAIL_(?:BASE|TIP)|[LR]WING|FACE_(?:JAW|[LR]EAR|[LR]EYE|TOUNGE)|GROIN|HIND_[LR]FOOT)|LAND_(?:LEVEL|RAISE|LOWER|SMOOTH|NOISE|REVERT)|DATA_(?:ONLINE|NAME|BORN|SIM_(?:POS|STATUS|RATING)|PAYINFO)|PAYMENT_INFO_(?:ON_FILE|USED)|REMOTE_DATA_(?:CHANNEL|REQUEST|REPLY)|PSYS_(?:PART_(?:BF_(?:ZERO|ONE(?:_MINUS_(?:DEST_COLOR|SOURCE_(ALPHA|COLOR)))?|DEST_COLOR|SOURCE_(ALPHA|COLOR))|BLEND_FUNC_(DEST|SOURCE)|FLAGS|(?:START|END)_(?:COLOR|ALPHA|SCALE|GLOW)|MAX_AGE|(?:RIBBON|WIND|INTERP_(?:COLOR|SCALE)|BOUNCE|FOLLOW_(?:SRC|VELOCITY)|TARGET_(?:POS|LINEAR)|EMISSIVE)_MASK)|SRC_(?:MAX_AGE|PATTERN|ANGLE_(?:BEGIN|END)|BURST_(?:RATE|PART_COUNT|RADIUS|SPEED_(?:MIN|MAX))|ACCEL|TEXTURE|TARGET_KEY|OMEGA|PATTERN_(?:DROP|EXPLODE|ANGLE(?:_CONE(?:_EMPTY)?)?)))|VEHICLE_(?:REFERENCE_FRAME|TYPE_(?:NONE|SLED|CAR|BOAT|AIRPLANE|BALLOON)|(?:LINEAR|ANGULAR)_(?:FRICTION_TIMESCALE|MOTOR_DIRECTION)|LINEAR_MOTOR_OFFSET|HOVER_(?:HEIGHT|EFFICIENCY|TIMESCALE)|BUOYANCY|(?:LINEAR|ANGULAR)_(?:DEFLECTION_(?:EFFICIENCY|TIMESCALE)|MOTOR_(?:DECAY_)?TIMESCALE)|VERTICAL_ATTRACTION_(?:EFFICIENCY|TIMESCALE)|BANKING_(?:EFFICIENCY|MIX|TIMESCALE)|FLAG_(?:NO_DEFLECTION_UP|LIMIT_(?:ROLL_ONLY|MOTOR_UP)|HOVER_(?:(?:WATER|TERRAIN|UP)_ONLY|GLOBAL_HEIGHT)|MOUSELOOK_(?:STEER|BANK)|CAMERA_DECOUPLED))|PRIM_(?:ALPHA_MODE(?:_(?:BLEND|EMISSIVE|MASK|NONE))?|NORMAL|SPECULAR|TYPE(?:_(?:BOX|CYLINDER|PRISM|SPHERE|TORUS|TUBE|RING|SCULPT))?|HOLE_(?:DEFAULT|CIRCLE|SQUARE|TRIANGLE)|MATERIAL(?:_(?:STONE|METAL|GLASS|WOOD|FLESH|PLASTIC|RUBBER))?|SHINY_(?:NONE|LOW|MEDIUM|HIGH)|BUMP_(?:NONE|BRIGHT|DARK|WOOD|BARK|BRICKS|CHECKER|CONCRETE|TILE|STONE|DISKS|GRAVEL|BLOBS|SIDING|LARGETILE|STUCCO|SUCTION|WEAVE)|TEXGEN_(?:DEFAULT|PLANAR)|SCULPT_(?:TYPE_(?:SPHERE|TORUS|PLANE|CYLINDER|MASK)|FLAG_(?:MIRROR|INVERT))|PHYSICS(?:_(?:SHAPE_(?:CONVEX|NONE|PRIM|TYPE)))?|(?:POS|ROT)_LOCAL|SLICE|TEXT|FLEXIBLE|POINT_LIGHT|TEMP_ON_REZ|PHANTOM|POSITION|SIZE|ROTATION|TEXTURE|NAME|OMEGA|DESC|LINK_TARGET|COLOR|BUMP_SHINY|FULLBRIGHT|TEXGEN|GLOW|MEDIA_(?:ALT_IMAGE_ENABLE|CONTROLS|(?:CURRENT|HOME)_URL|AUTO_(?:LOOP|PLAY|SCALE|ZOOM)|FIRST_CLICK_INTERACT|(?:WIDTH|HEIGHT)_PIXELS|WHITELIST(?:_ENABLE)?|PERMS_(?:INTERACT|CONTROL)|PARAM_MAX|CONTROLS_(?:STANDARD|MINI)|PERM_(?:NONE|OWNER|GROUP|ANYONE)|MAX_(?:URL_LENGTH|WHITELIST_(?:SIZE|COUNT)|(?:WIDTH|HEIGHT)_PIXELS)))|MASK_(?:BASE|OWNER|GROUP|EVERYONE|NEXT)|PERM_(?:TRANSFER|MODIFY|COPY|MOVE|ALL)|PARCEL_(?:MEDIA_COMMAND_(?:STOP|PAUSE|PLAY|LOOP|TEXTURE|URL|TIME|AGENT|UNLOAD|AUTO_ALIGN|TYPE|SIZE|DESC|LOOP_SET)|FLAG_(?:ALLOW_(?:FLY|(?:GROUP_)?SCRIPTS|LANDMARK|TERRAFORM|DAMAGE|CREATE_(?:GROUP_)?OBJECTS)|USE_(?:ACCESS_(?:GROUP|LIST)|BAN_LIST|LAND_PASS_LIST)|LOCAL_SOUND_ONLY|RESTRICT_PUSHOBJECT|ALLOW_(?:GROUP|ALL)_OBJECT_ENTRY)|COUNT_(?:TOTAL|OWNER|GROUP|OTHER|SELECTED|TEMP)|DETAILS_(?:NAME|DESC|OWNER|GROUP|AREA|ID|SEE_AVATARS))|LIST_STAT_(?:MAX|MIN|MEAN|MEDIAN|STD_DEV|SUM(?:_SQUARES)?|NUM_COUNT|GEOMETRIC_MEAN|RANGE)|PAY_(?:HIDE|DEFAULT)|REGION_FLAG_(?:ALLOW_DAMAGE|FIXED_SUN|BLOCK_TERRAFORM|SANDBOX|DISABLE_(?:COLLISIONS|PHYSICS)|BLOCK_FLY|ALLOW_DIRECT_TELEPORT|RESTRICT_PUSHOBJECT)|HTTP_(?:METHOD|MIMETYPE|BODY_(?:MAXLENGTH|TRUNCATED)|CUSTOM_HEADER|PRAGMA_NO_CACHE|VERBOSE_THROTTLE|VERIFY_CERT)|STRING_(?:TRIM(?:_(?:HEAD|TAIL))?)|CLICK_ACTION_(?:NONE|TOUCH|SIT|BUY|PAY|OPEN(?:_MEDIA)?|PLAY|ZOOM)|TOUCH_INVALID_FACE|PROFILE_(?:NONE|SCRIPT_MEMORY)|RC_(?:DATA_FLAGS|DETECT_PHANTOM|GET_(?:LINK_NUM|NORMAL|ROOT_KEY)|MAX_HITS|REJECT_(?:TYPES|AGENTS|(?:NON)?PHYSICAL|LAND))|RCERR_(?:CAST_TIME_EXCEEDED|SIM_PERF_LOW|UNKNOWN)|ESTATE_ACCESS_(?:ALLOWED_(?:AGENT|GROUP)_(?:ADD|REMOVE)|BANNED_AGENT_(?:ADD|REMOVE))|DENSITY|FRICTION|RESTITUTION|GRAVITY_MULTIPLIER|KFM_(?:COMMAND|CMD_(?:PLAY|STOP|PAUSE)|MODE|FORWARD|LOOP|PING_PONG|REVERSE|DATA|ROTATION|TRANSLATION)|ERR_(?:GENERIC|PARCEL_PERMISSIONS|MALFORMED_PARAMS|RUNTIME_PERMISSIONS|THROTTLED)|CHARACTER_(?:CMD_(?:(?:SMOOTH_)?STOP|JUMP)|DESIRED_(?:TURN_)?SPEED|RADIUS|STAY_WITHIN_PARCEL|LENGTH|ORIENTATION|ACCOUNT_FOR_SKIPPED_FRAMES|AVOIDANCE_MODE|TYPE(?:_(?:[ABCD]|NONE))?|MAX_(?:DECEL|TURN_RADIUS|(?:ACCEL|SPEED)))|PURSUIT_(?:OFFSET|FUZZ_FACTOR|GOAL_TOLERANCE|INTERCEPT)|REQUIRE_LINE_OF_SIGHT|FORCE_DIRECT_PATH|VERTICAL|HORIZONTAL|AVOID_(?:CHARACTERS|DYNAMIC_OBSTACLES|NONE)|PU_(?:EVADE_(?:HIDDEN|SPOTTED)|FAILURE_(?:DYNAMIC_PATHFINDING_DISABLED|INVALID_(?:GOAL|START)|NO_(?:NAVMESH|VALID_DESTINATION)|OTHER|TARGET_GONE|(?:PARCEL_)?UNREACHABLE)|(?:GOAL|SLOWDOWN_DISTANCE)_REACHED)|TRAVERSAL_TYPE(?:_(?:FAST|NONE|SLOW))?|CONTENT_TYPE_(?:ATOM|FORM|HTML|JSON|LLSD|RSS|TEXT|XHTML|XML)|GCNP_(?:RADIUS|STATIC)|(?:PATROL|WANDER)_PAUSE_AT_WAYPOINTS|OPT_(?:AVATAR|CHARACTER|EXCLUSION_VOLUME|LEGACY_LINKSET|MATERIAL_VOLUME|OTHER|STATIC_OBSTACLE|WALKABLE)|SIM_STAT_PCT_CHARS_STEPPED)\\b"},{begin:"\\b(?:FALSE|TRUE)\\b"},{begin:"\\b(?:ZERO_ROTATION)\\b"},{begin:"\\b(?:EOF|JSON_(?:ARRAY|DELETE|FALSE|INVALID|NULL|NUMBER|OBJECT|STRING|TRUE)|NULL_KEY|TEXTURE_(?:BLANK|DEFAULT|MEDIA|PLYWOOD|TRANSPARENT)|URL_REQUEST_(?:GRANTED|DENIED))\\b"},{begin:"\\b(?:ZERO_VECTOR|TOUCH_INVALID_(?:TEXCOORD|VECTOR))\\b"}]},{className:"type",begin:"\\b(?:integer|float|string|key|vector|quaternion|rotation|list)\\b"}]}}},GjFO:function(e,t,r){"use strict";(function(e){var n=r("mbOI"),o=r("GAEk"),a=r("WOcO"),i=(r("Y3FI"),r("QRet"));t.a=function(t){const r=Object(i.b)(n.h),s=Object(i.b)(n.o),[l,c]=Object(i.j)(!0);return"/"===r?null:void 0!==window.print&&l?e(n.r,{color:n.e.CYAN},"Per stampare: ",e("button",{onClick:function(){"White"===s?t.setLatexColor("Black"):"Black"===s&&t.setLatexColor("White")}},e(o.a,{icon:a.b})," Inverti colore formule")," ",e(o.a,{icon:a.e})," ",e("button",{disabled:!0},e(o.a,{icon:a.g})," Aspetta che cambino tutte colore")," ",e(o.a,{icon:a.e})," ",e("button",{onClick:function(){try{window.print()}catch(e){c(!1)}}},e(o.a,{icon:a.r})," Stampa")):e(n.r,{color:n.e.ORANGE},e(o.a,{icon:a.l})," Le funzionalità di stampa non sembra essere supportata su questo browser.")}}).call(this,r("hosL").h)},GsKg:function(e){e.exports=function(e){return{keywords:{keyword:"BufferedReader PVector PFont PImage PGraphics HashMap boolean byte char color double float int long String Array FloatDict FloatList IntDict IntList JSONArray JSONObject Object StringDict StringList Table TableRow XML false synchronized int abstract float private char boolean static null if const for true while long throw strictfp finally protected import native final return void enum else break transient new catch instanceof byte super volatile case assert short package default double public try this switch continue throws protected public private",literal:"P2D P3D HALF_PI PI QUARTER_PI TAU TWO_PI",title:"setup draw",built_in:"displayHeight displayWidth mouseY mouseX mousePressed pmouseX pmouseY key keyCode pixels focused frameCount frameRate height width size createGraphics beginDraw createShape loadShape PShape arc ellipse line point quad rect triangle bezier bezierDetail bezierPoint bezierTangent curve curveDetail curvePoint curveTangent curveTightness shape shapeMode beginContour beginShape bezierVertex curveVertex endContour endShape quadraticVertex vertex ellipseMode noSmooth rectMode smooth strokeCap strokeJoin strokeWeight mouseClicked mouseDragged mouseMoved mousePressed mouseReleased mouseWheel keyPressed keyPressedkeyReleased keyTyped print println save saveFrame day hour millis minute month second year background clear colorMode fill noFill noStroke stroke alpha blue brightness color green hue lerpColor red saturation modelX modelY modelZ screenX screenY screenZ ambient emissive shininess specular add createImage beginCamera camera endCamera frustum ortho perspective printCamera printProjection cursor frameRate noCursor exit loop noLoop popStyle pushStyle redraw binary boolean byte char float hex int str unbinary unhex join match matchAll nf nfc nfp nfs split splitTokens trim append arrayCopy concat expand reverse shorten sort splice subset box sphere sphereDetail createInput createReader loadBytes loadJSONArray loadJSONObject loadStrings loadTable loadXML open parseXML saveTable selectFolder selectInput beginRaw beginRecord createOutput createWriter endRaw endRecord PrintWritersaveBytes saveJSONArray saveJSONObject saveStream saveStrings saveXML selectOutput popMatrix printMatrix pushMatrix resetMatrix rotate rotateX rotateY rotateZ scale shearX shearY translate ambientLight directionalLight lightFalloff lights lightSpecular noLights normal pointLight spotLight image imageMode loadImage noTint requestImage tint texture textureMode textureWrap blend copy filter get loadPixels set updatePixels blendMode loadShader PShaderresetShader shader createFont loadFont text textFont textAlign textLeading textMode textSize textWidth textAscent textDescent abs ceil constrain dist exp floor lerp log mag map max min norm pow round sq sqrt acos asin atan atan2 cos degrees radians sin tan noise noiseDetail noiseSeed random randomGaussian randomSeed"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE]}}},H53G:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"white",color:"black"},"hljs-string":{color:"#888"},"hljs-variable":{color:"#888"},"hljs-template-variable":{color:"#888"},"hljs-symbol":{color:"#888"},"hljs-bullet":{color:"#888"},"hljs-section":{color:"#888",fontWeight:"bold"},"hljs-addition":{color:"#888"},"hljs-attribute":{color:"#888"},"hljs-link":{color:"#888"},"hljs-comment":{color:"#ccc"},"hljs-quote":{color:"#ccc"},"hljs-meta":{color:"#ccc"},"hljs-deletion":{color:"#ccc"},"hljs-keyword":{fontWeight:"bold"},"hljs-selector-tag":{fontWeight:"bold"},"hljs-name":{fontWeight:"bold"},"hljs-type":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},H5wA:function(e){e.exports=function(){return{contains:[{className:"meta",begin:/^([\w.-]+|\s*#_)?=>/,starts:{end:/$/,subLanguage:"clojure"}}]}}},H73q:function(e){e.exports=function(e){return{aliases:["sas","SAS"],case_insensitive:!0,keywords:{literal:"null missing _all_ _automatic_ _character_ _infile_ _n_ _name_ _null_ _numeric_ _user_ _webout_",meta:"do if then else end until while abort array attrib by call cards cards4 catname continue datalines datalines4 delete delim delimiter display dm drop endsas error file filename footnote format goto in infile informat input keep label leave length libname link list lostcard merge missing modify options output out page put redirect remove rename replace retain return select set skip startsas stop title update waitsas where window x systask add and alter as cascade check create delete describe distinct drop foreign from group having index insert into in key like message modify msgtype not null on or order primary references reset restrict select set table unique update validate view where"},contains:[{className:"keyword",begin:/^\s*(proc [\w\d_]+|data|run|quit)[\s\;]/},{className:"variable",begin:/\&[a-zA-Z_\&][a-zA-Z0-9_]*\.?/},{className:"emphasis",begin:/^\s*datalines|cards.*;/,end:/^\s*;\s*$/},{className:"built_in",begin:"%(bquote|nrbquote|cmpres|qcmpres|compstor|datatyp|display|do|else|end|eval|global|goto|if|index|input|keydef|label|left|length|let|local|lowcase|macro|mend|nrbquote|nrquote|nrstr|put|qcmpres|qleft|qlowcase|qscan|qsubstr|qsysfunc|qtrim|quote|qupcase|scan|str|substr|superq|syscall|sysevalf|sysexec|sysfunc|sysget|syslput|sysprod|sysrc|sysrput|then|to|trim|unquote|until|upcase|verify|while|window)"},{className:"name",begin:/%[a-zA-Z_][a-zA-Z_0-9]*/},{className:"meta",begin:"[^%](abs|addr|airy|arcos|arsin|atan|attrc|attrn|band|betainv|blshift|bnot|bor|brshift|bxor|byte|cdf|ceil|cexist|cinv|close|cnonct|collate|compbl|compound|compress|cos|cosh|css|curobs|cv|daccdb|daccdbsl|daccsl|daccsyd|dacctab|dairy|date|datejul|datepart|datetime|day|dclose|depdb|depdbsl|depdbsl|depsl|depsl|depsyd|depsyd|deptab|deptab|dequote|dhms|dif|digamma|dim|dinfo|dnum|dopen|doptname|doptnum|dread|dropnote|dsname|erf|erfc|exist|exp|fappend|fclose|fcol|fdelete|fetch|fetchobs|fexist|fget|fileexist|filename|fileref|finfo|finv|fipname|fipnamel|fipstate|floor|fnonct|fnote|fopen|foptname|foptnum|fpoint|fpos|fput|fread|frewind|frlen|fsep|fuzz|fwrite|gaminv|gamma|getoption|getvarc|getvarn|hbound|hms|hosthelp|hour|ibessel|index|indexc|indexw|input|inputc|inputn|int|intck|intnx|intrr|irr|jbessel|juldate|kurtosis|lag|lbound|left|length|lgamma|libname|libref|log|log10|log2|logpdf|logpmf|logsdf|lowcase|max|mdy|mean|min|minute|mod|month|mopen|mort|n|netpv|nmiss|normal|note|npv|open|ordinal|pathname|pdf|peek|peekc|pmf|point|poisson|poke|probbeta|probbnml|probchi|probf|probgam|probhypr|probit|probnegb|probnorm|probt|put|putc|putn|qtr|quote|ranbin|rancau|ranexp|rangam|range|rank|rannor|ranpoi|rantbl|rantri|ranuni|repeat|resolve|reverse|rewind|right|round|saving|scan|sdf|second|sign|sin|sinh|skewness|soundex|spedis|sqrt|std|stderr|stfips|stname|stnamel|substr|sum|symget|sysget|sysmsg|sysprod|sysrc|system|tan|tanh|time|timepart|tinv|tnonct|today|translate|tranwrd|trigamma|trim|trimn|trunc|uniform|upcase|uss|var|varfmt|varinfmt|varlabel|varlen|varname|varnum|varray|varrayx|vartype|verify|vformat|vformatd|vformatdx|vformatn|vformatnx|vformatw|vformatwx|vformatx|vinarray|vinarrayx|vinformat|vinformatd|vinformatdx|vinformatn|vinformatnx|vinformatw|vinformatwx|vinformatx|vlabel|vlabelx|vlength|vlengthx|vname|vnamex|vtype|vtypex|weekday|year|yyq|zipfips|zipname|zipnamel|zipstate)[(]"},{className:"string",variants:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]},e.COMMENT("\\*",";"),e.C_BLOCK_COMMENT_MODE]}}},HHqG:function(e){e.exports=function(e){var t={keyword:"#available #colorLiteral #column #else #elseif #endif #file #fileLiteral #function #if #imageLiteral #line #selector #sourceLocation _ __COLUMN__ __FILE__ __FUNCTION__ __LINE__ Any as as! as? associatedtype associativity break case catch class continue convenience default defer deinit didSet do dynamic dynamicType else enum extension fallthrough false fileprivate final for func get guard if import in indirect infix init inout internal is lazy left let mutating nil none nonmutating open operator optional override postfix precedence prefix private protocol Protocol public repeat required rethrows return right self Self set static struct subscript super switch throw throws true try try! try? Type typealias unowned var weak where while willSet",literal:"true false nil",built_in:"abs advance alignof alignofValue anyGenerator assert assertionFailure bridgeFromObjectiveC bridgeFromObjectiveCUnconditional bridgeToObjectiveC bridgeToObjectiveCUnconditional c contains count countElements countLeadingZeros debugPrint debugPrintln distance dropFirst dropLast dump encodeBitsAsWords enumerate equal fatalError filter find getBridgedObjectiveCType getVaList indices insertionSort isBridgedToObjectiveC isBridgedVerbatimToObjectiveC isUniquelyReferenced isUniquelyReferencedNonObjC join lazy lexicographicalCompare map max maxElement min minElement numericCast overlaps partition posix precondition preconditionFailure print println quickSort readLine reduce reflect reinterpretCast reverse roundUpToAlignment sizeof sizeofValue sort split startsWith stride strideof strideofValue swap toString transcode underestimateCount unsafeAddressOf unsafeBitCast unsafeDowncast unsafeUnwrap unsafeReflect withExtendedLifetime withObjectAtPlusZero withUnsafePointer withUnsafePointerToObject withUnsafeMutablePointer withUnsafeMutablePointers withUnsafePointer withUnsafePointers withVaList zip"},r=e.COMMENT("/\\*","\\*/",{contains:["self"]}),n={className:"subst",begin:/\\\(/,end:"\\)",keywords:t,contains:[]},o={className:"string",contains:[e.BACKSLASH_ESCAPE,n],variants:[{begin:/"""/,end:/"""/},{begin:/"/,end:/"/}]},a={className:"number",begin:"\\b([\\d_]+(\\.[\\deE_]+)?|0x[a-fA-F0-9_]+(\\.[a-fA-F0-9p_]+)?|0b[01_]+|0o[0-7_]+)\\b",relevance:0};return n.contains=[a],{keywords:t,contains:[o,e.C_LINE_COMMENT_MODE,r,{className:"type",begin:"\\b[A-Z][\\wÀ-ʸ']*[!?]"},{className:"type",begin:"\\b[A-Z][\\wÀ-ʸ']*",relevance:0},a,{className:"function",beginKeywords:"func",end:"{",excludeEnd:!0,contains:[e.inherit(e.TITLE_MODE,{begin:/[A-Za-z$_][0-9A-Za-z$_]*/}),{begin://},{className:"params",begin:/\(/,end:/\)/,endsParent:!0,keywords:t,contains:["self",a,o,e.C_BLOCK_COMMENT_MODE,{begin:":"}],illegal:/["']/}],illegal:/\[|%/},{className:"class",beginKeywords:"struct protocol class extension enum",keywords:t,end:"\\{",excludeEnd:!0,contains:[e.inherit(e.TITLE_MODE,{begin:/[A-Za-z$_][\u00C0-\u02B80-9A-Za-z$_]*/})]},{className:"meta",begin:"(@discardableResult|@warn_unused_result|@exported|@lazy|@noescape|@NSCopying|@NSManaged|@objc|@objcMembers|@convention|@required|@noreturn|@IBAction|@IBDesignable|@IBInspectable|@IBOutlet|@infix|@prefix|@postfix|@autoclosure|@testable|@available|@nonobjc|@NSApplicationMain|@UIApplicationMain)"},{beginKeywords:"import",end:/$/,contains:[e.C_LINE_COMMENT_MODE,r]}]}}},HRD3:function(e){e.exports=function(e){var t={className:"variable",variants:[{begin:"\\b([gtps][A-Z]{1}[a-zA-Z0-9]*)(\\[.+\\])?(?:\\s*?)"},{begin:"\\$_[A-Z]+"}],relevance:0},r=[e.C_BLOCK_COMMENT_MODE,e.HASH_COMMENT_MODE,e.COMMENT("--","$"),e.COMMENT("[^:]//","$")],n=e.inherit(e.TITLE_MODE,{variants:[{begin:"\\b_*rig[A-Z]+[A-Za-z0-9_\\-]*"},{begin:"\\b_[a-z0-9\\-]+"}]}),o=e.inherit(e.TITLE_MODE,{begin:"\\b([A-Za-z0-9_\\-]+)\\b"});return{case_insensitive:!1,keywords:{keyword:"$_COOKIE $_FILES $_GET $_GET_BINARY $_GET_RAW $_POST $_POST_BINARY $_POST_RAW $_SESSION $_SERVER codepoint codepoints segment segments codeunit codeunits sentence sentences trueWord trueWords paragraph after byte bytes english the until http forever descending using line real8 with seventh for stdout finally element word words fourth before black ninth sixth characters chars stderr uInt1 uInt1s uInt2 uInt2s stdin string lines relative rel any fifth items from middle mid at else of catch then third it file milliseconds seconds second secs sec int1 int1s int4 int4s internet int2 int2s normal text item last long detailed effective uInt4 uInt4s repeat end repeat URL in try into switch to words https token binfile each tenth as ticks tick system real4 by dateItems without char character ascending eighth whole dateTime numeric short first ftp integer abbreviated abbr abbrev private case while if div mod wrap and or bitAnd bitNot bitOr bitXor among not in a an within contains ends with begins the keys of keys",literal:"SIX TEN FORMFEED NINE ZERO NONE SPACE FOUR FALSE COLON CRLF PI COMMA ENDOFFILE EOF EIGHT FIVE QUOTE EMPTY ONE TRUE RETURN CR LINEFEED RIGHT BACKSLASH NULL SEVEN TAB THREE TWO six ten formfeed nine zero none space four false colon crlf pi comma endoffile eof eight five quote empty one true return cr linefeed right backslash null seven tab three two RIVERSION RISTATE FILE_READ_MODE FILE_WRITE_MODE FILE_WRITE_MODE DIR_WRITE_MODE FILE_READ_UMASK FILE_WRITE_UMASK DIR_READ_UMASK DIR_WRITE_UMASK",built_in:"put abs acos aliasReference annuity arrayDecode arrayEncode asin atan atan2 average avg avgDev base64Decode base64Encode baseConvert binaryDecode binaryEncode byteOffset byteToNum cachedURL cachedURLs charToNum cipherNames codepointOffset codepointProperty codepointToNum codeunitOffset commandNames compound compress constantNames cos date dateFormat decompress difference directories diskSpace DNSServers exp exp1 exp2 exp10 extents files flushEvents folders format functionNames geometricMean global globals hasMemory harmonicMean hostAddress hostAddressToName hostName hostNameToAddress isNumber ISOToMac itemOffset keys len length libURLErrorData libUrlFormData libURLftpCommand libURLLastHTTPHeaders libURLLastRHHeaders libUrlMultipartFormAddPart libUrlMultipartFormData libURLVersion lineOffset ln ln1 localNames log log2 log10 longFilePath lower macToISO matchChunk matchText matrixMultiply max md5Digest median merge messageAuthenticationCode messageDigest millisec millisecs millisecond milliseconds min monthNames nativeCharToNum normalizeText num number numToByte numToChar numToCodepoint numToNativeChar offset open openfiles openProcesses openProcessIDs openSockets paragraphOffset paramCount param params peerAddress pendingMessages platform popStdDev populationStandardDeviation populationVariance popVariance processID random randomBytes replaceText result revCreateXMLTree revCreateXMLTreeFromFile revCurrentRecord revCurrentRecordIsFirst revCurrentRecordIsLast revDatabaseColumnCount revDatabaseColumnIsNull revDatabaseColumnLengths revDatabaseColumnNames revDatabaseColumnNamed revDatabaseColumnNumbered revDatabaseColumnTypes revDatabaseConnectResult revDatabaseCursors revDatabaseID revDatabaseTableNames revDatabaseType revDataFromQuery revdb_closeCursor revdb_columnbynumber revdb_columncount revdb_columnisnull revdb_columnlengths revdb_columnnames revdb_columntypes revdb_commit revdb_connect revdb_connections revdb_connectionerr revdb_currentrecord revdb_cursorconnection revdb_cursorerr revdb_cursors revdb_dbtype revdb_disconnect revdb_execute revdb_iseof revdb_isbof revdb_movefirst revdb_movelast revdb_movenext revdb_moveprev revdb_query revdb_querylist revdb_recordcount revdb_rollback revdb_tablenames revGetDatabaseDriverPath revNumberOfRecords revOpenDatabase revOpenDatabases revQueryDatabase revQueryDatabaseBlob revQueryResult revQueryIsAtStart revQueryIsAtEnd revUnixFromMacPath revXMLAttribute revXMLAttributes revXMLAttributeValues revXMLChildContents revXMLChildNames revXMLCreateTreeFromFileWithNamespaces revXMLCreateTreeWithNamespaces revXMLDataFromXPathQuery revXMLEvaluateXPath revXMLFirstChild revXMLMatchingNode revXMLNextSibling revXMLNodeContents revXMLNumberOfChildren revXMLParent revXMLPreviousSibling revXMLRootNode revXMLRPC_CreateRequest revXMLRPC_Documents revXMLRPC_Error revXMLRPC_GetHost revXMLRPC_GetMethod revXMLRPC_GetParam revXMLText revXMLRPC_Execute revXMLRPC_GetParamCount revXMLRPC_GetParamNode revXMLRPC_GetParamType revXMLRPC_GetPath revXMLRPC_GetPort revXMLRPC_GetProtocol revXMLRPC_GetRequest revXMLRPC_GetResponse revXMLRPC_GetSocket revXMLTree revXMLTrees revXMLValidateDTD revZipDescribeItem revZipEnumerateItems revZipOpenArchives round sampVariance sec secs seconds sentenceOffset sha1Digest shell shortFilePath sin specialFolderPath sqrt standardDeviation statRound stdDev sum sysError systemVersion tan tempName textDecode textEncode tick ticks time to tokenOffset toLower toUpper transpose truewordOffset trunc uniDecode uniEncode upper URLDecode URLEncode URLStatus uuid value variableNames variance version waitDepth weekdayNames wordOffset xsltApplyStylesheet xsltApplyStylesheetFromFile xsltLoadStylesheet xsltLoadStylesheetFromFile add breakpoint cancel clear local variable file word line folder directory URL close socket process combine constant convert create new alias folder directory decrypt delete variable word line folder directory URL dispatch divide do encrypt filter get include intersect kill libURLDownloadToFile libURLFollowHttpRedirects libURLftpUpload libURLftpUploadFile libURLresetAll libUrlSetAuthCallback libURLSetDriver libURLSetCustomHTTPHeaders libUrlSetExpect100 libURLSetFTPListCommand libURLSetFTPMode libURLSetFTPStopTime libURLSetStatusCallback load extension loadedExtensions multiply socket prepare process post seek rel relative read from process rename replace require resetAll resolve revAddXMLNode revAppendXML revCloseCursor revCloseDatabase revCommitDatabase revCopyFile revCopyFolder revCopyXMLNode revDeleteFolder revDeleteXMLNode revDeleteAllXMLTrees revDeleteXMLTree revExecuteSQL revGoURL revInsertXMLNode revMoveFolder revMoveToFirstRecord revMoveToLastRecord revMoveToNextRecord revMoveToPreviousRecord revMoveToRecord revMoveXMLNode revPutIntoXMLNode revRollBackDatabase revSetDatabaseDriverPath revSetXMLAttribute revXMLRPC_AddParam revXMLRPC_DeleteAllDocuments revXMLAddDTD revXMLRPC_Free revXMLRPC_FreeAll revXMLRPC_DeleteDocument revXMLRPC_DeleteParam revXMLRPC_SetHost revXMLRPC_SetMethod revXMLRPC_SetPort revXMLRPC_SetProtocol revXMLRPC_SetSocket revZipAddItemWithData revZipAddItemWithFile revZipAddUncompressedItemWithData revZipAddUncompressedItemWithFile revZipCancel revZipCloseArchive revZipDeleteItem revZipExtractItemToFile revZipExtractItemToVariable revZipSetProgressCallback revZipRenameItem revZipReplaceItemWithData revZipReplaceItemWithFile revZipOpenArchive send set sort split start stop subtract symmetric union unload vectorDotProduct wait write"},contains:[t,{className:"keyword",begin:"\\bend\\sif\\b"},{className:"function",beginKeywords:"function",end:"$",contains:[t,o,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE,n]},{className:"function",begin:"\\bend\\s+",end:"$",keywords:"end",contains:[o,n],relevance:0},{beginKeywords:"command on",end:"$",contains:[t,o,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE,n]},{className:"meta",variants:[{begin:"<\\?(rev|lc|livecode)",relevance:10},{begin:"<\\?"},{begin:"\\?>"}]},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE,n].concat(r),illegal:";$|^\\[|^=|&|{"}}},"HU/z":function(e){e.exports=function(e){var t="([ui](8|16|32|64|128|size)|f(32|64))?",r="drop i8 i16 i32 i64 i128 isize u8 u16 u32 u64 u128 usize f32 f64 str char bool Box Option Result String Vec Copy Send Sized Sync Drop Fn FnMut FnOnce ToOwned Clone Debug PartialEq PartialOrd Eq Ord AsRef AsMut Into From Default Iterator Extend IntoIterator DoubleEndedIterator ExactSizeIterator SliceConcatExt ToString assert! assert_eq! bitflags! bytes! cfg! col! concat! concat_idents! debug_assert! debug_assert_eq! env! panic! file! format! format_args! include_bin! include_str! line! local_data_key! module_path! option_env! print! println! select! stringify! try! unimplemented! unreachable! vec! write! writeln! macro_rules! assert_ne! debug_assert_ne!";return{aliases:["rs"],keywords:{keyword:"abstract as async await become box break const continue crate do dyn else enum extern false final fn for if impl in let loop macro match mod move mut override priv pub ref return self Self static struct super trait true try type typeof unsafe unsized use virtual where while yield",literal:"true false Some None Ok Err",built_in:r},lexemes:e.IDENT_RE+"!?",illegal:""}]}}},I6f5:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#fff",color:"black"},"xml .hljs-meta":{color:"#c0c0c0"},"hljs-comment":{color:"#007400"},"hljs-quote":{color:"#007400"},"hljs-tag":{color:"#aa0d91"},"hljs-attribute":{color:"#aa0d91"},"hljs-keyword":{color:"#aa0d91"},"hljs-selector-tag":{color:"#aa0d91"},"hljs-literal":{color:"#aa0d91"},"hljs-name":{color:"#aa0d91"},"hljs-variable":{color:"#3F6E74"},"hljs-template-variable":{color:"#3F6E74"},"hljs-code":{color:"#c41a16"},"hljs-string":{color:"#c41a16"},"hljs-meta-string":{color:"#c41a16"},"hljs-regexp":{color:"#0E0EFF"},"hljs-link":{color:"#0E0EFF"},"hljs-title":{color:"#1c00cf"},"hljs-symbol":{color:"#1c00cf"},"hljs-bullet":{color:"#1c00cf"},"hljs-number":{color:"#1c00cf"},"hljs-section":{color:"#643820"},"hljs-meta":{color:"#643820"},"hljs-class .hljs-title":{color:"#5c2699"},"hljs-type":{color:"#5c2699"},"hljs-built_in":{color:"#5c2699"},"hljs-builtin-name":{color:"#5c2699"},"hljs-params":{color:"#5c2699"},"hljs-attr":{color:"#836C28"},"hljs-subst":{color:"#000"},"hljs-formula":{backgroundColor:"#eee",fontStyle:"italic"},"hljs-addition":{backgroundColor:"#baeeba"},"hljs-deletion":{backgroundColor:"#ffc8bd"},"hljs-selector-id":{color:"#9b703f"},"hljs-selector-class":{color:"#9b703f"},"hljs-doctag":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},IAg1:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#eaeef3",color:"#00193a"},"hljs-keyword":{fontWeight:"bold"},"hljs-selector-tag":{fontWeight:"bold"},"hljs-title":{fontWeight:"bold",color:"#0048ab"},"hljs-section":{fontWeight:"bold",color:"#0048ab"},"hljs-doctag":{fontWeight:"bold"},"hljs-name":{fontWeight:"bold",color:"#0048ab"},"hljs-strong":{fontWeight:"bold"},"hljs-comment":{color:"#738191"},"hljs-string":{color:"#0048ab"},"hljs-built_in":{color:"#0048ab"},"hljs-literal":{color:"#0048ab"},"hljs-type":{color:"#0048ab"},"hljs-addition":{color:"#0048ab"},"hljs-tag":{color:"#0048ab"},"hljs-quote":{color:"#0048ab"},"hljs-selector-id":{color:"#0048ab"},"hljs-selector-class":{color:"#0048ab"},"hljs-meta":{color:"#4c81c9"},"hljs-subst":{color:"#4c81c9"},"hljs-symbol":{color:"#4c81c9"},"hljs-regexp":{color:"#4c81c9"},"hljs-attribute":{color:"#4c81c9"},"hljs-deletion":{color:"#4c81c9"},"hljs-variable":{color:"#4c81c9"},"hljs-template-variable":{color:"#4c81c9"},"hljs-link":{color:"#4c81c9"},"hljs-bullet":{color:"#4c81c9"},"hljs-emphasis":{fontStyle:"italic"}}},IDdc:function(e){e.exports=function(e){var t=e.COMMENT(/\(\*/,/\*\)/);return{illegal:/\S/,contains:[t,{className:"attribute",begin:/^[ ]*[a-zA-Z][a-zA-Z-]*([\s-]+[a-zA-Z][a-zA-Z]*)*/},{begin:/=/,end:/;/,contains:[t,{className:"meta",begin:/\?.*\?/},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]}]}}},IiIf:function(e){e.exports=function(e){return{case_insensitive:!0,keywords:{keyword:"abs access after alias all and architecture array assert assume assume_guarantee attribute begin block body buffer bus case component configuration constant context cover disconnect downto default else elsif end entity exit fairness file for force function generate generic group guarded if impure in inertial inout is label library linkage literal loop map mod nand new next nor not null of on open or others out package parameter port postponed procedure process property protected pure range record register reject release rem report restrict restrict_guarantee return rol ror select sequence severity shared signal sla sll sra srl strong subtype then to transport type unaffected units until use variable view vmode vprop vunit wait when while with xnor xor",built_in:"boolean bit character integer time delay_length natural positive string bit_vector file_open_kind file_open_status std_logic std_logic_vector unsigned signed boolean_vector integer_vector std_ulogic std_ulogic_vector unresolved_unsigned u_unsigned unresolved_signed u_signed real_vector time_vector",literal:"false true note warning error failure line text side width"},illegal:"{",contains:[e.C_BLOCK_COMMENT_MODE,e.COMMENT("--","$"),e.QUOTE_STRING_MODE,{className:"number",begin:"\\b(\\d(_|\\d)*#\\w+(\\.\\w+)?#([eE][-+]?\\d(_|\\d)*)?|\\d(_|\\d)*(\\.\\d(_|\\d)*)?([eE][-+]?\\d(_|\\d)*)?)",relevance:0},{className:"string",begin:"'(U|X|0|1|Z|W|L|H|-)'",contains:[e.BACKSLASH_ESCAPE]},{className:"symbol",begin:"'[A-Za-z](_?[A-Za-z0-9])*",contains:[e.BACKSLASH_ESCAPE]}]}}},JAp6:function(e){e.exports=function(e){return{contains:[e.C_NUMBER_MODE,{begin:"[a-zA-Z_][\\da-zA-Z_]+\\.[\\da-zA-Z_]{1,3}",end:":",excludeEnd:!0},{begin:"(ncalls|tottime|cumtime)",end:"$",keywords:"ncalls tottime|10 cumtime|10 filename",relevance:10},{begin:"function calls",end:"$",contains:[e.C_NUMBER_MODE],relevance:10},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{className:"string",begin:"\\(",end:"\\)$",excludeBegin:!0,excludeEnd:!0,relevance:0}]}}},JDse:function(e){e.exports=function(e){var t={className:"attribute",begin:/[a-zA-Z-_]+/,end:/\s*:/,excludeEnd:!0,starts:{end:";",relevance:0,contains:[{className:"variable",begin:/\.[a-zA-Z-_]+/},{className:"keyword",begin:/\(optional\)/}]}};return{aliases:["graph","instances"],case_insensitive:!0,keywords:"import",contains:[{begin:"^facet [a-zA-Z-_][^\\n{]+\\{",end:"}",keywords:"facet",contains:[t,e.HASH_COMMENT_MODE]},{begin:"^\\s*instance of [a-zA-Z-_][^\\n{]+\\{",end:"}",keywords:"name count channels instance-data instance-state instance of",illegal:/\S/,contains:["self",t,e.HASH_COMMENT_MODE]},{begin:"^[a-zA-Z-_][^\\n{]+\\{",end:"}",contains:[t,e.HASH_COMMENT_MODE]},e.HASH_COMMENT_MODE]}}},JIGC:function(e){e.exports=function(e){var t="[a-zA-Z_][a-zA-Z0-9\\._]*",r={className:"attribute",begin:"\\bid\\s*:",starts:{className:"string",end:t,returnEnd:!1}},n={begin:t+"\\s*:",returnBegin:!0,contains:[{className:"attribute",begin:t,end:"\\s*:",excludeEnd:!0,relevance:0}],relevance:0},o={begin:t+"\\s*{",end:"{",returnBegin:!0,relevance:0,contains:[e.inherit(e.TITLE_MODE,{begin:t})]};return{aliases:["qt"],case_insensitive:!1,keywords:{keyword:"in of on if for while finally var new function do return void else break catch instanceof with throw case default try this switch continue typeof delete let yield const export super debugger as async await import",literal:"true false null undefined NaN Infinity",built_in:"eval isFinite isNaN parseFloat parseInt decodeURI decodeURIComponent encodeURI encodeURIComponent escape unescape Object Function Boolean Error EvalError InternalError RangeError ReferenceError StopIteration SyntaxError TypeError URIError Number Math Date String RegExp Array Float32Array Float64Array Int16Array Int32Array Int8Array Uint16Array Uint32Array Uint8Array Uint8ClampedArray ArrayBuffer DataView JSON Intl arguments require module console window document Symbol Set Map WeakSet WeakMap Proxy Reflect Behavior bool color coordinate date double enumeration font geocircle georectangle geoshape int list matrix4x4 parent point quaternion real rect size string url variant vector2d vector3d vector4dPromise"},contains:[{className:"meta",begin:/^\s*['"]use (strict|asm)['"]/},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{className:"string",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE,{className:"subst",begin:"\\$\\{",end:"\\}"}]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"number",variants:[{begin:"\\b(0[bB][01]+)"},{begin:"\\b(0[oO][0-7]+)"},{begin:e.C_NUMBER_RE}],relevance:0},{begin:"("+e.RE_STARTERS_RE+"|\\b(case|return|throw)\\b)\\s*",keywords:"return throw case",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.REGEXP_MODE,{begin:/\s*[);\]]/,relevance:0,subLanguage:"xml"}],relevance:0},{className:"keyword",begin:"\\bsignal\\b",starts:{className:"string",end:"(\\(|:|=|;|,|//|/\\*|$)",returnEnd:!0}},{className:"keyword",begin:"\\bproperty\\b",starts:{className:"string",end:"(:|=|;|,|//|/\\*|$)",returnEnd:!0}},{className:"function",beginKeywords:"function",end:/\{/,excludeEnd:!0,contains:[e.inherit(e.TITLE_MODE,{begin:/[A-Za-z$_][0-9A-Za-z$_]*/}),{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]}],illegal:/\[|%/},{begin:"\\."+e.IDENT_RE,relevance:0},r,n,o],illegal:/#/}}},JS2L:function(e){e.exports=function(e){var t="foreach do while for if from to step else on-error and or not in",r="true false yes no nothing nil null",n={className:"variable",variants:[{begin:/\$[\w\d#@][\w\d_]*/},{begin:/\$\{(.*?)}/}]},o={className:"string",begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,n,{className:"variable",begin:/\$\(/,end:/\)/,contains:[e.BACKSLASH_ESCAPE]}]},a={className:"string",begin:/'/,end:/'/};return{aliases:["routeros","mikrotik"],case_insensitive:!0,lexemes:/:?[\w-]+/,keywords:{literal:r,keyword:t+" :"+t.split(" ").join(" :")+" :"+"global local beep delay put len typeof pick log time set find environment terminal error execute parse resolve toarray tobool toid toip toip6 tonum tostr totime".split(" ").join(" :")},contains:[{variants:[{begin:/^@/,end:/$/},{begin:/\/\*/,end:/\*\//},{begin:/%%/,end:/$/},{begin:/^'/,end:/$/},{begin:/^\s*\/[\w-]+=/,end:/$/},{begin:/\/\//,end:/$/},{begin:/^\[\\]$/},{begin:/<\//,end:/>/},{begin:/^facet /,end:/\}/},{begin:"^1\\.\\.(\\d+)$",end:/$/}],illegal:/./},e.COMMENT("^#","$"),o,a,n,{begin:/[\w-]+\=([^\s\{\}\[\]\(\)]+)/,relevance:0,returnBegin:!0,contains:[{className:"attribute",begin:/[^=]+/},{begin:/=/,endsWithParent:!0,relevance:0,contains:[o,a,n,{className:"literal",begin:"\\b("+r.split(" ").join("|")+")\\b"},{begin:/("[^"]*"|[^\s\{\}\[\]]+)/}]}]},{className:"number",begin:/\*[0-9a-fA-F]+/},{begin:"\\b("+"add remove enable disable set get print export edit find run debug error info warning".split(" ").join("|")+")([\\s[(]|])",returnBegin:!0,contains:[{className:"builtin-name",begin:/\w+/}]},{className:"built_in",variants:[{begin:"(\\.\\./|/|\\s)(("+"traffic-flow traffic-generator firewall scheduler aaa accounting address-list address align area bandwidth-server bfd bgp bridge client clock community config connection console customer default dhcp-client dhcp-server discovery dns e-mail ethernet filter firewall firmware gps graphing group hardware health hotspot identity igmp-proxy incoming instance interface ip ipsec ipv6 irq l2tp-server lcd ldp logging mac-server mac-winbox mangle manual mirror mme mpls nat nd neighbor network note ntp ospf ospf-v3 ovpn-server page peer pim ping policy pool port ppp pppoe-client pptp-server prefix profile proposal proxy queue radius resource rip ripng route routing screen script security-profiles server service service-port settings shares smb sms sniffer snmp snooper socks sstp-server system tool tracking type upgrade upnp user-manager users user vlan secret vrrp watchdog web-access wireless pptp pppoe lan wan layer7-protocol lease simple raw".split(" ").join("|")+");?\\s)+",relevance:10},{begin:/\.\./}]}]}}},Jg8x:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#2b2b2b",color:"#bababa"},"hljs-strong":{color:"#a8a8a2"},"hljs-emphasis":{color:"#a8a8a2",fontStyle:"italic"},"hljs-bullet":{color:"#6896ba"},"hljs-quote":{color:"#6896ba"},"hljs-link":{color:"#6896ba"},"hljs-number":{color:"#6896ba"},"hljs-regexp":{color:"#6896ba"},"hljs-literal":{color:"#6896ba"},"hljs-code":{color:"#a6e22e"},"hljs-selector-class":{color:"#a6e22e"},"hljs-keyword":{color:"#cb7832"},"hljs-selector-tag":{color:"#cb7832"},"hljs-section":{color:"#cb7832"},"hljs-attribute":{color:"#cb7832"},"hljs-name":{color:"#cb7832"},"hljs-variable":{color:"#cb7832"},"hljs-params":{color:"#b9b9b9"},"hljs-string":{color:"#6a8759"},"hljs-subst":{color:"#e0c46c"},"hljs-type":{color:"#e0c46c"},"hljs-built_in":{color:"#e0c46c"},"hljs-builtin-name":{color:"#e0c46c"},"hljs-symbol":{color:"#e0c46c"},"hljs-selector-id":{color:"#e0c46c"},"hljs-selector-attr":{color:"#e0c46c"},"hljs-selector-pseudo":{color:"#e0c46c"},"hljs-template-tag":{color:"#e0c46c"},"hljs-template-variable":{color:"#e0c46c"},"hljs-addition":{color:"#e0c46c"},"hljs-comment":{color:"#7f7f7f"},"hljs-deletion":{color:"#7f7f7f"},"hljs-meta":{color:"#7f7f7f"}}},"K+EF":function(e){e.exports=function(e){var t="[a-zA-Z_\\-!.?+*=<>&#'][a-zA-Z_\\-!.?+*=<>&#'0-9/;:]*",r={begin:t,relevance:0},n={className:"number",begin:"[-+]?\\d+(\\.\\d+)?",relevance:0},o=e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),a=e.COMMENT(";","$",{relevance:0}),i={className:"literal",begin:/\b([Tt]rue|[Ff]alse|nil|None)\b/},s={begin:"[\\[\\{]",end:"[\\]\\}]"},l={className:"comment",begin:"\\^"+t},c=e.COMMENT("\\^\\{","\\}"),_={className:"symbol",begin:"[:]{1,2}"+t},d={begin:"\\(",end:"\\)"},u={endsWithParent:!0,relevance:0},p={keywords:{"builtin-name":"!= % %= & &= * ** **= *= *map + += , --build-class-- --import-- -= . / // //= /= < << <<= <= = > >= >> >>= @ @= ^ ^= abs accumulate all and any ap-compose ap-dotimes ap-each ap-each-while ap-filter ap-first ap-if ap-last ap-map ap-map-when ap-pipe ap-reduce ap-reject apply as-> ascii assert assoc bin break butlast callable calling-module-name car case cdr chain chr coll? combinations compile compress cond cons cons? continue count curry cut cycle dec def default-method defclass defmacro defmacro-alias defmacro/g! defmain defmethod defmulti defn defn-alias defnc defnr defreader defseq del delattr delete-route dict-comp dir disassemble dispatch-reader-macro distinct divmod do doto drop drop-last drop-while empty? end-sequence eval eval-and-compile eval-when-compile even? every? except exec filter first flatten float? fn fnc fnr for for* format fraction genexpr gensym get getattr global globals group-by hasattr hash hex id identity if if* if-not if-python2 import in inc input instance? integer integer-char? integer? interleave interpose is is-coll is-cons is-empty is-even is-every is-float is-instance is-integer is-integer-char is-iterable is-iterator is-keyword is-neg is-none is-not is-numeric is-odd is-pos is-string is-symbol is-zero isinstance islice issubclass iter iterable? iterate iterator? keyword keyword? lambda last len let lif lif-not list* list-comp locals loop macro-error macroexpand macroexpand-1 macroexpand-all map max merge-with method-decorator min multi-decorator multicombinations name neg? next none? nonlocal not not-in not? nth numeric? oct odd? open or ord partition permutations pos? post-route postwalk pow prewalk print product profile/calls profile/cpu put-route quasiquote quote raise range read read-str recursive-replace reduce remove repeat repeatedly repr require rest round route route-with-methods rwm second seq set-comp setattr setv some sorted string string? sum switch symbol? take take-nth take-while tee try unless unquote unquote-splicing vars walk when while with with* with-decorator with-gensyms xi xor yield yield-from zero? zip zip-longest | |= ~"},lexemes:t,className:"name",begin:t,starts:u},m=[d,o,l,c,a,_,s,n,i,r];return d.contains=[e.COMMENT("comment",""),p,u],u.contains=m,s.contains=m,{aliases:["hylang"],illegal:/\S/,contains:[{className:"meta",begin:"^#!",end:"$"},d,o,l,c,a,_,s,n,i]}}},"K/sK":function(e){e.exports=function(e){return{contains:[{className:"attribute",begin://},{begin:/::=/,starts:{end:/$/,contains:[{begin://},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]}}]}}},KM2f:function(e,t,r){"use strict";r.d(t,"a",(function(){return n})),r.d(t,"b",(function(){return o})),r.d(t,"c",(function(){return a})),r.d(t,"d",(function(){return i})),r.d(t,"e",(function(){return s})),r.d(t,"f",(function(){return l})),r.d(t,"g",(function(){return c})),r.d(t,"h",(function(){return _})),r.d(t,"i",(function(){return d})),r.d(t,"j",(function(){return u})),r.d(t,"k",(function(){return p}));var n={prefix:"fab",iconName:"discord",icon:[448,512,[],"f392","M297.216 243.2c0 15.616-11.52 28.416-26.112 28.416-14.336 0-26.112-12.8-26.112-28.416s11.52-28.416 26.112-28.416c14.592 0 26.112 12.8 26.112 28.416zm-119.552-28.416c-14.592 0-26.112 12.8-26.112 28.416s11.776 28.416 26.112 28.416c14.592 0 26.112-12.8 26.112-28.416.256-15.616-11.52-28.416-26.112-28.416zM448 52.736V512c-64.494-56.994-43.868-38.128-118.784-107.776l13.568 47.36H52.48C23.552 451.584 0 428.032 0 398.848V52.736C0 23.552 23.552 0 52.48 0h343.04C424.448 0 448 23.552 448 52.736zm-72.96 242.688c0-82.432-36.864-149.248-36.864-149.248-36.864-27.648-71.936-26.88-71.936-26.88l-3.584 4.096c43.52 13.312 63.744 32.512 63.744 32.512-60.811-33.329-132.244-33.335-191.232-7.424-9.472 4.352-15.104 7.424-15.104 7.424s21.248-20.224 67.328-33.536l-2.56-3.072s-35.072-.768-71.936 26.88c0 0-36.864 66.816-36.864 149.248 0 0 21.504 37.12 78.08 38.912 0 0 9.472-11.52 17.152-21.248-32.512-9.728-44.8-30.208-44.8-30.208 3.766 2.636 9.976 6.053 10.496 6.4 43.21 24.198 104.588 32.126 159.744 8.96 8.96-3.328 18.944-8.192 29.44-15.104 0 0-12.8 20.992-46.336 30.464 7.68 9.728 16.896 20.736 16.896 20.736 56.576-1.792 78.336-38.912 78.336-38.912z"]},o={prefix:"fab",iconName:"github",icon:[496,512,[],"f09b","M165.9 397.4c0 2-2.3 3.6-5.2 3.6-3.3.3-5.6-1.3-5.6-3.6 0-2 2.3-3.6 5.2-3.6 3-.3 5.6 1.3 5.6 3.6zm-31.1-4.5c-.7 2 1.3 4.3 4.3 4.9 2.6 1 5.6 0 6.2-2s-1.3-4.3-4.3-5.2c-2.6-.7-5.5.3-6.2 2.3zm44.2-1.7c-2.9.7-4.9 2.6-4.6 4.9.3 2 2.9 3.3 5.9 2.6 2.9-.7 4.9-2.6 4.6-4.6-.3-1.9-3-3.2-5.9-2.9zM244.8 8C106.1 8 0 113.3 0 252c0 110.9 69.8 205.8 169.5 239.2 12.8 2.3 17.3-5.6 17.3-12.1 0-6.2-.3-40.4-.3-61.4 0 0-70 15-84.7-29.8 0 0-11.4-29.1-27.8-36.6 0 0-22.9-15.7 1.6-15.4 0 0 24.9 2 38.6 25.8 21.9 38.6 58.6 27.5 72.9 20.9 2.3-16 8.8-27.1 16-33.7-55.9-6.2-112.3-14.3-112.3-110.5 0-27.5 7.6-41.3 23.6-58.9-2.6-6.5-11.1-33.3 2.6-67.9 20.9-6.5 69 27 69 27 20-5.6 41.5-8.5 62.8-8.5s42.8 2.9 62.8 8.5c0 0 48.1-33.6 69-27 13.7 34.7 5.2 61.4 2.6 67.9 16 17.7 25.8 31.5 25.8 58.9 0 96.5-58.9 104.2-114.8 110.5 9.2 7.9 17 22.9 17 46.4 0 33.7-.3 75.4-.3 83.6 0 6.5 4.6 14.4 17.3 12.1C428.2 457.8 496 362.9 496 252 496 113.3 383.5 8 244.8 8zM97.2 352.9c-1.3 1-1 3.3.7 5.2 1.6 1.6 3.9 2.3 5.2 1 1.3-1 1-3.3-.7-5.2-1.6-1.6-3.9-2.3-5.2-1zm-10.8-8.1c-.7 1.3.3 2.9 2.3 3.9 1.6 1 3.6.7 4.3-.7.7-1.3-.3-2.9-2.3-3.9-2-.6-3.6-.3-4.3.7zm32.4 35.6c-1.6 1.3-1 4.3 1.3 6.2 2.3 2.3 5.2 2.6 6.5 1 1.3-1.3.7-4.3-1.3-6.2-2.2-2.3-5.2-2.6-6.5-1zm-11.4-14.7c-1.6 1-1.6 3.6 0 5.9 1.6 2.3 4.3 3.3 5.6 2.3 1.6-1.3 1.6-3.9 0-6.2-1.4-2.3-4-3.3-5.6-2z"]},a={prefix:"fab",iconName:"google-drive",icon:[512,512,[],"f3aa","M339 314.9L175.4 32h161.2l163.6 282.9H339zm-137.5 23.6L120.9 480h310.5L512 338.5H201.5zM154.1 67.4L0 338.5 80.6 480 237 208.8 154.1 67.4z"]},i={prefix:"fab",iconName:"reddit-alien",icon:[512,512,[],"f281","M440.3 203.5c-15 0-28.2 6.2-37.9 15.9-35.7-24.7-83.8-40.6-137.1-42.3L293 52.3l88.2 19.8c0 21.6 17.6 39.2 39.2 39.2 22 0 39.7-18.1 39.7-39.7s-17.6-39.7-39.7-39.7c-15.4 0-28.7 9.3-35.3 22l-97.4-21.6c-4.9-1.3-9.7 2.2-11 7.1L246.3 177c-52.9 2.2-100.5 18.1-136.3 42.8-9.7-10.1-23.4-16.3-38.4-16.3-55.6 0-73.8 74.6-22.9 100.1-1.8 7.9-2.6 16.3-2.6 24.7 0 83.8 94.4 151.7 210.3 151.7 116.4 0 210.8-67.9 210.8-151.7 0-8.4-.9-17.2-3.1-25.1 49.9-25.6 31.5-99.7-23.8-99.7zM129.4 308.9c0-22 17.6-39.7 39.7-39.7 21.6 0 39.2 17.6 39.2 39.7 0 21.6-17.6 39.2-39.2 39.2-22 .1-39.7-17.6-39.7-39.2zm214.3 93.5c-36.4 36.4-139.1 36.4-175.5 0-4-3.5-4-9.7 0-13.7 3.5-3.5 9.7-3.5 13.2 0 27.8 28.5 120 29 149 0 3.5-3.5 9.7-3.5 13.2 0 4.1 4 4.1 10.2.1 13.7zm-.8-54.2c-21.6 0-39.2-17.6-39.2-39.2 0-22 17.6-39.7 39.2-39.7 22 0 39.7 17.6 39.7 39.7-.1 21.5-17.7 39.2-39.7 39.2z"]},s={prefix:"fab",iconName:"steam",icon:[496,512,[],"f1b6","M496 256c0 137-111.2 248-248.4 248-113.8 0-209.6-76.3-239-180.4l95.2 39.3c6.4 32.1 34.9 56.4 68.9 56.4 39.2 0 71.9-32.4 70.2-73.5l84.5-60.2c52.1 1.3 95.8-40.9 95.8-93.5 0-51.6-42-93.5-93.7-93.5s-93.7 42-93.7 93.5v1.2L176.6 279c-15.5-.9-30.7 3.4-43.5 12.1L0 236.1C10.2 108.4 117.1 8 247.6 8 384.8 8 496 119 496 256zM155.7 384.3l-30.5-12.6a52.79 52.79 0 0 0 27.2 25.8c26.9 11.2 57.8-1.6 69-28.4 5.4-13 5.5-27.3.1-40.3-5.4-13-15.5-23.2-28.5-28.6-12.9-5.4-26.7-5.2-38.9-.6l31.5 13c19.8 8.2 29.2 30.9 20.9 50.7-8.3 19.9-31 29.2-50.8 21zm173.8-129.9c-34.4 0-62.4-28-62.4-62.3s28-62.3 62.4-62.3 62.4 28 62.4 62.3-27.9 62.3-62.4 62.3zm.1-15.6c25.9 0 46.9-21 46.9-46.8 0-25.9-21-46.8-46.9-46.8s-46.9 21-46.9 46.8c.1 25.8 21.1 46.8 46.9 46.8z"]},l={prefix:"fab",iconName:"telegram",icon:[496,512,[],"f2c6","M248 8C111 8 0 119 0 256s111 248 248 248 248-111 248-248S385 8 248 8zm121.8 169.9l-40.7 191.8c-3 13.6-11.1 16.9-22.4 10.5l-62-45.7-29.9 28.8c-3.3 3.3-6.1 6.1-12.5 6.1l4.4-63.1 114.9-103.8c5-4.4-1.1-6.9-7.7-2.5l-142 89.4-61.2-19.1c-13.3-4.2-13.6-13.3 2.8-19.7l239.1-92.2c11.1-4 20.8 2.7 17.2 19.5z"]},c={prefix:"fab",iconName:"twitch",icon:[512,512,[],"f1e8","M391.17,103.47H352.54v109.7h38.63ZM285,103H246.37V212.75H285ZM120.83,0,24.31,91.42V420.58H140.14V512l96.53-91.42h77.25L487.69,256V0ZM449.07,237.75l-77.22,73.12H294.61l-67.6,64v-64H140.14V36.58H449.07Z"]},_={prefix:"fab",iconName:"twitter",icon:[512,512,[],"f099","M459.37 151.716c.325 4.548.325 9.097.325 13.645 0 138.72-105.583 298.558-298.558 298.558-59.452 0-114.68-17.219-161.137-47.106 8.447.974 16.568 1.299 25.34 1.299 49.055 0 94.213-16.568 130.274-44.832-46.132-.975-84.792-31.188-98.112-72.772 6.498.974 12.995 1.624 19.818 1.624 9.421 0 18.843-1.3 27.614-3.573-48.081-9.747-84.143-51.98-84.143-102.985v-1.299c13.969 7.797 30.214 12.67 47.431 13.319-28.264-18.843-46.781-51.005-46.781-87.391 0-19.492 5.197-37.36 14.294-52.954 51.655 63.675 129.3 105.258 216.365 109.807-1.624-7.797-2.599-15.918-2.599-24.04 0-57.828 46.782-104.934 104.934-104.934 30.213 0 57.502 12.67 76.67 33.137 23.715-4.548 46.456-13.32 66.599-25.34-7.798 24.366-24.366 44.833-46.132 57.827 21.117-2.273 41.584-8.122 60.426-16.243-14.292 20.791-32.161 39.308-52.628 54.253z"]},d={prefix:"fab",iconName:"wikipedia-w",icon:[640,512,[],"f266","M640 51.2l-.3 12.2c-28.1.8-45 15.8-55.8 40.3-25 57.8-103.3 240-155.3 358.6H415l-81.9-193.1c-32.5 63.6-68.3 130-99.2 193.1-.3.3-15 0-15-.3C172 352.3 122.8 243.4 75.8 133.4 64.4 106.7 26.4 63.4.2 63.7c0-3.1-.3-10-.3-14.2h161.9v13.9c-19.2 1.1-52.8 13.3-43.3 34.2 21.9 49.7 103.6 240.3 125.6 288.6 15-29.7 57.8-109.2 75.3-142.8-13.9-28.3-58.6-133.9-72.8-160-9.7-17.8-36.1-19.4-55.8-19.7V49.8l142.5.3v13.1c-19.4.6-38.1 7.8-29.4 26.1 18.9 40 30.6 68.1 48.1 104.7 5.6-10.8 34.7-69.4 48.1-100.8 8.9-20.6-3.9-28.6-38.6-29.4.3-3.6 0-10.3.3-13.6 44.4-.3 111.1-.3 123.1-.6v13.6c-22.5.8-45.8 12.8-58.1 31.7l-59.2 122.8c6.4 16.1 63.3 142.8 69.2 156.7L559.2 91.8c-8.6-23.1-36.4-28.1-47.2-28.3V49.6l127.8 1.1.2.5z"]},u={prefix:"fab",iconName:"xbox",icon:[512,512,[],"f412","M369.9 318.2c44.3 54.3 64.7 98.8 54.4 118.7-7.9 15.1-56.7 44.6-92.6 55.9-29.6 9.3-68.4 13.3-100.4 10.2-38.2-3.7-76.9-17.4-110.1-39C93.3 445.8 87 438.3 87 423.4c0-29.9 32.9-82.3 89.2-142.1 32-33.9 76.5-73.7 81.4-72.6 9.4 2.1 84.3 75.1 112.3 109.5zM188.6 143.8c-29.7-26.9-58.1-53.9-86.4-63.4-15.2-5.1-16.3-4.8-28.7 8.1-29.2 30.4-53.5 79.7-60.3 122.4-5.4 34.2-6.1 43.8-4.2 60.5 5.6 50.5 17.3 85.4 40.5 120.9 9.5 14.6 12.1 17.3 9.3 9.9-4.2-11-.3-37.5 9.5-64 14.3-39 53.9-112.9 120.3-194.4zm311.6 63.5C483.3 127.3 432.7 77 425.6 77c-7.3 0-24.2 6.5-36 13.9-23.3 14.5-41 31.4-64.3 52.8C367.7 197 427.5 283.1 448.2 346c6.8 20.7 9.7 41.1 7.4 52.3-1.7 8.5-1.7 8.5 1.4 4.6 6.1-7.7 19.9-31.3 25.4-43.5 7.4-16.2 15-40.2 18.6-58.7 4.3-22.5 3.9-70.8-.8-93.4zM141.3 43C189 40.5 251 77.5 255.6 78.4c.7.1 10.4-4.2 21.6-9.7 63.9-31.1 94-25.8 107.4-25.2-63.9-39.3-152.7-50-233.9-11.7-23.4 11.1-24 11.9-9.4 11.2z"]},p={prefix:"fab",iconName:"youtube",icon:[576,512,[],"f167","M549.655 124.083c-6.281-23.65-24.787-42.276-48.284-48.597C458.781 64 288 64 288 64S117.22 64 74.629 75.486c-23.497 6.322-42.003 24.947-48.284 48.597-11.412 42.867-11.412 132.305-11.412 132.305s0 89.438 11.412 132.305c6.281 23.65 24.787 41.5 48.284 47.821C117.22 448 288 448 288 448s170.78 0 213.371-11.486c23.497-6.321 42.003-24.171 48.284-47.821 11.412-42.867 11.412-132.305 11.412-132.305s0-89.438-11.412-132.305zm-317.51 213.508V175.185l142.739 81.205-142.739 81.201z"]}},"KVH/":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#7e7777"},"hljs-quote":{color:"#7e7777"},"hljs-variable":{color:"#ca4949"},"hljs-template-variable":{color:"#ca4949"},"hljs-attribute":{color:"#ca4949"},"hljs-tag":{color:"#ca4949"},"hljs-name":{color:"#ca4949"},"hljs-regexp":{color:"#ca4949"},"hljs-link":{color:"#ca4949"},"hljs-selector-id":{color:"#ca4949"},"hljs-selector-class":{color:"#ca4949"},"hljs-number":{color:"#b45a3c"},"hljs-meta":{color:"#b45a3c"},"hljs-built_in":{color:"#b45a3c"},"hljs-builtin-name":{color:"#b45a3c"},"hljs-literal":{color:"#b45a3c"},"hljs-type":{color:"#b45a3c"},"hljs-params":{color:"#b45a3c"},"hljs-string":{color:"#4b8b8b"},"hljs-symbol":{color:"#4b8b8b"},"hljs-bullet":{color:"#4b8b8b"},"hljs-title":{color:"#7272ca"},"hljs-section":{color:"#7272ca"},"hljs-keyword":{color:"#8464c4"},"hljs-selector-tag":{color:"#8464c4"},"hljs-deletion":{color:"#1b1818",display:"inline-block",width:"100%",backgroundColor:"#ca4949"},"hljs-addition":{color:"#1b1818",display:"inline-block",width:"100%",backgroundColor:"#4b8b8b"},hljs:{display:"block",overflowX:"auto",background:"#1b1818",color:"#8a8585",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},KX9w:function(e){e.exports=function(e){var t="assembly module package import alias class interface object given value assign void function new of extends satisfies abstracts in out return break continue throw assert dynamic if else switch case for while try catch finally then let this outer super is exists nonempty",r={className:"subst",excludeBegin:!0,excludeEnd:!0,begin:/``/,end:/``/,keywords:t,relevance:10},n=[{className:"string",begin:'"""',end:'"""',relevance:10},{className:"string",begin:'"',end:'"',contains:[r]},{className:"string",begin:"'",end:"'"},{className:"number",begin:"#[0-9a-fA-F_]+|\\$[01_]+|[0-9_]+(?:\\.[0-9_](?:[eE][+-]?\\d+)?)?[kMGTPmunpf]?",relevance:0}];return r.contains=n,{keywords:{keyword:t+" shared abstract formal default actual variable late native deprecatedfinal sealed annotation suppressWarnings small",meta:"doc by license see throws tagged"},illegal:"\\$[^01]|#[^0-9a-fA-F]",contains:[e.C_LINE_COMMENT_MODE,e.COMMENT("/\\*","\\*/",{contains:["self"]}),{className:"meta",begin:'@[a-z]\\w*(?:\\:"[^"]*")?'}].concat(n)}}},LAoE:function(e){e.exports=function(e){var t="[a-zA-Z_][a-zA-Z0-9_.]*(\\!|\\?)?",r="and false then defined module in return redo retry end for true self when next until do begin unless nil break not case cond alias while ensure or include use alias fn quote require import with|0",n={className:"subst",begin:"#\\{",end:"}",lexemes:t,keywords:r},o={className:"string",contains:[e.BACKSLASH_ESCAPE,n],variants:[{begin:/'/,end:/'/},{begin:/"/,end:/"/}]},a={className:"function",beginKeywords:"def defp defmacro",end:/\B\b/,contains:[e.inherit(e.TITLE_MODE,{begin:t,endsParent:!0})]},i=e.inherit(a,{className:"class",beginKeywords:"defimpl defmodule defprotocol defrecord",end:/\bdo\b|$|;/}),s=[o,e.HASH_COMMENT_MODE,i,a,{begin:"::"},{className:"symbol",begin:":(?![\\s:])",contains:[o,{begin:"[a-zA-Z_]\\w*[!?=]?|[-+~]\\@|<<|>>|=~|===?|<=>|[<>]=?|\\*\\*|[-/+%^&*~`|]|\\[\\]=?"}],relevance:0},{className:"symbol",begin:t+":(?!:)",relevance:0},{className:"number",begin:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",relevance:0},{className:"variable",begin:"(\\$\\W)|((\\$|\\@\\@?)(\\w+))"},{begin:"->"},{begin:"("+e.RE_STARTERS_RE+")\\s*",contains:[e.HASH_COMMENT_MODE,{className:"regexp",illegal:"\\n",contains:[e.BACKSLASH_ESCAPE,n],variants:[{begin:"/",end:"/[a-z]*"},{begin:"%r\\[",end:"\\][a-z]*"}]}],relevance:0}];return n.contains=s,{lexemes:t,keywords:r,contains:s}}},LKL0:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#999580"},"hljs-quote":{color:"#999580"},"hljs-variable":{color:"#d73737"},"hljs-template-variable":{color:"#d73737"},"hljs-attribute":{color:"#d73737"},"hljs-tag":{color:"#d73737"},"hljs-name":{color:"#d73737"},"hljs-regexp":{color:"#d73737"},"hljs-link":{color:"#d73737"},"hljs-selector-id":{color:"#d73737"},"hljs-selector-class":{color:"#d73737"},"hljs-number":{color:"#b65611"},"hljs-meta":{color:"#b65611"},"hljs-built_in":{color:"#b65611"},"hljs-builtin-name":{color:"#b65611"},"hljs-literal":{color:"#b65611"},"hljs-type":{color:"#b65611"},"hljs-params":{color:"#b65611"},"hljs-string":{color:"#60ac39"},"hljs-symbol":{color:"#60ac39"},"hljs-bullet":{color:"#60ac39"},"hljs-title":{color:"#6684e1"},"hljs-section":{color:"#6684e1"},"hljs-keyword":{color:"#b854d4"},"hljs-selector-tag":{color:"#b854d4"},hljs:{display:"block",overflowX:"auto",background:"#20201d",color:"#a6a28c",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Ljye:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#9c9491"},"hljs-quote":{color:"#9c9491"},"hljs-variable":{color:"#f22c40"},"hljs-template-variable":{color:"#f22c40"},"hljs-attribute":{color:"#f22c40"},"hljs-tag":{color:"#f22c40"},"hljs-name":{color:"#f22c40"},"hljs-regexp":{color:"#f22c40"},"hljs-link":{color:"#f22c40"},"hljs-selector-id":{color:"#f22c40"},"hljs-selector-class":{color:"#f22c40"},"hljs-number":{color:"#df5320"},"hljs-meta":{color:"#df5320"},"hljs-built_in":{color:"#df5320"},"hljs-builtin-name":{color:"#df5320"},"hljs-literal":{color:"#df5320"},"hljs-type":{color:"#df5320"},"hljs-params":{color:"#df5320"},"hljs-string":{color:"#7b9726"},"hljs-symbol":{color:"#7b9726"},"hljs-bullet":{color:"#7b9726"},"hljs-title":{color:"#407ee7"},"hljs-section":{color:"#407ee7"},"hljs-keyword":{color:"#6666ea"},"hljs-selector-tag":{color:"#6666ea"},hljs:{display:"block",overflowX:"auto",background:"#1b1918",color:"#a8a19f",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Lp7K:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#ffffff",color:"#000000"},"hljs-subst":{color:"#000000"},"hljs-tag":{color:"#000000"},"hljs-title":{color:"#000000"},"hljs-strong":{color:"#000000"},"hljs-emphasis":{color:"#000000",fontStyle:"italic"},"hljs-bullet":{color:"#000080"},"hljs-quote":{color:"#000080"},"hljs-number":{color:"#000080"},"hljs-regexp":{color:"#000080"},"hljs-literal":{color:"#000080"},"hljs-code\n.hljs-selector-class":{color:"#800080"},"hljs-stronge":{fontStyle:"italic"},"hljs-type":{fontStyle:"italic",color:"#008000"},"hljs-keyword":{color:"#808000"},"hljs-selector-tag":{color:"#808000"},"hljs-function":{color:"#808000"},"hljs-section":{color:"#808000"},"hljs-symbol":{color:"#808000"},"hljs-name":{color:"#808000"},"hljs-attribute":{color:"#800000"},"hljs-variable":{color:"#0055AF"},"hljs-params":{color:"#0055AF"},"hljs-class .hljs-title":{color:"#0055AF"},"hljs-string":{color:"#008000"},"hljs-selector-id":{color:"#008000"},"hljs-selector-attr":{color:"#008000"},"hljs-selector-pseudo":{color:"#008000"},"hljs-built_in":{color:"#008000"},"hljs-builtin-name":{color:"#008000"},"hljs-template-tag":{color:"#008000"},"hljs-template-variable":{color:"#008000"},"hljs-addition":{color:"#008000"},"hljs-link":{color:"#008000"},"hljs-comment":{color:"#008000"},"hljs-meta":{color:"#008000"},"hljs-deletion":{color:"#008000"}}},Ltaw:function(e){e.exports=function(e){var t={keyword:"bool break call callexe checkinterrupt clear clearg closeall cls comlog compile continue create debug declare delete disable dlibrary dllcall do dos ed edit else elseif enable end endfor endif endp endo errorlog errorlogat expr external fn for format goto gosub graph if keyword let lib library line load loadarray loadexe loadf loadk loadm loadp loads loadx local locate loopnextindex lprint lpwidth lshow matrix msym ndpclex new open output outwidth plot plotsym pop prcsn print printdos proc push retp return rndcon rndmod rndmult rndseed run save saveall screen scroll setarray show sparse stop string struct system trace trap threadfor threadendfor threadbegin threadjoin threadstat threadend until use while winprint ne ge le gt lt and xor or not eq eqv",built_in:"abs acf aconcat aeye amax amean AmericanBinomCall AmericanBinomCall_Greeks AmericanBinomCall_ImpVol AmericanBinomPut AmericanBinomPut_Greeks AmericanBinomPut_ImpVol AmericanBSCall AmericanBSCall_Greeks AmericanBSCall_ImpVol AmericanBSPut AmericanBSPut_Greeks AmericanBSPut_ImpVol amin amult annotationGetDefaults annotationSetBkd annotationSetFont annotationSetLineColor annotationSetLineStyle annotationSetLineThickness annualTradingDays arccos arcsin areshape arrayalloc arrayindex arrayinit arraytomat asciiload asclabel astd astds asum atan atan2 atranspose axmargin balance band bandchol bandcholsol bandltsol bandrv bandsolpd bar base10 begwind besselj bessely beta box boxcox cdfBeta cdfBetaInv cdfBinomial cdfBinomialInv cdfBvn cdfBvn2 cdfBvn2e cdfCauchy cdfCauchyInv cdfChic cdfChii cdfChinc cdfChincInv cdfExp cdfExpInv cdfFc cdfFnc cdfFncInv cdfGam cdfGenPareto cdfHyperGeo cdfLaplace cdfLaplaceInv cdfLogistic cdfLogisticInv cdfmControlCreate cdfMvn cdfMvn2e cdfMvnce cdfMvne cdfMvt2e cdfMvtce cdfMvte cdfN cdfN2 cdfNc cdfNegBinomial cdfNegBinomialInv cdfNi cdfPoisson cdfPoissonInv cdfRayleigh cdfRayleighInv cdfTc cdfTci cdfTnc cdfTvn cdfWeibull cdfWeibullInv cdir ceil ChangeDir chdir chiBarSquare chol choldn cholsol cholup chrs close code cols colsf combinate combinated complex con cond conj cons ConScore contour conv convertsatostr convertstrtosa corrm corrms corrvc corrx corrxs cos cosh counts countwts crossprd crout croutp csrcol csrlin csvReadM csvReadSA cumprodc cumsumc curve cvtos datacreate datacreatecomplex datalist dataload dataloop dataopen datasave date datestr datestring datestrymd dayinyr dayofweek dbAddDatabase dbClose dbCommit dbCreateQuery dbExecQuery dbGetConnectOptions dbGetDatabaseName dbGetDriverName dbGetDrivers dbGetHostName dbGetLastErrorNum dbGetLastErrorText dbGetNumericalPrecPolicy dbGetPassword dbGetPort dbGetTableHeaders dbGetTables dbGetUserName dbHasFeature dbIsDriverAvailable dbIsOpen dbIsOpenError dbOpen dbQueryBindValue dbQueryClear dbQueryCols dbQueryExecPrepared dbQueryFetchAllM dbQueryFetchAllSA dbQueryFetchOneM dbQueryFetchOneSA dbQueryFinish dbQueryGetBoundValue dbQueryGetBoundValues dbQueryGetField dbQueryGetLastErrorNum dbQueryGetLastErrorText dbQueryGetLastInsertID dbQueryGetLastQuery dbQueryGetPosition dbQueryIsActive dbQueryIsForwardOnly dbQueryIsNull dbQueryIsSelect dbQueryIsValid dbQueryPrepare dbQueryRows dbQuerySeek dbQuerySeekFirst dbQuerySeekLast dbQuerySeekNext dbQuerySeekPrevious dbQuerySetForwardOnly dbRemoveDatabase dbRollback dbSetConnectOptions dbSetDatabaseName dbSetHostName dbSetNumericalPrecPolicy dbSetPort dbSetUserName dbTransaction DeleteFile delif delrows denseToSp denseToSpRE denToZero design det detl dfft dffti diag diagrv digamma doswin DOSWinCloseall DOSWinOpen dotfeq dotfeqmt dotfge dotfgemt dotfgt dotfgtmt dotfle dotflemt dotflt dotfltmt dotfne dotfnemt draw drop dsCreate dstat dstatmt dstatmtControlCreate dtdate dtday dttime dttodtv dttostr dttoutc dtvnormal dtvtodt dtvtoutc dummy dummybr dummydn eig eigh eighv eigv elapsedTradingDays endwind envget eof eqSolve eqSolvemt eqSolvemtControlCreate eqSolvemtOutCreate eqSolveset erf erfc erfccplx erfcplx error etdays ethsec etstr EuropeanBinomCall EuropeanBinomCall_Greeks EuropeanBinomCall_ImpVol EuropeanBinomPut EuropeanBinomPut_Greeks EuropeanBinomPut_ImpVol EuropeanBSCall EuropeanBSCall_Greeks EuropeanBSCall_ImpVol EuropeanBSPut EuropeanBSPut_Greeks EuropeanBSPut_ImpVol exctsmpl exec execbg exp extern eye fcheckerr fclearerr feq feqmt fflush fft ffti fftm fftmi fftn fge fgemt fgets fgetsa fgetsat fgetst fgt fgtmt fileinfo filesa fle flemt floor flt fltmt fmod fne fnemt fonts fopen formatcv formatnv fputs fputst fseek fstrerror ftell ftocv ftos ftostrC gamma gammacplx gammaii gausset gdaAppend gdaCreate gdaDStat gdaDStatMat gdaGetIndex gdaGetName gdaGetNames gdaGetOrders gdaGetType gdaGetTypes gdaGetVarInfo gdaIsCplx gdaLoad gdaPack gdaRead gdaReadByIndex gdaReadSome gdaReadSparse gdaReadStruct gdaReportVarInfo gdaSave gdaUpdate gdaUpdateAndPack gdaVars gdaWrite gdaWrite32 gdaWriteSome getarray getdims getf getGAUSShome getmatrix getmatrix4D getname getnamef getNextTradingDay getNextWeekDay getnr getorders getpath getPreviousTradingDay getPreviousWeekDay getRow getscalar3D getscalar4D getTrRow getwind glm gradcplx gradMT gradMTm gradMTT gradMTTm gradp graphprt graphset hasimag header headermt hess hessMT hessMTg hessMTgw hessMTm hessMTmw hessMTT hessMTTg hessMTTgw hessMTTm hessMTw hessp hist histf histp hsec imag indcv indexcat indices indices2 indicesf indicesfn indnv indsav integrate1d integrateControlCreate intgrat2 intgrat3 inthp1 inthp2 inthp3 inthp4 inthpControlCreate intquad1 intquad2 intquad3 intrleav intrleavsa intrsect intsimp inv invpd invswp iscplx iscplxf isden isinfnanmiss ismiss key keyav keyw lag lag1 lagn lapEighb lapEighi lapEighvb lapEighvi lapgEig lapgEigh lapgEighv lapgEigv lapgSchur lapgSvdcst lapgSvds lapgSvdst lapSvdcusv lapSvds lapSvdusv ldlp ldlsol linSolve listwise ln lncdfbvn lncdfbvn2 lncdfmvn lncdfn lncdfn2 lncdfnc lnfact lngammacplx lnpdfmvn lnpdfmvt lnpdfn lnpdft loadd loadstruct loadwind loess loessmt loessmtControlCreate log loglog logx logy lower lowmat lowmat1 ltrisol lu lusol machEpsilon make makevars makewind margin matalloc matinit mattoarray maxbytes maxc maxindc maxv maxvec mbesselei mbesselei0 mbesselei1 mbesseli mbesseli0 mbesseli1 meanc median mergeby mergevar minc minindc minv miss missex missrv moment momentd movingave movingaveExpwgt movingaveWgt nextindex nextn nextnevn nextwind ntos null null1 numCombinations ols olsmt olsmtControlCreate olsqr olsqr2 olsqrmt ones optn optnevn orth outtyp pacf packedToSp packr parse pause pdfCauchy pdfChi pdfExp pdfGenPareto pdfHyperGeo pdfLaplace pdfLogistic pdfn pdfPoisson pdfRayleigh pdfWeibull pi pinv pinvmt plotAddArrow plotAddBar plotAddBox plotAddHist plotAddHistF plotAddHistP plotAddPolar plotAddScatter plotAddShape plotAddTextbox plotAddTS plotAddXY plotArea plotBar plotBox plotClearLayout plotContour plotCustomLayout plotGetDefaults plotHist plotHistF plotHistP plotLayout plotLogLog plotLogX plotLogY plotOpenWindow plotPolar plotSave plotScatter plotSetAxesPen plotSetBar plotSetBarFill plotSetBarStacked plotSetBkdColor plotSetFill plotSetGrid plotSetLegend plotSetLineColor plotSetLineStyle plotSetLineSymbol plotSetLineThickness plotSetNewWindow plotSetTitle plotSetWhichYAxis plotSetXAxisShow plotSetXLabel plotSetXRange plotSetXTicInterval plotSetXTicLabel plotSetYAxisShow plotSetYLabel plotSetYRange plotSetZAxisShow plotSetZLabel plotSurface plotTS plotXY polar polychar polyeval polygamma polyint polymake polymat polymroot polymult polyroot pqgwin previousindex princomp printfm printfmt prodc psi putarray putf putvals pvCreate pvGetIndex pvGetParNames pvGetParVector pvLength pvList pvPack pvPacki pvPackm pvPackmi pvPacks pvPacksi pvPacksm pvPacksmi pvPutParVector pvTest pvUnpack QNewton QNewtonmt QNewtonmtControlCreate QNewtonmtOutCreate QNewtonSet QProg QProgmt QProgmtInCreate qqr qqre qqrep qr qre qrep qrsol qrtsol qtyr qtyre qtyrep quantile quantiled qyr qyre qyrep qz rank rankindx readr real reclassify reclassifyCuts recode recserar recsercp recserrc rerun rescale reshape rets rev rfft rffti rfftip rfftn rfftnp rfftp rndBernoulli rndBeta rndBinomial rndCauchy rndChiSquare rndCon rndCreateState rndExp rndGamma rndGeo rndGumbel rndHyperGeo rndi rndKMbeta rndKMgam rndKMi rndKMn rndKMnb rndKMp rndKMu rndKMvm rndLaplace rndLCbeta rndLCgam rndLCi rndLCn rndLCnb rndLCp rndLCu rndLCvm rndLogNorm rndMTu rndMVn rndMVt rndn rndnb rndNegBinomial rndp rndPoisson rndRayleigh rndStateSkip rndu rndvm rndWeibull rndWishart rotater round rows rowsf rref sampleData satostrC saved saveStruct savewind scale scale3d scalerr scalinfnanmiss scalmiss schtoc schur searchsourcepath seekr select selif seqa seqm setdif setdifsa setvars setvwrmode setwind shell shiftr sin singleindex sinh sleep solpd sortc sortcc sortd sorthc sorthcc sortind sortindc sortmc sortr sortrc spBiconjGradSol spChol spConjGradSol spCreate spDenseSubmat spDiagRvMat spEigv spEye spLDL spline spLU spNumNZE spOnes spreadSheetReadM spreadSheetReadSA spreadSheetWrite spScale spSubmat spToDense spTrTDense spTScalar spZeros sqpSolve sqpSolveMT sqpSolveMTControlCreate sqpSolveMTlagrangeCreate sqpSolveMToutCreate sqpSolveSet sqrt statements stdc stdsc stocv stof strcombine strindx strlen strput strrindx strsect strsplit strsplitPad strtodt strtof strtofcplx strtriml strtrimr strtrunc strtruncl strtruncpad strtruncr submat subscat substute subvec sumc sumr surface svd svd1 svd2 svdcusv svds svdusv sysstate tab tan tanh tempname time timedt timestr timeutc title tkf2eps tkf2ps tocart todaydt toeplitz token topolar trapchk trigamma trimr trunc type typecv typef union unionsa uniqindx uniqindxsa unique uniquesa upmat upmat1 upper utctodt utctodtv utrisol vals varCovMS varCovXS varget vargetl varmall varmares varput varputl vartypef vcm vcms vcx vcxs vec vech vecr vector vget view viewxyz vlist vnamecv volume vput vread vtypecv wait waitc walkindex where window writer xlabel xlsGetSheetCount xlsGetSheetSize xlsGetSheetTypes xlsMakeRange xlsReadM xlsReadSA xlsWrite xlsWriteM xlsWriteSA xpnd xtics xy xyz ylabel ytics zeros zeta zlabel ztics cdfEmpirical dot h5create h5open h5read h5readAttribute h5write h5writeAttribute ldl plotAddErrorBar plotAddSurface plotCDFEmpirical plotSetColormap plotSetContourLabels plotSetLegendFont plotSetTextInterpreter plotSetXTicCount plotSetYTicCount plotSetZLevels powerm strjoin sylvester strtrim",literal:"DB_AFTER_LAST_ROW DB_ALL_TABLES DB_BATCH_OPERATIONS DB_BEFORE_FIRST_ROW DB_BLOB DB_EVENT_NOTIFICATIONS DB_FINISH_QUERY DB_HIGH_PRECISION DB_LAST_INSERT_ID DB_LOW_PRECISION_DOUBLE DB_LOW_PRECISION_INT32 DB_LOW_PRECISION_INT64 DB_LOW_PRECISION_NUMBERS DB_MULTIPLE_RESULT_SETS DB_NAMED_PLACEHOLDERS DB_POSITIONAL_PLACEHOLDERS DB_PREPARED_QUERIES DB_QUERY_SIZE DB_SIMPLE_LOCKING DB_SYSTEM_TABLES DB_TABLES DB_TRANSACTIONS DB_UNICODE DB_VIEWS __STDIN __STDOUT __STDERR __FILE_DIR"},r=e.COMMENT("@","@"),n={className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"define definecs|10 undef ifdef ifndef iflight ifdllcall ifmac ifos2win ifunix else endif lineson linesoff srcfile srcline"},contains:[{begin:/\\\n/,relevance:0},{beginKeywords:"include",end:"$",keywords:{"meta-keyword":"include"},contains:[{className:"meta-string",begin:'"',end:'"',illegal:"\\n"}]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r]},o={begin:/\bstruct\s+/,end:/\s/,keywords:"struct",contains:[{className:"type",begin:e.UNDERSCORE_IDENT_RE,relevance:0}]},a=[{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,endsWithParent:!0,relevance:0,contains:[{className:"literal",begin:/\.\.\./},e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE,r,o]}],i={className:"title",begin:e.UNDERSCORE_IDENT_RE,relevance:0},s=function(t,n,o){var s=e.inherit({className:"function",beginKeywords:t,end:n,excludeEnd:!0,contains:[].concat(a)},o||{});return s.contains.push(i),s.contains.push(e.C_NUMBER_MODE),s.contains.push(e.C_BLOCK_COMMENT_MODE),s.contains.push(r),s},l={className:"built_in",begin:"\\b("+t.built_in.split(" ").join("|")+")\\b"},c={className:"string",begin:'"',end:'"',contains:[e.BACKSLASH_ESCAPE],relevance:0},_={begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,keywords:t,relevance:0,contains:[{beginKeywords:t.keyword},l,{className:"built_in",begin:e.UNDERSCORE_IDENT_RE,relevance:0}]},d={begin:/\(/,end:/\)/,relevance:0,keywords:{built_in:t.built_in,literal:t.literal},contains:[e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE,r,l,_,c,"self"]};return _.contains.push(d),{aliases:["gss"],case_insensitive:!0,keywords:t,illegal:/(\{[%#]|[%#]\}| <- )/,contains:[e.C_NUMBER_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,c,n,{className:"keyword",begin:/\bexternal (matrix|string|array|sparse matrix|struct|proc|keyword|fn)/},s("proc keyword",";"),s("fn","="),{beginKeywords:"for threadfor",end:/;/,relevance:0,contains:[e.C_BLOCK_COMMENT_MODE,r,d]},{variants:[{begin:e.UNDERSCORE_IDENT_RE+"\\."+e.UNDERSCORE_IDENT_RE},{begin:e.UNDERSCORE_IDENT_RE+"\\s*="}],relevance:0},_,o]}}},"MI+5":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#333",color:"white"},"hljs-name":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-code":{fontStyle:"italic",color:"#888"},"hljs-emphasis":{fontStyle:"italic"},"hljs-tag":{color:"#62c8f3"},"hljs-variable":{color:"#ade5fc"},"hljs-template-variable":{color:"#ade5fc"},"hljs-selector-id":{color:"#ade5fc"},"hljs-selector-class":{color:"#ade5fc"},"hljs-string":{color:"#a2fca2"},"hljs-bullet":{color:"#d36363"},"hljs-type":{color:"#ffa"},"hljs-title":{color:"#ffa"},"hljs-section":{color:"#ffa"},"hljs-attribute":{color:"#ffa"},"hljs-quote":{color:"#ffa"},"hljs-built_in":{color:"#ffa"},"hljs-builtin-name":{color:"#ffa"},"hljs-number":{color:"#d36363"},"hljs-symbol":{color:"#d36363"},"hljs-keyword":{color:"#fcc28c"},"hljs-selector-tag":{color:"#fcc28c"},"hljs-literal":{color:"#fcc28c"},"hljs-comment":{color:"#888"},"hljs-deletion":{color:"#333",backgroundColor:"#fc9b9b"},"hljs-regexp":{color:"#c6b4f0"},"hljs-link":{color:"#c6b4f0"},"hljs-meta":{color:"#fc9b9b"},"hljs-addition":{backgroundColor:"#a2fca2",color:"#333"}}},MX9s:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#282828",color:"#ebdbb2"},"hljs-subst":{color:"#ebdbb2"},"hljs-deletion":{color:"#fb4934"},"hljs-formula":{color:"#fb4934"},"hljs-keyword":{color:"#fb4934"},"hljs-link":{color:"#fb4934"},"hljs-selector-tag":{color:"#fb4934"},"hljs-built_in":{color:"#83a598"},"hljs-emphasis":{color:"#83a598",fontStyle:"italic"},"hljs-name":{color:"#83a598"},"hljs-quote":{color:"#83a598"},"hljs-strong":{color:"#83a598",fontWeight:"bold"},"hljs-title":{color:"#83a598"},"hljs-variable":{color:"#83a598"},"hljs-attr":{color:"#fabd2f"},"hljs-params":{color:"#fabd2f"},"hljs-template-tag":{color:"#fabd2f"},"hljs-type":{color:"#fabd2f"},"hljs-builtin-name":{color:"#8f3f71"},"hljs-doctag":{color:"#8f3f71"},"hljs-literal":{color:"#d3869b"},"hljs-number":{color:"#d3869b"},"hljs-code":{color:"#fe8019"},"hljs-meta":{color:"#fe8019"},"hljs-regexp":{color:"#fe8019"},"hljs-selector-id":{color:"#fe8019"},"hljs-template-variable":{color:"#fe8019"},"hljs-addition":{color:"#b8bb26"},"hljs-meta-string":{color:"#b8bb26"},"hljs-section":{color:"#b8bb26",fontWeight:"bold"},"hljs-selector-attr":{color:"#b8bb26"},"hljs-selector-class":{color:"#b8bb26"},"hljs-string":{color:"#b8bb26"},"hljs-symbol":{color:"#b8bb26"},"hljs-attribute":{color:"#8ec07c"},"hljs-bullet":{color:"#8ec07c"},"hljs-class":{color:"#8ec07c"},"hljs-function":{color:"#8ec07c"},"hljs-function .hljs-keyword":{color:"#8ec07c"},"hljs-meta-keyword":{color:"#8ec07c"},"hljs-selector-pseudo":{color:"#8ec07c"},"hljs-tag":{color:"#8ec07c",fontWeight:"bold"},"hljs-comment":{color:"#928374",fontStyle:"italic"},"hljs-link_label":{color:"#d3869b"}}},MZBX:function(e,t,r){"use strict";function n(e,t,r){for(r of e.keys())if(o(r,t))return r}function o(e,t){var r,a,i;if(e===t)return!0;if(e&&t&&(r=e.constructor)===t.constructor){if(r===Date)return e.getTime()===t.getTime();if(r===RegExp)return e.toString()===t.toString();if(r===Array){if((a=e.length)===t.length)for(;a--&&o(e[a],t[a]););return-1===a}if(r===Set){if(e.size!==t.size)return!1;for(a of e){if((i=a)&&"object"==typeof i&&!(i=n(t,i)))return!1;if(!t.has(i))return!1}return!0}if(r===Map){if(e.size!==t.size)return!1;for(a of e){if((i=a[0])&&"object"==typeof i&&!(i=n(t,i)))return!1;if(!o(a[1],t.get(i)))return!1}return!0}if(r===ArrayBuffer)e=new Uint8Array(e),t=new Uint8Array(t);else if(r===DataView){if((a=e.byteLength)===t.byteLength)for(;a--&&e.getInt8(a)===t.getInt8(a););return-1===a}if(ArrayBuffer.isView(e)){if((a=e.byteLength)===t.byteLength)for(;a--&&e[a]===t[a];);return-1===a}if(!r||"object"==typeof e){for(r in a=0,e){if(s.call(e,r)&&++a&&!s.call(t,r))return!1;if(!(r in t)||!o(e[r],t[r]))return!1}return Object.keys(t).length===a}}return e!=e&&t!=t}function a(e){var t=Object(i.c)(),r=Object(i.c)(0);return o(e,t.current)||(t.current=e,r.current+=1),[r.current]}var i=r("l8WD"),s=Object.prototype.hasOwnProperty;t.a=function(e,t){return Object(i.b)(e,a(t))}},MjZ9:function(e){e.exports=function(e){return{lexemes:"[A-Za-z_%][0-9A-Za-z_%]*",keywords:{keyword:"if then else elseif for thru do while unless step in and or not",literal:"true false unknown inf minf ind und %e %i %pi %phi %gamma",built_in:" abasep abs absint absolute_real_time acos acosh acot acoth acsc acsch activate addcol add_edge add_edges addmatrices addrow add_vertex add_vertices adjacency_matrix adjoin adjoint af agd airy airy_ai airy_bi airy_dai airy_dbi algsys alg_type alias allroots alphacharp alphanumericp amortization %and annuity_fv annuity_pv antid antidiff AntiDifference append appendfile apply apply1 apply2 applyb1 apropos args arit_amortization arithmetic arithsum array arrayapply arrayinfo arraymake arraysetapply ascii asec asech asin asinh askinteger asksign assoc assoc_legendre_p assoc_legendre_q assume assume_external_byte_order asympa at atan atan2 atanh atensimp atom atvalue augcoefmatrix augmented_lagrangian_method av average_degree backtrace bars barsplot barsplot_description base64 base64_decode bashindices batch batchload bc2 bdvac belln benefit_cost bern bernpoly bernstein_approx bernstein_expand bernstein_poly bessel bessel_i bessel_j bessel_k bessel_simplify bessel_y beta beta_incomplete beta_incomplete_generalized beta_incomplete_regularized bezout bfallroots bffac bf_find_root bf_fmin_cobyla bfhzeta bfloat bfloatp bfpsi bfpsi0 bfzeta biconnected_components bimetric binomial bipartition block blockmatrixp bode_gain bode_phase bothcoef box boxplot boxplot_description break bug_report build_info|10 buildq build_sample burn cabs canform canten cardinality carg cartan cartesian_product catch cauchy_matrix cbffac cdf_bernoulli cdf_beta cdf_binomial cdf_cauchy cdf_chi2 cdf_continuous_uniform cdf_discrete_uniform cdf_exp cdf_f cdf_gamma cdf_general_finite_discrete cdf_geometric cdf_gumbel cdf_hypergeometric cdf_laplace cdf_logistic cdf_lognormal cdf_negative_binomial cdf_noncentral_chi2 cdf_noncentral_student_t cdf_normal cdf_pareto cdf_poisson cdf_rank_sum cdf_rayleigh cdf_signed_rank cdf_student_t cdf_weibull cdisplay ceiling central_moment cequal cequalignore cf cfdisrep cfexpand cgeodesic cgreaterp cgreaterpignore changename changevar chaosgame charat charfun charfun2 charlist charp charpoly chdir chebyshev_t chebyshev_u checkdiv check_overlaps chinese cholesky christof chromatic_index chromatic_number cint circulant_graph clear_edge_weight clear_rules clear_vertex_label clebsch_gordan clebsch_graph clessp clesspignore close closefile cmetric coeff coefmatrix cograd col collapse collectterms columnop columnspace columnswap columnvector combination combine comp2pui compare compfile compile compile_file complement_graph complete_bipartite_graph complete_graph complex_number_p components compose_functions concan concat conjugate conmetderiv connected_components connect_vertices cons constant constantp constituent constvalue cont2part content continuous_freq contortion contour_plot contract contract_edge contragrad contrib_ode convert coord copy copy_file copy_graph copylist copymatrix cor cos cosh cot coth cov cov1 covdiff covect covers crc24sum create_graph create_list csc csch csetup cspline ctaylor ct_coordsys ctransform ctranspose cube_graph cuboctahedron_graph cunlisp cv cycle_digraph cycle_graph cylindrical days360 dblint deactivate declare declare_constvalue declare_dimensions declare_fundamental_dimensions declare_fundamental_units declare_qty declare_translated declare_unit_conversion declare_units declare_weights decsym defcon define define_alt_display define_variable defint defmatch defrule defstruct deftaylor degree_sequence del delete deleten delta demo demoivre denom depends derivdegree derivlist describe desolve determinant dfloat dgauss_a dgauss_b dgeev dgemm dgeqrf dgesv dgesvd diag diagmatrix diag_matrix diagmatrixp diameter diff digitcharp dimacs_export dimacs_import dimension dimensionless dimensions dimensions_as_list direct directory discrete_freq disjoin disjointp disolate disp dispcon dispform dispfun dispJordan display disprule dispterms distrib divide divisors divsum dkummer_m dkummer_u dlange dodecahedron_graph dotproduct dotsimp dpart draw draw2d draw3d drawdf draw_file draw_graph dscalar echelon edge_coloring edge_connectivity edges eigens_by_jacobi eigenvalues eigenvectors eighth einstein eivals eivects elapsed_real_time elapsed_run_time ele2comp ele2polynome ele2pui elem elementp elevation_grid elim elim_allbut eliminate eliminate_using ellipse elliptic_e elliptic_ec elliptic_eu elliptic_f elliptic_kc elliptic_pi ematrix empty_graph emptyp endcons entermatrix entertensor entier equal equalp equiv_classes erf erfc erf_generalized erfi errcatch error errormsg errors euler ev eval_string evenp every evolution evolution2d evundiff example exp expand expandwrt expandwrt_factored expint expintegral_chi expintegral_ci expintegral_e expintegral_e1 expintegral_ei expintegral_e_simplify expintegral_li expintegral_shi expintegral_si explicit explose exponentialize express expt exsec extdiff extract_linear_equations extremal_subset ezgcd %f f90 facsum factcomb factor factorfacsum factorial factorout factorsum facts fast_central_elements fast_linsolve fasttimes featurep fernfale fft fib fibtophi fifth filename_merge file_search file_type fillarray findde find_root find_root_abs find_root_error find_root_rel first fix flatten flength float floatnump floor flower_snark flush flush1deriv flushd flushnd flush_output fmin_cobyla forget fortran fourcos fourexpand fourier fourier_elim fourint fourintcos fourintsin foursimp foursin fourth fposition frame_bracket freeof freshline fresnel_c fresnel_s from_adjacency_matrix frucht_graph full_listify fullmap fullmapl fullratsimp fullratsubst fullsetify funcsolve fundamental_dimensions fundamental_units fundef funmake funp fv g0 g1 gamma gamma_greek gamma_incomplete gamma_incomplete_generalized gamma_incomplete_regularized gauss gauss_a gauss_b gaussprob gcd gcdex gcdivide gcfac gcfactor gd generalized_lambert_w genfact gen_laguerre genmatrix gensym geo_amortization geo_annuity_fv geo_annuity_pv geomap geometric geometric_mean geosum get getcurrentdirectory get_edge_weight getenv get_lu_factors get_output_stream_string get_pixel get_plot_option get_tex_environment get_tex_environment_default get_vertex_label gfactor gfactorsum ggf girth global_variances gn gnuplot_close gnuplot_replot gnuplot_reset gnuplot_restart gnuplot_start go Gosper GosperSum gr2d gr3d gradef gramschmidt graph6_decode graph6_encode graph6_export graph6_import graph_center graph_charpoly graph_eigenvalues graph_flow graph_order graph_periphery graph_product graph_size graph_union great_rhombicosidodecahedron_graph great_rhombicuboctahedron_graph grid_graph grind grobner_basis grotzch_graph hamilton_cycle hamilton_path hankel hankel_1 hankel_2 harmonic harmonic_mean hav heawood_graph hermite hessian hgfred hilbertmap hilbert_matrix hipow histogram histogram_description hodge horner hypergeometric i0 i1 %ibes ic1 ic2 ic_convert ichr1 ichr2 icosahedron_graph icosidodecahedron_graph icurvature ident identfor identity idiff idim idummy ieqn %if ifactors iframes ifs igcdex igeodesic_coords ilt image imagpart imetric implicit implicit_derivative implicit_plot indexed_tensor indices induced_subgraph inferencep inference_result infix info_display init_atensor init_ctensor in_neighbors innerproduct inpart inprod inrt integerp integer_partitions integrate intersect intersection intervalp intopois intosum invariant1 invariant2 inverse_fft inverse_jacobi_cd inverse_jacobi_cn inverse_jacobi_cs inverse_jacobi_dc inverse_jacobi_dn inverse_jacobi_ds inverse_jacobi_nc inverse_jacobi_nd inverse_jacobi_ns inverse_jacobi_sc inverse_jacobi_sd inverse_jacobi_sn invert invert_by_adjoint invert_by_lu inv_mod irr is is_biconnected is_bipartite is_connected is_digraph is_edge_in_graph is_graph is_graph_or_digraph ishow is_isomorphic isolate isomorphism is_planar isqrt isreal_p is_sconnected is_tree is_vertex_in_graph items_inference %j j0 j1 jacobi jacobian jacobi_cd jacobi_cn jacobi_cs jacobi_dc jacobi_dn jacobi_ds jacobi_nc jacobi_nd jacobi_ns jacobi_p jacobi_sc jacobi_sd jacobi_sn JF jn join jordan julia julia_set julia_sin %k kdels kdelta kill killcontext kostka kron_delta kronecker_product kummer_m kummer_u kurtosis kurtosis_bernoulli kurtosis_beta kurtosis_binomial kurtosis_chi2 kurtosis_continuous_uniform kurtosis_discrete_uniform kurtosis_exp kurtosis_f kurtosis_gamma kurtosis_general_finite_discrete kurtosis_geometric kurtosis_gumbel kurtosis_hypergeometric kurtosis_laplace kurtosis_logistic kurtosis_lognormal kurtosis_negative_binomial kurtosis_noncentral_chi2 kurtosis_noncentral_student_t kurtosis_normal kurtosis_pareto kurtosis_poisson kurtosis_rayleigh kurtosis_student_t kurtosis_weibull label labels lagrange laguerre lambda lambert_w laplace laplacian_matrix last lbfgs lc2kdt lcharp lc_l lcm lc_u ldefint ldisp ldisplay legendre_p legendre_q leinstein length let letrules letsimp levi_civita lfreeof lgtreillis lhs li liediff limit Lindstedt linear linearinterpol linear_program linear_regression line_graph linsolve listarray list_correlations listify list_matrix_entries list_nc_monomials listoftens listofvars listp lmax lmin load loadfile local locate_matrix_entry log logcontract log_gamma lopow lorentz_gauge lowercasep lpart lratsubst lreduce lriemann lsquares_estimates lsquares_estimates_approximate lsquares_estimates_exact lsquares_mse lsquares_residual_mse lsquares_residuals lsum ltreillis lu_backsub lucas lu_factor %m macroexpand macroexpand1 make_array makebox makefact makegamma make_graph make_level_picture makelist makeOrders make_poly_continent make_poly_country make_polygon make_random_state make_rgb_picture makeset make_string_input_stream make_string_output_stream make_transform mandelbrot mandelbrot_set map mapatom maplist matchdeclare matchfix mat_cond mat_fullunblocker mat_function mathml_display mat_norm matrix matrixmap matrixp matrix_size mattrace mat_trace mat_unblocker max max_clique max_degree max_flow maximize_lp max_independent_set max_matching maybe md5sum mean mean_bernoulli mean_beta mean_binomial mean_chi2 mean_continuous_uniform mean_deviation mean_discrete_uniform mean_exp mean_f mean_gamma mean_general_finite_discrete mean_geometric mean_gumbel mean_hypergeometric mean_laplace mean_logistic mean_lognormal mean_negative_binomial mean_noncentral_chi2 mean_noncentral_student_t mean_normal mean_pareto mean_poisson mean_rayleigh mean_student_t mean_weibull median median_deviation member mesh metricexpandall mgf1_sha1 min min_degree min_edge_cut minfactorial minimalPoly minimize_lp minimum_spanning_tree minor minpack_lsquares minpack_solve min_vertex_cover min_vertex_cut mkdir mnewton mod mode_declare mode_identity ModeMatrix moebius mon2schur mono monomial_dimensions multibernstein_poly multi_display_for_texinfo multi_elem multinomial multinomial_coeff multi_orbit multiplot_mode multi_pui multsym multthru mycielski_graph nary natural_unit nc_degree ncexpt ncharpoly negative_picture neighbors new newcontext newdet new_graph newline newton new_variable next_prime nicedummies niceindices ninth nofix nonarray noncentral_moment nonmetricity nonnegintegerp nonscalarp nonzeroandfreeof notequal nounify nptetrad npv nroots nterms ntermst nthroot nullity nullspace num numbered_boundaries numberp number_to_octets num_distinct_partitions numerval numfactor num_partitions nusum nzeta nzetai nzetar octets_to_number octets_to_oid odd_girth oddp ode2 ode_check odelin oid_to_octets op opena opena_binary openr openr_binary openw openw_binary operatorp opsubst optimize %or orbit orbits ordergreat ordergreatp orderless orderlessp orthogonal_complement orthopoly_recur orthopoly_weight outermap out_neighbors outofpois pade parabolic_cylinder_d parametric parametric_surface parg parGosper parse_string parse_timedate part part2cont partfrac partition partition_set partpol path_digraph path_graph pathname_directory pathname_name pathname_type pdf_bernoulli pdf_beta pdf_binomial pdf_cauchy pdf_chi2 pdf_continuous_uniform pdf_discrete_uniform pdf_exp pdf_f pdf_gamma pdf_general_finite_discrete pdf_geometric pdf_gumbel pdf_hypergeometric pdf_laplace pdf_logistic pdf_lognormal pdf_negative_binomial pdf_noncentral_chi2 pdf_noncentral_student_t pdf_normal pdf_pareto pdf_poisson pdf_rank_sum pdf_rayleigh pdf_signed_rank pdf_student_t pdf_weibull pearson_skewness permanent permut permutation permutations petersen_graph petrov pickapart picture_equalp picturep piechart piechart_description planar_embedding playback plog plot2d plot3d plotdf ploteq plsquares pochhammer points poisdiff poisexpt poisint poismap poisplus poissimp poissubst poistimes poistrim polar polarform polartorect polar_to_xy poly_add poly_buchberger poly_buchberger_criterion poly_colon_ideal poly_content polydecomp poly_depends_p poly_elimination_ideal poly_exact_divide poly_expand poly_expt poly_gcd polygon poly_grobner poly_grobner_equal poly_grobner_member poly_grobner_subsetp poly_ideal_intersection poly_ideal_polysaturation poly_ideal_polysaturation1 poly_ideal_saturation poly_ideal_saturation1 poly_lcm poly_minimization polymod poly_multiply polynome2ele polynomialp poly_normal_form poly_normalize poly_normalize_list poly_polysaturation_extension poly_primitive_part poly_pseudo_divide poly_reduced_grobner poly_reduction poly_saturation_extension poly_s_polynomial poly_subtract polytocompanion pop postfix potential power_mod powerseries powerset prefix prev_prime primep primes principal_components print printf printfile print_graph printpois printprops prodrac product properties propvars psi psubst ptriangularize pui pui2comp pui2ele pui2polynome pui_direct puireduc push put pv qput qrange qty quad_control quad_qag quad_qagi quad_qagp quad_qags quad_qawc quad_qawf quad_qawo quad_qaws quadrilateral quantile quantile_bernoulli quantile_beta quantile_binomial quantile_cauchy quantile_chi2 quantile_continuous_uniform quantile_discrete_uniform quantile_exp quantile_f quantile_gamma quantile_general_finite_discrete quantile_geometric quantile_gumbel quantile_hypergeometric quantile_laplace quantile_logistic quantile_lognormal quantile_negative_binomial quantile_noncentral_chi2 quantile_noncentral_student_t quantile_normal quantile_pareto quantile_poisson quantile_rayleigh quantile_student_t quantile_weibull quartile_skewness quit qunit quotient racah_v racah_w radcan radius random random_bernoulli random_beta random_binomial random_bipartite_graph random_cauchy random_chi2 random_continuous_uniform random_digraph random_discrete_uniform random_exp random_f random_gamma random_general_finite_discrete random_geometric random_graph random_graph1 random_gumbel random_hypergeometric random_laplace random_logistic random_lognormal random_negative_binomial random_network random_noncentral_chi2 random_noncentral_student_t random_normal random_pareto random_permutation random_poisson random_rayleigh random_regular_graph random_student_t random_tournament random_tree random_weibull range rank rat ratcoef ratdenom ratdiff ratdisrep ratexpand ratinterpol rational rationalize ratnumer ratnump ratp ratsimp ratsubst ratvars ratweight read read_array read_binary_array read_binary_list read_binary_matrix readbyte readchar read_hashed_array readline read_list read_matrix read_nested_list readonly read_xpm real_imagpart_to_conjugate realpart realroots rearray rectangle rectform rectform_log_if_constant recttopolar rediff reduce_consts reduce_order region region_boundaries region_boundaries_plus rem remainder remarray rembox remcomps remcon remcoord remfun remfunction remlet remove remove_constvalue remove_dimensions remove_edge remove_fundamental_dimensions remove_fundamental_units remove_plot_option remove_vertex rempart remrule remsym remvalue rename rename_file reset reset_displays residue resolvante resolvante_alternee1 resolvante_bipartite resolvante_diedrale resolvante_klein resolvante_klein3 resolvante_produit_sym resolvante_unitaire resolvante_vierer rest resultant return reveal reverse revert revert2 rgb2level rhs ricci riemann rinvariant risch rk rmdir rncombine romberg room rootscontract round row rowop rowswap rreduce run_testsuite %s save saving scalarp scaled_bessel_i scaled_bessel_i0 scaled_bessel_i1 scalefactors scanmap scatterplot scatterplot_description scene schur2comp sconcat scopy scsimp scurvature sdowncase sec sech second sequal sequalignore set_alt_display setdifference set_draw_defaults set_edge_weight setelmx setequalp setify setp set_partitions set_plot_option set_prompt set_random_state set_tex_environment set_tex_environment_default setunits setup_autoload set_up_dot_simplifications set_vertex_label seventh sexplode sf sha1sum sha256sum shortest_path shortest_weighted_path show showcomps showratvars sierpinskiale sierpinskimap sign signum similaritytransform simp_inequality simplify_sum simplode simpmetderiv simtran sin sinh sinsert sinvertcase sixth skewness skewness_bernoulli skewness_beta skewness_binomial skewness_chi2 skewness_continuous_uniform skewness_discrete_uniform skewness_exp skewness_f skewness_gamma skewness_general_finite_discrete skewness_geometric skewness_gumbel skewness_hypergeometric skewness_laplace skewness_logistic skewness_lognormal skewness_negative_binomial skewness_noncentral_chi2 skewness_noncentral_student_t skewness_normal skewness_pareto skewness_poisson skewness_rayleigh skewness_student_t skewness_weibull slength smake small_rhombicosidodecahedron_graph small_rhombicuboctahedron_graph smax smin smismatch snowmap snub_cube_graph snub_dodecahedron_graph solve solve_rec solve_rec_rat some somrac sort sparse6_decode sparse6_encode sparse6_export sparse6_import specint spherical spherical_bessel_j spherical_bessel_y spherical_hankel1 spherical_hankel2 spherical_harmonic spherical_to_xyz splice split sposition sprint sqfr sqrt sqrtdenest sremove sremovefirst sreverse ssearch ssort sstatus ssubst ssubstfirst staircase standardize standardize_inverse_trig starplot starplot_description status std std1 std_bernoulli std_beta std_binomial std_chi2 std_continuous_uniform std_discrete_uniform std_exp std_f std_gamma std_general_finite_discrete std_geometric std_gumbel std_hypergeometric std_laplace std_logistic std_lognormal std_negative_binomial std_noncentral_chi2 std_noncentral_student_t std_normal std_pareto std_poisson std_rayleigh std_student_t std_weibull stemplot stirling stirling1 stirling2 strim striml strimr string stringout stringp strong_components struve_h struve_l sublis sublist sublist_indices submatrix subsample subset subsetp subst substinpart subst_parallel substpart substring subvar subvarp sum sumcontract summand_to_rec supcase supcontext symbolp symmdifference symmetricp system take_channel take_inference tan tanh taylor taylorinfo taylorp taylor_simplifier taytorat tcl_output tcontract tellrat tellsimp tellsimpafter tentex tenth test_mean test_means_difference test_normality test_proportion test_proportions_difference test_rank_sum test_sign test_signed_rank test_variance test_variance_ratio tex tex1 tex_display texput %th third throw time timedate timer timer_info tldefint tlimit todd_coxeter toeplitz tokens to_lisp topological_sort to_poly to_poly_solve totaldisrep totalfourier totient tpartpol trace tracematrix trace_options transform_sample translate translate_file transpose treefale tree_reduce treillis treinat triangle triangularize trigexpand trigrat trigreduce trigsimp trunc truncate truncated_cube_graph truncated_dodecahedron_graph truncated_icosahedron_graph truncated_tetrahedron_graph tr_warnings_get tube tutte_graph ueivects uforget ultraspherical underlying_graph undiff union unique uniteigenvectors unitp units unit_step unitvector unorder unsum untellrat untimer untrace uppercasep uricci uriemann uvect vandermonde_matrix var var1 var_bernoulli var_beta var_binomial var_chi2 var_continuous_uniform var_discrete_uniform var_exp var_f var_gamma var_general_finite_discrete var_geometric var_gumbel var_hypergeometric var_laplace var_logistic var_lognormal var_negative_binomial var_noncentral_chi2 var_noncentral_student_t var_normal var_pareto var_poisson var_rayleigh var_student_t var_weibull vector vectorpotential vectorsimp verbify vers vertex_coloring vertex_connectivity vertex_degree vertex_distance vertex_eccentricity vertex_in_degree vertex_out_degree vertices vertices_to_cycle vertices_to_path %w weyl wheel_graph wiener_index wigner_3j wigner_6j wigner_9j with_stdout write_binary_data writebyte write_data writefile wronskian xreduce xthru %y Zeilberger zeroequiv zerofor zeromatrix zeromatrixp zeta zgeev zheev zlange zn_add_table zn_carmichael_lambda zn_characteristic_factors zn_determinant zn_factor_generators zn_invert_by_lu zn_log zn_mult_table absboxchar activecontexts adapt_depth additive adim aform algebraic algepsilon algexact aliases allbut all_dotsimp_denoms allocation allsym alphabetic animation antisymmetric arrays askexp assume_pos assume_pos_pred assumescalar asymbol atomgrad atrig1 axes axis_3d axis_bottom axis_left axis_right axis_top azimuth background background_color backsubst berlefact bernstein_explicit besselexpand beta_args_sum_to_integer beta_expand bftorat bftrunc bindtest border boundaries_array box boxchar breakup %c capping cauchysum cbrange cbtics center cflength cframe_flag cnonmet_flag color color_bar color_bar_tics colorbox columns commutative complex cone context contexts contour contour_levels cosnpiflag ctaypov ctaypt ctayswitch ctayvar ct_coords ctorsion_flag ctrgsimp cube current_let_rule_package cylinder data_file_name debugmode decreasing default_let_rule_package delay dependencies derivabbrev derivsubst detout diagmetric diff dim dimensions dispflag display2d|10 display_format_internal distribute_over doallmxops domain domxexpt domxmxops domxnctimes dontfactor doscmxops doscmxplus dot0nscsimp dot0simp dot1simp dotassoc dotconstrules dotdistrib dotexptsimp dotident dotscrules draw_graph_program draw_realpart edge_color edge_coloring edge_partition edge_type edge_width %edispflag elevation %emode endphi endtheta engineering_format_floats enhanced3d %enumer epsilon_lp erfflag erf_representation errormsg error_size error_syms error_type %e_to_numlog eval even evenfun evflag evfun ev_point expandwrt_denom expintexpand expintrep expon expop exptdispflag exptisolate exptsubst facexpand facsum_combine factlim factorflag factorial_expand factors_only fb feature features file_name file_output_append file_search_demo file_search_lisp file_search_maxima|10 file_search_tests file_search_usage file_type_lisp file_type_maxima|10 fill_color fill_density filled_func fixed_vertices flipflag float2bf font font_size fortindent fortspaces fpprec fpprintprec functions gamma_expand gammalim gdet genindex gensumnum GGFCFMAX GGFINFINITY globalsolve gnuplot_command gnuplot_curve_styles gnuplot_curve_titles gnuplot_default_term_command gnuplot_dumb_term_command gnuplot_file_args gnuplot_file_name gnuplot_out_file gnuplot_pdf_term_command gnuplot_pm3d gnuplot_png_term_command gnuplot_postamble gnuplot_preamble gnuplot_ps_term_command gnuplot_svg_term_command gnuplot_term gnuplot_view_args Gosper_in_Zeilberger gradefs grid grid2d grind halfangles head_angle head_both head_length head_type height hypergeometric_representation %iargs ibase icc1 icc2 icounter idummyx ieqnprint ifb ifc1 ifc2 ifg ifgi ifr iframe_bracket_form ifri igeowedge_flag ikt1 ikt2 imaginary inchar increasing infeval infinity inflag infolists inm inmc1 inmc2 intanalysis integer integervalued integrate_use_rootsof integration_constant integration_constant_counter interpolate_color intfaclim ip_grid ip_grid_in irrational isolate_wrt_times iterations itr julia_parameter %k1 %k2 keepfloat key key_pos kinvariant kt label label_alignment label_orientation labels lassociative lbfgs_ncorrections lbfgs_nfeval_max leftjust legend letrat let_rule_packages lfg lg lhospitallim limsubst linear linear_solver linechar linel|10 linenum line_type linewidth line_width linsolve_params linsolvewarn lispdisp listarith listconstvars listdummyvars lmxchar load_pathname loadprint logabs logarc logcb logconcoeffp logexpand lognegint logsimp logx logx_secondary logy logy_secondary logz lriem m1pbranch macroexpansion macros mainvar manual_demo maperror mapprint matrix_element_add matrix_element_mult matrix_element_transpose maxapplydepth maxapplyheight maxima_tempdir|10 maxima_userdir|10 maxnegex MAX_ORD maxposex maxpsifracdenom maxpsifracnum maxpsinegint maxpsiposint maxtayorder mesh_lines_color method mod_big_prime mode_check_errorp mode_checkp mode_check_warnp mod_test mod_threshold modular_linear_solver modulus multiplicative multiplicities myoptions nary negdistrib negsumdispflag newline newtonepsilon newtonmaxiter nextlayerfactor niceindicespref nm nmc noeval nolabels nonegative_lp noninteger nonscalar noun noundisp nouns np npi nticks ntrig numer numer_pbranch obase odd oddfun opacity opproperties opsubst optimprefix optionset orientation origin orthopoly_returns_intervals outative outchar packagefile palette partswitch pdf_file pfeformat phiresolution %piargs piece pivot_count_sx pivot_max_sx plot_format plot_options plot_realpart png_file pochhammer_max_index points pointsize point_size points_joined point_type poislim poisson poly_coefficient_ring poly_elimination_order polyfactor poly_grobner_algorithm poly_grobner_debug poly_monomial_order poly_primary_elimination_order poly_return_term_list poly_secondary_elimination_order poly_top_reduction_only posfun position powerdisp pred prederror primep_number_of_tests product_use_gamma program programmode promote_float_to_bigfloat prompt proportional_axes props psexpand ps_file radexpand radius radsubstflag rassociative ratalgdenom ratchristof ratdenomdivide rateinstein ratepsilon ratfac rational ratmx ratprint ratriemann ratsimpexpons ratvarswitch ratweights ratweyl ratwtlvl real realonly redraw refcheck resolution restart resultant ric riem rmxchar %rnum_list rombergabs rombergit rombergmin rombergtol rootsconmode rootsepsilon run_viewer same_xy same_xyz savedef savefactors scalar scalarmatrixp scale scale_lp setcheck setcheckbreak setval show_edge_color show_edges show_edge_type show_edge_width show_id show_label showtime show_vertex_color show_vertex_size show_vertex_type show_vertices show_weight simp simplified_output simplify_products simpproduct simpsum sinnpiflag solvedecomposes solveexplicit solvefactors solvenullwarn solveradcan solvetrigwarn space sparse sphere spring_embedding_depth sqrtdispflag stardisp startphi starttheta stats_numer stringdisp structures style sublis_apply_lambda subnumsimp sumexpand sumsplitfact surface surface_hide svg_file symmetric tab taylordepth taylor_logexpand taylor_order_coefficients taylor_truncate_polynomials tensorkill terminal testsuite_files thetaresolution timer_devalue title tlimswitch tr track transcompile transform transform_xy translate_fast_arrays transparent transrun tr_array_as_ref tr_bound_function_applyp tr_file_tty_messagesp tr_float_can_branch_complex tr_function_call_default trigexpandplus trigexpandtimes triginverses trigsign trivial_solutions tr_numer tr_optimize_max_loop tr_semicompile tr_state_vars tr_warn_bad_function_calls tr_warn_fexpr tr_warn_meval tr_warn_mode tr_warn_undeclared tr_warn_undefined_variable tstep ttyoff tube_extremes ufg ug %unitexpand unit_vectors uric uriem use_fast_arrays user_preamble usersetunits values vect_cross verbose vertex_color vertex_coloring vertex_partition vertex_size vertex_type view warnings weyl width windowname windowtitle wired_surface wireframe xaxis xaxis_color xaxis_secondary xaxis_type xaxis_width xlabel xlabel_secondary xlength xrange xrange_secondary xtics xtics_axis xtics_rotate xtics_rotate_secondary xtics_secondary xtics_secondary_axis xu_grid x_voxel xy_file xyplane xy_scale yaxis yaxis_color yaxis_secondary yaxis_type yaxis_width ylabel ylabel_secondary ylength yrange yrange_secondary ytics ytics_axis ytics_rotate ytics_rotate_secondary ytics_secondary ytics_secondary_axis yv_grid y_voxel yx_ratio zaxis zaxis_color zaxis_type zaxis_width zeroa zerob zerobern zeta%pi zlabel zlabel_rotate zlength zmin zn_primroot_limit zn_primroot_pretest",symbol:"_ __ %|0 %%|0"},contains:[{className:"comment",begin:"/\\*",end:"\\*/",contains:["self"]},e.QUOTE_STRING_MODE,{className:"number",relevance:0,variants:[{begin:"\\b(\\d+|\\d+\\.|\\.\\d+|\\d+\\.\\d+)[Ee][-+]?\\d+\\b"},{begin:"\\b(\\d+|\\d+\\.|\\.\\d+|\\d+\\.\\d+)[Bb][-+]?\\d+\\b",relevance:10},{begin:"\\b(\\.\\d+|\\d+\\.\\d+)\\b"},{begin:"\\b(\\d+|0[0-9A-Za-z]+)\\.?\\b"}]}],illegal:/@/}}},"MyA/":function(e){e.exports=function(e){var t="false synchronized int abstract float private char boolean var static null if const for true while long strictfp finally protected import native final void enum else break transient catch instanceof byte super volatile case assert short package default double public try this switch continue throws protected public private module requires exports do",r={className:"number",begin:"\\b(0[bB]([01]+[01_]+[01]+|[01]+)|0[xX]([a-fA-F0-9]+[a-fA-F0-9_]+[a-fA-F0-9]+|[a-fA-F0-9]+)|(([\\d]+[\\d_]+[\\d]+|[\\d]+)(\\.([\\d]+[\\d_]+[\\d]+|[\\d]+))?|\\.([\\d]+[\\d_]+[\\d]+|[\\d]+))([eE][-+]?\\d+)?)[lLfF]?",relevance:0};return{aliases:["jsp"],keywords:t,illegal:/<\/|#/,contains:[e.COMMENT("/\\*\\*","\\*/",{relevance:0,contains:[{begin:/\w+@/,relevance:0},{className:"doctag",begin:"@[A-Za-z]+"}]}),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{className:"class",beginKeywords:"class interface",end:/[{;=]/,excludeEnd:!0,keywords:"class interface",illegal:/[:"\[\]]/,contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"new throw return else",relevance:0},{className:"function",begin:"([À-ʸa-zA-Z_$][À-ʸa-zA-Z_$0-9]*(<[À-ʸa-zA-Z_$][À-ʸa-zA-Z_$0-9]*(\\s*,\\s*[À-ʸa-zA-Z_$][À-ʸa-zA-Z_$0-9]*)*>)?\\s+)+"+e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,end:/[{;=]/,excludeEnd:!0,keywords:t,contains:[{begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,relevance:0,contains:[e.UNDERSCORE_TITLE_MODE]},{className:"params",begin:/\(/,end:/\)/,keywords:t,relevance:0,contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},r,{className:"meta",begin:"@[A-Za-z]+"}]}}},"N/JG":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{color:"#a9b7c6",background:"#282b2e",display:"block",overflowX:"auto",padding:"0.5em"},"hljs-number":{color:"#6897BB"},"hljs-literal":{color:"#6897BB"},"hljs-symbol":{color:"#6897BB"},"hljs-bullet":{color:"#6897BB"},"hljs-keyword":{color:"#cc7832"},"hljs-selector-tag":{color:"#cc7832"},"hljs-deletion":{color:"#cc7832"},"hljs-variable":{color:"#629755"},"hljs-template-variable":{color:"#629755"},"hljs-link":{color:"#629755"},"hljs-comment":{color:"#808080"},"hljs-quote":{color:"#808080"},"hljs-meta":{color:"#bbb529"},"hljs-string":{color:"#6A8759"},"hljs-attribute":{color:"#6A8759"},"hljs-addition":{color:"#6A8759"},"hljs-section":{color:"#ffc66d"},"hljs-title":{color:"#ffc66d"},"hljs-type":{color:"#ffc66d"},"hljs-name":{color:"#e8bf6a"},"hljs-selector-id":{color:"#e8bf6a"},"hljs-selector-class":{color:"#e8bf6a"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},N2qj:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#6c6b5a"},"hljs-quote":{color:"#6c6b5a"},"hljs-variable":{color:"#ba6236"},"hljs-template-variable":{color:"#ba6236"},"hljs-attribute":{color:"#ba6236"},"hljs-tag":{color:"#ba6236"},"hljs-name":{color:"#ba6236"},"hljs-regexp":{color:"#ba6236"},"hljs-link":{color:"#ba6236"},"hljs-selector-id":{color:"#ba6236"},"hljs-selector-class":{color:"#ba6236"},"hljs-number":{color:"#ae7313"},"hljs-meta":{color:"#ae7313"},"hljs-built_in":{color:"#ae7313"},"hljs-builtin-name":{color:"#ae7313"},"hljs-literal":{color:"#ae7313"},"hljs-type":{color:"#ae7313"},"hljs-params":{color:"#ae7313"},"hljs-string":{color:"#7d9726"},"hljs-symbol":{color:"#7d9726"},"hljs-bullet":{color:"#7d9726"},"hljs-title":{color:"#36a166"},"hljs-section":{color:"#36a166"},"hljs-keyword":{color:"#5f9182"},"hljs-selector-tag":{color:"#5f9182"},"hljs-deletion":{color:"#22221b",display:"inline-block",width:"100%",backgroundColor:"#ba6236"},"hljs-addition":{color:"#22221b",display:"inline-block",width:"100%",backgroundColor:"#7d9726"},hljs:{display:"block",overflowX:"auto",background:"#f4f3ec",color:"#5f5e4e",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},N8vt:function(e){e.exports=function(e){var t="^[a-zA-Z][a-zA-Z0-9-]*",r="[!@#$^&',?+~`|:]",n=e.COMMENT(";","$"),o={begin:t+"\\s*=",returnBegin:!0,end:/=/,relevance:0,contains:[{className:"attribute",begin:t}]};return{illegal:r,keywords:["ALPHA","BIT","CHAR","CR","CRLF","CTL","DIGIT","DQUOTE","HEXDIG","HTAB","LF","LWSP","OCTET","SP","VCHAR","WSP"].join(" "),contains:[o,n,{className:"symbol",begin:/%b[0-1]+(-[0-1]+|(\.[0-1]+)+){0,1}/},{className:"symbol",begin:/%d[0-9]+(-[0-9]+|(\.[0-9]+)+){0,1}/},{className:"symbol",begin:/%x[0-9A-F]+(-[0-9A-F]+|(\.[0-9A-F]+)+){0,1}/},{className:"symbol",begin:/%[si]/},e.QUOTE_STRING_MODE,e.NUMBER_MODE]}}},NFRW:function(e){e.exports=function(e){var t={className:"variable",variants:[{begin:"\\$\\("+e.UNDERSCORE_IDENT_RE+"\\)",contains:[e.BACKSLASH_ESCAPE]},{begin:/\$[@%"),{begin:"<%[%=-]?",end:"[%-]?%>",subLanguage:"ruby",excludeBegin:!0,excludeEnd:!0}]}}},OFGV:function(e){e.exports=function(e){var t="\\]|\\?>",r={literal:"true false none minimal full all void and or not bw nbw ew new cn ncn lt lte gt gte eq neq rx nrx ft",built_in:"array date decimal duration integer map pair string tag xml null boolean bytes keyword list locale queue set stack staticarray local var variable global data self inherited currentcapture givenblock",keyword:"cache database_names database_schemanames database_tablenames define_tag define_type email_batch encode_set html_comment handle handle_error header if inline iterate ljax_target link link_currentaction link_currentgroup link_currentrecord link_detail link_firstgroup link_firstrecord link_lastgroup link_lastrecord link_nextgroup link_nextrecord link_prevgroup link_prevrecord log loop namespace_using output_none portal private protect records referer referrer repeating resultset rows search_args search_arguments select sort_args sort_arguments thread_atomic value_list while abort case else fail_if fail_ifnot fail if_empty if_false if_null if_true loop_abort loop_continue loop_count params params_up return return_value run_children soap_definetag soap_lastrequest soap_lastresponse tag_name ascending average by define descending do equals frozen group handle_failure import in into join let match max min on order parent protected provide public require returnhome skip split_thread sum take thread to trait type where with yield yieldhome"},n=e.COMMENT("\x3c!--","--\x3e",{relevance:0}),o={className:"meta",begin:"\\[noprocess\\]",starts:{end:"\\[/noprocess\\]",returnEnd:!0,contains:[n]}},a={className:"meta",begin:"\\[/noprocess|<\\?(lasso(script)?|=)"},i={className:"symbol",begin:"'[a-zA-Z_][\\w.]*'"},s=[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.inherit(e.C_NUMBER_MODE,{begin:e.C_NUMBER_RE+"|(-?infinity|NaN)\\b"}),e.inherit(e.APOS_STRING_MODE,{illegal:null}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),{className:"string",begin:"`",end:"`"},{variants:[{begin:"[#$][a-zA-Z_][\\w.]*"},{begin:"#",end:"\\d+",illegal:"\\W"}]},{className:"type",begin:"::\\s*",end:"[a-zA-Z_][\\w.]*",illegal:"\\W"},{className:"params",variants:[{begin:"-(?!infinity)[a-zA-Z_][\\w.]*",relevance:0},{begin:"(\\.\\.\\.)"}]},{begin:/(->|\.)\s*/,relevance:0,contains:[i]},{className:"class",beginKeywords:"define",returnEnd:!0,end:"\\(|=>",contains:[e.inherit(e.TITLE_MODE,{begin:"[a-zA-Z_][\\w.]*(=(?!>))?|[-+*/%](?!>)"})]}];return{aliases:["ls","lassoscript"],case_insensitive:!0,lexemes:"[a-zA-Z_][\\w.]*|&[lg]t;",keywords:r,contains:[{className:"meta",begin:t,relevance:0,starts:{end:"\\[|<\\?(lasso(script)?|=)",returnEnd:!0,relevance:0,contains:[n]}},o,a,{className:"meta",begin:"\\[no_square_brackets",starts:{end:"\\[/no_square_brackets\\]",lexemes:"[a-zA-Z_][\\w.]*|&[lg]t;",keywords:r,contains:[{className:"meta",begin:t,relevance:0,starts:{end:"\\[noprocess\\]|<\\?(lasso(script)?|=)",returnEnd:!0,contains:[n]}},o,a].concat(s)}},{className:"meta",begin:"\\[",relevance:0},{className:"meta",begin:"^#!",end:"lasso9$",relevance:10}].concat(s)}}},OG3x:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(10).then(function(){var t=r("v1Hp");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},ORcw:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#404040",color:"#f0f0f0"},"hljs-subst":{color:"#f0f0f0"},"hljs-comment":{color:"#b5b5b5",fontStyle:"italic"},"hljs-keyword":{color:"#f0f0f0",fontWeight:"bold"},"hljs-attribute":{color:"#f0f0f0",fontWeight:"bold"},"hljs-selector-tag":{color:"#f0f0f0",fontWeight:"bold"},"hljs-meta-keyword":{color:"#f0f0f0",fontWeight:"bold"},"hljs-doctag":{color:"#f0f0f0",fontWeight:"bold"},"hljs-name":{color:"#f0f0f0",fontWeight:"bold"},"hljs-string":{color:"#97bf0d"},"hljs-type":{color:"#f0f0f0"},"hljs-number":{color:"#f0f0f0"},"hljs-selector-id":{color:"#f0f0f0"},"hljs-selector-class":{color:"#f0f0f0"},"hljs-quote":{color:"#f0f0f0"},"hljs-template-tag":{color:"#f0f0f0"},"hljs-deletion":{color:"#f0f0f0"},"hljs-title":{color:"#df471e"},"hljs-section":{color:"#df471e"},"hljs-title>.hljs-built_in":{color:"#81bce9",fontWeight:"normal"},"hljs-regexp":{color:"#e2c696"},"hljs-symbol":{color:"#e2c696"},"hljs-variable":{color:"#e2c696"},"hljs-template-variable":{color:"#e2c696"},"hljs-link":{color:"#e2c696"},"hljs-selector-attr":{color:"#e2c696"},"hljs-selector-pseudo":{color:"#e2c696"},"hljs-built_in":{color:"#97bf0d",fontWeight:"bold"},"hljs-literal":{color:"#97bf0d",fontWeight:"bold"},"hljs-bullet":{color:"#397300"},"hljs-code":{color:"#397300"},"hljs-addition":{color:"#397300"},"hljs-class":{color:"#ce9d4d",fontWeight:"bold"},"hljs-meta":{color:"#1f7199"},"hljs-meta-string":{color:"#4d99bf"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},OZlm:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#F0F0F0",color:"#444"},"hljs-subst":{color:"#444"},"hljs-comment":{color:"#888888"},"hljs-keyword":{fontWeight:"bold"},"hljs-selector-tag":{fontWeight:"bold"},"hljs-meta-keyword":{fontWeight:"bold"},"hljs-doctag":{fontWeight:"bold"},"hljs-name":{fontWeight:"bold"},"hljs-attribute":{color:"#0E9A00"},"hljs-function":{color:"#99069A"},"hljs-builtin-name":{color:"#99069A"},"hljs-type":{color:"#880000"},"hljs-string":{color:"#880000"},"hljs-number":{color:"#880000"},"hljs-selector-id":{color:"#880000"},"hljs-selector-class":{color:"#880000"},"hljs-quote":{color:"#880000"},"hljs-template-tag":{color:"#880000"},"hljs-deletion":{color:"#880000"},"hljs-title":{color:"#880000",fontWeight:"bold"},"hljs-section":{color:"#880000",fontWeight:"bold"},"hljs-regexp":{color:"#BC6060"},"hljs-symbol":{color:"#BC6060"},"hljs-variable":{color:"#BC6060"},"hljs-template-variable":{color:"#BC6060"},"hljs-link":{color:"#BC6060"},"hljs-selector-attr":{color:"#BC6060"},"hljs-selector-pseudo":{color:"#BC6060"},"hljs-literal":{color:"#78A960"},"hljs-built_in":{color:"#0C9A9A"},"hljs-bullet":{color:"#0C9A9A"},"hljs-code":{color:"#0C9A9A"},"hljs-addition":{color:"#0C9A9A"},"hljs-meta":{color:"#1f7199"},"hljs-meta-string":{color:"#4d99bf"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Ono3:function(e){e.exports=function(e){if(!e.webpackPolyfill){var t=Object.create(e);t.children||(t.children=[]),Object.defineProperty(t,"loaded",{enumerable:!0,get:function(){return t.l}}),Object.defineProperty(t,"id",{enumerable:!0,get:function(){return t.i}}),Object.defineProperty(t,"exports",{enumerable:!0}),t.webpackPolyfill=1}return t}},OvAC:function(e){e.exports=function(e,t,r){return t in e?Object.defineProperty(e,t,{value:r,enumerable:!0,configurable:!0,writable:!0}):e[t]=r,e}},"Ow5/":function(e){e.exports=function(e){return{aliases:["pf.conf"],lexemes:/[a-z0-9_<>-]+/,keywords:{built_in:"block match pass load anchor|5 antispoof|10 set table",keyword:"in out log quick on rdomain inet inet6 proto from port os to routeallow-opts divert-packet divert-reply divert-to flags group icmp-typeicmp6-type label once probability recieved-on rtable prio queuetos tag tagged user keep fragment for os dropaf-to|10 binat-to|10 nat-to|10 rdr-to|10 bitmask least-stats random round-robinsource-hash static-portdup-to reply-to route-toparent bandwidth default min max qlimitblock-policy debug fingerprints hostid limit loginterface optimizationreassemble ruleset-optimization basic none profile skip state-defaultsstate-policy timeoutconst counters persistno modulate synproxy state|5 floating if-bound no-sync pflow|10 sloppysource-track global rule max-src-nodes max-src-states max-src-connmax-src-conn-rate overload flushscrub|5 max-mss min-ttl no-df|10 random-id",literal:"all any no-route self urpf-failed egress|5 unknown"},contains:[e.HASH_COMMENT_MODE,e.NUMBER_MODE,e.QUOTE_STRING_MODE,{className:"variable",begin:/\$[\w\d#@][\w\d_]*/},{className:"variable",begin:/<(?!\/)/,end:/>/}]}}},PE9J:function(e){e.exports=function(e,t){if(null==e)return{};var r,n,o={},a=Object.keys(e);for(n=0;n=0||(o[r]=e[r]);return o}},PRHp:function(e){e.exports=function(e){return{keywords:"environ vocabularies notations constructors definitions registrations theorems schemes requirements begin end definition registration cluster existence pred func defpred deffunc theorem proof let take assume then thus hence ex for st holds consider reconsider such that and in provided of as from be being by means equals implies iff redefine define now not or attr is mode suppose per cases set thesis contradiction scheme reserve struct correctness compatibility coherence symmetry assymetry reflexivity irreflexivity connectedness uniqueness commutativity idempotence involutiveness projectivity",contains:[e.COMMENT("::","$")]}}},PbbS:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#444"},"hljs-name":{color:"#01a3a3",fontWeight:"bold"},"hljs-tag":{color:"#778899"},"hljs-meta":{color:"#778899"},"hljs-subst":{color:"#444"},"hljs-comment":{color:"#888888"},"hljs-keyword":{fontWeight:"bold"},"hljs-attribute":{fontWeight:"bold"},"hljs-selector-tag":{fontWeight:"bold"},"hljs-meta-keyword":{fontWeight:"bold"},"hljs-doctag":{fontWeight:"bold"},"hljs-type":{color:"#4286f4"},"hljs-string":{color:"#4286f4"},"hljs-number":{color:"#4286f4"},"hljs-selector-id":{color:"#4286f4"},"hljs-selector-class":{color:"#4286f4"},"hljs-quote":{color:"#4286f4"},"hljs-template-tag":{color:"#4286f4"},"hljs-deletion":{color:"#4286f4"},"hljs-title":{color:"#4286f4",fontWeight:"bold"},"hljs-section":{color:"#4286f4",fontWeight:"bold"},"hljs-regexp":{color:"#BC6060"},"hljs-symbol":{color:"#BC6060"},"hljs-variable":{color:"#BC6060"},"hljs-template-variable":{color:"#BC6060"},"hljs-link":{color:"#BC6060"},"hljs-selector-attr":{color:"#BC6060"},"hljs-selector-pseudo":{color:"#BC6060"},"hljs-literal":{color:"#62bcbc"},"hljs-built_in":{color:"#25c6c6"},"hljs-bullet":{color:"#25c6c6"},"hljs-code":{color:"#25c6c6"},"hljs-addition":{color:"#25c6c6"},"hljs-meta-string":{color:"#4d99bf"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},PfMy:function(e){e.exports=function(e){var t={className:"string",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:"'''",end:"'''",relevance:10},{begin:'"""',end:'"""',relevance:10},{begin:'"',end:'"'},{begin:"'",end:"'"}]};return{aliases:["toml"],case_insensitive:!0,illegal:/\S/,contains:[e.COMMENT(";","$"),e.HASH_COMMENT_MODE,{className:"section",begin:/^\s*\[+/,end:/\]+/},{begin:/^[a-z0-9\[\]_\.-]+\s*=\s*/,end:"$",returnBegin:!0,contains:[{className:"attr",begin:/[a-z0-9\[\]_\.-]+/},{begin:/=/,endsWithParent:!0,relevance:0,contains:[e.COMMENT(";","$"),e.HASH_COMMENT_MODE,{className:"literal",begin:/\bon|off|true|false|yes|no\b/},{className:"variable",variants:[{begin:/\$[\w\d"][\w\d_]*/},{begin:/\$\{(.*?)}/}]},t,{className:"number",begin:/([\+\-]+)?[\d]+_[\d_]+/},e.NUMBER_MODE]}]}]}}},Puzk:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#5f6d64"},"hljs-quote":{color:"#5f6d64"},"hljs-variable":{color:"#b16139"},"hljs-template-variable":{color:"#b16139"},"hljs-attribute":{color:"#b16139"},"hljs-tag":{color:"#b16139"},"hljs-name":{color:"#b16139"},"hljs-regexp":{color:"#b16139"},"hljs-link":{color:"#b16139"},"hljs-selector-id":{color:"#b16139"},"hljs-selector-class":{color:"#b16139"},"hljs-number":{color:"#9f713c"},"hljs-meta":{color:"#9f713c"},"hljs-built_in":{color:"#9f713c"},"hljs-builtin-name":{color:"#9f713c"},"hljs-literal":{color:"#9f713c"},"hljs-type":{color:"#9f713c"},"hljs-params":{color:"#9f713c"},"hljs-string":{color:"#489963"},"hljs-symbol":{color:"#489963"},"hljs-bullet":{color:"#489963"},"hljs-title":{color:"#478c90"},"hljs-section":{color:"#478c90"},"hljs-keyword":{color:"#55859b"},"hljs-selector-tag":{color:"#55859b"},"hljs-deletion":{color:"#171c19",display:"inline-block",width:"100%",backgroundColor:"#b16139"},"hljs-addition":{color:"#171c19",display:"inline-block",width:"100%",backgroundColor:"#489963"},hljs:{display:"block",overflowX:"auto",background:"#ecf4ee",color:"#526057",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Q33b:function(e){e.exports=function(e){return{aliases:["bind","zone"],keywords:{keyword:"IN A AAAA AFSDB APL CAA CDNSKEY CDS CERT CNAME DHCID DLV DNAME DNSKEY DS HIP IPSECKEY KEY KX LOC MX NAPTR NS NSEC NSEC3 NSEC3PARAM PTR RRSIG RP SIG SOA SRV SSHFP TA TKEY TLSA TSIG TXT"},contains:[e.COMMENT(";","$",{relevance:0}),{className:"meta",begin:/^\$(TTL|GENERATE|INCLUDE|ORIGIN)\b/},{className:"number",begin:"((([0-9A-Fa-f]{1,4}:){7}([0-9A-Fa-f]{1,4}|:))|(([0-9A-Fa-f]{1,4}:){6}(:[0-9A-Fa-f]{1,4}|((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3})|:))|(([0-9A-Fa-f]{1,4}:){5}(((:[0-9A-Fa-f]{1,4}){1,2})|:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3})|:))|(([0-9A-Fa-f]{1,4}:){4}(((:[0-9A-Fa-f]{1,4}){1,3})|((:[0-9A-Fa-f]{1,4})?:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3}))|:))|(([0-9A-Fa-f]{1,4}:){3}(((:[0-9A-Fa-f]{1,4}){1,4})|((:[0-9A-Fa-f]{1,4}){0,2}:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3}))|:))|(([0-9A-Fa-f]{1,4}:){2}(((:[0-9A-Fa-f]{1,4}){1,5})|((:[0-9A-Fa-f]{1,4}){0,3}:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3}))|:))|(([0-9A-Fa-f]{1,4}:){1}(((:[0-9A-Fa-f]{1,4}){1,6})|((:[0-9A-Fa-f]{1,4}){0,4}:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3}))|:))|(:(((:[0-9A-Fa-f]{1,4}){1,7})|((:[0-9A-Fa-f]{1,4}){0,5}:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3}))|:)))\\b"},{className:"number",begin:"((25[0-5]|(2[0-4]|1{0,1}[0-9]){0,1}[0-9]).){3,3}(25[0-5]|(2[0-4]|1{0,1}[0-9]){0,1}[0-9])\\b"},e.inherit(e.NUMBER_MODE,{begin:/\b\d+[dhwm]?/})]}}},QRet:function(e,t,r){"use strict";function n(e,t){v.options.__h&&v.options.__h(S,e,C||t),C=0;var r=S.__H||(S.__H={__:[],__h:[]});return e>=r.__.length&&r.__.push({}),r.__[e]}function o(e){return C=1,a(b,e)}function a(e,t,r){var o=n(h++,2);return o.t=e,o.__c||(o.__=[r?r(t):b(void 0,t),function(e){var t=o.t(o.__[0],e);o.__[0]!==t&&(o.__=[t,o.__[1]],o.__c.setState({}))}],o.__c=S),o.__}function i(e,t){var r=n(h++,3);!v.options.__s&&E(r.__H,t)&&(r.__=e,r.__H=t,S.__H.__h.push(r))}function s(e,t){var r=n(h++,4);!v.options.__s&&E(r.__H,t)&&(r.__=e,r.__H=t,S.__h.push(r))}function l(e){return C=5,_((function(){return{current:e}}),[])}function c(e,t,r){C=6,s((function(){"function"==typeof e?e(t()):e&&(e.current=t())}),null==r?r:r.concat(e))}function _(e,t){var r=n(h++,7);return E(r.__H,t)&&(r.__=e(),r.__H=t,r.__h=e),r.__}function d(e,t){return C=8,_((function(){return e}),t)}function u(e){var t=S.context[e.__c],r=n(h++,9);return r.__c=e,t?(null==r.__&&(r.__=!0,t.sub(S)),t.props.value):e.__}function p(e,t){v.options.useDebugValue&&v.options.useDebugValue(t?t(e):e)}function m(){y.forEach((function(e){if(e.__P)try{e.__H.__h.forEach(g),e.__H.__h.forEach(f),e.__H.__h=[]}catch(t){e.__H.__h=[],v.options.__e(t,e.__v)}})),y=[]}function g(e){var t=S;"function"==typeof e.__c&&e.__c(),S=t}function f(e){var t=S;e.__c=e.__(),S=t}function E(e,t){return!e||e.length!==t.length||t.some((function(t,r){return t!==e[r]}))}function b(e,t){return"function"==typeof t?t(e):t}r.d(t,"j",(function(){return o})),r.d(t,"h",(function(){return a})),r.d(t,"d",(function(){return i})),r.d(t,"f",(function(){return s})),r.d(t,"i",(function(){return l})),r.d(t,"e",(function(){return c})),r.d(t,"g",(function(){return _})),r.d(t,"a",(function(){return d})),r.d(t,"b",(function(){return u})),r.d(t,"c",(function(){return p}));var h,S,T,v=r("hosL"),C=0,y=[],R=v.options.__b,N=v.options.__r,O=v.options.diffed,A=v.options.__c,I=v.options.unmount;v.options.__b=function(e){S=null,R&&R(e)},v.options.__r=function(e){N&&N(e),h=0;var t=(S=e.__c).__H;t&&(t.__h.forEach(g),t.__h.forEach(f),t.__h=[])},v.options.diffed=function(e){O&&O(e);var t=e.__c;t&&t.__H&&t.__H.__h.length&&(1!==y.push(t)&&T===v.options.requestAnimationFrame||((T=v.options.requestAnimationFrame)||function(e){var t,r=function(){clearTimeout(n),D&&cancelAnimationFrame(t),setTimeout(e)},n=setTimeout(r,100);D&&(t=requestAnimationFrame(r))})(m)),S=void 0},v.options.__c=function(e,t){t.some((function(e){try{e.__h.forEach(g),e.__h=e.__h.filter((function(e){return!e.__||f(e)}))}catch(r){t.some((function(e){e.__h&&(e.__h=[])})),t=[],v.options.__e(r,e.__v)}})),A&&A(e,t)},v.options.unmount=function(e){I&&I(e);var t=e.__c;if(t&&t.__H)try{t.__H.__.forEach(g)}catch(e){v.options.__e(e,t.__v)}};var D="function"==typeof requestAnimationFrame},QfWi:function(e,t,r){"use strict";r.r(t),function(e){r("GAEk"),r("xGjh");var n=r("Y3FI"),o=r("ve3R"),a=r("mbOI"),i=r("hS4s"),s=r("yOHu"),l=r("75ri"),c=r("OG3x"),_=r("8lYe"),d=r("n+xf"),u=r("c9si"),p=r("CRb5"),m=r("m3wL"),g=r("aWdl"),f=r("6LlI"),E=r("ccCF"),b=r("QRet"),h=r("YNhk"),S=r("WV2/"),T=r("aIcx"),v=r("GjFO"),C=r("T3Vc"),y=r("ojqu"),R=r("Qvn6");let N=null;console.debug("Initializing Sentry..."),N=r("z8zl"),N.init({dsn:"https://9f5089346fd14e04a6f412638474dfec@o40131.ingest.sentry.io/5255500",release:"0.10.6",environment:"production",beforeSend:e=>(e.exception&&N.showReportDialog({eventId:e.event_id}),e)}),t.default=function(){let[t,r]=Object(b.j)(window.location.hash.substr(1));let[N,O]=Object(b.j)("White");return e(a.h.Provider,{value:t},e(a.o.Provider,{value:N},e(a.d,null,e("h1",null,e(h.a,{href:"/",icon:!1},"Unisteffo")),e(a.c,null,e(v.a,{setLatexColor:O}),e(n.a,{history:Object(o.a)(),onChange:e=>{r(e.url)}},e(i.a,{path:"/"}),e(s.a,{path:"/fisica"}),e(l.a,{path:"/vldigeometria"}),e(c.a,{path:"/mingwinstall"}),e(d.a,{path:"/statistica"}),e(u.a,{path:"/ottimizzazionelineare"}),e(T.a,{path:"/ottimizzazionelineare/gmpl"}),e(p.a,{path:"/basididati"}),e(m.a,{path:"/calcolonumerico"}),e(S.a,{path:"/calcolonumerico/ripassodialgebralineare"}),e(g.a,{path:"/apprendimento"}),e(f.a,{path:"/apprendimento/netlogo"}),e(E.a,{path:"/algoritmiestrutturedati"}),e(C.a,{path:"/linguaggidinamici"}),e(y.a,{path:"/protocollidirete"}),e(R.a,{path:"/gestionedellinformazione"}),e(a.r,{default:!0,color:a.e.RED,title:"Errore"},"Pagina non trovata."))),e(_.a,null))))}}.call(this,r("hosL").h)},QrGX:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#2E3440",color:"#D8DEE9"},"hljs-subst":{color:"#D8DEE9"},"hljs-selector-tag":{color:"#81A1C1"},"hljs-selector-id":{color:"#8FBCBB",fontWeight:"bold"},"hljs-selector-class":{color:"#8FBCBB"},"hljs-selector-attr":{color:"#8FBCBB"},"hljs-selector-pseudo":{color:"#88C0D0"},"hljs-addition":{backgroundColor:"rgba(163, 190, 140, 0.5)"},"hljs-deletion":{backgroundColor:"rgba(191, 97, 106, 0.5)"},"hljs-built_in":{color:"#8FBCBB"},"hljs-type":{color:"#8FBCBB"},"hljs-class":{color:"#8FBCBB"},"hljs-function":{color:"#88C0D0"},"hljs-function > .hljs-title":{color:"#88C0D0"},"hljs-keyword":{color:"#81A1C1"},"hljs-literal":{color:"#81A1C1"},"hljs-symbol":{color:"#81A1C1"},"hljs-number":{color:"#B48EAD"},"hljs-regexp":{color:"#EBCB8B"},"hljs-string":{color:"#A3BE8C"},"hljs-title":{color:"#8FBCBB"},"hljs-params":{color:"#D8DEE9"},"hljs-bullet":{color:"#81A1C1"},"hljs-code":{color:"#8FBCBB"},"hljs-emphasis":{fontStyle:"italic"},"hljs-formula":{color:"#8FBCBB"},"hljs-strong":{fontWeight:"bold"},"hljs-link:hover":{textDecoration:"underline"},"hljs-quote":{color:"#4C566A"},"hljs-comment":{color:"#4C566A"},"hljs-doctag":{color:"#8FBCBB"},"hljs-meta":{color:"#5E81AC"},"hljs-meta-keyword":{color:"#5E81AC"},"hljs-meta-string":{color:"#A3BE8C"},"hljs-attr":{color:"#8FBCBB"},"hljs-attribute":{color:"#D8DEE9"},"hljs-builtin-name":{color:"#81A1C1"},"hljs-name":{color:"#81A1C1"},"hljs-section":{color:"#88C0D0"},"hljs-tag":{color:"#81A1C1"},"hljs-variable":{color:"#D8DEE9"},"hljs-template-variable":{color:"#D8DEE9"},"hljs-template-tag":{color:"#5E81AC"},"abnf .hljs-attribute":{color:"#88C0D0"},"abnf .hljs-symbol":{color:"#EBCB8B"},"apache .hljs-attribute":{color:"#88C0D0"},"apache .hljs-section":{color:"#81A1C1"},"arduino .hljs-built_in":{color:"#88C0D0"},"aspectj .hljs-meta":{color:"#D08770"},"aspectj > .hljs-title":{color:"#88C0D0"},"bnf .hljs-attribute":{color:"#8FBCBB"},"clojure .hljs-name":{color:"#88C0D0"},"clojure .hljs-symbol":{color:"#EBCB8B"},"coq .hljs-built_in":{color:"#88C0D0"},"cpp .hljs-meta-string":{color:"#8FBCBB"},"css .hljs-built_in":{color:"#88C0D0"},"css .hljs-keyword":{color:"#D08770"},"diff .hljs-meta":{color:"#8FBCBB"},"ebnf .hljs-attribute":{color:"#8FBCBB"},"glsl .hljs-built_in":{color:"#88C0D0"},"groovy .hljs-meta:not(:first-child)":{color:"#D08770"},"haxe .hljs-meta":{color:"#D08770"},"java .hljs-meta":{color:"#D08770"},"ldif .hljs-attribute":{color:"#8FBCBB"},"lisp .hljs-name":{color:"#88C0D0"},"lua .hljs-built_in":{color:"#88C0D0"},"moonscript .hljs-built_in":{color:"#88C0D0"},"nginx .hljs-attribute":{color:"#88C0D0"},"nginx .hljs-section":{color:"#5E81AC"},"pf .hljs-built_in":{color:"#88C0D0"},"processing .hljs-built_in":{color:"#88C0D0"},"scss .hljs-keyword":{color:"#81A1C1"},"stylus .hljs-keyword":{color:"#81A1C1"},"swift .hljs-meta":{color:"#D08770"},"vim .hljs-built_in":{color:"#88C0D0",fontStyle:"italic"},"yaml .hljs-meta":{color:"#D08770"}}},Qv1G:function(e){e.exports=function(e){return{case_insensitive:!0,contains:[e.HASH_COMMENT_MODE,{className:"meta",variants:[{begin:"^TAP version (\\d+)$"},{begin:"^1\\.\\.(\\d+)$"}]},{begin:"(s+)?---$",end:"\\.\\.\\.$",subLanguage:"yaml",relevance:0},{className:"number",begin:" (\\d+) "},{className:"symbol",variants:[{begin:"^ok"},{begin:"^not ok"}]}]}}},Qvn6:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(7).then(function(){var t=r("3f/I");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},Qz0e:function(e){e.exports={red:"red__3vOZY",orange:"orange__3dgXl",yellow:"yellow__2komO",lime:"lime__2Qqt6",cyan:"cyan__uhfpr",blue:"blue__3XK_E",magenta:"magenta__MknoN",footer:"footer__1vTEG"}},RBz6:function(e){e.exports=function(e){return{aliases:["ml"],keywords:{keyword:"and as assert asr begin class constraint do done downto else end exception external for fun function functor if in include inherit! inherit initializer land lazy let lor lsl lsr lxor match method!|10 method mod module mutable new object of open! open or private rec sig struct then to try type val! val virtual when while with parser value",built_in:"array bool bytes char exn|5 float int int32 int64 list lazy_t|5 nativeint|5 string unit in_channel out_channel ref",literal:"true false"},illegal:/\/\/|>>/,lexemes:"[a-z_]\\w*!?",contains:[{className:"literal",begin:"\\[(\\|\\|)?\\]|\\(\\)",relevance:0},e.COMMENT("\\(\\*","\\*\\)",{contains:["self"]}),{className:"symbol",begin:"'[A-Za-z_](?!')[\\w']*"},{className:"type",begin:"`[A-Z][\\w']*"},{className:"type",begin:"\\b[A-Z][\\w']*",relevance:0},{begin:"[a-z_]\\w*'[\\w']*",relevance:0},e.inherit(e.APOS_STRING_MODE,{className:"string",relevance:0}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),{className:"number",begin:"\\b(0[xX][a-fA-F0-9_]+[Lln]?|0[oO][0-7_]+[Lln]?|0[bB][01_]+[Lln]?|[0-9][0-9_]*([Lln]|(\\.[0-9_]*)?([eE][-+]?[0-9_]+)?)?)",relevance:0},{begin:/[-=]>/}]}}},RiSW:function(e,t,r){var n=r("PE9J");e.exports=function(e,t){if(null==e)return{};var r,o,a=n(e,t);if(Object.getOwnPropertySymbols){var i=Object.getOwnPropertySymbols(e);for(o=0;o=0||Object.prototype.propertyIsEnumerable.call(e,r)&&(a[r]=e[r])}return a}},Rjce:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"white",color:"#000000"},"hljs-subst":{color:"#000000"},"hljs-comment":{color:"#555555",fontStyle:"italic"},"hljs-keyword":{color:"#000000",fontWeight:"bold"},"hljs-attribute":{color:"#000000",fontWeight:"bold"},"hljs-selector-tag":{color:"#000000",fontWeight:"bold"},"hljs-meta-keyword":{color:"#000000",fontWeight:"bold"},"hljs-doctag":{color:"#000000",fontWeight:"bold"},"hljs-name":{color:"#000000",fontWeight:"bold"},"hljs-string":{color:"#000080"},"hljs-type":{color:"#000000"},"hljs-number":{color:"#000000"},"hljs-selector-id":{color:"#000000"},"hljs-selector-class":{color:"#000000"},"hljs-quote":{color:"#000000"},"hljs-template-tag":{color:"#000000"},"hljs-deletion":{color:"#000000"},"hljs-title":{color:"#fb2c00"},"hljs-section":{color:"#fb2c00"},"hljs-title>.hljs-built_in":{color:"#008080",fontWeight:"normal"},"hljs-regexp":{color:"#5e1700"},"hljs-symbol":{color:"#5e1700"},"hljs-variable":{color:"#5e1700"},"hljs-template-variable":{color:"#5e1700"},"hljs-link":{color:"#5e1700"},"hljs-selector-attr":{color:"#5e1700"},"hljs-selector-pseudo":{color:"#5e1700"},"hljs-built_in":{color:"#000080",fontWeight:"bold"},"hljs-literal":{color:"#000080",fontWeight:"bold"},"hljs-bullet":{color:"#397300"},"hljs-code":{color:"#397300"},"hljs-addition":{color:"#397300"},"hljs-class":{color:"#6f1C00",fontWeight:"bold"},"hljs-meta":{color:"#1f7199"},"hljs-meta-string":{color:"#4d99bf"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Rq3L:function(e){e.exports=function(e){var t=e.COMMENT("{","}",{contains:["self"]});return{subLanguage:"xml",relevance:0,contains:[e.COMMENT("^#","$"),e.COMMENT("\\^rem{","}",{relevance:10,contains:[t]}),{className:"meta",begin:"^@(?:BASE|USE|CLASS|OPTIONS)$",relevance:10},{className:"title",begin:"@[\\w\\-]+\\[[\\w^;\\-]*\\](?:\\[[\\w^;\\-]*\\])?(?:.*)$"},{className:"variable",begin:"\\$\\{?[\\w\\-\\.\\:]+\\}?"},{className:"keyword",begin:"\\^[\\w\\-\\.\\:]+"},{className:"number",begin:"\\^#[0-9a-fA-F]+"},e.C_NUMBER_MODE]}}},RrKz:function(e){e.exports=function(e){var t="[A-Za-z$_][0-9A-Za-z$_]*",r={keyword:"in of if for while finally var new function do return void else break catch instanceof with throw case default try this switch continue typeof delete let yield const export super debugger as async await static import from as",literal:"true false null undefined NaN Infinity",built_in:"eval isFinite isNaN parseFloat parseInt decodeURI decodeURIComponent encodeURI encodeURIComponent escape unescape Object Function Boolean Error EvalError InternalError RangeError ReferenceError StopIteration SyntaxError TypeError URIError Number Math Date String RegExp Array Float32Array Float64Array Int16Array Int32Array Int8Array Uint16Array Uint32Array Uint8Array Uint8ClampedArray ArrayBuffer DataView JSON Intl arguments require module console window document Symbol Set Map WeakSet WeakMap Proxy Reflect Promise"},n={className:"number",variants:[{begin:"\\b(0[bB][01]+)"},{begin:"\\b(0[oO][0-7]+)"},{begin:e.C_NUMBER_RE}],relevance:0},o={className:"subst",begin:"\\$\\{",end:"\\}",keywords:r,contains:[]},a={begin:"html`",end:"",starts:{end:"`",returnEnd:!1,contains:[e.BACKSLASH_ESCAPE,o],subLanguage:"xml"}},i={begin:"css`",end:"",starts:{end:"`",returnEnd:!1,contains:[e.BACKSLASH_ESCAPE,o],subLanguage:"css"}},s={className:"string",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE,o]};o.contains=[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,a,i,s,n,e.REGEXP_MODE];var l=o.contains.concat([e.C_BLOCK_COMMENT_MODE,e.C_LINE_COMMENT_MODE]);return{aliases:["js","jsx"],keywords:r,contains:[{className:"meta",relevance:10,begin:/^\s*['"]use (strict|asm)['"]/},{className:"meta",begin:/^#!/,end:/$/},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,a,i,s,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,n,{begin:/[{,]\s*/,relevance:0,contains:[{begin:t+"\\s*:",returnBegin:!0,relevance:0,contains:[{className:"attr",begin:t,relevance:0}]}]},{begin:"("+e.RE_STARTERS_RE+"|\\b(case|return|throw)\\b)\\s*",keywords:"return throw case",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.REGEXP_MODE,{className:"function",begin:"(\\(.*?\\)|"+t+")\\s*=>",returnBegin:!0,end:"\\s*=>",contains:[{className:"params",variants:[{begin:t},{begin:/\(\s*\)/},{begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,keywords:r,contains:l}]}]},{className:"",begin:/\s/,end:/\s*/,skip:!0},{begin://,subLanguage:"xml",contains:[{begin:/<[A-Za-z0-9\\._:-]+\s*\/>/,skip:!0},{begin:/<[A-Za-z0-9\\._:-]+/,end:/(\/[A-Za-z0-9\\._:-]+|[A-Za-z0-9\\._:-]+\/)>/,skip:!0,contains:[{begin:/<[A-Za-z0-9\\._:-]+\s*\/>/,skip:!0},"self"]}]}],relevance:0},{className:"function",beginKeywords:"function",end:/\{/,excludeEnd:!0,contains:[e.inherit(e.TITLE_MODE,{begin:t}),{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,contains:l}],illegal:/\[|%/},{begin:/\$[(.]/},e.METHOD_GUARD,{className:"class",beginKeywords:"class",end:/[{;=]/,excludeEnd:!0,illegal:/[:"\[\]]/,contains:[{beginKeywords:"extends"},e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"constructor get set",end:/\{/,excludeEnd:!0}],illegal:/#(?!!)/}}},"S5O/":function(e){e.exports=function(e){return{case_insensitive:!0,lexemes:/[\w\._]+/,keywords:"goto gosub return break repeat loop continue wait await dim sdim foreach dimtype dup dupptr end stop newmod delmod mref run exgoto on mcall assert logmes newlab resume yield onexit onerror onkey onclick oncmd exist delete mkdir chdir dirlist bload bsave bcopy memfile if else poke wpoke lpoke getstr chdpm memexpand memcpy memset notesel noteadd notedel noteload notesave randomize noteunsel noteget split strrep setease button chgdisp exec dialog mmload mmplay mmstop mci pset pget syscolor mes print title pos circle cls font sysfont objsize picload color palcolor palette redraw width gsel gcopy gzoom gmode bmpsave hsvcolor getkey listbox chkbox combox input mesbox buffer screen bgscr mouse objsel groll line clrobj boxf objprm objmode stick grect grotate gsquare gradf objimage objskip objenable celload celdiv celput newcom querycom delcom cnvstow comres axobj winobj sendmsg comevent comevarg sarrayconv callfunc cnvwtos comevdisp libptr system hspstat hspver stat cnt err strsize looplev sublev iparam wparam lparam refstr refdval int rnd strlen length length2 length3 length4 vartype gettime peek wpeek lpeek varptr varuse noteinfo instr abs limit getease str strmid strf getpath strtrim sin cos tan atan sqrt double absf expf logf limitf powf geteasef mousex mousey mousew hwnd hinstance hdc ginfo objinfo dirinfo sysinfo thismod __hspver__ __hsp30__ __date__ __time__ __line__ __file__ _debug __hspdef__ and or xor not screen_normal screen_palette screen_hide screen_fixedsize screen_tool screen_frame gmode_gdi gmode_mem gmode_rgb0 gmode_alpha gmode_rgb0alpha gmode_add gmode_sub gmode_pixela ginfo_mx ginfo_my ginfo_act ginfo_sel ginfo_wx1 ginfo_wy1 ginfo_wx2 ginfo_wy2 ginfo_vx ginfo_vy ginfo_sizex ginfo_sizey ginfo_winx ginfo_winy ginfo_mesx ginfo_mesy ginfo_r ginfo_g ginfo_b ginfo_paluse ginfo_dispx ginfo_dispy ginfo_cx ginfo_cy ginfo_intid ginfo_newid ginfo_sx ginfo_sy objinfo_mode objinfo_bmscr objinfo_hwnd notemax notesize dir_cur dir_exe dir_win dir_sys dir_cmdline dir_desktop dir_mydoc dir_tv font_normal font_bold font_italic font_underline font_strikeout font_antialias objmode_normal objmode_guifont objmode_usefont gsquare_grad msgothic msmincho do until while wend for next _break _continue switch case default swbreak swend ddim ldim alloc m_pi rad2deg deg2rad ease_linear ease_quad_in ease_quad_out ease_quad_inout ease_cubic_in ease_cubic_out ease_cubic_inout ease_quartic_in ease_quartic_out ease_quartic_inout ease_bounce_in ease_bounce_out ease_bounce_inout ease_shake_in ease_shake_out ease_shake_inout ease_loop",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,{className:"string",begin:'{"',end:'"}',contains:[e.BACKSLASH_ESCAPE]},e.COMMENT(";","$",{relevance:0}),{className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"addion cfunc cmd cmpopt comfunc const defcfunc deffunc define else endif enum epack func global if ifdef ifndef include modcfunc modfunc modinit modterm module pack packopt regcmd runtime undef usecom uselib"},contains:[e.inherit(e.QUOTE_STRING_MODE,{className:"meta-string"}),e.NUMBER_MODE,e.C_NUMBER_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},{className:"symbol",begin:"^\\*(\\w+|@)"},e.NUMBER_MODE,e.C_NUMBER_MODE]}}},SaSO:function(e){e.exports=function(){return{aliases:["md","mkdown","mkd"],contains:[{className:"section",variants:[{begin:"^#{1,6}",end:"$"},{begin:"^.+?\\n[=-]{2,}$"}]},{begin:"<",end:">",subLanguage:"xml",relevance:0},{className:"bullet",begin:"^\\s*([*+-]|(\\d+\\.))\\s+"},{className:"strong",begin:"[*_]{2}.+?[*_]{2}"},{className:"emphasis",variants:[{begin:"\\*.+?\\*"},{begin:"_.+?_",relevance:0}]},{className:"quote",begin:"^>\\s+",end:"$"},{className:"code",variants:[{begin:"^```w*s*$",end:"^```s*$"},{begin:"`.+?`"},{begin:"^( {4}|\t)",end:"$",relevance:0}]},{begin:"^[-\\*]{3,}",end:"$"},{begin:"\\[.+?\\][\\(\\[].*?[\\)\\]]",returnBegin:!0,contains:[{className:"string",begin:"\\[",end:"\\]",excludeBegin:!0,returnEnd:!0,relevance:0},{className:"link",begin:"\\]\\(",end:"\\)",excludeBegin:!0,excludeEnd:!0},{className:"symbol",begin:"\\]\\[",end:"\\]",excludeBegin:!0,excludeEnd:!0}],relevance:10},{begin:/^\[[^\n]+\]:/,returnBegin:!0,contains:[{className:"symbol",begin:/\[/,end:/\]/,excludeBegin:!0,excludeEnd:!0},{className:"link",begin:/:\s*/,end:/$/,excludeBegin:!0}]}]}}},ShPU:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#333",background:"#fff"},"hljs-comment":{color:"#777",fontStyle:"italic"},"hljs-quote":{color:"#777",fontStyle:"italic"},"hljs-keyword":{color:"#333",fontWeight:"bold"},"hljs-selector-tag":{color:"#333",fontWeight:"bold"},"hljs-subst":{color:"#333",fontWeight:"normal"},"hljs-number":{color:"#777"},"hljs-literal":{color:"#777"},"hljs-string":{color:"#333",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAECAYAAACp8Z5+AAAAJ0lEQVQIW2O8e/fufwYGBgZBQUEQxcCIIfDu3Tuwivfv30NUoAsAALHpFMMLqZlPAAAAAElFTkSuQmCC) repeat"},"hljs-doctag":{color:"#333",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAECAYAAACp8Z5+AAAAJ0lEQVQIW2O8e/fufwYGBgZBQUEQxcCIIfDu3Tuwivfv30NUoAsAALHpFMMLqZlPAAAAAElFTkSuQmCC) repeat"},"hljs-formula":{color:"#333",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAECAYAAACp8Z5+AAAAJ0lEQVQIW2O8e/fufwYGBgZBQUEQxcCIIfDu3Tuwivfv30NUoAsAALHpFMMLqZlPAAAAAElFTkSuQmCC) repeat"},"hljs-title":{color:"#000",fontWeight:"bold"},"hljs-section":{color:"#000",fontWeight:"bold"},"hljs-selector-id":{color:"#000",fontWeight:"bold"},"hljs-class .hljs-title":{color:"#333",fontWeight:"bold"},"hljs-type":{color:"#333",fontWeight:"bold"},"hljs-name":{color:"#333",fontWeight:"bold"},"hljs-tag":{color:"#333"},"hljs-regexp":{color:"#333",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAoAAAAICAYAAADA+m62AAAAPUlEQVQYV2NkQAN37979r6yszIgujiIAU4RNMVwhuiQ6H6wQl3XI4oy4FMHcCJPHcDS6J2A2EqUQpJhohQDexSef15DBCwAAAABJRU5ErkJggg==) repeat"},"hljs-symbol":{color:"#000",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAFCAYAAACNbyblAAAAKElEQVQIW2NkQAO7d+/+z4gsBhJwdXVlhAvCBECKwIIwAbhKZBUwBQA6hBpm5efZsgAAAABJRU5ErkJggg==) repeat"},"hljs-bullet":{color:"#000",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAFCAYAAACNbyblAAAAKElEQVQIW2NkQAO7d+/+z4gsBhJwdXVlhAvCBECKwIIwAbhKZBUwBQA6hBpm5efZsgAAAABJRU5ErkJggg==) repeat"},"hljs-link":{color:"#000",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAFCAYAAACNbyblAAAAKElEQVQIW2NkQAO7d+/+z4gsBhJwdXVlhAvCBECKwIIwAbhKZBUwBQA6hBpm5efZsgAAAABJRU5ErkJggg==) repeat"},"hljs-built_in":{color:"#000",textDecoration:"underline"},"hljs-builtin-name":{color:"#000",textDecoration:"underline"},"hljs-meta":{color:"#999",fontWeight:"bold"},"hljs-deletion":{color:"#fff",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAADCAYAAABS3WWCAAAAE0lEQVQIW2MMDQ39zzhz5kwIAQAyxweWgUHd1AAAAABJRU5ErkJggg==) repeat"},"hljs-addition":{color:"#000",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAAJCAYAAADgkQYQAAAALUlEQVQYV2N89+7dfwYk8P79ewZBQUFkIQZGOiu6e/cuiptQHAPl0NtNxAQBAM97Oejj3Dg7AAAAAElFTkSuQmCC) repeat"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},SpI8:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#000",color:"#f8f8f8"},"hljs-comment":{color:"#aeaeae",fontStyle:"italic"},"hljs-quote":{color:"#aeaeae",fontStyle:"italic"},"hljs-keyword":{color:"#e28964"},"hljs-selector-tag":{color:"#e28964"},"hljs-type":{color:"#e28964"},"hljs-string":{color:"#65b042"},"hljs-subst":{color:"#daefa3"},"hljs-regexp":{color:"#e9c062"},"hljs-link":{color:"#e9c062"},"hljs-title":{color:"#89bdff"},"hljs-section":{color:"#89bdff"},"hljs-tag":{color:"#89bdff"},"hljs-name":{color:"#89bdff"},"hljs-class .hljs-title":{textDecoration:"underline"},"hljs-doctag":{textDecoration:"underline"},"hljs-symbol":{color:"#3387cc"},"hljs-bullet":{color:"#3387cc"},"hljs-number":{color:"#3387cc"},"hljs-params":{color:"#3e87e3"},"hljs-variable":{color:"#3e87e3"},"hljs-template-variable":{color:"#3e87e3"},"hljs-attribute":{color:"#cda869"},"hljs-meta":{color:"#8996a8"},"hljs-formula":{backgroundColor:"#0e2231",color:"#f8f8f8",fontStyle:"italic"},"hljs-addition":{backgroundColor:"#253b22",color:"#f8f8f8"},"hljs-deletion":{backgroundColor:"#420e09",color:"#f8f8f8"},"hljs-selector-class":{color:"#9b703f"},"hljs-selector-id":{color:"#8b98ab"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Sw1d:function(e){e.exports=function(e){return{keywords:"ArchiveRecord AreaLightSource Atmosphere Attribute AttributeBegin AttributeEnd Basis Begin Blobby Bound Clipping ClippingPlane Color ColorSamples ConcatTransform Cone CoordinateSystem CoordSysTransform CropWindow Curves Cylinder DepthOfField Detail DetailRange Disk Displacement Display End ErrorHandler Exposure Exterior Format FrameAspectRatio FrameBegin FrameEnd GeneralPolygon GeometricApproximation Geometry Hider Hyperboloid Identity Illuminate Imager Interior LightSource MakeCubeFaceEnvironment MakeLatLongEnvironment MakeShadow MakeTexture Matte MotionBegin MotionEnd NuPatch ObjectBegin ObjectEnd ObjectInstance Opacity Option Orientation Paraboloid Patch PatchMesh Perspective PixelFilter PixelSamples PixelVariance Points PointsGeneralPolygons PointsPolygons Polygon Procedural Projection Quantize ReadArchive RelativeDetail ReverseOrientation Rotate Scale ScreenWindow ShadingInterpolation ShadingRate Shutter Sides Skew SolidBegin SolidEnd Sphere SubdivisionMesh Surface TextureCoordinates Torus Transform TransformBegin TransformEnd TransformPoints Translate TrimCurve WorldBegin WorldEnd",illegal:"]",end:"[;{}]"},{begin:"([\\w-]+|@{[\\w-]+})",end:"{"}],returnBegin:!0,returnEnd:!0,illegal:"[<='$\"]",relevance:0,contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,s,o("keyword","all\\b"),o("variable","@{[\\w-]+}"),o("selector-tag","([\\w-]+|@{[\\w-]+})%?",0),o("selector-id","#([\\w-]+|@{[\\w-]+})"),o("selector-class","\\.([\\w-]+|@{[\\w-]+})",0),o("selector-tag","&",0),{className:"selector-attr",begin:"\\[",end:"\\]"},{className:"selector-pseudo",begin:/:(:)?[a-zA-Z0-9\_\-\+\(\)"'.]+/},{begin:"\\(",end:"\\)",contains:i},{begin:"!important"}]};return t.push(e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,c,_,l,d),{case_insensitive:!0,illegal:"[=>'/<($\"]",contains:t}}},T0S7:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#3f3f3f",color:"#dcdcdc"},"hljs-keyword":{color:"#e3ceab"},"hljs-selector-tag":{color:"#e3ceab"},"hljs-tag":{color:"#e3ceab"},"hljs-template-tag":{color:"#dcdcdc"},"hljs-number":{color:"#8cd0d3"},"hljs-variable":{color:"#efdcbc"},"hljs-template-variable":{color:"#efdcbc"},"hljs-attribute":{color:"#efdcbc"},"hljs-literal":{color:"#efefaf"},"hljs-subst":{color:"#8f8f8f"},"hljs-title":{color:"#efef8f"},"hljs-name":{color:"#efef8f"},"hljs-selector-id":{color:"#efef8f"},"hljs-selector-class":{color:"#efef8f"},"hljs-section":{color:"#efef8f"},"hljs-type":{color:"#efef8f"},"hljs-symbol":{color:"#dca3a3"},"hljs-bullet":{color:"#dca3a3"},"hljs-link":{color:"#dca3a3"},"hljs-deletion":{color:"#cc9393"},"hljs-string":{color:"#cc9393"},"hljs-built_in":{color:"#cc9393"},"hljs-builtin-name":{color:"#cc9393"},"hljs-addition":{color:"#7f9f7f"},"hljs-comment":{color:"#7f9f7f"},"hljs-quote":{color:"#7f9f7f"},"hljs-meta":{color:"#7f9f7f"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},T0jz:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#000",background:"#f8f8ff"},"hljs-comment":{color:"#408080",fontStyle:"italic"},"hljs-quote":{color:"#408080",fontStyle:"italic"},"hljs-keyword":{color:"#954121"},"hljs-selector-tag":{color:"#954121"},"hljs-literal":{color:"#954121"},"hljs-subst":{color:"#954121"},"hljs-number":{color:"#40a070"},"hljs-string":{color:"#219161"},"hljs-doctag":{color:"#219161"},"hljs-selector-id":{color:"#19469d"},"hljs-selector-class":{color:"#19469d"},"hljs-section":{color:"#19469d"},"hljs-type":{color:"#19469d"},"hljs-params":{color:"#00f"},"hljs-title":{color:"#458",fontWeight:"bold"},"hljs-tag":{color:"#000080",fontWeight:"normal"},"hljs-name":{color:"#000080",fontWeight:"normal"},"hljs-attribute":{color:"#000080",fontWeight:"normal"},"hljs-variable":{color:"#008080"},"hljs-template-variable":{color:"#008080"},"hljs-regexp":{color:"#b68"},"hljs-link":{color:"#b68"},"hljs-symbol":{color:"#990073"},"hljs-bullet":{color:"#990073"},"hljs-built_in":{color:"#0086b3"},"hljs-builtin-name":{color:"#0086b3"},"hljs-meta":{color:"#999",fontWeight:"bold"},"hljs-deletion":{background:"#fdd"},"hljs-addition":{background:"#dfd"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},T3Vc:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(9).then(function(){var t=r("ouaO");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},TKpr:function(e){e.exports=function(e){var t=e.getLanguage("cpp").exports;return{aliases:["sqf"],case_insensitive:!0,keywords:{keyword:"case catch default do else exit exitWith for forEach from if private switch then throw to try waitUntil while with",built_in:"abs accTime acos action actionIDs actionKeys actionKeysImages actionKeysNames actionKeysNamesArray actionName actionParams activateAddons activatedAddons activateKey add3DENConnection add3DENEventHandler add3DENLayer addAction addBackpack addBackpackCargo addBackpackCargoGlobal addBackpackGlobal addCamShake addCuratorAddons addCuratorCameraArea addCuratorEditableObjects addCuratorEditingArea addCuratorPoints addEditorObject addEventHandler addForce addGoggles addGroupIcon addHandgunItem addHeadgear addItem addItemCargo addItemCargoGlobal addItemPool addItemToBackpack addItemToUniform addItemToVest addLiveStats addMagazine addMagazineAmmoCargo addMagazineCargo addMagazineCargoGlobal addMagazineGlobal addMagazinePool addMagazines addMagazineTurret addMenu addMenuItem addMissionEventHandler addMPEventHandler addMusicEventHandler addOwnedMine addPlayerScores addPrimaryWeaponItem addPublicVariableEventHandler addRating addResources addScore addScoreSide addSecondaryWeaponItem addSwitchableUnit addTeamMember addToRemainsCollector addTorque addUniform addVehicle addVest addWaypoint addWeapon addWeaponCargo addWeaponCargoGlobal addWeaponGlobal addWeaponItem addWeaponPool addWeaponTurret admin agent agents AGLToASL aimedAtTarget aimPos airDensityRTD airplaneThrottle airportSide AISFinishHeal alive all3DENEntities allAirports allControls allCurators allCutLayers allDead allDeadMen allDisplays allGroups allMapMarkers allMines allMissionObjects allow3DMode allowCrewInImmobile allowCuratorLogicIgnoreAreas allowDamage allowDammage allowFileOperations allowFleeing allowGetIn allowSprint allPlayers allSimpleObjects allSites allTurrets allUnits allUnitsUAV allVariables ammo ammoOnPylon and animate animateBay animateDoor animatePylon animateSource animationNames animationPhase animationSourcePhase animationState append apply armoryPoints arrayIntersect asin ASLToAGL ASLToATL assert assignAsCargo assignAsCargoIndex assignAsCommander assignAsDriver assignAsGunner assignAsTurret assignCurator assignedCargo assignedCommander assignedDriver assignedGunner assignedItems assignedTarget assignedTeam assignedVehicle assignedVehicleRole assignItem assignTeam assignToAirport atan atan2 atg ATLToASL attachedObject attachedObjects attachedTo attachObject attachTo attackEnabled backpack backpackCargo backpackContainer backpackItems backpackMagazines backpackSpaceFor behaviour benchmark binocular boundingBox boundingBoxReal boundingCenter breakOut breakTo briefingName buildingExit buildingPos buttonAction buttonSetAction cadetMode call callExtension camCommand camCommit camCommitPrepared camCommitted camConstuctionSetParams camCreate camDestroy cameraEffect cameraEffectEnableHUD cameraInterest cameraOn cameraView campaignConfigFile camPreload camPreloaded camPrepareBank camPrepareDir camPrepareDive camPrepareFocus camPrepareFov camPrepareFovRange camPreparePos camPrepareRelPos camPrepareTarget camSetBank camSetDir camSetDive camSetFocus camSetFov camSetFovRange camSetPos camSetRelPos camSetTarget camTarget camUseNVG canAdd canAddItemToBackpack canAddItemToUniform canAddItemToVest cancelSimpleTaskDestination canFire canMove canSlingLoad canStand canSuspend canTriggerDynamicSimulation canUnloadInCombat canVehicleCargo captive captiveNum cbChecked cbSetChecked ceil channelEnabled cheatsEnabled checkAIFeature checkVisibility className clearAllItemsFromBackpack clearBackpackCargo clearBackpackCargoGlobal clearGroupIcons clearItemCargo clearItemCargoGlobal clearItemPool clearMagazineCargo clearMagazineCargoGlobal clearMagazinePool clearOverlay clearRadio clearWeaponCargo clearWeaponCargoGlobal clearWeaponPool clientOwner closeDialog closeDisplay closeOverlay collapseObjectTree collect3DENHistory collectiveRTD combatMode commandArtilleryFire commandChat commander commandFire commandFollow commandFSM commandGetOut commandingMenu commandMove commandRadio commandStop commandSuppressiveFire commandTarget commandWatch comment commitOverlay compile compileFinal completedFSM composeText configClasses configFile configHierarchy configName configProperties configSourceAddonList configSourceMod configSourceModList confirmSensorTarget connectTerminalToUAV controlsGroupCtrl copyFromClipboard copyToClipboard copyWaypoints cos count countEnemy countFriendly countSide countType countUnknown create3DENComposition create3DENEntity createAgent createCenter createDialog createDiaryLink createDiaryRecord createDiarySubject createDisplay createGearDialog createGroup createGuardedPoint createLocation createMarker createMarkerLocal createMenu createMine createMissionDisplay createMPCampaignDisplay createSimpleObject createSimpleTask createSite createSoundSource createTask createTeam createTrigger createUnit createVehicle createVehicleCrew createVehicleLocal crew ctAddHeader ctAddRow ctClear ctCurSel ctData ctFindHeaderRows ctFindRowHeader ctHeaderControls ctHeaderCount ctRemoveHeaders ctRemoveRows ctrlActivate ctrlAddEventHandler ctrlAngle ctrlAutoScrollDelay ctrlAutoScrollRewind ctrlAutoScrollSpeed ctrlChecked ctrlClassName ctrlCommit ctrlCommitted ctrlCreate ctrlDelete ctrlEnable ctrlEnabled ctrlFade ctrlHTMLLoaded ctrlIDC ctrlIDD ctrlMapAnimAdd ctrlMapAnimClear ctrlMapAnimCommit ctrlMapAnimDone ctrlMapCursor ctrlMapMouseOver ctrlMapScale ctrlMapScreenToWorld ctrlMapWorldToScreen ctrlModel ctrlModelDirAndUp ctrlModelScale ctrlParent ctrlParentControlsGroup ctrlPosition ctrlRemoveAllEventHandlers ctrlRemoveEventHandler ctrlScale ctrlSetActiveColor ctrlSetAngle ctrlSetAutoScrollDelay ctrlSetAutoScrollRewind ctrlSetAutoScrollSpeed ctrlSetBackgroundColor ctrlSetChecked ctrlSetEventHandler ctrlSetFade ctrlSetFocus ctrlSetFont ctrlSetFontH1 ctrlSetFontH1B ctrlSetFontH2 ctrlSetFontH2B ctrlSetFontH3 ctrlSetFontH3B ctrlSetFontH4 ctrlSetFontH4B ctrlSetFontH5 ctrlSetFontH5B ctrlSetFontH6 ctrlSetFontH6B ctrlSetFontHeight ctrlSetFontHeightH1 ctrlSetFontHeightH2 ctrlSetFontHeightH3 ctrlSetFontHeightH4 ctrlSetFontHeightH5 ctrlSetFontHeightH6 ctrlSetFontHeightSecondary ctrlSetFontP ctrlSetFontPB ctrlSetFontSecondary ctrlSetForegroundColor ctrlSetModel ctrlSetModelDirAndUp ctrlSetModelScale ctrlSetPixelPrecision ctrlSetPosition ctrlSetScale ctrlSetStructuredText ctrlSetText ctrlSetTextColor ctrlSetTooltip ctrlSetTooltipColorBox ctrlSetTooltipColorShade ctrlSetTooltipColorText ctrlShow ctrlShown ctrlText ctrlTextHeight ctrlTextWidth ctrlType ctrlVisible ctRowControls ctRowCount ctSetCurSel ctSetData ctSetHeaderTemplate ctSetRowTemplate ctSetValue ctValue curatorAddons curatorCamera curatorCameraArea curatorCameraAreaCeiling curatorCoef curatorEditableObjects curatorEditingArea curatorEditingAreaType curatorMouseOver curatorPoints curatorRegisteredObjects curatorSelected curatorWaypointCost current3DENOperation currentChannel currentCommand currentMagazine currentMagazineDetail currentMagazineDetailTurret currentMagazineTurret currentMuzzle currentNamespace currentTask currentTasks currentThrowable currentVisionMode currentWaypoint currentWeapon currentWeaponMode currentWeaponTurret currentZeroing cursorObject cursorTarget customChat customRadio cutFadeOut cutObj cutRsc cutText damage date dateToNumber daytime deActivateKey debriefingText debugFSM debugLog deg delete3DENEntities deleteAt deleteCenter deleteCollection deleteEditorObject deleteGroup deleteGroupWhenEmpty deleteIdentity deleteLocation deleteMarker deleteMarkerLocal deleteRange deleteResources deleteSite deleteStatus deleteTeam deleteVehicle deleteVehicleCrew deleteWaypoint detach detectedMines diag_activeMissionFSMs diag_activeScripts diag_activeSQFScripts diag_activeSQSScripts diag_captureFrame diag_captureFrameToFile diag_captureSlowFrame diag_codePerformance diag_drawMode diag_enable diag_enabled diag_fps diag_fpsMin diag_frameNo diag_lightNewLoad diag_list diag_log diag_logSlowFrame diag_mergeConfigFile diag_recordTurretLimits diag_setLightNew diag_tickTime diag_toggle dialog diarySubjectExists didJIP didJIPOwner difficulty difficultyEnabled difficultyEnabledRTD difficultyOption direction directSay disableAI disableCollisionWith disableConversation disableDebriefingStats disableMapIndicators disableNVGEquipment disableRemoteSensors disableSerialization disableTIEquipment disableUAVConnectability disableUserInput displayAddEventHandler displayCtrl displayParent displayRemoveAllEventHandlers displayRemoveEventHandler displaySetEventHandler dissolveTeam distance distance2D distanceSqr distributionRegion do3DENAction doArtilleryFire doFire doFollow doFSM doGetOut doMove doorPhase doStop doSuppressiveFire doTarget doWatch drawArrow drawEllipse drawIcon drawIcon3D drawLine drawLine3D drawLink drawLocation drawPolygon drawRectangle drawTriangle driver drop dynamicSimulationDistance dynamicSimulationDistanceCoef dynamicSimulationEnabled dynamicSimulationSystemEnabled echo edit3DENMissionAttributes editObject editorSetEventHandler effectiveCommander emptyPositions enableAI enableAIFeature enableAimPrecision enableAttack enableAudioFeature enableAutoStartUpRTD enableAutoTrimRTD enableCamShake enableCaustics enableChannel enableCollisionWith enableCopilot enableDebriefingStats enableDiagLegend enableDynamicSimulation enableDynamicSimulationSystem enableEndDialog enableEngineArtillery enableEnvironment enableFatigue enableGunLights enableInfoPanelComponent enableIRLasers enableMimics enablePersonTurret enableRadio enableReload enableRopeAttach enableSatNormalOnDetail enableSaving enableSentences enableSimulation enableSimulationGlobal enableStamina enableTeamSwitch enableTraffic enableUAVConnectability enableUAVWaypoints enableVehicleCargo enableVehicleSensor enableWeaponDisassembly endLoadingScreen endMission engineOn enginesIsOnRTD enginesRpmRTD enginesTorqueRTD entities environmentEnabled estimatedEndServerTime estimatedTimeLeft evalObjectArgument everyBackpack everyContainer exec execEditorScript execFSM execVM exp expectedDestination exportJIPMessages eyeDirection eyePos face faction fadeMusic fadeRadio fadeSound fadeSpeech failMission fillWeaponsFromPool find findCover findDisplay findEditorObject findEmptyPosition findEmptyPositionReady findIf findNearestEnemy finishMissionInit finite fire fireAtTarget firstBackpack flag flagAnimationPhase flagOwner flagSide flagTexture fleeing floor flyInHeight flyInHeightASL fog fogForecast fogParams forceAddUniform forcedMap forceEnd forceFlagTexture forceFollowRoad forceMap forceRespawn forceSpeed forceWalk forceWeaponFire forceWeatherChange forEachMember forEachMemberAgent forEachMemberTeam forgetTarget format formation formationDirection formationLeader formationMembers formationPosition formationTask formatText formLeader freeLook fromEditor fuel fullCrew gearIDCAmmoCount gearSlotAmmoCount gearSlotData get3DENActionState get3DENAttribute get3DENCamera get3DENConnections get3DENEntity get3DENEntityID get3DENGrid get3DENIconsVisible get3DENLayerEntities get3DENLinesVisible get3DENMissionAttribute get3DENMouseOver get3DENSelected getAimingCoef getAllEnvSoundControllers getAllHitPointsDamage getAllOwnedMines getAllSoundControllers getAmmoCargo getAnimAimPrecision getAnimSpeedCoef getArray getArtilleryAmmo getArtilleryComputerSettings getArtilleryETA getAssignedCuratorLogic getAssignedCuratorUnit getBackpackCargo getBleedingRemaining getBurningValue getCameraViewDirection getCargoIndex getCenterOfMass getClientState getClientStateNumber getCompatiblePylonMagazines getConnectedUAV getContainerMaxLoad getCursorObjectParams getCustomAimCoef getDammage getDescription getDir getDirVisual getDLCAssetsUsage getDLCAssetsUsageByName getDLCs getEditorCamera getEditorMode getEditorObjectScope getElevationOffset getEnvSoundController getFatigue getForcedFlagTexture getFriend getFSMVariable getFuelCargo getGroupIcon getGroupIconParams getGroupIcons getHideFrom getHit getHitIndex getHitPointDamage getItemCargo getMagazineCargo getMarkerColor getMarkerPos getMarkerSize getMarkerType getMass getMissionConfig getMissionConfigValue getMissionDLCs getMissionLayerEntities getModelInfo getMousePosition getMusicPlayedTime getNumber getObjectArgument getObjectChildren getObjectDLC getObjectMaterials getObjectProxy getObjectTextures getObjectType getObjectViewDistance getOxygenRemaining getPersonUsedDLCs getPilotCameraDirection getPilotCameraPosition getPilotCameraRotation getPilotCameraTarget getPlateNumber getPlayerChannel getPlayerScores getPlayerUID getPos getPosASL getPosASLVisual getPosASLW getPosATL getPosATLVisual getPosVisual getPosWorld getPylonMagazines getRelDir getRelPos getRemoteSensorsDisabled getRepairCargo getResolution getShadowDistance getShotParents getSlingLoad getSoundController getSoundControllerResult getSpeed getStamina getStatValue getSuppression getTerrainGrid getTerrainHeightASL getText getTotalDLCUsageTime getUnitLoadout getUnitTrait getUserMFDText getUserMFDvalue getVariable getVehicleCargo getWeaponCargo getWeaponSway getWingsOrientationRTD getWingsPositionRTD getWPPos glanceAt globalChat globalRadio goggles goto group groupChat groupFromNetId groupIconSelectable groupIconsVisible groupId groupOwner groupRadio groupSelectedUnits groupSelectUnit gunner gusts halt handgunItems handgunMagazine handgunWeapon handsHit hasInterface hasPilotCamera hasWeapon hcAllGroups hcGroupParams hcLeader hcRemoveAllGroups hcRemoveGroup hcSelected hcSelectGroup hcSetGroup hcShowBar hcShownBar headgear hideBody hideObject hideObjectGlobal hideSelection hint hintC hintCadet hintSilent hmd hostMission htmlLoad HUDMovementLevels humidity image importAllGroups importance in inArea inAreaArray incapacitatedState inflame inflamed infoPanel infoPanelComponentEnabled infoPanelComponents infoPanels inGameUISetEventHandler inheritsFrom initAmbientLife inPolygon inputAction inRangeOfArtillery insertEditorObject intersect is3DEN is3DENMultiplayer isAbleToBreathe isAgent isArray isAutoHoverOn isAutonomous isAutotest isBleeding isBurning isClass isCollisionLightOn isCopilotEnabled isDamageAllowed isDedicated isDLCAvailable isEngineOn isEqualTo isEqualType isEqualTypeAll isEqualTypeAny isEqualTypeArray isEqualTypeParams isFilePatchingEnabled isFlashlightOn isFlatEmpty isForcedWalk isFormationLeader isGroupDeletedWhenEmpty isHidden isInRemainsCollector isInstructorFigureEnabled isIRLaserOn isKeyActive isKindOf isLaserOn isLightOn isLocalized isManualFire isMarkedForCollection isMultiplayer isMultiplayerSolo isNil isNull isNumber isObjectHidden isObjectRTD isOnRoad isPipEnabled isPlayer isRealTime isRemoteExecuted isRemoteExecutedJIP isServer isShowing3DIcons isSimpleObject isSprintAllowed isStaminaEnabled isSteamMission isStreamFriendlyUIEnabled isText isTouchingGround isTurnedOut isTutHintsEnabled isUAVConnectable isUAVConnected isUIContext isUniformAllowed isVehicleCargo isVehicleRadarOn isVehicleSensorEnabled isWalking isWeaponDeployed isWeaponRested itemCargo items itemsWithMagazines join joinAs joinAsSilent joinSilent joinString kbAddDatabase kbAddDatabaseTargets kbAddTopic kbHasTopic kbReact kbRemoveTopic kbTell kbWasSaid keyImage keyName knowsAbout land landAt landResult language laserTarget lbAdd lbClear lbColor lbColorRight lbCurSel lbData lbDelete lbIsSelected lbPicture lbPictureRight lbSelection lbSetColor lbSetColorRight lbSetCurSel lbSetData lbSetPicture lbSetPictureColor lbSetPictureColorDisabled lbSetPictureColorSelected lbSetPictureRight lbSetPictureRightColor lbSetPictureRightColorDisabled lbSetPictureRightColorSelected lbSetSelectColor lbSetSelectColorRight lbSetSelected lbSetText lbSetTextRight lbSetTooltip lbSetValue lbSize lbSort lbSortByValue lbText lbTextRight lbValue leader leaderboardDeInit leaderboardGetRows leaderboardInit leaderboardRequestRowsFriends leaderboardsRequestUploadScore leaderboardsRequestUploadScoreKeepBest leaderboardState leaveVehicle libraryCredits libraryDisclaimers lifeState lightAttachObject lightDetachObject lightIsOn lightnings limitSpeed linearConversion lineIntersects lineIntersectsObjs lineIntersectsSurfaces lineIntersectsWith linkItem list listObjects listRemoteTargets listVehicleSensors ln lnbAddArray lnbAddColumn lnbAddRow lnbClear lnbColor lnbCurSelRow lnbData lnbDeleteColumn lnbDeleteRow lnbGetColumnsPosition lnbPicture lnbSetColor lnbSetColumnsPos lnbSetCurSelRow lnbSetData lnbSetPicture lnbSetText lnbSetValue lnbSize lnbSort lnbSortByValue lnbText lnbValue load loadAbs loadBackpack loadFile loadGame loadIdentity loadMagazine loadOverlay loadStatus loadUniform loadVest local localize locationPosition lock lockCameraTo lockCargo lockDriver locked lockedCargo lockedDriver lockedTurret lockIdentity lockTurret lockWP log logEntities logNetwork logNetworkTerminate lookAt lookAtPos magazineCargo magazines magazinesAllTurrets magazinesAmmo magazinesAmmoCargo magazinesAmmoFull magazinesDetail magazinesDetailBackpack magazinesDetailUniform magazinesDetailVest magazinesTurret magazineTurretAmmo mapAnimAdd mapAnimClear mapAnimCommit mapAnimDone mapCenterOnCamera mapGridPosition markAsFinishedOnSteam markerAlpha markerBrush markerColor markerDir markerPos markerShape markerSize markerText markerType max members menuAction menuAdd menuChecked menuClear menuCollapse menuData menuDelete menuEnable menuEnabled menuExpand menuHover menuPicture menuSetAction menuSetCheck menuSetData menuSetPicture menuSetValue menuShortcut menuShortcutText menuSize menuSort menuText menuURL menuValue min mineActive mineDetectedBy missionConfigFile missionDifficulty missionName missionNamespace missionStart missionVersion mod modelToWorld modelToWorldVisual modelToWorldVisualWorld modelToWorldWorld modParams moonIntensity moonPhase morale move move3DENCamera moveInAny moveInCargo moveInCommander moveInDriver moveInGunner moveInTurret moveObjectToEnd moveOut moveTime moveTo moveToCompleted moveToFailed musicVolume name nameSound nearEntities nearestBuilding nearestLocation nearestLocations nearestLocationWithDubbing nearestObject nearestObjects nearestTerrainObjects nearObjects nearObjectsReady nearRoads nearSupplies nearTargets needReload netId netObjNull newOverlay nextMenuItemIndex nextWeatherChange nMenuItems not numberOfEnginesRTD numberToDate objectCurators objectFromNetId objectParent objStatus onBriefingGroup onBriefingNotes onBriefingPlan onBriefingTeamSwitch onCommandModeChanged onDoubleClick onEachFrame onGroupIconClick onGroupIconOverEnter onGroupIconOverLeave onHCGroupSelectionChanged onMapSingleClick onPlayerConnected onPlayerDisconnected onPreloadFinished onPreloadStarted onShowNewObject onTeamSwitch openCuratorInterface openDLCPage openMap openSteamApp openYoutubeVideo or orderGetIn overcast overcastForecast owner param params parseNumber parseSimpleArray parseText parsingNamespace particlesQuality pickWeaponPool pitch pixelGrid pixelGridBase pixelGridNoUIScale pixelH pixelW playableSlotsNumber playableUnits playAction playActionNow player playerRespawnTime playerSide playersNumber playGesture playMission playMove playMoveNow playMusic playScriptedMission playSound playSound3D position positionCameraToWorld posScreenToWorld posWorldToScreen ppEffectAdjust ppEffectCommit ppEffectCommitted ppEffectCreate ppEffectDestroy ppEffectEnable ppEffectEnabled ppEffectForceInNVG precision preloadCamera preloadObject preloadSound preloadTitleObj preloadTitleRsc preprocessFile preprocessFileLineNumbers primaryWeapon primaryWeaponItems primaryWeaponMagazine priority processDiaryLink productVersion profileName profileNamespace profileNameSteam progressLoadingScreen progressPosition progressSetPosition publicVariable publicVariableClient publicVariableServer pushBack pushBackUnique putWeaponPool queryItemsPool queryMagazinePool queryWeaponPool rad radioChannelAdd radioChannelCreate radioChannelRemove radioChannelSetCallSign radioChannelSetLabel radioVolume rain rainbow random rank rankId rating rectangular registeredTasks registerTask reload reloadEnabled remoteControl remoteExec remoteExecCall remoteExecutedOwner remove3DENConnection remove3DENEventHandler remove3DENLayer removeAction removeAll3DENEventHandlers removeAllActions removeAllAssignedItems removeAllContainers removeAllCuratorAddons removeAllCuratorCameraAreas removeAllCuratorEditingAreas removeAllEventHandlers removeAllHandgunItems removeAllItems removeAllItemsWithMagazines removeAllMissionEventHandlers removeAllMPEventHandlers removeAllMusicEventHandlers removeAllOwnedMines removeAllPrimaryWeaponItems removeAllWeapons removeBackpack removeBackpackGlobal removeCuratorAddons removeCuratorCameraArea removeCuratorEditableObjects removeCuratorEditingArea removeDrawIcon removeDrawLinks removeEventHandler removeFromRemainsCollector removeGoggles removeGroupIcon removeHandgunItem removeHeadgear removeItem removeItemFromBackpack removeItemFromUniform removeItemFromVest removeItems removeMagazine removeMagazineGlobal removeMagazines removeMagazinesTurret removeMagazineTurret removeMenuItem removeMissionEventHandler removeMPEventHandler removeMusicEventHandler removeOwnedMine removePrimaryWeaponItem removeSecondaryWeaponItem removeSimpleTask removeSwitchableUnit removeTeamMember removeUniform removeVest removeWeapon removeWeaponAttachmentCargo removeWeaponCargo removeWeaponGlobal removeWeaponTurret reportRemoteTarget requiredVersion resetCamShake resetSubgroupDirection resize resources respawnVehicle restartEditorCamera reveal revealMine reverse reversedMouseY roadAt roadsConnectedTo roleDescription ropeAttachedObjects ropeAttachedTo ropeAttachEnabled ropeAttachTo ropeCreate ropeCut ropeDestroy ropeDetach ropeEndPosition ropeLength ropes ropeUnwind ropeUnwound rotorsForcesRTD rotorsRpmRTD round runInitScript safeZoneH safeZoneW safeZoneWAbs safeZoneX safeZoneXAbs safeZoneY save3DENInventory saveGame saveIdentity saveJoysticks saveOverlay saveProfileNamespace saveStatus saveVar savingEnabled say say2D say3D scopeName score scoreSide screenshot screenToWorld scriptDone scriptName scudState secondaryWeapon secondaryWeaponItems secondaryWeaponMagazine select selectBestPlaces selectDiarySubject selectedEditorObjects selectEditorObject selectionNames selectionPosition selectLeader selectMax selectMin selectNoPlayer selectPlayer selectRandom selectRandomWeighted selectWeapon selectWeaponTurret sendAUMessage sendSimpleCommand sendTask sendTaskResult sendUDPMessage serverCommand serverCommandAvailable serverCommandExecutable serverName serverTime set set3DENAttribute set3DENAttributes set3DENGrid set3DENIconsVisible set3DENLayer set3DENLinesVisible set3DENLogicType set3DENMissionAttribute set3DENMissionAttributes set3DENModelsVisible set3DENObjectType set3DENSelected setAccTime setActualCollectiveRTD setAirplaneThrottle setAirportSide setAmmo setAmmoCargo setAmmoOnPylon setAnimSpeedCoef setAperture setApertureNew setArmoryPoints setAttributes setAutonomous setBehaviour setBleedingRemaining setBrakesRTD setCameraInterest setCamShakeDefParams setCamShakeParams setCamUseTI setCaptive setCenterOfMass setCollisionLight setCombatMode setCompassOscillation setConvoySeparation setCuratorCameraAreaCeiling setCuratorCoef setCuratorEditingAreaType setCuratorWaypointCost setCurrentChannel setCurrentTask setCurrentWaypoint setCustomAimCoef setCustomWeightRTD setDamage setDammage setDate setDebriefingText setDefaultCamera setDestination setDetailMapBlendPars setDir setDirection setDrawIcon setDriveOnPath setDropInterval setDynamicSimulationDistance setDynamicSimulationDistanceCoef setEditorMode setEditorObjectScope setEffectCondition setEngineRPMRTD setFace setFaceAnimation setFatigue setFeatureType setFlagAnimationPhase setFlagOwner setFlagSide setFlagTexture setFog setFormation setFormationTask setFormDir setFriend setFromEditor setFSMVariable setFuel setFuelCargo setGroupIcon setGroupIconParams setGroupIconsSelectable setGroupIconsVisible setGroupId setGroupIdGlobal setGroupOwner setGusts setHideBehind setHit setHitIndex setHitPointDamage setHorizonParallaxCoef setHUDMovementLevels setIdentity setImportance setInfoPanel setLeader setLightAmbient setLightAttenuation setLightBrightness setLightColor setLightDayLight setLightFlareMaxDistance setLightFlareSize setLightIntensity setLightnings setLightUseFlare setLocalWindParams setMagazineTurretAmmo setMarkerAlpha setMarkerAlphaLocal setMarkerBrush setMarkerBrushLocal setMarkerColor setMarkerColorLocal setMarkerDir setMarkerDirLocal setMarkerPos setMarkerPosLocal setMarkerShape setMarkerShapeLocal setMarkerSize setMarkerSizeLocal setMarkerText setMarkerTextLocal setMarkerType setMarkerTypeLocal setMass setMimic setMousePosition setMusicEffect setMusicEventHandler setName setNameSound setObjectArguments setObjectMaterial setObjectMaterialGlobal setObjectProxy setObjectTexture setObjectTextureGlobal setObjectViewDistance setOvercast setOwner setOxygenRemaining setParticleCircle setParticleClass setParticleFire setParticleParams setParticleRandom setPilotCameraDirection setPilotCameraRotation setPilotCameraTarget setPilotLight setPiPEffect setPitch setPlateNumber setPlayable setPlayerRespawnTime setPos setPosASL setPosASL2 setPosASLW setPosATL setPosition setPosWorld setPylonLoadOut setPylonsPriority setRadioMsg setRain setRainbow setRandomLip setRank setRectangular setRepairCargo setRotorBrakeRTD setShadowDistance setShotParents setSide setSimpleTaskAlwaysVisible setSimpleTaskCustomData setSimpleTaskDescription setSimpleTaskDestination setSimpleTaskTarget setSimpleTaskType setSimulWeatherLayers setSize setSkill setSlingLoad setSoundEffect setSpeaker setSpeech setSpeedMode setStamina setStaminaScheme setStatValue setSuppression setSystemOfUnits setTargetAge setTaskMarkerOffset setTaskResult setTaskState setTerrainGrid setText setTimeMultiplier setTitleEffect setTrafficDensity setTrafficDistance setTrafficGap setTrafficSpeed setTriggerActivation setTriggerArea setTriggerStatements setTriggerText setTriggerTimeout setTriggerType setType setUnconscious setUnitAbility setUnitLoadout setUnitPos setUnitPosWeak setUnitRank setUnitRecoilCoefficient setUnitTrait setUnloadInCombat setUserActionText setUserMFDText setUserMFDvalue setVariable setVectorDir setVectorDirAndUp setVectorUp setVehicleAmmo setVehicleAmmoDef setVehicleArmor setVehicleCargo setVehicleId setVehicleLock setVehiclePosition setVehicleRadar setVehicleReceiveRemoteTargets setVehicleReportOwnPosition setVehicleReportRemoteTargets setVehicleTIPars setVehicleVarName setVelocity setVelocityModelSpace setVelocityTransformation setViewDistance setVisibleIfTreeCollapsed setWantedRPMRTD setWaves setWaypointBehaviour setWaypointCombatMode setWaypointCompletionRadius setWaypointDescription setWaypointForceBehaviour setWaypointFormation setWaypointHousePosition setWaypointLoiterRadius setWaypointLoiterType setWaypointName setWaypointPosition setWaypointScript setWaypointSpeed setWaypointStatements setWaypointTimeout setWaypointType setWaypointVisible setWeaponReloadingTime setWind setWindDir setWindForce setWindStr setWingForceScaleRTD setWPPos show3DIcons showChat showCinemaBorder showCommandingMenu showCompass showCuratorCompass showGPS showHUD showLegend showMap shownArtilleryComputer shownChat shownCompass shownCuratorCompass showNewEditorObject shownGPS shownHUD shownMap shownPad shownRadio shownScoretable shownUAVFeed shownWarrant shownWatch showPad showRadio showScoretable showSubtitles showUAVFeed showWarrant showWatch showWaypoint showWaypoints side sideChat sideEnemy sideFriendly sideRadio simpleTasks simulationEnabled simulCloudDensity simulCloudOcclusion simulInClouds simulWeatherSync sin size sizeOf skill skillFinal skipTime sleep sliderPosition sliderRange sliderSetPosition sliderSetRange sliderSetSpeed sliderSpeed slingLoadAssistantShown soldierMagazines someAmmo sort soundVolume spawn speaker speed speedMode splitString sqrt squadParams stance startLoadingScreen step stop stopEngineRTD stopped str sunOrMoon supportInfo suppressFor surfaceIsWater surfaceNormal surfaceType swimInDepth switchableUnits switchAction switchCamera switchGesture switchLight switchMove synchronizedObjects synchronizedTriggers synchronizedWaypoints synchronizeObjectsAdd synchronizeObjectsRemove synchronizeTrigger synchronizeWaypoint systemChat systemOfUnits tan targetKnowledge targets targetsAggregate targetsQuery taskAlwaysVisible taskChildren taskCompleted taskCustomData taskDescription taskDestination taskHint taskMarkerOffset taskParent taskResult taskState taskType teamMember teamName teams teamSwitch teamSwitchEnabled teamType terminate terrainIntersect terrainIntersectASL terrainIntersectAtASL text textLog textLogFormat tg time timeMultiplier titleCut titleFadeOut titleObj titleRsc titleText toArray toFixed toLower toString toUpper triggerActivated triggerActivation triggerArea triggerAttachedVehicle triggerAttachObject triggerAttachVehicle triggerDynamicSimulation triggerStatements triggerText triggerTimeout triggerTimeoutCurrent triggerType turretLocal turretOwner turretUnit tvAdd tvClear tvCollapse tvCollapseAll tvCount tvCurSel tvData tvDelete tvExpand tvExpandAll tvPicture tvSetColor tvSetCurSel tvSetData tvSetPicture tvSetPictureColor tvSetPictureColorDisabled tvSetPictureColorSelected tvSetPictureRight tvSetPictureRightColor tvSetPictureRightColorDisabled tvSetPictureRightColorSelected tvSetText tvSetTooltip tvSetValue tvSort tvSortByValue tvText tvTooltip tvValue type typeName typeOf UAVControl uiNamespace uiSleep unassignCurator unassignItem unassignTeam unassignVehicle underwater uniform uniformContainer uniformItems uniformMagazines unitAddons unitAimPosition unitAimPositionVisual unitBackpack unitIsUAV unitPos unitReady unitRecoilCoefficient units unitsBelowHeight unlinkItem unlockAchievement unregisterTask updateDrawIcon updateMenuItem updateObjectTree useAISteeringComponent useAudioTimeForMoves userInputDisabled vectorAdd vectorCos vectorCrossProduct vectorDiff vectorDir vectorDirVisual vectorDistance vectorDistanceSqr vectorDotProduct vectorFromTo vectorMagnitude vectorMagnitudeSqr vectorModelToWorld vectorModelToWorldVisual vectorMultiply vectorNormalized vectorUp vectorUpVisual vectorWorldToModel vectorWorldToModelVisual vehicle vehicleCargoEnabled vehicleChat vehicleRadio vehicleReceiveRemoteTargets vehicleReportOwnPosition vehicleReportRemoteTargets vehicles vehicleVarName velocity velocityModelSpace verifySignature vest vestContainer vestItems vestMagazines viewDistance visibleCompass visibleGPS visibleMap visiblePosition visiblePositionASL visibleScoretable visibleWatch waves waypointAttachedObject waypointAttachedVehicle waypointAttachObject waypointAttachVehicle waypointBehaviour waypointCombatMode waypointCompletionRadius waypointDescription waypointForceBehaviour waypointFormation waypointHousePosition waypointLoiterRadius waypointLoiterType waypointName waypointPosition waypoints waypointScript waypointsEnabledUAV waypointShow waypointSpeed waypointStatements waypointTimeout waypointTimeoutCurrent waypointType waypointVisible weaponAccessories weaponAccessoriesCargo weaponCargo weaponDirection weaponInertia weaponLowered weapons weaponsItems weaponsItemsCargo weaponState weaponsTurret weightRTD WFSideText wind ",literal:"blufor civilian configNull controlNull displayNull east endl false grpNull independent lineBreak locationNull nil objNull opfor pi resistance scriptNull sideAmbientLife sideEmpty sideLogic sideUnknown taskNull teamMemberNull true west"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.NUMBER_MODE,{className:"variable",begin:/\b_+[a-zA-Z_]\w*/},{className:"title",begin:/[a-zA-Z][a-zA-Z0-9]+_fnc_\w*/},{className:"string",variants:[{begin:'"',end:'"',contains:[{begin:'""',relevance:0}]},{begin:"'",end:"'",contains:[{begin:"''",relevance:0}]}]},t.preprocessor],illegal:/#|^\$ /}}},"UJe/":function(e){e.exports=function(e){return{keywords:{keyword:"BEGIN END if else while do for in break continue delete next nextfile function func exit|10"},contains:[{className:"variable",variants:[{begin:/\$[\w\d#@][\w\d_]*/},{begin:/\$\{(.*?)}/}]},{className:"string",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:/(u|b)?r?'''/,end:/'''/,relevance:10},{begin:/(u|b)?r?"""/,end:/"""/,relevance:10},{begin:/(u|r|ur)'/,end:/'/,relevance:10},{begin:/(u|r|ur)"/,end:/"/,relevance:10},{begin:/(b|br)'/,end:/'/},{begin:/(b|br)"/,end:/"/},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]},e.REGEXP_MODE,e.HASH_COMMENT_MODE,e.NUMBER_MODE]}}},UL2C:function(e){e.exports=function(e){return{keywords:"false int abstract private char boolean static null if for true while long throw finally protected final return void enum else break new catch byte super case short default double public try this switch continue reverse firstfast firstonly forupdate nofetch sum avg minof maxof count order group by asc desc index hint like dispaly edit client server ttsbegin ttscommit str real date container anytype common div mod",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,{className:"meta",begin:"#",end:"$"},{className:"class",beginKeywords:"class interface",end:"{",excludeEnd:!0,illegal:":",contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]}]}}},UbJx:function(e){e.exports=function(e){var t={className:"variable",variants:[{begin:/\$\d+/},{begin:/\$\{/,end:/}/},{begin:"[\\$\\@]"+e.UNDERSCORE_IDENT_RE}]};return{aliases:["nginxconf"],contains:[e.HASH_COMMENT_MODE,{begin:e.UNDERSCORE_IDENT_RE+"\\s+{",returnBegin:!0,end:"{",contains:[{className:"section",begin:e.UNDERSCORE_IDENT_RE}],relevance:0},{begin:e.UNDERSCORE_IDENT_RE+"\\s",end:";|{",returnBegin:!0,contains:[{className:"attribute",begin:e.UNDERSCORE_IDENT_RE,starts:{endsWithParent:!0,lexemes:"[a-z/_]+",keywords:{literal:"on off yes no true false none blocked debug info notice warn error crit select break last permanent redirect kqueue rtsig epoll poll /dev/poll"},relevance:0,illegal:"=>",contains:[e.HASH_COMMENT_MODE,{className:"string",contains:[e.BACKSLASH_ESCAPE,t],variants:[{begin:/"/,end:/"/},{begin:/'/,end:/'/}]},{begin:"([a-z]+):/",end:"\\s",endsWithParent:!0,excludeEnd:!0,contains:[t]},{className:"regexp",contains:[e.BACKSLASH_ESCAPE,t],variants:[{begin:"\\s\\^",end:"\\s|{|;",returnEnd:!0},{begin:"~\\*?\\s+",end:"\\s|{|;",returnEnd:!0},{begin:"\\*(\\.[a-z\\-]+)+"},{begin:"([a-z\\-]+\\.)+\\*"}]},{className:"number",begin:"\\b\\d{1,3}\\.\\d{1,3}\\.\\d{1,3}\\.\\d{1,3}(:\\d{1,5})?\\b"},{className:"number",begin:"\\b\\d+[kKmMgGdshdwy]*\\b",relevance:0},t]}}],relevance:0}],illegal:"[^\\s\\}]"}}},UjWg:function(e){e.exports=function(e){var t=e.COMMENT("--","$"),r="BIGINT INT8 BIGSERIAL SERIAL8 BIT VARYING VARBIT BOOLEAN BOOL BOX BYTEA CHARACTER CHAR VARCHAR CIDR CIRCLE DATE DOUBLE PRECISION FLOAT8 FLOAT INET INTEGER INT INT4 INTERVAL JSON JSONB LINE LSEG|10 MACADDR MACADDR8 MONEY NUMERIC DEC DECIMAL PATH POINT POLYGON REAL FLOAT4 SMALLINT INT2 SMALLSERIAL|10 SERIAL2|10 SERIAL|10 SERIAL4|10 TEXT TIME ZONE TIMETZ|10 TIMESTAMP TIMESTAMPTZ|10 TSQUERY|10 TSVECTOR|10 TXID_SNAPSHOT|10 UUID XML NATIONAL NCHAR INT4RANGE|10 INT8RANGE|10 NUMRANGE|10 TSRANGE|10 TSTZRANGE|10 DATERANGE|10 ANYELEMENT ANYARRAY ANYNONARRAY ANYENUM ANYRANGE CSTRING INTERNAL RECORD PG_DDL_COMMAND VOID UNKNOWN OPAQUE REFCURSOR NAME OID REGPROC|10 REGPROCEDURE|10 REGOPER|10 REGOPERATOR|10 REGCLASS|10 REGTYPE|10 REGROLE|10 REGNAMESPACE|10 REGCONFIG|10 REGDICTIONARY|10 ",n=r.trim().split(" ").map((function(e){return e.split("|")[0]})).join("|"),o="ARRAY_AGG AVG BIT_AND BIT_OR BOOL_AND BOOL_OR COUNT EVERY JSON_AGG JSONB_AGG JSON_OBJECT_AGG JSONB_OBJECT_AGG MAX MIN MODE STRING_AGG SUM XMLAGG CORR COVAR_POP COVAR_SAMP REGR_AVGX REGR_AVGY REGR_COUNT REGR_INTERCEPT REGR_R2 REGR_SLOPE REGR_SXX REGR_SXY REGR_SYY STDDEV STDDEV_POP STDDEV_SAMP VARIANCE VAR_POP VAR_SAMP PERCENTILE_CONT PERCENTILE_DISC ROW_NUMBER RANK DENSE_RANK PERCENT_RANK CUME_DIST NTILE LAG LEAD FIRST_VALUE LAST_VALUE NTH_VALUE NUM_NONNULLS NUM_NULLS ABS CBRT CEIL CEILING DEGREES DIV EXP FLOOR LN LOG MOD PI POWER RADIANS ROUND SCALE SIGN SQRT TRUNC WIDTH_BUCKET RANDOM SETSEED ACOS ACOSD ASIN ASIND ATAN ATAND ATAN2 ATAN2D COS COSD COT COTD SIN SIND TAN TAND BIT_LENGTH CHAR_LENGTH CHARACTER_LENGTH LOWER OCTET_LENGTH OVERLAY POSITION SUBSTRING TREAT TRIM UPPER ASCII BTRIM CHR CONCAT CONCAT_WS CONVERT CONVERT_FROM CONVERT_TO DECODE ENCODE INITCAPLEFT LENGTH LPAD LTRIM MD5 PARSE_IDENT PG_CLIENT_ENCODING QUOTE_IDENT|10 QUOTE_LITERAL|10 QUOTE_NULLABLE|10 REGEXP_MATCH REGEXP_MATCHES REGEXP_REPLACE REGEXP_SPLIT_TO_ARRAY REGEXP_SPLIT_TO_TABLE REPEAT REPLACE REVERSE RIGHT RPAD RTRIM SPLIT_PART STRPOS SUBSTR TO_ASCII TO_HEX TRANSLATE OCTET_LENGTH GET_BIT GET_BYTE SET_BIT SET_BYTE TO_CHAR TO_DATE TO_NUMBER TO_TIMESTAMP AGE CLOCK_TIMESTAMP|10 DATE_PART DATE_TRUNC ISFINITE JUSTIFY_DAYS JUSTIFY_HOURS JUSTIFY_INTERVAL MAKE_DATE MAKE_INTERVAL|10 MAKE_TIME MAKE_TIMESTAMP|10 MAKE_TIMESTAMPTZ|10 NOW STATEMENT_TIMESTAMP|10 TIMEOFDAY TRANSACTION_TIMESTAMP|10 ENUM_FIRST ENUM_LAST ENUM_RANGE AREA CENTER DIAMETER HEIGHT ISCLOSED ISOPEN NPOINTS PCLOSE POPEN RADIUS WIDTH BOX BOUND_BOX CIRCLE LINE LSEG PATH POLYGON ABBREV BROADCAST HOST HOSTMASK MASKLEN NETMASK NETWORK SET_MASKLEN TEXT INET_SAME_FAMILYINET_MERGE MACADDR8_SET7BIT ARRAY_TO_TSVECTOR GET_CURRENT_TS_CONFIG NUMNODE PLAINTO_TSQUERY PHRASETO_TSQUERY WEBSEARCH_TO_TSQUERY QUERYTREE SETWEIGHT STRIP TO_TSQUERY TO_TSVECTOR JSON_TO_TSVECTOR JSONB_TO_TSVECTOR TS_DELETE TS_FILTER TS_HEADLINE TS_RANK TS_RANK_CD TS_REWRITE TSQUERY_PHRASE TSVECTOR_TO_ARRAY TSVECTOR_UPDATE_TRIGGER TSVECTOR_UPDATE_TRIGGER_COLUMN XMLCOMMENT XMLCONCAT XMLELEMENT XMLFOREST XMLPI XMLROOT XMLEXISTS XML_IS_WELL_FORMED XML_IS_WELL_FORMED_DOCUMENT XML_IS_WELL_FORMED_CONTENT XPATH XPATH_EXISTS XMLTABLE XMLNAMESPACES TABLE_TO_XML TABLE_TO_XMLSCHEMA TABLE_TO_XML_AND_XMLSCHEMA QUERY_TO_XML QUERY_TO_XMLSCHEMA QUERY_TO_XML_AND_XMLSCHEMA CURSOR_TO_XML CURSOR_TO_XMLSCHEMA SCHEMA_TO_XML SCHEMA_TO_XMLSCHEMA SCHEMA_TO_XML_AND_XMLSCHEMA DATABASE_TO_XML DATABASE_TO_XMLSCHEMA DATABASE_TO_XML_AND_XMLSCHEMA XMLATTRIBUTES TO_JSON TO_JSONB ARRAY_TO_JSON ROW_TO_JSON JSON_BUILD_ARRAY JSONB_BUILD_ARRAY JSON_BUILD_OBJECT JSONB_BUILD_OBJECT JSON_OBJECT JSONB_OBJECT JSON_ARRAY_LENGTH JSONB_ARRAY_LENGTH JSON_EACH JSONB_EACH JSON_EACH_TEXT JSONB_EACH_TEXT JSON_EXTRACT_PATH JSONB_EXTRACT_PATH JSON_OBJECT_KEYS JSONB_OBJECT_KEYS JSON_POPULATE_RECORD JSONB_POPULATE_RECORD JSON_POPULATE_RECORDSET JSONB_POPULATE_RECORDSET JSON_ARRAY_ELEMENTS JSONB_ARRAY_ELEMENTS JSON_ARRAY_ELEMENTS_TEXT JSONB_ARRAY_ELEMENTS_TEXT JSON_TYPEOF JSONB_TYPEOF JSON_TO_RECORD JSONB_TO_RECORD JSON_TO_RECORDSET JSONB_TO_RECORDSET JSON_STRIP_NULLS JSONB_STRIP_NULLS JSONB_SET JSONB_INSERT JSONB_PRETTY CURRVAL LASTVAL NEXTVAL SETVAL COALESCE NULLIF GREATEST LEAST ARRAY_APPEND ARRAY_CAT ARRAY_NDIMS ARRAY_DIMS ARRAY_FILL ARRAY_LENGTH ARRAY_LOWER ARRAY_POSITION ARRAY_POSITIONS ARRAY_PREPEND ARRAY_REMOVE ARRAY_REPLACE ARRAY_TO_STRING ARRAY_UPPER CARDINALITY STRING_TO_ARRAY UNNEST ISEMPTY LOWER_INC UPPER_INC LOWER_INF UPPER_INF RANGE_MERGE GENERATE_SERIES GENERATE_SUBSCRIPTS CURRENT_DATABASE CURRENT_QUERY CURRENT_SCHEMA|10 CURRENT_SCHEMAS|10 INET_CLIENT_ADDR INET_CLIENT_PORT INET_SERVER_ADDR INET_SERVER_PORT ROW_SECURITY_ACTIVE FORMAT_TYPE TO_REGCLASS TO_REGPROC TO_REGPROCEDURE TO_REGOPER TO_REGOPERATOR TO_REGTYPE TO_REGNAMESPACE TO_REGROLE COL_DESCRIPTION OBJ_DESCRIPTION SHOBJ_DESCRIPTION TXID_CURRENT TXID_CURRENT_IF_ASSIGNED TXID_CURRENT_SNAPSHOT TXID_SNAPSHOT_XIP TXID_SNAPSHOT_XMAX TXID_SNAPSHOT_XMIN TXID_VISIBLE_IN_SNAPSHOT TXID_STATUS CURRENT_SETTING SET_CONFIG BRIN_SUMMARIZE_NEW_VALUES BRIN_SUMMARIZE_RANGE BRIN_DESUMMARIZE_RANGE GIN_CLEAN_PENDING_LIST SUPPRESS_REDUNDANT_UPDATES_TRIGGER LO_FROM_BYTEA LO_PUT LO_GET LO_CREAT LO_CREATE LO_UNLINK LO_IMPORT LO_EXPORT LOREAD LOWRITE GROUPING CAST ".trim().split(" ").map((function(e){return e.split("|")[0]})).join("|");return{aliases:["postgres","postgresql"],case_insensitive:!0,keywords:{keyword:"ABORT ALTER ANALYZE BEGIN CALL CHECKPOINT|10 CLOSE CLUSTER COMMENT COMMIT COPY CREATE DEALLOCATE DECLARE DELETE DISCARD DO DROP END EXECUTE EXPLAIN FETCH GRANT IMPORT INSERT LISTEN LOAD LOCK MOVE NOTIFY PREPARE REASSIGN|10 REFRESH REINDEX RELEASE RESET REVOKE ROLLBACK SAVEPOINT SECURITY SELECT SET SHOW START TRUNCATE UNLISTEN|10 UPDATE VACUUM|10 VALUES AGGREGATE COLLATION CONVERSION|10 DATABASE DEFAULT PRIVILEGES DOMAIN TRIGGER EXTENSION FOREIGN WRAPPER|10 TABLE FUNCTION GROUP LANGUAGE LARGE OBJECT MATERIALIZED VIEW OPERATOR CLASS FAMILY POLICY PUBLICATION|10 ROLE RULE SCHEMA SEQUENCE SERVER STATISTICS SUBSCRIPTION SYSTEM TABLESPACE CONFIGURATION DICTIONARY PARSER TEMPLATE TYPE USER MAPPING PREPARED ACCESS METHOD CAST AS TRANSFORM TRANSACTION OWNED TO INTO SESSION AUTHORIZATION INDEX PROCEDURE ASSERTION ALL ANALYSE AND ANY ARRAY ASC ASYMMETRIC|10 BOTH CASE CHECK COLLATE COLUMN CONCURRENTLY|10 CONSTRAINT CROSS DEFERRABLE RANGE DESC DISTINCT ELSE EXCEPT FOR FREEZE|10 FROM FULL HAVING ILIKE IN INITIALLY INNER INTERSECT IS ISNULL JOIN LATERAL LEADING LIKE LIMIT NATURAL NOT NOTNULL NULL OFFSET ON ONLY OR ORDER OUTER OVERLAPS PLACING PRIMARY REFERENCES RETURNING SIMILAR SOME SYMMETRIC TABLESAMPLE THEN TRAILING UNION UNIQUE USING VARIADIC|10 VERBOSE WHEN WHERE WINDOW WITH BY RETURNS INOUT OUT SETOF|10 IF STRICT CURRENT CONTINUE OWNER LOCATION OVER PARTITION WITHIN BETWEEN ESCAPE EXTERNAL INVOKER DEFINER WORK RENAME VERSION CONNECTION CONNECT TABLES TEMP TEMPORARY FUNCTIONS SEQUENCES TYPES SCHEMAS OPTION CASCADE RESTRICT ADD ADMIN EXISTS VALID VALIDATE ENABLE DISABLE REPLICA|10 ALWAYS PASSING COLUMNS PATH REF VALUE OVERRIDING IMMUTABLE STABLE VOLATILE BEFORE AFTER EACH ROW PROCEDURAL ROUTINE NO HANDLER VALIDATOR OPTIONS STORAGE OIDS|10 WITHOUT INHERIT DEPENDS CALLED INPUT LEAKPROOF|10 COST ROWS NOWAIT SEARCH UNTIL ENCRYPTED|10 PASSWORD CONFLICT|10 INSTEAD INHERITS CHARACTERISTICS WRITE CURSOR ALSO STATEMENT SHARE EXCLUSIVE INLINE ISOLATION REPEATABLE READ COMMITTED SERIALIZABLE UNCOMMITTED LOCAL GLOBAL SQL PROCEDURES RECURSIVE SNAPSHOT ROLLUP CUBE TRUSTED|10 INCLUDE FOLLOWING PRECEDING UNBOUNDED RANGE GROUPS UNENCRYPTED|10 SYSID FORMAT DELIMITER HEADER QUOTE ENCODING FILTER OFF FORCE_QUOTE FORCE_NOT_NULL FORCE_NULL COSTS BUFFERS TIMING SUMMARY DISABLE_PAGE_SKIPPING RESTART CYCLE GENERATED IDENTITY DEFERRED IMMEDIATE LEVEL LOGGED UNLOGGED OF NOTHING NONE EXCLUDE ATTRIBUTE USAGE ROUTINES TRUE FALSE NAN INFINITY ALIAS BEGIN CONSTANT DECLARE END EXCEPTION RETURN PERFORM|10 RAISE GET DIAGNOSTICS STACKED|10 FOREACH LOOP ELSIF EXIT WHILE REVERSE SLICE DEBUG LOG INFO NOTICE WARNING ASSERT OPEN SUPERUSER NOSUPERUSER CREATEDB NOCREATEDB CREATEROLE NOCREATEROLE INHERIT NOINHERIT LOGIN NOLOGIN REPLICATION NOREPLICATION BYPASSRLS NOBYPASSRLS ",built_in:"CURRENT_TIME CURRENT_TIMESTAMP CURRENT_USER CURRENT_CATALOG|10 CURRENT_DATE LOCALTIME LOCALTIMESTAMP CURRENT_ROLE|10 CURRENT_SCHEMA|10 SESSION_USER PUBLIC FOUND NEW OLD TG_NAME|10 TG_WHEN|10 TG_LEVEL|10 TG_OP|10 TG_RELID|10 TG_RELNAME|10 TG_TABLE_NAME|10 TG_TABLE_SCHEMA|10 TG_NARGS|10 TG_ARGV|10 TG_EVENT|10 TG_TAG|10 ROW_COUNT RESULT_OID|10 PG_CONTEXT|10 RETURNED_SQLSTATE COLUMN_NAME CONSTRAINT_NAME PG_DATATYPE_NAME|10 MESSAGE_TEXT TABLE_NAME SCHEMA_NAME PG_EXCEPTION_DETAIL|10 PG_EXCEPTION_HINT|10 PG_EXCEPTION_CONTEXT|10 SQLSTATE SQLERRM|10 SUCCESSFUL_COMPLETION WARNING DYNAMIC_RESULT_SETS_RETURNED IMPLICIT_ZERO_BIT_PADDING NULL_VALUE_ELIMINATED_IN_SET_FUNCTION PRIVILEGE_NOT_GRANTED PRIVILEGE_NOT_REVOKED STRING_DATA_RIGHT_TRUNCATION DEPRECATED_FEATURE NO_DATA NO_ADDITIONAL_DYNAMIC_RESULT_SETS_RETURNED SQL_STATEMENT_NOT_YET_COMPLETE CONNECTION_EXCEPTION CONNECTION_DOES_NOT_EXIST CONNECTION_FAILURE SQLCLIENT_UNABLE_TO_ESTABLISH_SQLCONNECTION SQLSERVER_REJECTED_ESTABLISHMENT_OF_SQLCONNECTION TRANSACTION_RESOLUTION_UNKNOWN PROTOCOL_VIOLATION TRIGGERED_ACTION_EXCEPTION FEATURE_NOT_SUPPORTED INVALID_TRANSACTION_INITIATION LOCATOR_EXCEPTION INVALID_LOCATOR_SPECIFICATION INVALID_GRANTOR INVALID_GRANT_OPERATION INVALID_ROLE_SPECIFICATION DIAGNOSTICS_EXCEPTION STACKED_DIAGNOSTICS_ACCESSED_WITHOUT_ACTIVE_HANDLER CASE_NOT_FOUND CARDINALITY_VIOLATION DATA_EXCEPTION ARRAY_SUBSCRIPT_ERROR CHARACTER_NOT_IN_REPERTOIRE DATETIME_FIELD_OVERFLOW DIVISION_BY_ZERO ERROR_IN_ASSIGNMENT ESCAPE_CHARACTER_CONFLICT INDICATOR_OVERFLOW INTERVAL_FIELD_OVERFLOW INVALID_ARGUMENT_FOR_LOGARITHM INVALID_ARGUMENT_FOR_NTILE_FUNCTION INVALID_ARGUMENT_FOR_NTH_VALUE_FUNCTION INVALID_ARGUMENT_FOR_POWER_FUNCTION INVALID_ARGUMENT_FOR_WIDTH_BUCKET_FUNCTION INVALID_CHARACTER_VALUE_FOR_CAST INVALID_DATETIME_FORMAT INVALID_ESCAPE_CHARACTER INVALID_ESCAPE_OCTET INVALID_ESCAPE_SEQUENCE NONSTANDARD_USE_OF_ESCAPE_CHARACTER INVALID_INDICATOR_PARAMETER_VALUE INVALID_PARAMETER_VALUE INVALID_REGULAR_EXPRESSION INVALID_ROW_COUNT_IN_LIMIT_CLAUSE INVALID_ROW_COUNT_IN_RESULT_OFFSET_CLAUSE INVALID_TABLESAMPLE_ARGUMENT INVALID_TABLESAMPLE_REPEAT INVALID_TIME_ZONE_DISPLACEMENT_VALUE INVALID_USE_OF_ESCAPE_CHARACTER MOST_SPECIFIC_TYPE_MISMATCH NULL_VALUE_NOT_ALLOWED NULL_VALUE_NO_INDICATOR_PARAMETER NUMERIC_VALUE_OUT_OF_RANGE SEQUENCE_GENERATOR_LIMIT_EXCEEDED STRING_DATA_LENGTH_MISMATCH STRING_DATA_RIGHT_TRUNCATION SUBSTRING_ERROR TRIM_ERROR UNTERMINATED_C_STRING ZERO_LENGTH_CHARACTER_STRING FLOATING_POINT_EXCEPTION INVALID_TEXT_REPRESENTATION INVALID_BINARY_REPRESENTATION BAD_COPY_FILE_FORMAT UNTRANSLATABLE_CHARACTER NOT_AN_XML_DOCUMENT INVALID_XML_DOCUMENT INVALID_XML_CONTENT INVALID_XML_COMMENT INVALID_XML_PROCESSING_INSTRUCTION INTEGRITY_CONSTRAINT_VIOLATION RESTRICT_VIOLATION NOT_NULL_VIOLATION FOREIGN_KEY_VIOLATION UNIQUE_VIOLATION CHECK_VIOLATION EXCLUSION_VIOLATION INVALID_CURSOR_STATE INVALID_TRANSACTION_STATE ACTIVE_SQL_TRANSACTION BRANCH_TRANSACTION_ALREADY_ACTIVE HELD_CURSOR_REQUIRES_SAME_ISOLATION_LEVEL INAPPROPRIATE_ACCESS_MODE_FOR_BRANCH_TRANSACTION INAPPROPRIATE_ISOLATION_LEVEL_FOR_BRANCH_TRANSACTION NO_ACTIVE_SQL_TRANSACTION_FOR_BRANCH_TRANSACTION READ_ONLY_SQL_TRANSACTION SCHEMA_AND_DATA_STATEMENT_MIXING_NOT_SUPPORTED NO_ACTIVE_SQL_TRANSACTION IN_FAILED_SQL_TRANSACTION IDLE_IN_TRANSACTION_SESSION_TIMEOUT INVALID_SQL_STATEMENT_NAME TRIGGERED_DATA_CHANGE_VIOLATION INVALID_AUTHORIZATION_SPECIFICATION INVALID_PASSWORD DEPENDENT_PRIVILEGE_DESCRIPTORS_STILL_EXIST DEPENDENT_OBJECTS_STILL_EXIST INVALID_TRANSACTION_TERMINATION SQL_ROUTINE_EXCEPTION FUNCTION_EXECUTED_NO_RETURN_STATEMENT MODIFYING_SQL_DATA_NOT_PERMITTED PROHIBITED_SQL_STATEMENT_ATTEMPTED READING_SQL_DATA_NOT_PERMITTED INVALID_CURSOR_NAME EXTERNAL_ROUTINE_EXCEPTION CONTAINING_SQL_NOT_PERMITTED MODIFYING_SQL_DATA_NOT_PERMITTED PROHIBITED_SQL_STATEMENT_ATTEMPTED READING_SQL_DATA_NOT_PERMITTED EXTERNAL_ROUTINE_INVOCATION_EXCEPTION INVALID_SQLSTATE_RETURNED NULL_VALUE_NOT_ALLOWED TRIGGER_PROTOCOL_VIOLATED SRF_PROTOCOL_VIOLATED EVENT_TRIGGER_PROTOCOL_VIOLATED SAVEPOINT_EXCEPTION INVALID_SAVEPOINT_SPECIFICATION INVALID_CATALOG_NAME INVALID_SCHEMA_NAME TRANSACTION_ROLLBACK TRANSACTION_INTEGRITY_CONSTRAINT_VIOLATION SERIALIZATION_FAILURE STATEMENT_COMPLETION_UNKNOWN DEADLOCK_DETECTED SYNTAX_ERROR_OR_ACCESS_RULE_VIOLATION SYNTAX_ERROR INSUFFICIENT_PRIVILEGE CANNOT_COERCE GROUPING_ERROR WINDOWING_ERROR INVALID_RECURSION INVALID_FOREIGN_KEY INVALID_NAME NAME_TOO_LONG RESERVED_NAME DATATYPE_MISMATCH INDETERMINATE_DATATYPE COLLATION_MISMATCH INDETERMINATE_COLLATION WRONG_OBJECT_TYPE GENERATED_ALWAYS UNDEFINED_COLUMN UNDEFINED_FUNCTION UNDEFINED_TABLE UNDEFINED_PARAMETER UNDEFINED_OBJECT DUPLICATE_COLUMN DUPLICATE_CURSOR DUPLICATE_DATABASE DUPLICATE_FUNCTION DUPLICATE_PREPARED_STATEMENT DUPLICATE_SCHEMA DUPLICATE_TABLE DUPLICATE_ALIAS DUPLICATE_OBJECT AMBIGUOUS_COLUMN AMBIGUOUS_FUNCTION AMBIGUOUS_PARAMETER AMBIGUOUS_ALIAS INVALID_COLUMN_REFERENCE INVALID_COLUMN_DEFINITION INVALID_CURSOR_DEFINITION INVALID_DATABASE_DEFINITION INVALID_FUNCTION_DEFINITION INVALID_PREPARED_STATEMENT_DEFINITION INVALID_SCHEMA_DEFINITION INVALID_TABLE_DEFINITION INVALID_OBJECT_DEFINITION WITH_CHECK_OPTION_VIOLATION INSUFFICIENT_RESOURCES DISK_FULL OUT_OF_MEMORY TOO_MANY_CONNECTIONS CONFIGURATION_LIMIT_EXCEEDED PROGRAM_LIMIT_EXCEEDED STATEMENT_TOO_COMPLEX TOO_MANY_COLUMNS TOO_MANY_ARGUMENTS OBJECT_NOT_IN_PREREQUISITE_STATE OBJECT_IN_USE CANT_CHANGE_RUNTIME_PARAM LOCK_NOT_AVAILABLE OPERATOR_INTERVENTION QUERY_CANCELED ADMIN_SHUTDOWN CRASH_SHUTDOWN CANNOT_CONNECT_NOW DATABASE_DROPPED SYSTEM_ERROR IO_ERROR UNDEFINED_FILE DUPLICATE_FILE SNAPSHOT_TOO_OLD CONFIG_FILE_ERROR LOCK_FILE_EXISTS FDW_ERROR FDW_COLUMN_NAME_NOT_FOUND FDW_DYNAMIC_PARAMETER_VALUE_NEEDED FDW_FUNCTION_SEQUENCE_ERROR FDW_INCONSISTENT_DESCRIPTOR_INFORMATION FDW_INVALID_ATTRIBUTE_VALUE FDW_INVALID_COLUMN_NAME FDW_INVALID_COLUMN_NUMBER FDW_INVALID_DATA_TYPE FDW_INVALID_DATA_TYPE_DESCRIPTORS FDW_INVALID_DESCRIPTOR_FIELD_IDENTIFIER FDW_INVALID_HANDLE FDW_INVALID_OPTION_INDEX FDW_INVALID_OPTION_NAME FDW_INVALID_STRING_LENGTH_OR_BUFFER_LENGTH FDW_INVALID_STRING_FORMAT FDW_INVALID_USE_OF_NULL_POINTER FDW_TOO_MANY_HANDLES FDW_OUT_OF_MEMORY FDW_NO_SCHEMAS FDW_OPTION_NAME_NOT_FOUND FDW_REPLY_HANDLE FDW_SCHEMA_NOT_FOUND FDW_TABLE_NOT_FOUND FDW_UNABLE_TO_CREATE_EXECUTION FDW_UNABLE_TO_CREATE_REPLY FDW_UNABLE_TO_ESTABLISH_CONNECTION PLPGSQL_ERROR RAISE_EXCEPTION NO_DATA_FOUND TOO_MANY_ROWS ASSERT_FAILURE INTERNAL_ERROR DATA_CORRUPTED INDEX_CORRUPTED "},illegal:/:==|\W\s*\(\*|(^|\s)\$[a-z]|{{|[a-z]:\s*$|\.\.\.|TO:|DO:/,contains:[{className:"keyword",variants:[{begin:/\bTEXT\s*SEARCH\b/},{begin:/\b(PRIMARY|FOREIGN|FOR(\s+NO)?)\s+KEY\b/},{begin:/\bPARALLEL\s+(UNSAFE|RESTRICTED|SAFE)\b/},{begin:/\bSTORAGE\s+(PLAIN|EXTERNAL|EXTENDED|MAIN)\b/},{begin:/\bMATCH\s+(FULL|PARTIAL|SIMPLE)\b/},{begin:/\bNULLS\s+(FIRST|LAST)\b/},{begin:/\bEVENT\s+TRIGGER\b/},{begin:/\b(MAPPING|OR)\s+REPLACE\b/},{begin:/\b(FROM|TO)\s+(PROGRAM|STDIN|STDOUT)\b/},{begin:/\b(SHARE|EXCLUSIVE)\s+MODE\b/},{begin:/\b(LEFT|RIGHT)\s+(OUTER\s+)?JOIN\b/},{begin:/\b(FETCH|MOVE)\s+(NEXT|PRIOR|FIRST|LAST|ABSOLUTE|RELATIVE|FORWARD|BACKWARD)\b/},{begin:/\bPRESERVE\s+ROWS\b/},{begin:/\bDISCARD\s+PLANS\b/},{begin:/\bREFERENCING\s+(OLD|NEW)\b/},{begin:/\bSKIP\s+LOCKED\b/},{begin:/\bGROUPING\s+SETS\b/},{begin:/\b(BINARY|INSENSITIVE|SCROLL|NO\s+SCROLL)\s+(CURSOR|FOR)\b/},{begin:/\b(WITH|WITHOUT)\s+HOLD\b/},{begin:/\bWITH\s+(CASCADED|LOCAL)\s+CHECK\s+OPTION\b/},{begin:/\bEXCLUDE\s+(TIES|NO\s+OTHERS)\b/},{begin:/\bFORMAT\s+(TEXT|XML|JSON|YAML)\b/},{begin:/\bSET\s+((SESSION|LOCAL)\s+)?NAMES\b/},{begin:/\bIS\s+(NOT\s+)?UNKNOWN\b/},{begin:/\bSECURITY\s+LABEL\b/},{begin:/\bSTANDALONE\s+(YES|NO|NO\s+VALUE)\b/},{begin:/\bWITH\s+(NO\s+)?DATA\b/},{begin:/\b(FOREIGN|SET)\s+DATA\b/},{begin:/\bSET\s+(CATALOG|CONSTRAINTS)\b/},{begin:/\b(WITH|FOR)\s+ORDINALITY\b/},{begin:/\bIS\s+(NOT\s+)?DOCUMENT\b/},{begin:/\bXML\s+OPTION\s+(DOCUMENT|CONTENT)\b/},{begin:/\b(STRIP|PRESERVE)\s+WHITESPACE\b/},{begin:/\bNO\s+(ACTION|MAXVALUE|MINVALUE)\b/},{begin:/\bPARTITION\s+BY\s+(RANGE|LIST|HASH)\b/},{begin:/\bAT\s+TIME\s+ZONE\b/},{begin:/\bGRANTED\s+BY\b/},{begin:/\bRETURN\s+(QUERY|NEXT)\b/},{begin:/\b(ATTACH|DETACH)\s+PARTITION\b/},{begin:/\bFORCE\s+ROW\s+LEVEL\s+SECURITY\b/},{begin:/\b(INCLUDING|EXCLUDING)\s+(COMMENTS|CONSTRAINTS|DEFAULTS|IDENTITY|INDEXES|STATISTICS|STORAGE|ALL)\b/},{begin:/\bAS\s+(ASSIGNMENT|IMPLICIT|PERMISSIVE|RESTRICTIVE|ENUM|RANGE)\b/}]},{begin:/\b(FORMAT|FAMILY|VERSION)\s*\(/},{begin:/\bINCLUDE\s*\(/,keywords:"INCLUDE"},{begin:/\bRANGE(?!\s*(BETWEEN|UNBOUNDED|CURRENT|[-0-9]+))/},{begin:/\b(VERSION|OWNER|TEMPLATE|TABLESPACE|CONNECTION\s+LIMIT|PROCEDURE|RESTRICT|JOIN|PARSER|COPY|START|END|COLLATION|INPUT|ANALYZE|STORAGE|LIKE|DEFAULT|DELIMITER|ENCODING|COLUMN|CONSTRAINT|TABLE|SCHEMA)\s*=/},{begin:/\b(PG_\w+?|HAS_[A-Z_]+_PRIVILEGE)\b/,relevance:10},{begin:/\bEXTRACT\s*\(/,end:/\bFROM\b/,returnEnd:!0,keywords:{type:"CENTURY DAY DECADE DOW DOY EPOCH HOUR ISODOW ISOYEAR MICROSECONDS MILLENNIUM MILLISECONDS MINUTE MONTH QUARTER SECOND TIMEZONE TIMEZONE_HOUR TIMEZONE_MINUTE WEEK YEAR"}},{begin:/\b(XMLELEMENT|XMLPI)\s*\(\s*NAME/,keywords:{keyword:"NAME"}},{begin:/\b(XMLPARSE|XMLSERIALIZE)\s*\(\s*(DOCUMENT|CONTENT)/,keywords:{keyword:"DOCUMENT CONTENT"}},{beginKeywords:"CACHE INCREMENT MAXVALUE MINVALUE",end:e.C_NUMBER_RE,returnEnd:!0,keywords:"BY CACHE INCREMENT MAXVALUE MINVALUE"},{className:"type",begin:/\b(WITH|WITHOUT)\s+TIME\s+ZONE\b/},{className:"type",begin:/\bINTERVAL\s+(YEAR|MONTH|DAY|HOUR|MINUTE|SECOND)(\s+TO\s+(MONTH|HOUR|MINUTE|SECOND))?\b/},{begin:/\bRETURNS\s+(LANGUAGE_HANDLER|TRIGGER|EVENT_TRIGGER|FDW_HANDLER|INDEX_AM_HANDLER|TSM_HANDLER)\b/,keywords:{keyword:"RETURNS",type:"LANGUAGE_HANDLER TRIGGER EVENT_TRIGGER FDW_HANDLER INDEX_AM_HANDLER TSM_HANDLER"}},{begin:"\\b("+o+")\\s*\\("},{begin:"\\.("+n+")\\b"},{begin:"\\b("+n+")\\s+PATH\\b",keywords:{keyword:"PATH",type:r.replace("PATH ","")}},{className:"type",begin:"\\b("+n+")\\b"},{className:"string",begin:"'",end:"'",contains:[{begin:"''"}]},{className:"string",begin:"(e|E|u&|U&)'",end:"'",contains:[{begin:"\\\\."}],relevance:10},{begin:"\\$([a-zA-Z_]?|[a-zA-Z_][a-zA-Z_0-9]*)\\$",endSameAsBegin:!0,contains:[{subLanguage:["pgsql","perl","python","tcl","r","lua","java","php","ruby","bash","scheme","xml","json"],endsWithParent:!0}]},{begin:'"',end:'"',contains:[{begin:'""'}]},e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE,t,{className:"meta",variants:[{begin:"%(ROW)?TYPE",relevance:10},{begin:"\\$\\d+"},{begin:"^#\\w",end:"$"}]},{className:"symbol",begin:"<<\\s*[a-zA-Z_][a-zA-Z_0-9$]*\\s*>>",relevance:10}]}}},VPep:function(e,t,r){"use strict";function n(e){try{for(var t=e,r=[],n=0,a=0,i=" > ".length,s=void 0;t&&n++<5&&!("html"===(s=o(t))||n>1&&a+r.length*i+s.length>=80);)r.push(s),a+=s.length,t=t.parentNode;return r.reverse().join(" > ")}catch(e){return""}}function o(e){var t,r,n,o,i,s=e,l=[];if(!s||!s.tagName)return"";if(l.push(s.tagName.toLowerCase()),s.id&&l.push("#"+s.id),(t=s.className)&&Object(a.k)(t))for(r=t.split(/\s+/),i=0;i]*>/,end:/$/,illegal:"\\n"},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},a=e.IDENT_RE+"\\s*\\(",i={keyword:"int float while private char catch import module export virtual operator sizeof dynamic_cast|10 typedef const_cast|10 const for static_cast|10 union namespace unsigned long volatile static protected bool template mutable if public friend do goto auto void enum else break extern using asm case typeid short reinterpret_cast|10 default double register explicit signed typename try this switch continue inline delete alignof constexpr decltype noexcept static_assert thread_local restrict _Bool complex _Complex _Imaginary atomic_bool atomic_char atomic_schar atomic_uchar atomic_short atomic_ushort atomic_int atomic_uint atomic_long atomic_ulong atomic_llong atomic_ullong new throw return and or not",built_in:"std string cin cout cerr clog stdin stdout stderr stringstream istringstream ostringstream auto_ptr deque list queue stack vector map set bitset multiset multimap unordered_set unordered_map unordered_multiset unordered_multimap array shared_ptr abort abs acos asin atan2 atan calloc ceil cosh cos exit exp fabs floor fmod fprintf fputs free frexp fscanf isalnum isalpha iscntrl isdigit isgraph islower isprint ispunct isspace isupper isxdigit tolower toupper labs ldexp log10 log malloc realloc memchr memcmp memcpy memset modf pow printf putchar puts scanf sinh sin snprintf sprintf sqrt sscanf strcat strchr strcmp strcpy strcspn strlen strncat strncmp strncpy strpbrk strrchr strspn strstr tanh tan vfprintf vprintf vsprintf endl initializer_list unique_ptr",literal:"true false nullptr NULL"},s=[t,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,n,r];return{aliases:["c","cc","h","c++","h++","hpp","hh","hxx","cxx"],keywords:i,illegal:"",keywords:i,contains:["self",t]},{begin:e.IDENT_RE+"::",keywords:i},{variants:[{begin:/=/,end:/;/},{begin:/\(/,end:/\)/},{beginKeywords:"new throw return else",end:/;/}],keywords:i,contains:s.concat([{begin:/\(/,end:/\)/,keywords:i,contains:s.concat(["self"]),relevance:0}]),relevance:0},{className:"function",begin:"("+e.IDENT_RE+"[\\*&\\s]+)+"+a,returnBegin:!0,end:/[{;=]/,excludeEnd:!0,keywords:i,illegal:/[^\w\s\*&]/,contains:[{begin:a,returnBegin:!0,contains:[e.TITLE_MODE],relevance:0},{className:"params",begin:/\(/,end:/\)/,keywords:i,relevance:0,contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,n,t,{begin:/\(/,end:/\)/,keywords:i,relevance:0,contains:["self",e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,n,t]}]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,o]},{className:"class",beginKeywords:"class struct",end:/[{;:]/,contains:[{begin://,contains:["self"]},e.TITLE_MODE]}]),exports:{preprocessor:o,strings:r,keywords:i}}}},Vbkg:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#b7a68e url(./brown-papersq.png)",color:"#363c69"},"hljs-keyword":{color:"#005599",fontWeight:"bold"},"hljs-selector-tag":{color:"#005599",fontWeight:"bold"},"hljs-literal":{color:"#005599",fontWeight:"bold"},"hljs-subst":{color:"#363c69"},"hljs-string":{color:"#2c009f"},"hljs-title":{color:"#2c009f",fontWeight:"bold"},"hljs-section":{color:"#2c009f",fontWeight:"bold"},"hljs-type":{color:"#2c009f",fontWeight:"bold"},"hljs-attribute":{color:"#2c009f"},"hljs-symbol":{color:"#2c009f"},"hljs-bullet":{color:"#2c009f"},"hljs-built_in":{color:"#2c009f"},"hljs-addition":{color:"#2c009f"},"hljs-variable":{color:"#2c009f"},"hljs-template-tag":{color:"#2c009f"},"hljs-template-variable":{color:"#2c009f"},"hljs-link":{color:"#2c009f"},"hljs-name":{color:"#2c009f",fontWeight:"bold"},"hljs-comment":{color:"#802022"},"hljs-quote":{color:"#802022"},"hljs-meta":{color:"#802022"},"hljs-deletion":{color:"#802022"},"hljs-doctag":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},Vpya:function(e){e.exports=function(e){return{aliases:["capnp"],keywords:{keyword:"struct enum interface union group import using const annotation extends in of on as with from fixed",built_in:"Void Bool Int8 Int16 Int32 Int64 UInt8 UInt16 UInt32 UInt64 Float32 Float64 Text Data AnyPointer AnyStruct Capability List",literal:"true false"},contains:[e.QUOTE_STRING_MODE,e.NUMBER_MODE,e.HASH_COMMENT_MODE,{className:"meta",begin:/@0x[\w\d]{16};/,illegal:/\n/},{className:"symbol",begin:/@\d+\b/},{className:"class",beginKeywords:"struct enum",end:/\{/,illegal:/\n/,contains:[e.inherit(e.TITLE_MODE,{starts:{endsWithParent:!0,excludeEnd:!0}})]},{className:"class",beginKeywords:"interface",end:/\{/,illegal:/\n/,contains:[e.inherit(e.TITLE_MODE,{starts:{endsWithParent:!0,excludeEnd:!0}})]}]}}},VzVz:function(e){e.exports=function(e){return{aliases:["vb"],case_insensitive:!0,keywords:{keyword:"addhandler addressof alias and andalso aggregate ansi as assembly auto binary by byref byval call case catch class compare const continue custom declare default delegate dim distinct do each equals else elseif end enum erase error event exit explicit finally for friend from function get global goto group handles if implements imports in inherits interface into is isfalse isnot istrue join key let lib like loop me mid mod module mustinherit mustoverride mybase myclass namespace narrowing new next not notinheritable notoverridable of off on operator option optional or order orelse overloads overridable overrides paramarray partial preserve private property protected public raiseevent readonly redim rem removehandler resume return select set shadows shared skip static step stop structure strict sub synclock take text then throw to try unicode until using when where while widening with withevents writeonly xor",built_in:"boolean byte cbool cbyte cchar cdate cdec cdbl char cint clng cobj csbyte cshort csng cstr ctype date decimal directcast double gettype getxmlnamespace iif integer long object sbyte short single string trycast typeof uinteger ulong ushort",literal:"true false nothing"},illegal:"//|{|}|endif|gosub|variant|wend|^\\$ ",contains:[e.inherit(e.QUOTE_STRING_MODE,{contains:[{begin:'""'}]}),e.COMMENT("'","$",{returnBegin:!0,contains:[{className:"doctag",begin:"'''|\x3c!--|--\x3e",contains:[e.PHRASAL_WORDS_MODE]},{className:"doctag",begin:"",contains:[e.PHRASAL_WORDS_MODE]}]}),e.C_NUMBER_MODE,{className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"if else elseif end region externalsource"}}]}}},W0B4:function(e,t,r){e.exports=r("NS33")()},W7OS:function(e,t,r){var n;(function(){function o(e){"use strict";var t={omitExtraWLInCodeBlocks:{defaultValue:!1,describe:"Omit the default extra whiteline added to code blocks",type:"boolean"},noHeaderId:{defaultValue:!1,describe:"Turn on/off generated header id",type:"boolean"},prefixHeaderId:{defaultValue:!1,describe:"Add a prefix to the generated header ids. Passing a string will prefix that string to the header id. Setting to true will add a generic 'section-' prefix",type:"string"},rawPrefixHeaderId:{defaultValue:!1,describe:'Setting this option to true will prevent showdown from modifying the prefix. This might result in malformed IDs (if, for instance, the " char is used in the prefix)',type:"boolean"},ghCompatibleHeaderId:{defaultValue:!1,describe:"Generate header ids compatible with github style (spaces are replaced with dashes, a bunch of non alphanumeric chars are removed)",type:"boolean"},rawHeaderId:{defaultValue:!1,describe:"Remove only spaces, ' and \" from generated header ids (including prefixes), replacing them with dashes (-). WARNING: This might result in malformed ids",type:"boolean"},headerLevelStart:{defaultValue:!1,describe:"The header blocks level start",type:"integer"},parseImgDimensions:{defaultValue:!1,describe:"Turn on/off image dimension parsing",type:"boolean"},simplifiedAutoLink:{defaultValue:!1,describe:"Turn on/off GFM autolink style",type:"boolean"},excludeTrailingPunctuationFromURLs:{defaultValue:!1,describe:"Excludes trailing punctuation from links generated with autoLinking",type:"boolean"},literalMidWordUnderscores:{defaultValue:!1,describe:"Parse midword underscores as literal underscores",type:"boolean"},literalMidWordAsterisks:{defaultValue:!1,describe:"Parse midword asterisks as literal asterisks",type:"boolean"},strikethrough:{defaultValue:!1,describe:"Turn on/off strikethrough support",type:"boolean"},tables:{defaultValue:!1,describe:"Turn on/off tables support",type:"boolean"},tablesHeaderId:{defaultValue:!1,describe:"Add an id to table headers",type:"boolean"},ghCodeBlocks:{defaultValue:!0,describe:"Turn on/off GFM fenced code blocks support",type:"boolean"},tasklists:{defaultValue:!1,describe:"Turn on/off GFM tasklist support",type:"boolean"},smoothLivePreview:{defaultValue:!1,describe:"Prevents weird effects in live previews due to incomplete input",type:"boolean"},smartIndentationFix:{defaultValue:!1,description:"Tries to smartly fix indentation in es6 strings",type:"boolean"},disableForced4SpacesIndentedSublists:{defaultValue:!1,description:"Disables the requirement of indenting nested sublists by 4 spaces",type:"boolean"},simpleLineBreaks:{defaultValue:!1,description:"Parses simple line breaks as
(GFM Style)",type:"boolean"},requireSpaceBeforeHeadingText:{defaultValue:!1,description:"Makes adding a space between `#` and the header text mandatory (GFM Style)",type:"boolean"},ghMentions:{defaultValue:!1,description:"Enables github @mentions",type:"boolean"},ghMentionsLink:{defaultValue:"https://github.com/{u}",description:"Changes the link generated by @mentions. Only applies if ghMentions option is enabled.",type:"string"},encodeEmails:{defaultValue:!0,description:"Encode e-mail addresses through the use of Character Entities, transforming ASCII e-mail addresses into its equivalent decimal entities",type:"boolean"},openLinksInNewWindow:{defaultValue:!1,description:"Open all links in new windows",type:"boolean"},backslashEscapesHTMLTags:{defaultValue:!1,description:"Support for HTML Tag escaping. ex:
foo
",type:"boolean"},emoji:{defaultValue:!1,description:"Enable emoji support. Ex: `this is a :smile: emoji`",type:"boolean"},underline:{defaultValue:!1,description:"Enable support for underline. Syntax is double or triple underscores: `__underline word__`. With this option enabled, underscores no longer parses into `` and ``",type:"boolean"},completeHTMLDocument:{defaultValue:!1,description:"Outputs a complete html document, including ``, `` and `` tags",type:"boolean"},metadata:{defaultValue:!1,description:"Enable support for document metadata (defined at the top of the document between `«««` and `»»»` or between `---` and `---`).",type:"boolean"},splitAdjacentBlockquotes:{defaultValue:!1,description:"Split adjacent blockquote blocks",type:"boolean"}};if(!1===e)return JSON.parse(JSON.stringify(t));var r={};for(var n in t)t.hasOwnProperty(n)&&(r[n]=t[n].defaultValue);return r}function a(e,t){"use strict";var r=t?"Error in "+t+" extension->":"Error in unnamed extension",n={valid:!0,error:""};s.helper.isArray(e)||(e=[e]);for(var o=0;o").replace(/&/g,"&")};var p=function(e,t,r,n){"use strict";var o,a,i,s,l,c=n||"",_=c.indexOf("g")>-1,d=new RegExp(t+"|"+r,"g"+c.replace(/g/g,"")),u=new RegExp(t,c.replace(/g/g,"")),p=[];do{for(o=0;i=d.exec(e);)if(u.test(i[0]))o++||(s=(a=d.lastIndex)-i[0].length);else if(o){if(!--o)if(p.push({left:{start:s,end:a},match:{start:a,end:i.index},right:{start:i.index,end:l=i.index+i[0].length},wholeMatch:{start:s,end:l}}),!_)return p}}while(o&&(d.lastIndex=a));return p};s.helper.matchRecursiveRegExp=function(e,t,r,n){"use strict";for(var o=p(e,t,r,n),a=[],i=0;i0){var _=[];0!==i[0].wholeMatch.start&&_.push(e.slice(0,i[0].wholeMatch.start));for(var d=0;d=0?n+(r||0):n},s.helper.splitAtIndex=function(e,t){"use strict";if(!s.helper.isString(e))throw"InvalidArgumentError: first parameter of showdown.helper.regexIndexOf function must be a string";return[e.substring(0,t),e.substring(t)]},s.helper.encodeEmailAddress=function(e){"use strict";var t=[function(e){return"&#"+e.charCodeAt(0)+";"},function(e){return"&#x"+e.charCodeAt(0).toString(16)+";"},function(e){return e}];return e=e.replace(/./g,(function(e){if("@"===e)e=t[Math.floor(2*Math.random())](e);else{var r=Math.random();e=r>.9?t[2](e):r>.45?t[1](e):t[0](e)}return e}))},s.helper.padEnd=function(e,t,r){"use strict";return t>>=0,r=String(r||" "),e.length>t?String(e):((t-=e.length)>r.length&&(r+=r.repeat(t/r.length)),String(e)+r.slice(0,t))},"undefined"==typeof console&&(console={warn:function(e){"use strict";alert(e)},log:function(e){"use strict";alert(e)},error:function(e){"use strict";throw e}}),s.helper.regexes={asteriskDashAndColon:/([*_:~])/g},s.helper.emojis={"+1":"👍","-1":"👎",100:"💯",1234:"🔢","1st_place_medal":"🥇","2nd_place_medal":"🥈","3rd_place_medal":"🥉","8ball":"🎱",a:"🅰️",ab:"🆎",abc:"🔤",abcd:"🔡",accept:"🉑",aerial_tramway:"🚡",airplane:"✈️",alarm_clock:"⏰",alembic:"⚗️",alien:"👽",ambulance:"🚑",amphora:"🏺",anchor:"⚓️",angel:"👼",anger:"💢",angry:"😠",anguished:"😧",ant:"🐜",apple:"🍎",aquarius:"♒️",aries:"♈️",arrow_backward:"◀️",arrow_double_down:"⏬",arrow_double_up:"⏫",arrow_down:"⬇️",arrow_down_small:"🔽",arrow_forward:"▶️",arrow_heading_down:"⤵️",arrow_heading_up:"⤴️",arrow_left:"⬅️",arrow_lower_left:"↙️",arrow_lower_right:"↘️",arrow_right:"➡️",arrow_right_hook:"↪️",arrow_up:"⬆️",arrow_up_down:"↕️",arrow_up_small:"🔼",arrow_upper_left:"↖️",arrow_upper_right:"↗️",arrows_clockwise:"🔃",arrows_counterclockwise:"🔄",art:"🎨",articulated_lorry:"🚛",artificial_satellite:"🛰",astonished:"😲",athletic_shoe:"👟",atm:"🏧",atom_symbol:"⚛️",avocado:"🥑",b:"🅱️",baby:"👶",baby_bottle:"🍼",baby_chick:"🐤",baby_symbol:"🚼",back:"🔙",bacon:"🥓",badminton:"🏸",baggage_claim:"🛄",baguette_bread:"🥖",balance_scale:"⚖️",balloon:"🎈",ballot_box:"🗳",ballot_box_with_check:"☑️",bamboo:"🎍",banana:"🍌",bangbang:"‼️",bank:"🏦",bar_chart:"📊",barber:"💈",baseball:"⚾️",basketball:"🏀",basketball_man:"⛹️",basketball_woman:"⛹️‍♀️",bat:"🦇",bath:"🛀",bathtub:"🛁",battery:"🔋",beach_umbrella:"🏖",bear:"🐻",bed:"🛏",bee:"🐝",beer:"🍺",beers:"🍻",beetle:"🐞",beginner:"🔰",bell:"🔔",bellhop_bell:"🛎",bento:"🍱",biking_man:"🚴",bike:"🚲",biking_woman:"🚴‍♀️",bikini:"👙",biohazard:"☣️",bird:"🐦",birthday:"🎂",black_circle:"⚫️",black_flag:"🏴",black_heart:"🖤",black_joker:"🃏",black_large_square:"⬛️",black_medium_small_square:"◾️",black_medium_square:"◼️",black_nib:"✒️",black_small_square:"▪️",black_square_button:"🔲",blonde_man:"👱",blonde_woman:"👱‍♀️",blossom:"🌼",blowfish:"🐡",blue_book:"📘",blue_car:"🚙",blue_heart:"💙",blush:"😊",boar:"🐗",boat:"⛵️",bomb:"💣",book:"📖",bookmark:"🔖",bookmark_tabs:"📑",books:"📚",boom:"💥",boot:"👢",bouquet:"💐",bowing_man:"🙇",bow_and_arrow:"🏹",bowing_woman:"🙇‍♀️",bowling:"🎳",boxing_glove:"🥊",boy:"👦",bread:"🍞",bride_with_veil:"👰",bridge_at_night:"🌉",briefcase:"💼",broken_heart:"💔",bug:"🐛",building_construction:"🏗",bulb:"💡",bullettrain_front:"🚅",bullettrain_side:"🚄",burrito:"🌯",bus:"🚌",business_suit_levitating:"🕴",busstop:"🚏",bust_in_silhouette:"👤",busts_in_silhouette:"👥",butterfly:"🦋",cactus:"🌵",cake:"🍰",calendar:"📆",call_me_hand:"🤙",calling:"📲",camel:"🐫",camera:"📷",camera_flash:"📸",camping:"🏕",cancer:"♋️",candle:"🕯",candy:"🍬",canoe:"🛶",capital_abcd:"🔠",capricorn:"♑️",car:"🚗",card_file_box:"🗃",card_index:"📇",card_index_dividers:"🗂",carousel_horse:"🎠",carrot:"🥕",cat:"🐱",cat2:"🐈",cd:"💿",chains:"⛓",champagne:"🍾",chart:"💹",chart_with_downwards_trend:"📉",chart_with_upwards_trend:"📈",checkered_flag:"🏁",cheese:"🧀",cherries:"🍒",cherry_blossom:"🌸",chestnut:"🌰",chicken:"🐔",children_crossing:"🚸",chipmunk:"🐿",chocolate_bar:"🍫",christmas_tree:"🎄",church:"⛪️",cinema:"🎦",circus_tent:"🎪",city_sunrise:"🌇",city_sunset:"🌆",cityscape:"🏙",cl:"🆑",clamp:"🗜",clap:"👏",clapper:"🎬",classical_building:"🏛",clinking_glasses:"🥂",clipboard:"📋",clock1:"🕐",clock10:"🕙",clock1030:"🕥",clock11:"🕚",clock1130:"🕦",clock12:"🕛",clock1230:"🕧",clock130:"🕜",clock2:"🕑",clock230:"🕝",clock3:"🕒",clock330:"🕞",clock4:"🕓",clock430:"🕟",clock5:"🕔",clock530:"🕠",clock6:"🕕",clock630:"🕡",clock7:"🕖",clock730:"🕢",clock8:"🕗",clock830:"🕣",clock9:"🕘",clock930:"🕤",closed_book:"📕",closed_lock_with_key:"🔐",closed_umbrella:"🌂",cloud:"☁️",cloud_with_lightning:"🌩",cloud_with_lightning_and_rain:"⛈",cloud_with_rain:"🌧",cloud_with_snow:"🌨",clown_face:"🤡",clubs:"♣️",cocktail:"🍸",coffee:"☕️",coffin:"⚰️",cold_sweat:"😰",comet:"☄️",computer:"💻",computer_mouse:"🖱",confetti_ball:"🎊",confounded:"😖",confused:"😕",congratulations:"㊗️",construction:"🚧",construction_worker_man:"👷",construction_worker_woman:"👷‍♀️",control_knobs:"🎛",convenience_store:"🏪",cookie:"🍪",cool:"🆒",policeman:"👮",copyright:"©️",corn:"🌽",couch_and_lamp:"🛋",couple:"👫",couple_with_heart_woman_man:"💑",couple_with_heart_man_man:"👨‍❤️‍👨",couple_with_heart_woman_woman:"👩‍❤️‍👩",couplekiss_man_man:"👨‍❤️‍💋‍👨",couplekiss_man_woman:"💏",couplekiss_woman_woman:"👩‍❤️‍💋‍👩",cow:"🐮",cow2:"🐄",cowboy_hat_face:"🤠",crab:"🦀",crayon:"🖍",credit_card:"💳",crescent_moon:"🌙",cricket:"🏏",crocodile:"🐊",croissant:"🥐",crossed_fingers:"🤞",crossed_flags:"🎌",crossed_swords:"⚔️",crown:"👑",cry:"😢",crying_cat_face:"😿",crystal_ball:"🔮",cucumber:"🥒",cupid:"💘",curly_loop:"➰",currency_exchange:"💱",curry:"🍛",custard:"🍮",customs:"🛃",cyclone:"🌀",dagger:"🗡",dancer:"💃",dancing_women:"👯",dancing_men:"👯‍♂️",dango:"🍡",dark_sunglasses:"🕶",dart:"🎯",dash:"💨",date:"📅",deciduous_tree:"🌳",deer:"🦌",department_store:"🏬",derelict_house:"🏚",desert:"🏜",desert_island:"🏝",desktop_computer:"🖥",male_detective:"🕵️",diamond_shape_with_a_dot_inside:"💠",diamonds:"♦️",disappointed:"😞",disappointed_relieved:"😥",dizzy:"💫",dizzy_face:"😵",do_not_litter:"🚯",dog:"🐶",dog2:"🐕",dollar:"💵",dolls:"🎎",dolphin:"🐬",door:"🚪",doughnut:"🍩",dove:"🕊",dragon:"🐉",dragon_face:"🐲",dress:"👗",dromedary_camel:"🐪",drooling_face:"🤤",droplet:"💧",drum:"🥁",duck:"🦆",dvd:"📀","e-mail":"📧",eagle:"🦅",ear:"👂",ear_of_rice:"🌾",earth_africa:"🌍",earth_americas:"🌎",earth_asia:"🌏",egg:"🥚",eggplant:"🍆",eight_pointed_black_star:"✴️",eight_spoked_asterisk:"✳️",electric_plug:"🔌",elephant:"🐘",email:"✉️",end:"🔚",envelope_with_arrow:"📩",euro:"💶",european_castle:"🏰",european_post_office:"🏤",evergreen_tree:"🌲",exclamation:"❗️",expressionless:"😑",eye:"👁",eye_speech_bubble:"👁‍🗨",eyeglasses:"👓",eyes:"👀",face_with_head_bandage:"🤕",face_with_thermometer:"🤒",fist_oncoming:"👊",factory:"🏭",fallen_leaf:"🍂",family_man_woman_boy:"👪",family_man_boy:"👨‍👦",family_man_boy_boy:"👨‍👦‍👦",family_man_girl:"👨‍👧",family_man_girl_boy:"👨‍👧‍👦",family_man_girl_girl:"👨‍👧‍👧",family_man_man_boy:"👨‍👨‍👦",family_man_man_boy_boy:"👨‍👨‍👦‍👦",family_man_man_girl:"👨‍👨‍👧",family_man_man_girl_boy:"👨‍👨‍👧‍👦",family_man_man_girl_girl:"👨‍👨‍👧‍👧",family_man_woman_boy_boy:"👨‍👩‍👦‍👦",family_man_woman_girl:"👨‍👩‍👧",family_man_woman_girl_boy:"👨‍👩‍👧‍👦",family_man_woman_girl_girl:"👨‍👩‍👧‍👧",family_woman_boy:"👩‍👦",family_woman_boy_boy:"👩‍👦‍👦",family_woman_girl:"👩‍👧",family_woman_girl_boy:"👩‍👧‍👦",family_woman_girl_girl:"👩‍👧‍👧",family_woman_woman_boy:"👩‍👩‍👦",family_woman_woman_boy_boy:"👩‍👩‍👦‍👦",family_woman_woman_girl:"👩‍👩‍👧",family_woman_woman_girl_boy:"👩‍👩‍👧‍👦",family_woman_woman_girl_girl:"👩‍👩‍👧‍👧",fast_forward:"⏩",fax:"📠",fearful:"😨",feet:"🐾",female_detective:"🕵️‍♀️",ferris_wheel:"🎡",ferry:"⛴",field_hockey:"🏑",file_cabinet:"🗄",file_folder:"📁",film_projector:"📽",film_strip:"🎞",fire:"🔥",fire_engine:"🚒",fireworks:"🎆",first_quarter_moon:"🌓",first_quarter_moon_with_face:"🌛",fish:"🐟",fish_cake:"🍥",fishing_pole_and_fish:"🎣",fist_raised:"✊",fist_left:"🤛",fist_right:"🤜",flags:"🎏",flashlight:"🔦",fleur_de_lis:"⚜️",flight_arrival:"🛬",flight_departure:"🛫",floppy_disk:"💾",flower_playing_cards:"🎴",flushed:"😳",fog:"🌫",foggy:"🌁",football:"🏈",footprints:"👣",fork_and_knife:"🍴",fountain:"⛲️",fountain_pen:"🖋",four_leaf_clover:"🍀",fox_face:"🦊",framed_picture:"🖼",free:"🆓",fried_egg:"🍳",fried_shrimp:"🍤",fries:"🍟",frog:"🐸",frowning:"😦",frowning_face:"☹️",frowning_man:"🙍‍♂️",frowning_woman:"🙍",middle_finger:"🖕",fuelpump:"⛽️",full_moon:"🌕",full_moon_with_face:"🌝",funeral_urn:"⚱️",game_die:"🎲",gear:"⚙️",gem:"💎",gemini:"♊️",ghost:"👻",gift:"🎁",gift_heart:"💝",girl:"👧",globe_with_meridians:"🌐",goal_net:"🥅",goat:"🐐",golf:"⛳️",golfing_man:"🏌️",golfing_woman:"🏌️‍♀️",gorilla:"🦍",grapes:"🍇",green_apple:"🍏",green_book:"📗",green_heart:"💚",green_salad:"🥗",grey_exclamation:"❕",grey_question:"❔",grimacing:"😬",grin:"😁",grinning:"😀",guardsman:"💂",guardswoman:"💂‍♀️",guitar:"🎸",gun:"🔫",haircut_woman:"💇",haircut_man:"💇‍♂️",hamburger:"🍔",hammer:"🔨",hammer_and_pick:"⚒",hammer_and_wrench:"🛠",hamster:"🐹",hand:"✋",handbag:"👜",handshake:"🤝",hankey:"💩",hatched_chick:"🐥",hatching_chick:"🐣",headphones:"🎧",hear_no_evil:"🙉",heart:"❤️",heart_decoration:"💟",heart_eyes:"😍",heart_eyes_cat:"😻",heartbeat:"💓",heartpulse:"💗",hearts:"♥️",heavy_check_mark:"✔️",heavy_division_sign:"➗",heavy_dollar_sign:"💲",heavy_heart_exclamation:"❣️",heavy_minus_sign:"➖",heavy_multiplication_x:"✖️",heavy_plus_sign:"➕",helicopter:"🚁",herb:"🌿",hibiscus:"🌺",high_brightness:"🔆",high_heel:"👠",hocho:"🔪",hole:"🕳",honey_pot:"🍯",horse:"🐴",horse_racing:"🏇",hospital:"🏥",hot_pepper:"🌶",hotdog:"🌭",hotel:"🏨",hotsprings:"♨️",hourglass:"⌛️",hourglass_flowing_sand:"⏳",house:"🏠",house_with_garden:"🏡",houses:"🏘",hugs:"🤗",hushed:"😯",ice_cream:"🍨",ice_hockey:"🏒",ice_skate:"⛸",icecream:"🍦",id:"🆔",ideograph_advantage:"🉐",imp:"👿",inbox_tray:"📥",incoming_envelope:"📨",tipping_hand_woman:"💁",information_source:"ℹ️",innocent:"😇",interrobang:"⁉️",iphone:"📱",izakaya_lantern:"🏮",jack_o_lantern:"🎃",japan:"🗾",japanese_castle:"🏯",japanese_goblin:"👺",japanese_ogre:"👹",jeans:"👖",joy:"😂",joy_cat:"😹",joystick:"🕹",kaaba:"🕋",key:"🔑",keyboard:"⌨️",keycap_ten:"🔟",kick_scooter:"🛴",kimono:"👘",kiss:"💋",kissing:"😗",kissing_cat:"😽",kissing_closed_eyes:"😚",kissing_heart:"😘",kissing_smiling_eyes:"😙",kiwi_fruit:"🥝",koala:"🐨",koko:"🈁",label:"🏷",large_blue_circle:"🔵",large_blue_diamond:"🔷",large_orange_diamond:"🔶",last_quarter_moon:"🌗",last_quarter_moon_with_face:"🌜",latin_cross:"✝️",laughing:"😆",leaves:"🍃",ledger:"📒",left_luggage:"🛅",left_right_arrow:"↔️",leftwards_arrow_with_hook:"↩️",lemon:"🍋",leo:"♌️",leopard:"🐆",level_slider:"🎚",libra:"♎️",light_rail:"🚈",link:"🔗",lion:"🦁",lips:"👄",lipstick:"💄",lizard:"🦎",lock:"🔒",lock_with_ink_pen:"🔏",lollipop:"🍭",loop:"➿",loud_sound:"🔊",loudspeaker:"📢",love_hotel:"🏩",love_letter:"💌",low_brightness:"🔅",lying_face:"🤥",m:"Ⓜ️",mag:"🔍",mag_right:"🔎",mahjong:"🀄️",mailbox:"📫",mailbox_closed:"📪",mailbox_with_mail:"📬",mailbox_with_no_mail:"📭",man:"👨",man_artist:"👨‍🎨",man_astronaut:"👨‍🚀",man_cartwheeling:"🤸‍♂️",man_cook:"👨‍🍳",man_dancing:"🕺",man_facepalming:"🤦‍♂️",man_factory_worker:"👨‍🏭",man_farmer:"👨‍🌾",man_firefighter:"👨‍🚒",man_health_worker:"👨‍⚕️",man_in_tuxedo:"🤵",man_judge:"👨‍⚖️",man_juggling:"🤹‍♂️",man_mechanic:"👨‍🔧",man_office_worker:"👨‍💼",man_pilot:"👨‍✈️",man_playing_handball:"🤾‍♂️",man_playing_water_polo:"🤽‍♂️",man_scientist:"👨‍🔬",man_shrugging:"🤷‍♂️",man_singer:"👨‍🎤",man_student:"👨‍🎓",man_teacher:"👨‍🏫",man_technologist:"👨‍💻",man_with_gua_pi_mao:"👲",man_with_turban:"👳",tangerine:"🍊",mans_shoe:"👞",mantelpiece_clock:"🕰",maple_leaf:"🍁",martial_arts_uniform:"🥋",mask:"😷",massage_woman:"💆",massage_man:"💆‍♂️",meat_on_bone:"🍖",medal_military:"🎖",medal_sports:"🏅",mega:"📣",melon:"🍈",memo:"📝",men_wrestling:"🤼‍♂️",menorah:"🕎",mens:"🚹",metal:"🤘",metro:"🚇",microphone:"🎤",microscope:"🔬",milk_glass:"🥛",milky_way:"🌌",minibus:"🚐",minidisc:"💽",mobile_phone_off:"📴",money_mouth_face:"🤑",money_with_wings:"💸",moneybag:"💰",monkey:"🐒",monkey_face:"🐵",monorail:"🚝",moon:"🌔",mortar_board:"🎓",mosque:"🕌",motor_boat:"🛥",motor_scooter:"🛵",motorcycle:"🏍",motorway:"🛣",mount_fuji:"🗻",mountain:"⛰",mountain_biking_man:"🚵",mountain_biking_woman:"🚵‍♀️",mountain_cableway:"🚠",mountain_railway:"🚞",mountain_snow:"🏔",mouse:"🐭",mouse2:"🐁",movie_camera:"🎥",moyai:"🗿",mrs_claus:"🤶",muscle:"💪",mushroom:"🍄",musical_keyboard:"🎹",musical_note:"🎵",musical_score:"🎼",mute:"🔇",nail_care:"💅",name_badge:"📛",national_park:"🏞",nauseated_face:"🤢",necktie:"👔",negative_squared_cross_mark:"❎",nerd_face:"🤓",neutral_face:"😐",new:"🆕",new_moon:"🌑",new_moon_with_face:"🌚",newspaper:"📰",newspaper_roll:"🗞",next_track_button:"⏭",ng:"🆖",no_good_man:"🙅‍♂️",no_good_woman:"🙅",night_with_stars:"🌃",no_bell:"🔕",no_bicycles:"🚳",no_entry:"⛔️",no_entry_sign:"🚫",no_mobile_phones:"📵",no_mouth:"😶",no_pedestrians:"🚷",no_smoking:"🚭","non-potable_water":"🚱",nose:"👃",notebook:"📓",notebook_with_decorative_cover:"📔",notes:"🎶",nut_and_bolt:"🔩",o:"⭕️",o2:"🅾️",ocean:"🌊",octopus:"🐙",oden:"🍢",office:"🏢",oil_drum:"🛢",ok:"🆗",ok_hand:"👌",ok_man:"🙆‍♂️",ok_woman:"🙆",old_key:"🗝",older_man:"👴",older_woman:"👵",om:"🕉",on:"🔛",oncoming_automobile:"🚘",oncoming_bus:"🚍",oncoming_police_car:"🚔",oncoming_taxi:"🚖",open_file_folder:"📂",open_hands:"👐",open_mouth:"😮",open_umbrella:"☂️",ophiuchus:"⛎",orange_book:"📙",orthodox_cross:"☦️",outbox_tray:"📤",owl:"🦉",ox:"🐂",package:"📦",page_facing_up:"📄",page_with_curl:"📃",pager:"📟",paintbrush:"🖌",palm_tree:"🌴",pancakes:"🥞",panda_face:"🐼",paperclip:"📎",paperclips:"🖇",parasol_on_ground:"⛱",parking:"🅿️",part_alternation_mark:"〽️",partly_sunny:"⛅️",passenger_ship:"🛳",passport_control:"🛂",pause_button:"⏸",peace_symbol:"☮️",peach:"🍑",peanuts:"🥜",pear:"🍐",pen:"🖊",pencil2:"✏️",penguin:"🐧",pensive:"😔",performing_arts:"🎭",persevere:"😣",person_fencing:"🤺",pouting_woman:"🙎",phone:"☎️",pick:"⛏",pig:"🐷",pig2:"🐖",pig_nose:"🐽",pill:"💊",pineapple:"🍍",ping_pong:"🏓",pisces:"♓️",pizza:"🍕",place_of_worship:"🛐",plate_with_cutlery:"🍽",play_or_pause_button:"⏯",point_down:"👇",point_left:"👈",point_right:"👉",point_up:"☝️",point_up_2:"👆",police_car:"🚓",policewoman:"👮‍♀️",poodle:"🐩",popcorn:"🍿",post_office:"🏣",postal_horn:"📯",postbox:"📮",potable_water:"🚰",potato:"🥔",pouch:"👝",poultry_leg:"🍗",pound:"💷",rage:"😡",pouting_cat:"😾",pouting_man:"🙎‍♂️",pray:"🙏",prayer_beads:"📿",pregnant_woman:"🤰",previous_track_button:"⏮",prince:"🤴",princess:"👸",printer:"🖨",purple_heart:"💜",purse:"👛",pushpin:"📌",put_litter_in_its_place:"🚮",question:"❓",rabbit:"🐰",rabbit2:"🐇",racehorse:"🐎",racing_car:"🏎",radio:"📻",radio_button:"🔘",radioactive:"☢️",railway_car:"🚃",railway_track:"🛤",rainbow:"🌈",rainbow_flag:"🏳️‍🌈",raised_back_of_hand:"🤚",raised_hand_with_fingers_splayed:"🖐",raised_hands:"🙌",raising_hand_woman:"🙋",raising_hand_man:"🙋‍♂️",ram:"🐏",ramen:"🍜",rat:"🐀",record_button:"⏺",recycle:"♻️",red_circle:"🔴",registered:"®️",relaxed:"☺️",relieved:"😌",reminder_ribbon:"🎗",repeat:"🔁",repeat_one:"🔂",rescue_worker_helmet:"⛑",restroom:"🚻",revolving_hearts:"💞",rewind:"⏪",rhinoceros:"🦏",ribbon:"🎀",rice:"🍚",rice_ball:"🍙",rice_cracker:"🍘",rice_scene:"🎑",right_anger_bubble:"🗯",ring:"💍",robot:"🤖",rocket:"🚀",rofl:"🤣",roll_eyes:"🙄",roller_coaster:"🎢",rooster:"🐓",rose:"🌹",rosette:"🏵",rotating_light:"🚨",round_pushpin:"📍",rowing_man:"🚣",rowing_woman:"🚣‍♀️",rugby_football:"🏉",running_man:"🏃",running_shirt_with_sash:"🎽",running_woman:"🏃‍♀️",sa:"🈂️",sagittarius:"♐️",sake:"🍶",sandal:"👡",santa:"🎅",satellite:"📡",saxophone:"🎷",school:"🏫",school_satchel:"🎒",scissors:"✂️",scorpion:"🦂",scorpius:"♏️",scream:"😱",scream_cat:"🙀",scroll:"📜",seat:"💺",secret:"㊙️",see_no_evil:"🙈",seedling:"🌱",selfie:"🤳",shallow_pan_of_food:"🥘",shamrock:"☘️",shark:"🦈",shaved_ice:"🍧",sheep:"🐑",shell:"🐚",shield:"🛡",shinto_shrine:"⛩",ship:"🚢",shirt:"👕",shopping:"🛍",shopping_cart:"🛒",shower:"🚿",shrimp:"🦐",signal_strength:"📶",six_pointed_star:"🔯",ski:"🎿",skier:"⛷",skull:"💀",skull_and_crossbones:"☠️",sleeping:"😴",sleeping_bed:"🛌",sleepy:"😪",slightly_frowning_face:"🙁",slightly_smiling_face:"🙂",slot_machine:"🎰",small_airplane:"🛩",small_blue_diamond:"🔹",small_orange_diamond:"🔸",small_red_triangle:"🔺",small_red_triangle_down:"🔻",smile:"😄",smile_cat:"😸",smiley:"😃",smiley_cat:"😺",smiling_imp:"😈",smirk:"😏",smirk_cat:"😼",smoking:"🚬",snail:"🐌",snake:"🐍",sneezing_face:"🤧",snowboarder:"🏂",snowflake:"❄️",snowman:"⛄️",snowman_with_snow:"☃️",sob:"😭",soccer:"⚽️",soon:"🔜",sos:"🆘",sound:"🔉",space_invader:"👾",spades:"♠️",spaghetti:"🍝",sparkle:"❇️",sparkler:"🎇",sparkles:"✨",sparkling_heart:"💖",speak_no_evil:"🙊",speaker:"🔈",speaking_head:"🗣",speech_balloon:"💬",speedboat:"🚤",spider:"🕷",spider_web:"🕸",spiral_calendar:"🗓",spiral_notepad:"🗒",spoon:"🥄",squid:"🦑",stadium:"🏟",star:"⭐️",star2:"🌟",star_and_crescent:"☪️",star_of_david:"✡️",stars:"🌠",station:"🚉",statue_of_liberty:"🗽",steam_locomotive:"🚂",stew:"🍲",stop_button:"⏹",stop_sign:"🛑",stopwatch:"⏱",straight_ruler:"📏",strawberry:"🍓",stuck_out_tongue:"😛",stuck_out_tongue_closed_eyes:"😝",stuck_out_tongue_winking_eye:"😜",studio_microphone:"🎙",stuffed_flatbread:"🥙",sun_behind_large_cloud:"🌥",sun_behind_rain_cloud:"🌦",sun_behind_small_cloud:"🌤",sun_with_face:"🌞",sunflower:"🌻",sunglasses:"😎",sunny:"☀️",sunrise:"🌅",sunrise_over_mountains:"🌄",surfing_man:"🏄",surfing_woman:"🏄‍♀️",sushi:"🍣",suspension_railway:"🚟",sweat:"😓",sweat_drops:"💦",sweat_smile:"😅",sweet_potato:"🍠",swimming_man:"🏊",swimming_woman:"🏊‍♀️",symbols:"🔣",synagogue:"🕍",syringe:"💉",taco:"🌮",tada:"🎉",tanabata_tree:"🎋",taurus:"♉️",taxi:"🚕",tea:"🍵",telephone_receiver:"📞",telescope:"🔭",tennis:"🎾",tent:"⛺️",thermometer:"🌡",thinking:"🤔",thought_balloon:"💭",ticket:"🎫",tickets:"🎟",tiger:"🐯",tiger2:"🐅",timer_clock:"⏲",tipping_hand_man:"💁‍♂️",tired_face:"😫",tm:"™️",toilet:"🚽",tokyo_tower:"🗼",tomato:"🍅",tongue:"👅",top:"🔝",tophat:"🎩",tornado:"🌪",trackball:"🖲",tractor:"🚜",traffic_light:"🚥",train:"🚋",train2:"🚆",tram:"🚊",triangular_flag_on_post:"🚩",triangular_ruler:"📐",trident:"🔱",triumph:"😤",trolleybus:"🚎",trophy:"🏆",tropical_drink:"🍹",tropical_fish:"🐠",truck:"🚚",trumpet:"🎺",tulip:"🌷",tumbler_glass:"🥃",turkey:"🦃",turtle:"🐢",tv:"📺",twisted_rightwards_arrows:"🔀",two_hearts:"💕",two_men_holding_hands:"👬",two_women_holding_hands:"👭",u5272:"🈹",u5408:"🈴",u55b6:"🈺",u6307:"🈯️",u6708:"🈷️",u6709:"🈶",u6e80:"🈵",u7121:"🈚️",u7533:"🈸",u7981:"🈲",u7a7a:"🈳",umbrella:"☔️",unamused:"😒",underage:"🔞",unicorn:"🦄",unlock:"🔓",up:"🆙",upside_down_face:"🙃",v:"✌️",vertical_traffic_light:"🚦",vhs:"📼",vibration_mode:"📳",video_camera:"📹",video_game:"🎮",violin:"🎻",virgo:"♍️",volcano:"🌋",volleyball:"🏐",vs:"🆚",vulcan_salute:"🖖",walking_man:"🚶",walking_woman:"🚶‍♀️",waning_crescent_moon:"🌘",waning_gibbous_moon:"🌖",warning:"⚠️",wastebasket:"🗑",watch:"⌚️",water_buffalo:"🐃",watermelon:"🍉",wave:"👋",wavy_dash:"〰️",waxing_crescent_moon:"🌒",wc:"🚾",weary:"😩",wedding:"💒",weight_lifting_man:"🏋️",weight_lifting_woman:"🏋️‍♀️",whale:"🐳",whale2:"🐋",wheel_of_dharma:"☸️",wheelchair:"♿️",white_check_mark:"✅",white_circle:"⚪️",white_flag:"🏳️",white_flower:"💮",white_large_square:"⬜️",white_medium_small_square:"◽️",white_medium_square:"◻️",white_small_square:"▫️",white_square_button:"🔳",wilted_flower:"🥀",wind_chime:"🎐",wind_face:"🌬",wine_glass:"🍷",wink:"😉",wolf:"🐺",woman:"👩",woman_artist:"👩‍🎨",woman_astronaut:"👩‍🚀",woman_cartwheeling:"🤸‍♀️",woman_cook:"👩‍🍳",woman_facepalming:"🤦‍♀️",woman_factory_worker:"👩‍🏭",woman_farmer:"👩‍🌾",woman_firefighter:"👩‍🚒",woman_health_worker:"👩‍⚕️",woman_judge:"👩‍⚖️",woman_juggling:"🤹‍♀️",woman_mechanic:"👩‍🔧",woman_office_worker:"👩‍💼",woman_pilot:"👩‍✈️",woman_playing_handball:"🤾‍♀️",woman_playing_water_polo:"🤽‍♀️",woman_scientist:"👩‍🔬",woman_shrugging:"🤷‍♀️",woman_singer:"👩‍🎤",woman_student:"👩‍🎓",woman_teacher:"👩‍🏫",woman_technologist:"👩‍💻",woman_with_turban:"👳‍♀️",womans_clothes:"👚",womans_hat:"👒",women_wrestling:"🤼‍♀️",womens:"🚺",world_map:"🗺",worried:"😟",wrench:"🔧",writing_hand:"✍️",x:"❌",yellow_heart:"💛",yen:"💴",yin_yang:"☯️",yum:"😋",zap:"⚡️",zipper_mouth_face:"🤐",zzz:"💤",octocat:':octocat:',showdown:"S"},s.Converter=function(e){"use strict";function t(e,t){if(t=t||null,s.helper.isString(e)){if(t=e=s.helper.stdExtName(e),s.extensions[e])return console.warn("DEPRECATION WARNING: "+e+" is an old extension that uses a deprecated loading method.Please inform the developer that the extension should be updated!"),void function(e,t){"function"==typeof e&&(e=e(new s.Converter));s.helper.isArray(e)||(e=[e]);var r=a(e,t);if(!r.valid)throw Error(r.error);for(var n=0;n[ \t]+¨NBSP;<"),!t){if(!window||!window.document)throw new Error("HTMLParser is undefined. If in a webworker or nodejs environment, you need to provide a WHATWG DOM and HTML such as JSDOM");t=window.document}var r=t.createElement("div");r.innerHTML=e;var n={preList:function(e){for(var t=e.querySelectorAll("pre"),r=[],n=0;n'}else r.push(t[n].innerHTML),t[n].innerHTML="",t[n].setAttribute("prenum",n.toString());return r}(r)};!function e(t){for(var r=0;r? ?(['"].*['"])?\)$/m)>-1)a="";else if(!a){if(o||(o=n.toLowerCase().replace(/ ?\n/g," ")),a="#"+o,s.helper.isUndefined(r.gUrls[o]))return e;a=r.gUrls[o],s.helper.isUndefined(r.gTitles[o])||(c=r.gTitles[o])}var _='"};return e=(e=(e=(e=(e=r.converter._dispatch("anchors.before",e,t,r)).replace(/\[((?:\[[^\]]*]|[^\[\]])*)] ?(?:\n *)?\[(.*?)]()()()()/g,n)).replace(/\[((?:\[[^\]]*]|[^\[\]])*)]()[ \t]*\([ \t]?<([^>]*)>(?:[ \t]*((["'])([^"]*?)\5))?[ \t]?\)/g,n)).replace(/\[((?:\[[^\]]*]|[^\[\]])*)]()[ \t]*\([ \t]??(?:[ \t]*((["'])([^"]*?)\5))?[ \t]?\)/g,n)).replace(/\[([^\[\]]+)]()()()()()/g,n),t.ghMentions&&(e=e.replace(/(^|\s)(\\)?(@([a-z\d]+(?:[a-z\d.-]+?[a-z\d]+)*))/gim,(function(e,r,n,o,a){if("\\"===n)return r+o;if(!s.helper.isString(t.ghMentionsLink))throw new Error("ghMentionsLink option must be a string");var i=t.ghMentionsLink.replace(/\{u}/g,a),l="";return t.openLinksInNewWindow&&(l=' rel="noopener noreferrer" target="¨E95Eblank"'),r+'"+o+""}))),e=r.converter._dispatch("anchors.after",e,t,r)}));var m=/([*~_]+|\b)(((https?|ftp|dict):\/\/|www\.)[^'">\s]+?\.[^'">\s]+?)()(\1)?(?=\s|$)(?!["<>])/gi,g=/([*~_]+|\b)(((https?|ftp|dict):\/\/|www\.)[^'">\s]+\.[^'">\s]+?)([.!?,()\[\]])?(\1)?(?=\s|$)(?!["<>])/gi,f=/()<(((https?|ftp|dict):\/\/|www\.)[^'">\s]+)()>()/gi,E=/(^|\s)(?:mailto:)?([A-Za-z0-9!#$%&'*+-/=?^_`{|}~.]+@[-a-z0-9]+(\.[-a-z0-9]+)*\.[a-z]+)(?=$|\s)/gim,b=/<()(?:mailto:)?([-.\w]+@[-a-z0-9]+(\.[-a-z0-9]+)*\.[a-z]+)>/gi,h=function(e){"use strict";return function(t,r,n,o,a,i,l){var c=n=n.replace(s.helper.regexes.asteriskDashAndColon,s.helper.escapeCharactersCallback),_="",d="",u=r||"",p=l||"";return/^www\./i.test(n)&&(n=n.replace(/^www\./i,"http://www.")),e.excludeTrailingPunctuationFromURLs&&i&&(_=i),e.openLinksInNewWindow&&(d=' rel="noopener noreferrer" target="¨E95Eblank"'),u+'"+c+""+_+p}},S=function(e,t){"use strict";return function(r,n,o){var a="mailto:";return n=n||"",o=s.subParser("unescapeSpecialChars")(o,e,t),e.encodeEmails?(a=s.helper.encodeEmailAddress(a+o),o=s.helper.encodeEmailAddress(o)):a+=o,n+''+o+""}};s.subParser("autoLinks",(function(e,t,r){"use strict";return e=(e=(e=r.converter._dispatch("autoLinks.before",e,t,r)).replace(f,h(t))).replace(b,S(t,r)),e=r.converter._dispatch("autoLinks.after",e,t,r)})),s.subParser("simplifiedAutoLinks",(function(e,t,r){"use strict";return t.simplifiedAutoLink?(e=(e=(e=r.converter._dispatch("simplifiedAutoLinks.before",e,t,r)).replace(t.excludeTrailingPunctuationFromURLs?g:m,h(t))).replace(E,S(t,r)),e=r.converter._dispatch("simplifiedAutoLinks.after",e,t,r)):e})),s.subParser("blockGamut",(function(e,t,r){"use strict";return e=r.converter._dispatch("blockGamut.before",e,t,r),e=s.subParser("blockQuotes")(e,t,r),e=s.subParser("headers")(e,t,r),e=s.subParser("horizontalRule")(e,t,r),e=s.subParser("lists")(e,t,r),e=s.subParser("codeBlocks")(e,t,r),e=s.subParser("tables")(e,t,r),e=s.subParser("hashHTMLBlocks")(e,t,r),e=s.subParser("paragraphs")(e,t,r),e=r.converter._dispatch("blockGamut.after",e,t,r)})),s.subParser("blockQuotes",(function(e,t,r){"use strict";e=r.converter._dispatch("blockQuotes.before",e,t,r);var n=/(^ {0,3}>[ \t]?.+\n(.+\n)*\n*)+/gm;return t.splitAdjacentBlockquotes&&(n=/^ {0,3}>[\s\S]*?(?:\n\n)/gm),e=(e+="\n\n").replace(n,(function(e){return e=(e=(e=e.replace(/^[ \t]*>[ \t]?/gm,"")).replace(/¨0/g,"")).replace(/^[ \t]+$/gm,""),e=s.subParser("githubCodeBlocks")(e,t,r),e=(e=(e=s.subParser("blockGamut")(e,t,r)).replace(/(^|\n)/g,"$1 ")).replace(/(\s*
[^\r]+?<\/pre>)/gm,(function(e,t){var r=t;return r=(r=r.replace(/^  /gm,"¨0")).replace(/¨0/g,"")})),s.subParser("hashBlock")("
\n"+e+"\n
",t,r)})),e=r.converter._dispatch("blockQuotes.after",e,t,r)})),s.subParser("codeBlocks",(function(e,t,r){"use strict";e=r.converter._dispatch("codeBlocks.before",e,t,r);return e=(e=(e+="¨0").replace(/(?:\n\n|^)((?:(?:[ ]{4}|\t).*\n+)+)(\n*[ ]{0,3}[^ \t\n]|(?=¨0))/g,(function(e,n,o){var a=n,i=o,l="\n";return a=s.subParser("outdent")(a,t,r),a=s.subParser("encodeCode")(a,t,r),a=(a=(a=s.subParser("detab")(a,t,r)).replace(/^\n+/g,"")).replace(/\n+$/g,""),t.omitExtraWLInCodeBlocks&&(l=""),a="
"+a+l+"
",s.subParser("hashBlock")(a,t,r)+i}))).replace(/¨0/,""),e=r.converter._dispatch("codeBlocks.after",e,t,r)})),s.subParser("codeSpans",(function(e,t,r){"use strict";return void 0===(e=r.converter._dispatch("codeSpans.before",e,t,r))&&(e=""),e=e.replace(/(^|[^\\])(`+)([^\r]*?[^`])\2(?!`)/gm,(function(e,n,o,a){var i=a;return i=(i=i.replace(/^([ \t]*)/g,"")).replace(/[ \t]*$/g,""),i=n+""+(i=s.subParser("encodeCode")(i,t,r))+"",i=s.subParser("hashHTMLSpans")(i,t,r)})),e=r.converter._dispatch("codeSpans.after",e,t,r)})),s.subParser("completeHTMLDocument",(function(e,t,r){"use strict";if(!t.completeHTMLDocument)return e;e=r.converter._dispatch("completeHTMLDocument.before",e,t,r);var n="html",o="\n",a="",i='\n',s="",l="";for(var c in void 0!==r.metadata.parsed.doctype&&(o="\n","html"!==(n=r.metadata.parsed.doctype.toString().toLowerCase())&&"html5"!==n||(i='')),r.metadata.parsed)if(r.metadata.parsed.hasOwnProperty(c))switch(c.toLowerCase()){case"doctype":break;case"title":a=""+r.metadata.parsed.title+"\n";break;case"charset":i="html"===n||"html5"===n?'\n':'\n';break;case"language":case"lang":s=' lang="'+r.metadata.parsed[c]+'"',l+='\n';break;default:l+='\n'}return e=o+"\n\n"+a+i+l+"\n\n"+e.trim()+"\n\n",e=r.converter._dispatch("completeHTMLDocument.after",e,t,r)})),s.subParser("detab",(function(e,t,r){"use strict";return e=(e=(e=(e=(e=(e=r.converter._dispatch("detab.before",e,t,r)).replace(/\t(?=\t)/g,"    ")).replace(/\t/g,"¨A¨B")).replace(/¨B(.+?)¨A/g,(function(e,t){for(var r=t,n=4-r.length%4,o=0;o/g,">"),e=r.converter._dispatch("encodeAmpsAndAngles.after",e,t,r)})),s.subParser("encodeBackslashEscapes",(function(e,t,r){"use strict";return e=(e=(e=r.converter._dispatch("encodeBackslashEscapes.before",e,t,r)).replace(/\\(\\)/g,s.helper.escapeCharactersCallback)).replace(/\\([`*_{}\[\]()>#+.!~=|-])/g,s.helper.escapeCharactersCallback),e=r.converter._dispatch("encodeBackslashEscapes.after",e,t,r)})),s.subParser("encodeCode",(function(e,t,r){"use strict";return e=(e=r.converter._dispatch("encodeCode.before",e,t,r)).replace(/&/g,"&").replace(//g,">").replace(/([*_{}\[\]\\=~-])/g,s.helper.escapeCharactersCallback),e=r.converter._dispatch("encodeCode.after",e,t,r)})),s.subParser("escapeSpecialCharsWithinTagAttributes",(function(e,t,r){"use strict";return e=(e=(e=r.converter._dispatch("escapeSpecialCharsWithinTagAttributes.before",e,t,r)).replace(/<\/?[a-z\d_:-]+(?:[\s]+[\s\S]+?)?>/gi,(function(e){return e.replace(/(.)<\/?code>(?=.)/g,"$1`").replace(/([\\`*_~=|])/g,s.helper.escapeCharactersCallback)}))).replace(/-]|-[^>])(?:[^-]|-[^-])*)--)>/gi,(function(e){return e.replace(/([\\`*_~=|])/g,s.helper.escapeCharactersCallback)})),e=r.converter._dispatch("escapeSpecialCharsWithinTagAttributes.after",e,t,r)})),s.subParser("githubCodeBlocks",(function(e,t,r){"use strict";return t.ghCodeBlocks?(e=r.converter._dispatch("githubCodeBlocks.before",e,t,r),e=(e=(e+="¨0").replace(/(?:^|\n)(?: {0,3})(```+|~~~+)(?: *)([^\s`~]*)\n([\s\S]*?)\n(?: {0,3})\1/g,(function(e,n,o,a){var i=t.omitExtraWLInCodeBlocks?"":"\n";return a=s.subParser("encodeCode")(a,t,r),a="
"+(a=(a=(a=s.subParser("detab")(a,t,r)).replace(/^\n+/g,"")).replace(/\n+$/g,""))+i+"
",a=s.subParser("hashBlock")(a,t,r),"\n\n¨G"+(r.ghCodeBlocks.push({text:e,codeblock:a})-1)+"G\n\n"}))).replace(/¨0/,""),r.converter._dispatch("githubCodeBlocks.after",e,t,r)):e})),s.subParser("hashBlock",(function(e,t,r){"use strict";return e=(e=r.converter._dispatch("hashBlock.before",e,t,r)).replace(/(^\n+|\n+$)/g,""),e="\n\n¨K"+(r.gHtmlBlocks.push(e)-1)+"K\n\n",e=r.converter._dispatch("hashBlock.after",e,t,r)})),s.subParser("hashCodeTags",(function(e,t,r){"use strict";e=r.converter._dispatch("hashCodeTags.before",e,t,r);return e=s.helper.replaceRecursiveRegExp(e,(function(e,n,o,a){var i=o+s.subParser("encodeCode")(n,t,r)+a;return"¨C"+(r.gHtmlSpans.push(i)-1)+"C"}),"]*>","","gim"),e=r.converter._dispatch("hashCodeTags.after",e,t,r)})),s.subParser("hashElement",(function(e,t,r){"use strict";return function(e,t){var n=t;return n=(n=(n=n.replace(/\n\n/g,"\n")).replace(/^\n/,"")).replace(/\n+$/g,""),n="\n\n¨K"+(r.gHtmlBlocks.push(n)-1)+"K\n\n"}})),s.subParser("hashHTMLBlocks",(function(e,t,r){"use strict";e=r.converter._dispatch("hashHTMLBlocks.before",e,t,r);var n=["pre","div","h1","h2","h3","h4","h5","h6","blockquote","table","dl","ol","ul","script","noscript","form","fieldset","iframe","math","style","section","header","footer","nav","article","aside","address","audio","canvas","figure","hgroup","output","video","p"],o=function(e,t,n,o){var a=e;return-1!==n.search(/\bmarkdown\b/)&&(a=n+r.converter.makeHtml(t)+o),"\n\n¨K"+(r.gHtmlBlocks.push(a)-1)+"K\n\n"};t.backslashEscapesHTMLTags&&(e=e.replace(/\\<(\/?[^>]+?)>/g,(function(e,t){return"<"+t+">"})));for(var a=0;a]*>)","im"),c="<"+n[a]+"\\b[^>]*>",_="";-1!==(i=s.helper.regexIndexOf(e,l));){var d=s.helper.splitAtIndex(e,i),u=s.helper.replaceRecursiveRegExp(d[1],o,c,_,"im");if(u===d[1])break;e=d[0].concat(u)}return e=e.replace(/(\n {0,3}(<(hr)\b([^<>])*?\/?>)[ \t]*(?=\n{2,}))/g,s.subParser("hashElement")(e,t,r)),e=(e=s.helper.replaceRecursiveRegExp(e,(function(e){return"\n\n¨K"+(r.gHtmlBlocks.push(e)-1)+"K\n\n"}),"^ {0,3}\x3c!--","--\x3e","gm")).replace(/(?:\n\n)( {0,3}(?:<([?%])[^\r]*?\2>)[ \t]*(?=\n{2,}))/g,s.subParser("hashElement")(e,t,r)),e=r.converter._dispatch("hashHTMLBlocks.after",e,t,r)})),s.subParser("hashHTMLSpans",(function(e,t,r){"use strict";function n(e){return"¨C"+(r.gHtmlSpans.push(e)-1)+"C"}return e=(e=(e=(e=(e=r.converter._dispatch("hashHTMLSpans.before",e,t,r)).replace(/<[^>]+?\/>/gi,(function(e){return n(e)}))).replace(/<([^>]+?)>[\s\S]*?<\/\1>/g,(function(e){return n(e)}))).replace(/<([^>]+?)\s[^>]+?>[\s\S]*?<\/\1>/g,(function(e){return n(e)}))).replace(/<[^>]+?>/gi,(function(e){return n(e)})),e=r.converter._dispatch("hashHTMLSpans.after",e,t,r)})),s.subParser("unhashHTMLSpans",(function(e,t,r){"use strict";e=r.converter._dispatch("unhashHTMLSpans.before",e,t,r);for(var n=0;n]*>\\s*]*>","^ {0,3}\\s*
","gim"),e=r.converter._dispatch("hashPreCodeTags.after",e,t,r)})),s.subParser("headers",(function(e,t,r){"use strict";function n(e){var n,o;if(t.customizedHeaderId){var a=e.match(/\{([^{]+?)}\s*$/);a&&a[1]&&(e=a[1])}return n=e,o=s.helper.isString(t.prefixHeaderId)?t.prefixHeaderId:!0===t.prefixHeaderId?"section-":"",t.rawPrefixHeaderId||(n=o+n),n=t.ghCompatibleHeaderId?n.replace(/ /g,"-").replace(/&/g,"").replace(/¨T/g,"").replace(/¨D/g,"").replace(/[&+$,\/:;=?@"#{}|^¨~\[\]`\\*)(%.!'<>]/g,"").toLowerCase():t.rawHeaderId?n.replace(/ /g,"-").replace(/&/g,"&").replace(/¨T/g,"¨").replace(/¨D/g,"$").replace(/["']/g,"-").toLowerCase():n.replace(/[^\w]/g,"").toLowerCase(),t.rawPrefixHeaderId&&(n=o+n),r.hashLinkCounts[n]?n=n+"-"+r.hashLinkCounts[n]++:r.hashLinkCounts[n]=1,n}e=r.converter._dispatch("headers.before",e,t,r);var o=isNaN(parseInt(t.headerLevelStart))?1:parseInt(t.headerLevelStart),a=t.smoothLivePreview?/^(.+)[ \t]*\n-{2,}[ \t]*\n+/gm:/^(.+)[ \t]*\n-+[ \t]*\n+/gm;return e=(e=(e=e.replace(t.smoothLivePreview?/^(.+)[ \t]*\n={2,}[ \t]*\n+/gm:/^(.+)[ \t]*\n=+[ \t]*\n+/gm,(function(e,a){var i=s.subParser("spanGamut")(a,t,r),l=t.noHeaderId?"":' id="'+n(a)+'"',c=""+i+"";return s.subParser("hashBlock")(c,t,r)}))).replace(a,(function(e,a){var i=s.subParser("spanGamut")(a,t,r),l=t.noHeaderId?"":' id="'+n(a)+'"',c=o+1,_=""+i+"";return s.subParser("hashBlock")(_,t,r)}))).replace(t.requireSpaceBeforeHeadingText?/^(#{1,6})[ \t]+(.+?)[ \t]*#*\n+/gm:/^(#{1,6})[ \t]*(.+?)[ \t]*#*\n+/gm,(function(e,a,i){var l=i;t.customizedHeaderId&&(l=i.replace(/\s?\{([^{]+?)}\s*$/,""));var c=s.subParser("spanGamut")(l,t,r),_=t.noHeaderId?"":' id="'+n(i)+'"',d=o-1+a.length,u=""+c+"";return s.subParser("hashBlock")(u,t,r)})),e=r.converter._dispatch("headers.after",e,t,r)})),s.subParser("horizontalRule",(function(e,t,r){"use strict";e=r.converter._dispatch("horizontalRule.before",e,t,r);var n=s.subParser("hashBlock")("
",t,r);return e=(e=(e=e.replace(/^ {0,2}( ?-){3,}[ \t]*$/gm,n)).replace(/^ {0,2}( ?\*){3,}[ \t]*$/gm,n)).replace(/^ {0,2}( ?_){3,}[ \t]*$/gm,n),e=r.converter._dispatch("horizontalRule.after",e,t,r)})),s.subParser("images",(function(e,t,r){"use strict";function n(e,t,n,o,a,i,l,c){var _=r.gUrls,d=r.gTitles,u=r.gDimensions;if(n=n.toLowerCase(),c||(c=""),e.search(/\(? ?(['"].*['"])?\)$/m)>-1)o="";else if(""===o||null===o){if(""!==n&&null!==n||(n=t.toLowerCase().replace(/ ?\n/g," ")),o="#"+n,s.helper.isUndefined(_[n]))return e;o=_[n],s.helper.isUndefined(d[n])||(c=d[n]),s.helper.isUndefined(u[n])||(a=u[n].width,i=u[n].height)}t=t.replace(/"/g,""").replace(s.helper.regexes.asteriskDashAndColon,s.helper.escapeCharactersCallback);var p=''+t+'"}return e=(e=(e=(e=(e=(e=r.converter._dispatch("images.before",e,t,r)).replace(/!\[([^\]]*?)] ?(?:\n *)?\[([\s\S]*?)]()()()()()/g,n)).replace(/!\[([^\]]*?)][ \t]*()\([ \t]??(?: =([*\d]+[A-Za-z%]{0,4})x([*\d]+[A-Za-z%]{0,4}))?[ \t]*(?:(["'])([^"]*?)\6)?[ \t]?\)/g,(function(e,t,r,o,a,i,s,l){return n(e,t,r,o=o.replace(/\s/g,""),a,i,s,l)}))).replace(/!\[([^\]]*?)][ \t]*()\([ \t]?<([^>]*)>(?: =([*\d]+[A-Za-z%]{0,4})x([*\d]+[A-Za-z%]{0,4}))?[ \t]*(?:(?:(["'])([^"]*?)\6))?[ \t]?\)/g,n)).replace(/!\[([^\]]*?)][ \t]*()\([ \t]??(?: =([*\d]+[A-Za-z%]{0,4})x([*\d]+[A-Za-z%]{0,4}))?[ \t]*(?:(["'])([^"]*?)\6)?[ \t]?\)/g,n)).replace(/!\[([^\[\]]+)]()()()()()/g,n),e=r.converter._dispatch("images.after",e,t,r)})),s.subParser("italicsAndBold",(function(e,t,r){"use strict";function n(e,t,r){return t+e+r}return e=r.converter._dispatch("italicsAndBold.before",e,t,r),e=t.literalMidWordUnderscores?(e=(e=e.replace(/\b___(\S[\s\S]*?)___\b/g,(function(e,t){return n(t,"","")}))).replace(/\b__(\S[\s\S]*?)__\b/g,(function(e,t){return n(t,"","")}))).replace(/\b_(\S[\s\S]*?)_\b/g,(function(e,t){return n(t,"","")})):(e=(e=e.replace(/___(\S[\s\S]*?)___/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e}))).replace(/__(\S[\s\S]*?)__/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e}))).replace(/_([^\s_][\s\S]*?)_/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e})),e=t.literalMidWordAsterisks?(e=(e=e.replace(/([^*]|^)\B\*\*\*(\S[\s\S]*?)\*\*\*\B(?!\*)/g,(function(e,t,r){return n(r,t+"","")}))).replace(/([^*]|^)\B\*\*(\S[\s\S]*?)\*\*\B(?!\*)/g,(function(e,t,r){return n(r,t+"","")}))).replace(/([^*]|^)\B\*(\S[\s\S]*?)\*\B(?!\*)/g,(function(e,t,r){return n(r,t+"","")})):(e=(e=e.replace(/\*\*\*(\S[\s\S]*?)\*\*\*/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e}))).replace(/\*\*(\S[\s\S]*?)\*\*/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e}))).replace(/\*([^\s*][\s\S]*?)\*/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e})),e=r.converter._dispatch("italicsAndBold.after",e,t,r)})),s.subParser("lists",(function(e,t,r){"use strict";function n(e,n){r.gListLevel++,e=e.replace(/\n{2,}$/,"\n");var o=/(\n)?(^ {0,3})([*+-]|\d+[.])[ \t]+((\[(x|X| )?])?[ \t]*[^\r]+?(\n{1,2}))(?=\n*(¨0| {0,3}([*+-]|\d+[.])[ \t]+))/gm,a=/\n[ \t]*\n(?!¨0)/.test(e+="¨0");return t.disableForced4SpacesIndentedSublists&&(o=/(\n)?(^ {0,3})([*+-]|\d+[.])[ \t]+((\[(x|X| )?])?[ \t]*[^\r]+?(\n{1,2}))(?=\n*(¨0|\2([*+-]|\d+[.])[ \t]+))/gm),e=(e=e.replace(o,(function(e,n,o,i,l,c,_){_=_&&""!==_.trim();var d=s.subParser("outdent")(l,t,r),u="";return c&&t.tasklists&&(u=' class="task-list-item" style="list-style-type: none;"',d=d.replace(/^[ \t]*\[(x|X| )?]/m,(function(){var e='-1?(d=s.subParser("githubCodeBlocks")(d,t,r),d=s.subParser("blockGamut")(d,t,r)):(d=(d=s.subParser("lists")(d,t,r)).replace(/\n$/,""),d=(d=s.subParser("hashHTMLBlocks")(d,t,r)).replace(/\n\n+/g,"\n\n"),d=a?s.subParser("paragraphs")(d,t,r):s.subParser("spanGamut")(d,t,r)),d=""+(d=d.replace("¨A",""))+"\n"}))).replace(/¨0/g,""),r.gListLevel--,n&&(e=e.replace(/\s+$/,"")),e}function o(e,t){if("ol"===t){var r=e.match(/^ *(\d+)\./);if(r&&"1"!==r[1])return' start="'+r[1]+'"'}return""}function a(e,r,a){var i=t.disableForced4SpacesIndentedSublists?/^ ?\d+\.[ \t]/gm:/^ {0,3}\d+\.[ \t]/gm,s=t.disableForced4SpacesIndentedSublists?/^ ?[*+-][ \t]/gm:/^ {0,3}[*+-][ \t]/gm,l="ul"===r?i:s,c="";if(-1!==e.search(l))!function t(_){var d=_.search(l),u=o(e,r);-1!==d?(c+="\n\n<"+r+u+">\n"+n(_.slice(0,d),!!a)+"\n",l="ul"===(r="ul"===r?"ol":"ul")?i:s,t(_.slice(d))):c+="\n\n<"+r+u+">\n"+n(_,!!a)+"\n"}(e);else{var _=o(e,r);c="\n\n<"+r+_+">\n"+n(e,!!a)+"\n"}return c}return e=r.converter._dispatch("lists.before",e,t,r),e+="¨0",e=(e=r.gListLevel?e.replace(/^(( {0,3}([*+-]|\d+[.])[ \t]+)[^\r]+?(¨0|\n{2,}(?=\S)(?![ \t]*(?:[*+-]|\d+[.])[ \t]+)))/gm,(function(e,t,r){return a(t,r.search(/[*+-]/g)>-1?"ul":"ol",!0)})):e.replace(/(\n\n|^\n?)(( {0,3}([*+-]|\d+[.])[ \t]+)[^\r]+?(¨0|\n{2,}(?=\S)(?![ \t]*(?:[*+-]|\d+[.])[ \t]+)))/gm,(function(e,t,r,n){return a(r,n.search(/[*+-]/g)>-1?"ul":"ol",!1)}))).replace(/¨0/,""),e=r.converter._dispatch("lists.after",e,t,r)})),s.subParser("metadata",(function(e,t,r){"use strict";function n(e){r.metadata.raw=e,(e=(e=e.replace(/&/g,"&").replace(/"/g,""")).replace(/\n {4}/g," ")).replace(/^([\S ]+): +([\s\S]+?)$/gm,(function(e,t,n){return r.metadata.parsed[t]=n,""}))}return t.metadata?(e=(e=(e=(e=r.converter._dispatch("metadata.before",e,t,r)).replace(/^\s*«««+(\S*?)\n([\s\S]+?)\n»»»+\n/,(function(e,t,r){return n(r),"¨M"}))).replace(/^\s*---+(\S*?)\n([\s\S]+?)\n---+\n/,(function(e,t,o){return t&&(r.metadata.format=t),n(o),"¨M"}))).replace(/¨M/g,""),e=r.converter._dispatch("metadata.after",e,t,r)):e})),s.subParser("outdent",(function(e,t,r){"use strict";return e=(e=(e=r.converter._dispatch("outdent.before",e,t,r)).replace(/^(\t|[ ]{1,4})/gm,"¨0")).replace(/¨0/g,""),e=r.converter._dispatch("outdent.after",e,t,r)})),s.subParser("paragraphs",(function(e,t,r){"use strict";for(var n=(e=(e=(e=r.converter._dispatch("paragraphs.before",e,t,r)).replace(/^\n+/g,"")).replace(/\n+$/g,"")).split(/\n{2,}/g),o=[],a=n.length,i=0;i=0?o.push(l):l.search(/\S/)>=0&&(l=(l=s.subParser("spanGamut")(l,t,r)).replace(/^([ \t]*)/g,"

"),o.push(l+="

"))}for(a=o.length,i=0;i]*>\s*]*>/.test(_)&&(d=!0)}o[i]=_}return e=(e=(e=o.join("\n")).replace(/^\n+/g,"")).replace(/\n+$/g,""),r.converter._dispatch("paragraphs.after",e,t,r)})),s.subParser("runExtension",(function(e,t,r,n){"use strict";if(e.filter)t=e.filter(t,n.converter,r);else if(e.regex){var o=e.regex;o instanceof RegExp||(o=new RegExp(o,"g")),t=t.replace(o,e.replace)}return t})),s.subParser("spanGamut",(function(e,t,r){"use strict";return e=r.converter._dispatch("spanGamut.before",e,t,r),e=s.subParser("codeSpans")(e,t,r),e=s.subParser("escapeSpecialCharsWithinTagAttributes")(e,t,r),e=s.subParser("encodeBackslashEscapes")(e,t,r),e=s.subParser("images")(e,t,r),e=s.subParser("anchors")(e,t,r),e=s.subParser("autoLinks")(e,t,r),e=s.subParser("simplifiedAutoLinks")(e,t,r),e=s.subParser("emoji")(e,t,r),e=s.subParser("underline")(e,t,r),e=s.subParser("italicsAndBold")(e,t,r),e=s.subParser("strikethrough")(e,t,r),e=s.subParser("ellipsis")(e,t,r),e=s.subParser("hashHTMLSpans")(e,t,r),e=s.subParser("encodeAmpsAndAngles")(e,t,r),t.simpleLineBreaks?/\n\n¨K/.test(e)||(e=e.replace(/\n+/g,"
\n")):e=e.replace(/ +\n/g,"
\n"),e=r.converter._dispatch("spanGamut.after",e,t,r)})),s.subParser("strikethrough",(function(e,t,r){"use strict";return t.strikethrough&&(e=(e=r.converter._dispatch("strikethrough.before",e,t,r)).replace(/(?:~){2}([\s\S]+?)(?:~){2}/g,(function(e,n){return function(e){return t.simplifiedAutoLink&&(e=s.subParser("simplifiedAutoLinks")(e,t,r)),""+e+""}(n)})),e=r.converter._dispatch("strikethrough.after",e,t,r)),e})),s.subParser("stripLinkDefinitions",(function(e,t,r){"use strict";var n=function(e,n,o,a,i,l,c){return n=n.toLowerCase(),r.gUrls[n]=o.match(/^data:.+?\/.+?;base64,/)?o.replace(/\s/g,""):s.subParser("encodeAmpsAndAngles")(o,t,r),l?l+c:(c&&(r.gTitles[n]=c.replace(/"|'/g,""")),t.parseImgDimensions&&a&&i&&(r.gDimensions[n]={width:a,height:i}),"")};return e=(e=(e=(e+="¨0").replace(/^ {0,3}\[(.+)]:[ \t]*\n?[ \t]*?(?: =([*\d]+[A-Za-z%]{0,4})x([*\d]+[A-Za-z%]{0,4}))?[ \t]*\n?[ \t]*(?:(\n*)["|'(](.+?)["|')][ \t]*)?(?:\n\n|(?=¨0)|(?=\n\[))/gm,n)).replace(/^ {0,3}\[(.+)]:[ \t]*\n?[ \t]*\s]+)>?(?: =([*\d]+[A-Za-z%]{0,4})x([*\d]+[A-Za-z%]{0,4}))?[ \t]*\n?[ \t]*(?:(\n*)["|'(](.+?)["|')][ \t]*)?(?:\n+|(?=¨0))/gm,n)).replace(/¨0/,"")})),s.subParser("tables",(function(e,t,r){"use strict";function n(e,n){return""+s.subParser("spanGamut")(e,t,r)+"\n"}function o(e){var o,a=e.split("\n");for(o=0;o"+(l=s.subParser("spanGamut")(l,t,r))+"\n"));for(o=0;o\n\n\n",o=0;o\n";for(var a=0;a\n"}return r+="\n\n"}(m,f)}if(!t.tables)return e;return e=(e=(e=(e=r.converter._dispatch("tables.before",e,t,r)).replace(/\\(\|)/g,s.helper.escapeCharactersCallback)).replace(/^ {0,3}\|?.+\|.+\n {0,3}\|?[ \t]*:?[ \t]*(?:[-=]){2,}[ \t]*:?[ \t]*\|[ \t]*:?[ \t]*(?:[-=]){2,}[\s\S]+?(?:\n\n|¨0)/gm,o)).replace(/^ {0,3}\|.+\|[ \t]*\n {0,3}\|[ \t]*:?[ \t]*(?:[-=]){2,}[ \t]*:?[ \t]*\|[ \t]*\n( {0,3}\|.+\|[ \t]*\n)*(?:\n|¨0)/gm,o),e=r.converter._dispatch("tables.after",e,t,r)})),s.subParser("underline",(function(e,t,r){"use strict";return t.underline?(e=r.converter._dispatch("underline.before",e,t,r),e=(e=t.literalMidWordUnderscores?(e=e.replace(/\b___(\S[\s\S]*?)___\b/g,(function(e,t){return""+t+""}))).replace(/\b__(\S[\s\S]*?)__\b/g,(function(e,t){return""+t+""})):(e=e.replace(/___(\S[\s\S]*?)___/g,(function(e,t){return/\S$/.test(t)?""+t+"":e}))).replace(/__(\S[\s\S]*?)__/g,(function(e,t){return/\S$/.test(t)?""+t+"":e}))).replace(/(_)/g,s.helper.escapeCharactersCallback),e=r.converter._dispatch("underline.after",e,t,r)):e})),s.subParser("unescapeSpecialChars",(function(e,t,r){"use strict";return e=(e=r.converter._dispatch("unescapeSpecialChars.before",e,t,r)).replace(/¨E(\d+)E/g,(function(e,t){var r=parseInt(t);return String.fromCharCode(r)})),e=r.converter._dispatch("unescapeSpecialChars.after",e,t,r)})),s.subParser("makeMarkdown.blockquote",(function(e,t){"use strict";var r="";if(e.hasChildNodes())for(var n=e.childNodes,o=n.length,a=0;a ")})),s.subParser("makeMarkdown.codeBlock",(function(e,t){"use strict";var r=e.getAttribute("language"),n=e.getAttribute("precodenum");return"```"+r+"\n"+t.preList[n]+"\n```"})),s.subParser("makeMarkdown.codeSpan",(function(e){"use strict";return"`"+e.innerHTML+"`"})),s.subParser("makeMarkdown.emphasis",(function(e,t){"use strict";var r="";if(e.hasChildNodes()){r+="*";for(var n=e.childNodes,o=n.length,a=0;a",e.hasAttribute("width")&&e.hasAttribute("height")&&(t+=" ="+e.getAttribute("width")+"x"+e.getAttribute("height")),e.hasAttribute("title")&&(t+=' "'+e.getAttribute("title")+'"'),t+=")"),t})),s.subParser("makeMarkdown.links",(function(e,t){"use strict";var r="";if(e.hasChildNodes()&&e.hasAttribute("href")){var n=e.childNodes,o=n.length;r="[";for(var a=0;a",e.hasAttribute("title")&&(r+=' "'+e.getAttribute("title")+'"'),r+=")"}return r})),s.subParser("makeMarkdown.list",(function(e,t,r){"use strict";var n="";if(!e.hasChildNodes())return"";for(var o=e.childNodes,a=o.length,i=e.getAttribute("start")||1,l=0;l"+t.preList[r]+""})),s.subParser("makeMarkdown.strikethrough",(function(e,t){"use strict";var r="";if(e.hasChildNodes()){r+="~~";for(var n=e.childNodes,o=n.length,a=0;atr>th"),l=e.querySelectorAll("tbody>tr");for(r=0;rm&&(m=g)}for(r=0;r/g,"\\$1>")).replace(/^#/gm,"\\#")).replace(/^(\s*)([-=]{3,})(\s*)$/,"$1\\$2$3")).replace(/^( {0,3}\d+)\./gm,"$1\\.")).replace(/^( {0,3})([+-])/gm,"$1\\$2")).replace(/]([\s]*)\(/g,"\\]$1\\(")).replace(/^ {0,3}\[([\S \t]*?)]:/gm,"\\[$1]:")}));void 0===(n=function(){"use strict";return s}.call(t,r,t,e))||(e.exports=n)}).call(this)},WOcO:function(e,t,r){"use strict";r.d(t,"a",(function(){return n})),r.d(t,"b",(function(){return o})),r.d(t,"c",(function(){return a})),r.d(t,"d",(function(){return i})),r.d(t,"e",(function(){return s})),r.d(t,"f",(function(){return l})),r.d(t,"g",(function(){return c})),r.d(t,"h",(function(){return _})),r.d(t,"i",(function(){return d})),r.d(t,"j",(function(){return u})),r.d(t,"k",(function(){return p})),r.d(t,"l",(function(){return m})),r.d(t,"m",(function(){return g})),r.d(t,"n",(function(){return f})),r.d(t,"o",(function(){return E})),r.d(t,"p",(function(){return b})),r.d(t,"q",(function(){return h})),r.d(t,"r",(function(){return S})),r.d(t,"s",(function(){return T})),r.d(t,"t",(function(){return v})),r.d(t,"u",(function(){return C}));var n={prefix:"fas",iconName:"address-card",icon:[576,512,[],"f2bb","M528 32H48C21.5 32 0 53.5 0 80v352c0 26.5 21.5 48 48 48h480c26.5 0 48-21.5 48-48V80c0-26.5-21.5-48-48-48zm-352 96c35.3 0 64 28.7 64 64s-28.7 64-64 64-64-28.7-64-64 28.7-64 64-64zm112 236.8c0 10.6-10 19.2-22.4 19.2H86.4C74 384 64 375.4 64 364.8v-19.2c0-31.8 30.1-57.6 67.2-57.6h5c12.3 5.1 25.7 8 39.8 8s27.6-2.9 39.8-8h5c37.1 0 67.2 25.8 67.2 57.6v19.2zM512 312c0 4.4-3.6 8-8 8H360c-4.4 0-8-3.6-8-8v-16c0-4.4 3.6-8 8-8h144c4.4 0 8 3.6 8 8v16zm0-64c0 4.4-3.6 8-8 8H360c-4.4 0-8-3.6-8-8v-16c0-4.4 3.6-8 8-8h144c4.4 0 8 3.6 8 8v16zm0-64c0 4.4-3.6 8-8 8H360c-4.4 0-8-3.6-8-8v-16c0-4.4 3.6-8 8-8h144c4.4 0 8 3.6 8 8v16z"]},o={prefix:"fas",iconName:"adjust",icon:[512,512,[],"f042","M8 256c0 136.966 111.033 248 248 248s248-111.034 248-248S392.966 8 256 8 8 119.033 8 256zm248 184V72c101.705 0 184 82.311 184 184 0 101.705-82.311 184-184 184z"]},a={prefix:"fas",iconName:"bug",icon:[512,512,[],"f188","M511.988 288.9c-.478 17.43-15.217 31.1-32.653 31.1H424v16c0 21.864-4.882 42.584-13.6 61.145l60.228 60.228c12.496 12.497 12.496 32.758 0 45.255-12.498 12.497-32.759 12.496-45.256 0l-54.736-54.736C345.886 467.965 314.351 480 280 480V236c0-6.627-5.373-12-12-12h-24c-6.627 0-12 5.373-12 12v244c-34.351 0-65.886-12.035-90.636-32.108l-54.736 54.736c-12.498 12.497-32.759 12.496-45.256 0-12.496-12.497-12.496-32.758 0-45.255l60.228-60.228C92.882 378.584 88 357.864 88 336v-16H32.666C15.23 320 .491 306.33.013 288.9-.484 270.816 14.028 256 32 256h56v-58.745l-46.628-46.628c-12.496-12.497-12.496-32.758 0-45.255 12.498-12.497 32.758-12.497 45.256 0L141.255 160h229.489l54.627-54.627c12.498-12.497 32.758-12.497 45.256 0 12.496 12.497 12.496 32.758 0 45.255L424 197.255V256h56c17.972 0 32.484 14.816 31.988 32.9zM257 0c-61.856 0-112 50.144-112 112h224C369 50.144 318.856 0 257 0z"]},i={prefix:"fas",iconName:"check",icon:[512,512,[],"f00c","M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z"]},s={prefix:"fas",iconName:"chevron-right",icon:[320,512,[],"f054","M285.476 272.971L91.132 467.314c-9.373 9.373-24.569 9.373-33.941 0l-22.667-22.667c-9.357-9.357-9.375-24.522-.04-33.901L188.505 256 34.484 101.255c-9.335-9.379-9.317-24.544.04-33.901l22.667-22.667c9.373-9.373 24.569-9.373 33.941 0L285.475 239.03c9.373 9.372 9.373 24.568.001 33.941z"]},l={prefix:"fas",iconName:"circle",icon:[512,512,[],"f111","M256 8C119 8 8 119 8 256s111 248 248 248 248-111 248-248S393 8 256 8z"]},c={prefix:"fas",iconName:"clock",icon:[512,512,[],"f017","M256,8C119,8,8,119,8,256S119,504,256,504,504,393,504,256,393,8,256,8Zm92.49,313h0l-20,25a16,16,0,0,1-22.49,2.5h0l-67-49.72a40,40,0,0,1-15-31.23V112a16,16,0,0,1,16-16h32a16,16,0,0,1,16,16V256l58,42.5A16,16,0,0,1,348.49,321Z"]},_={prefix:"fas",iconName:"cross",icon:[384,512,[],"f654","M352 128h-96V32c0-17.67-14.33-32-32-32h-64c-17.67 0-32 14.33-32 32v96H32c-17.67 0-32 14.33-32 32v64c0 17.67 14.33 32 32 32h96v224c0 17.67 14.33 32 32 32h64c17.67 0 32-14.33 32-32V256h96c17.67 0 32-14.33 32-32v-64c0-17.67-14.33-32-32-32z"]},d={prefix:"fas",iconName:"download",icon:[512,512,[],"f019","M216 0h80c13.3 0 24 10.7 24 24v168h87.7c17.8 0 26.7 21.5 14.1 34.1L269.7 378.3c-7.5 7.5-19.8 7.5-27.3 0L90.1 226.1c-12.6-12.6-3.7-34.1 14.1-34.1H192V24c0-13.3 10.7-24 24-24zm296 376v112c0 13.3-10.7 24-24 24H24c-13.3 0-24-10.7-24-24V376c0-13.3 10.7-24 24-24h146.7l49 49c20.1 20.1 52.5 20.1 72.6 0l49-49H488c13.3 0 24 10.7 24 24zm-124 88c0-11-9-20-20-20s-20 9-20 20 9 20 20 20 20-9 20-20zm64 0c0-11-9-20-20-20s-20 9-20 20 9 20 20 20 20-9 20-20z"]},u={prefix:"fas",iconName:"envelope",icon:[512,512,[],"f0e0","M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z"]},p={prefix:"fas",iconName:"exclamation-circle",icon:[512,512,[],"f06a","M504 256c0 136.997-111.043 248-248 248S8 392.997 8 256C8 119.083 119.043 8 256 8s248 111.083 248 248zm-248 50c-25.405 0-46 20.595-46 46s20.595 46 46 46 46-20.595 46-46-20.595-46-46-46zm-43.673-165.346l7.418 136c.347 6.364 5.609 11.346 11.982 11.346h48.546c6.373 0 11.635-4.982 11.982-11.346l7.418-136c.375-6.874-5.098-12.654-11.982-12.654h-63.383c-6.884 0-12.356 5.78-11.981 12.654z"]},m={prefix:"fas",iconName:"exclamation-triangle",icon:[576,512,[],"f071","M569.517 440.013C587.975 472.007 564.806 512 527.94 512H48.054c-36.937 0-59.999-40.055-41.577-71.987L246.423 23.985c18.467-32.009 64.72-31.951 83.154 0l239.94 416.028zM288 354c-25.405 0-46 20.595-46 46s20.595 46 46 46 46-20.595 46-46-20.595-46-46-46zm-43.673-165.346l7.418 136c.347 6.364 5.609 11.346 11.982 11.346h48.546c6.373 0 11.635-4.982 11.982-11.346l7.418-136c.375-6.874-5.098-12.654-11.982-12.654h-63.383c-6.884 0-12.356 5.78-11.981 12.654z"]},g={prefix:"fas",iconName:"external-link-alt",icon:[512,512,[],"f35d","M432,320H400a16,16,0,0,0-16,16V448H64V128H208a16,16,0,0,0,16-16V80a16,16,0,0,0-16-16H48A48,48,0,0,0,0,112V464a48,48,0,0,0,48,48H400a48,48,0,0,0,48-48V336A16,16,0,0,0,432,320ZM488,0h-128c-21.37,0-32.05,25.91-17,41l35.73,35.73L135,320.37a24,24,0,0,0,0,34L157.67,377a24,24,0,0,0,34,0L435.28,133.32,471,169c15,15,41,4.5,41-17V24A24,24,0,0,0,488,0Z"]},f={prefix:"fas",iconName:"house-user",icon:[576,512,[],"e065","M570.69,236.27,512,184.44V48a16,16,0,0,0-16-16H432a16,16,0,0,0-16,16V99.67L314.78,10.3C308.5,4.61,296.53,0,288,0s-20.46,4.61-26.74,10.3l-256,226A18.27,18.27,0,0,0,0,248.2a18.64,18.64,0,0,0,4.09,10.71L25.5,282.7a21.14,21.14,0,0,0,12,5.3,21.67,21.67,0,0,0,10.69-4.11l15.9-14V480a32,32,0,0,0,32,32H480a32,32,0,0,0,32-32V269.88l15.91,14A21.94,21.94,0,0,0,538.63,288a20.89,20.89,0,0,0,11.87-5.31l21.41-23.81A21.64,21.64,0,0,0,576,248.19,21,21,0,0,0,570.69,236.27ZM288,176a64,64,0,1,1-64,64A64,64,0,0,1,288,176ZM400,448H176a16,16,0,0,1-16-16,96,96,0,0,1,96-96h64a96,96,0,0,1,96,96A16,16,0,0,1,400,448Z"]},E={prefix:"fas",iconName:"lock-open",icon:[576,512,[],"f3c1","M423.5 0C339.5.3 272 69.5 272 153.5V224H48c-26.5 0-48 21.5-48 48v192c0 26.5 21.5 48 48 48h352c26.5 0 48-21.5 48-48V272c0-26.5-21.5-48-48-48h-48v-71.1c0-39.6 31.7-72.5 71.3-72.9 40-.4 72.7 32.1 72.7 72v80c0 13.3 10.7 24 24 24h32c13.3 0 24-10.7 24-24v-80C576 68 507.5-.3 423.5 0z"]},b={prefix:"fas",iconName:"magnet",icon:[512,512,[],"f076","M164.07 148.1H12a12 12 0 0 1-12-12v-80a36 36 0 0 1 36-36h104a36 36 0 0 1 36 36v80a11.89 11.89 0 0 1-11.93 12zm347.93-12V56a36 36 0 0 0-36-36H372a36 36 0 0 0-36 36v80a12 12 0 0 0 12 12h152a11.89 11.89 0 0 0 12-11.9zm-164 44a12 12 0 0 0-12 12v52c0 128.1-160 127.9-160 0v-52a12 12 0 0 0-12-12H12.1a12 12 0 0 0-12 12.1c.1 21.4.6 40.3 0 53.3 0 150.6 136.17 246.6 256.75 246.6s255-96 255-246.7c-.6-12.8-.2-33 0-53.2a12 12 0 0 0-12-12.1z"]},h={prefix:"fas",iconName:"mug-hot",icon:[512,512,[],"f7b6","M127.1 146.5c1.3 7.7 8 13.5 16 13.5h16.5c9.8 0 17.6-8.5 16.3-18-3.8-28.2-16.4-54.2-36.6-74.7-14.4-14.7-23.6-33.3-26.4-53.5C111.8 5.9 105 0 96.8 0H80.4C70.6 0 63 8.5 64.1 18c3.9 31.9 18 61.3 40.6 84.4 12 12.2 19.7 27.5 22.4 44.1zm112 0c1.3 7.7 8 13.5 16 13.5h16.5c9.8 0 17.6-8.5 16.3-18-3.8-28.2-16.4-54.2-36.6-74.7-14.4-14.7-23.6-33.3-26.4-53.5C223.8 5.9 217 0 208.8 0h-16.4c-9.8 0-17.5 8.5-16.3 18 3.9 31.9 18 61.3 40.6 84.4 12 12.2 19.7 27.5 22.4 44.1zM400 192H32c-17.7 0-32 14.3-32 32v192c0 53 43 96 96 96h192c53 0 96-43 96-96h16c61.8 0 112-50.2 112-112s-50.2-112-112-112zm0 160h-16v-96h16c26.5 0 48 21.5 48 48s-21.5 48-48 48z"]},S={prefix:"fas",iconName:"print",icon:[512,512,[],"f02f","M448 192V77.25c0-8.49-3.37-16.62-9.37-22.63L393.37 9.37c-6-6-14.14-9.37-22.63-9.37H96C78.33 0 64 14.33 64 32v160c-35.35 0-64 28.65-64 64v112c0 8.84 7.16 16 16 16h48v96c0 17.67 14.33 32 32 32h320c17.67 0 32-14.33 32-32v-96h48c8.84 0 16-7.16 16-16V256c0-35.35-28.65-64-64-64zm-64 256H128v-96h256v96zm0-224H128V64h192v48c0 8.84 7.16 16 16 16h48v96zm48 72c-13.25 0-24-10.75-24-24 0-13.26 10.75-24 24-24s24 10.74 24 24c0 13.25-10.75 24-24 24z"]},T={prefix:"fas",iconName:"question",icon:[384,512,[],"f128","M202.021 0C122.202 0 70.503 32.703 29.914 91.026c-7.363 10.58-5.093 25.086 5.178 32.874l43.138 32.709c10.373 7.865 25.132 6.026 33.253-4.148 25.049-31.381 43.63-49.449 82.757-49.449 30.764 0 68.816 19.799 68.816 49.631 0 22.552-18.617 34.134-48.993 51.164-35.423 19.86-82.299 44.576-82.299 106.405V320c0 13.255 10.745 24 24 24h72.471c13.255 0 24-10.745 24-24v-5.773c0-42.86 125.268-44.645 125.268-160.627C377.504 66.256 286.902 0 202.021 0zM192 373.459c-38.196 0-69.271 31.075-69.271 69.271 0 38.195 31.075 69.27 69.271 69.27s69.271-31.075 69.271-69.271-31.075-69.27-69.271-69.27z"]},v={prefix:"fas",iconName:"radiation",icon:[496,512,[],"f7b9","M328.2 255.8h151.6c9.1 0 16.8-7.7 16.2-16.8-5.1-75.8-44.4-142.2-102.5-184.2-7.4-5.3-17.9-2.9-22.7 4.8L290.4 188c22.6 14.3 37.8 39.2 37.8 67.8zm-37.8 67.7c-12.3 7.7-26.8 12.4-42.4 12.4-15.6 0-30-4.7-42.4-12.4L125.2 452c-4.8 7.7-2.4 18.1 5.6 22.4C165.7 493.2 205.6 504 248 504s82.3-10.8 117.2-29.6c8-4.3 10.4-14.8 5.6-22.4l-80.4-128.5zM248 303.8c26.5 0 48-21.5 48-48s-21.5-48-48-48-48 21.5-48 48 21.5 48 48 48zm-231.8-48h151.6c0-28.6 15.2-53.5 37.8-67.7L125.2 59.7c-4.8-7.7-15.3-10.2-22.7-4.8C44.4 96.9 5.1 163.3 0 239.1c-.6 9 7.1 16.7 16.2 16.7z"]},C={prefix:"fas",iconName:"spinner",icon:[512,512,[],"f110","M304 48c0 26.51-21.49 48-48 48s-48-21.49-48-48 21.49-48 48-48 48 21.49 48 48zm-48 368c-26.51 0-48 21.49-48 48s21.49 48 48 48 48-21.49 48-48-21.49-48-48-48zm208-208c-26.51 0-48 21.49-48 48s21.49 48 48 48 48-21.49 48-48-21.49-48-48-48zM96 256c0-26.51-21.49-48-48-48S0 229.49 0 256s21.49 48 48 48 48-21.49 48-48zm12.922 99.078c-26.51 0-48 21.49-48 48s21.49 48 48 48 48-21.49 48-48c0-26.509-21.491-48-48-48zm294.156 0c-26.51 0-48 21.49-48 48s21.49 48 48 48 48-21.49 48-48c0-26.509-21.49-48-48-48zM108.922 60.922c-26.51 0-48 21.49-48 48s21.49 48 48 48 48-21.49 48-48-21.491-48-48-48z"]}},"WV2/":function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(14).then(function(){var t=r("U6dl");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},WfZR:function(e){e.exports=function(e){return{case_insensitive:!0,aliases:["f90","f95"],keywords:{literal:".False. .True.",keyword:"kind do while private call intrinsic where elsewhere type endtype endmodule endselect endinterface end enddo endif if forall endforall only contains default return stop then public subroutine|10 function program .and. .or. .not. .le. .eq. .ge. .gt. .lt. goto save else use module select case access blank direct exist file fmt form formatted iostat name named nextrec number opened rec recl sequential status unformatted unit continue format pause cycle exit c_null_char c_alert c_backspace c_form_feed flush wait decimal round iomsg synchronous nopass non_overridable pass protected volatile abstract extends import non_intrinsic value deferred generic final enumerator class associate bind enum c_int c_short c_long c_long_long c_signed_char c_size_t c_int8_t c_int16_t c_int32_t c_int64_t c_int_least8_t c_int_least16_t c_int_least32_t c_int_least64_t c_int_fast8_t c_int_fast16_t c_int_fast32_t c_int_fast64_t c_intmax_t C_intptr_t c_float c_double c_long_double c_float_complex c_double_complex c_long_double_complex c_bool c_char c_null_ptr c_null_funptr c_new_line c_carriage_return c_horizontal_tab c_vertical_tab iso_c_binding c_loc c_funloc c_associated c_f_pointer c_ptr c_funptr iso_fortran_env character_storage_size error_unit file_storage_size input_unit iostat_end iostat_eor numeric_storage_size output_unit c_f_procpointer ieee_arithmetic ieee_support_underflow_control ieee_get_underflow_mode ieee_set_underflow_mode newunit contiguous recursive pad position action delim readwrite eor advance nml interface procedure namelist include sequence elemental pure integer real character complex logical dimension allocatable|10 parameter external implicit|10 none double precision assign intent optional pointer target in out common equivalence data",built_in:"alog alog10 amax0 amax1 amin0 amin1 amod cabs ccos cexp clog csin csqrt dabs dacos dasin datan datan2 dcos dcosh ddim dexp dint dlog dlog10 dmax1 dmin1 dmod dnint dsign dsin dsinh dsqrt dtan dtanh float iabs idim idint idnint ifix isign max0 max1 min0 min1 sngl algama cdabs cdcos cdexp cdlog cdsin cdsqrt cqabs cqcos cqexp cqlog cqsin cqsqrt dcmplx dconjg derf derfc dfloat dgamma dimag dlgama iqint qabs qacos qasin qatan qatan2 qcmplx qconjg qcos qcosh qdim qerf qerfc qexp qgamma qimag qlgama qlog qlog10 qmax1 qmin1 qmod qnint qsign qsin qsinh qsqrt qtan qtanh abs acos aimag aint anint asin atan atan2 char cmplx conjg cos cosh exp ichar index int log log10 max min nint sign sin sinh sqrt tan tanh print write dim lge lgt lle llt mod nullify allocate deallocate adjustl adjustr all allocated any associated bit_size btest ceiling count cshift date_and_time digits dot_product eoshift epsilon exponent floor fraction huge iand ibclr ibits ibset ieor ior ishft ishftc lbound len_trim matmul maxexponent maxloc maxval merge minexponent minloc minval modulo mvbits nearest pack present product radix random_number random_seed range repeat reshape rrspacing scale scan selected_int_kind selected_real_kind set_exponent shape size spacing spread sum system_clock tiny transpose trim ubound unpack verify achar iachar transfer dble entry dprod cpu_time command_argument_count get_command get_command_argument get_environment_variable is_iostat_end ieee_arithmetic ieee_support_underflow_control ieee_get_underflow_mode ieee_set_underflow_mode is_iostat_eor move_alloc new_line selected_char_kind same_type_as extends_type_ofacosh asinh atanh bessel_j0 bessel_j1 bessel_jn bessel_y0 bessel_y1 bessel_yn erf erfc erfc_scaled gamma log_gamma hypot norm2 atomic_define atomic_ref execute_command_line leadz trailz storage_size merge_bits bge bgt ble blt dshiftl dshiftr findloc iall iany iparity image_index lcobound ucobound maskl maskr num_images parity popcnt poppar shifta shiftl shiftr this_image"},illegal:/\/\*/,contains:[e.inherit(e.APOS_STRING_MODE,{className:"string",relevance:0}),e.inherit(e.QUOTE_STRING_MODE,{className:"string",relevance:0}),{className:"function",beginKeywords:"subroutine function program",illegal:"[${=\\n]",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",begin:"\\(",end:"\\)"}]},e.COMMENT("!","$",{relevance:0}),{className:"number",begin:"(?=\\b|\\+|\\-|\\.)(?=\\.\\d|\\d)(?:\\d+)?(?:\\.?\\d*)(?:[de][+-]?\\d+)?\\b\\.?",relevance:0}]}}},WgIG:function(e,t,r){"use strict";function n(e){try{return e&&"function"==typeof e&&e.name||""}catch(e){return""}}r.d(t,"a",(function(){return n}))},Wu1p:function(e){e.exports=function(e){var t=e.getLanguage("cpp").exports;return{keywords:{keyword:"boolean byte word string String array "+t.keywords.keyword,built_in:"setup loop while catch for if do goto try switch case else default break continue return KeyboardController MouseController SoftwareSerial EthernetServer EthernetClient LiquidCrystal RobotControl GSMVoiceCall EthernetUDP EsploraTFT HttpClient RobotMotor WiFiClient GSMScanner FileSystem Scheduler GSMServer YunClient YunServer IPAddress GSMClient GSMModem Keyboard Ethernet Console GSMBand Esplora Stepper Process WiFiUDP GSM_SMS Mailbox USBHost Firmata PImage Client Server GSMPIN FileIO Bridge Serial EEPROM Stream Mouse Audio Servo File Task GPRS WiFi Wire TFT GSM SPI SD runShellCommandAsynchronously analogWriteResolution retrieveCallingNumber printFirmwareVersion analogReadResolution sendDigitalPortPair noListenOnLocalhost readJoystickButton setFirmwareVersion readJoystickSwitch scrollDisplayRight getVoiceCallStatus scrollDisplayLeft writeMicroseconds delayMicroseconds beginTransmission getSignalStrength runAsynchronously getAsynchronously listenOnLocalhost getCurrentCarrier readAccelerometer messageAvailable sendDigitalPorts lineFollowConfig countryNameWrite runShellCommand readStringUntil rewindDirectory readTemperature setClockDivider readLightSensor endTransmission analogReference detachInterrupt countryNameRead attachInterrupt encryptionType readBytesUntil robotNameWrite readMicrophone robotNameRead cityNameWrite userNameWrite readJoystickY readJoystickX mouseReleased openNextFile scanNetworks noInterrupts digitalWrite beginSpeaker mousePressed isActionDone mouseDragged displayLogos noAutoscroll addParameter remoteNumber getModifiers keyboardRead userNameRead waitContinue processInput parseCommand printVersion readNetworks writeMessage blinkVersion cityNameRead readMessage setDataMode parsePacket isListening setBitOrder beginPacket isDirectory motorsWrite drawCompass digitalRead clearScreen serialEvent rightToLeft setTextSize leftToRight requestFrom keyReleased compassRead analogWrite interrupts WiFiServer disconnect playMelody parseFloat autoscroll getPINUsed setPINUsed setTimeout sendAnalog readSlider analogRead beginWrite createChar motorsStop keyPressed tempoWrite readButton subnetMask debugPrint macAddress writeGreen randomSeed attachGPRS readString sendString remotePort releaseAll mouseMoved background getXChange getYChange answerCall getResult voiceCall endPacket constrain getSocket writeJSON getButton available connected findUntil readBytes exitValue readGreen writeBlue startLoop IPAddress isPressed sendSysex pauseMode gatewayIP setCursor getOemKey tuneWrite noDisplay loadImage switchPIN onRequest onReceive changePIN playFile noBuffer parseInt overflow checkPIN knobRead beginTFT bitClear updateIR bitWrite position writeRGB highByte writeRed setSpeed readBlue noStroke remoteIP transfer shutdown hangCall beginSMS endWrite attached maintain noCursor checkReg checkPUK shiftOut isValid shiftIn pulseIn connect println localIP pinMode getIMEI display noBlink process getBand running beginSD drawBMP lowByte setBand release bitRead prepare pointTo readRed setMode noFill remove listen stroke detach attach noTone exists buffer height bitSet circle config cursor random IRread setDNS endSMS getKey micros millis begin print write ready flush width isPIN blink clear press mkdir rmdir close point yield image BSSID click delay read text move peek beep rect line open seek fill size turn stop home find step tone sqrt RSSI SSID end bit tan cos sin pow map abs max min get run put",literal:"DIGITAL_MESSAGE FIRMATA_STRING ANALOG_MESSAGE REPORT_DIGITAL REPORT_ANALOG INPUT_PULLUP SET_PIN_MODE INTERNAL2V56 SYSTEM_RESET LED_BUILTIN INTERNAL1V1 SYSEX_START INTERNAL EXTERNAL DEFAULT OUTPUT INPUT HIGH LOW"},contains:[t.preprocessor,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE]}}},"X7+o":function(e,t,r){"use strict";(function(e){function n(e){return(n="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(e){return typeof e}:function(e){return e&&"function"==typeof Symbol&&e.constructor===Symbol&&e!==Symbol.prototype?"symbol":typeof e})(e)}function o(e,t){for(var r=0;r-1;o--){var a=r[o],i=(a.tagName||"").toUpperCase();["STYLE","LINK"].indexOf(i)>-1&&(n=a)}return Y.head.insertBefore(t,n),e}}function T(){for(var e=12,t="";e-- >0;)t+="0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ"[62*Math.random()|0];return t}function v(e){return"".concat(e).replace(/&/g,"&").replace(/"/g,""").replace(/'/g,"'").replace(//g,">")}function C(e){return Object.keys(e||{}).reduce((function(t,r){return t+"".concat(r,": ").concat(e[r],";")}),"")}function y(e){return e.size!==oe.size||e.x!==oe.x||e.y!==oe.y||e.rotate!==oe.rotate||e.flipX||e.flipY}function R(e){var t=e.transform,r=e.iconWidth,n={transform:"translate(".concat(e.containerWidth/2," 256)")},o="translate(".concat(32*t.x,", ").concat(32*t.y,") "),a="scale(".concat(t.size/16*(t.flipX?-1:1),", ").concat(t.size/16*(t.flipY?-1:1),") "),i="rotate(".concat(t.rotate," 0 0)");return{outer:n,inner:{transform:"".concat(o," ").concat(a," ").concat(i)},path:{transform:"translate(".concat(r/2*-1," -256)")}}}function N(e){var t=!(arguments.length>1&&void 0!==arguments[1])||arguments[1];return e.attributes&&(e.attributes.fill||t)&&(e.attributes.fill="black"),e}function O(e){var t=e.icons,r=t.main,n=t.mask,o=e.prefix,a=e.iconName,s=e.transform,l=e.symbol,c=e.title,_=e.maskId,d=e.titleId,u=e.extra,p=e.watchable,m=void 0!==p&&p,g=n.found?n:r,f=g.width,E=g.height,b="fak"===o,h=b?"":"fa-w-".concat(Math.ceil(f/E*16)),S=[K.replacementClass,a?"".concat(K.familyPrefix,"-").concat(a):"",h].filter((function(e){return-1===u.classes.indexOf(e)})).filter((function(e){return""!==e||!!e})).concat(u.classes).join(" "),v={children:[],attributes:i({},u.attributes,{"data-prefix":o,"data-icon":a,class:S,role:u.attributes.role||"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 ".concat(f," ").concat(E)})},O=b&&!~u.classes.indexOf("fa-fw")?{width:"".concat(f/E*16*.0625,"em")}:{};m&&(v.attributes["data-fa-i2svg"]=""),c&&v.children.push({tag:"title",attributes:{id:v.attributes["aria-labelledby"]||"title-".concat(d||T())},children:[c]});var A=i({},v,{prefix:o,iconName:a,main:r,mask:n,maskId:_,transform:s,symbol:l,styles:i({},O,u.styles)}),I=n.found&&r.found?function(e){var t,r=e.children,n=e.attributes,o=e.main,a=e.mask,s=e.maskId,l=o.icon,c=a.icon,_=R({transform:e.transform,containerWidth:a.width,iconWidth:o.width}),d={tag:"rect",attributes:i({},ae,{fill:"white"})},u=l.children?{children:l.children.map(N)}:{},p={tag:"g",attributes:i({},_.inner),children:[N(i({tag:l.tag,attributes:i({},l.attributes,_.path)},u))]},m={tag:"g",attributes:i({},_.outer),children:[p]},g="mask-".concat(s||T()),f="clip-".concat(s||T()),E={tag:"mask",attributes:i({},ae,{id:g,maskUnits:"userSpaceOnUse",maskContentUnits:"userSpaceOnUse"}),children:[d,m]},b={tag:"defs",children:[{tag:"clipPath",attributes:{id:f},children:(t=c,"g"===t.tag?t.children:[t])},E]};return r.push(b,{tag:"rect",attributes:i({fill:"currentColor","clip-path":"url(#".concat(f,")"),mask:"url(#".concat(g,")")},ae)}),{children:r,attributes:n}}(A):function(e){var t=e.children,r=e.attributes,n=e.main,o=e.transform,a=C(e.styles);if(a.length>0&&(r.style=a),y(o)){var s=R({transform:o,containerWidth:n.width,iconWidth:n.width});t.push({tag:"g",attributes:i({},s.outer),children:[{tag:"g",attributes:i({},s.inner),children:[{tag:n.icon.tag,children:n.icon.children,attributes:i({},n.icon.attributes,s.path)}]}]})}else t.push(n.icon);return{children:t,attributes:r}}(A),D=I.attributes;return A.children=I.children,A.attributes=D,l?function(e){var t=e.iconName,r=e.children,n=e.symbol;return[{tag:"svg",attributes:{style:"display: none;"},children:[{tag:"symbol",attributes:i({},e.attributes,{id:!0===n?"".concat(e.prefix,"-").concat(K.familyPrefix,"-").concat(t):n}),children:r}]}]}(A):function(e){var t=e.children,r=e.main,n=e.mask,o=e.attributes,a=e.styles,s=e.transform;if(y(s)&&r.found&&!n.found){var l={x:r.width/r.height/2,y:.5};o.style=C(i({},a,{"transform-origin":"".concat(l.x+s.x/16,"em ").concat(l.y+s.y/16,"em")}))}return[{tag:"svg",attributes:o,children:t}]}(A)}function A(e,t){var r=arguments.length>2&&void 0!==arguments[2]?arguments[2]:{},n=r.skipHooks,o=void 0!==n&&n,a=Object.keys(t).reduce((function(e,r){var n=t[r];return!!n.icon?e[n.iconName]=n.icon:e[r]=n,e}),{});"function"!=typeof X.hooks.addPack||o?X.styles[e]=i({},X.styles[e]||{},a):X.hooks.addPack(e,a),"fas"===e&&A("fa",t)}function I(e,t,r){if(e&&e[t]&&e[t][r])return{prefix:t,iconName:r,icon:e[t][r]}}function D(e){var t=e.tag,r=e.attributes,n=void 0===r?{}:r,o=e.children,a=void 0===o?[]:o;return"string"==typeof e?v(e):"<".concat(t," ").concat(function(e){return Object.keys(e||{}).reduce((function(t,r){return t+"".concat(r,'="').concat(v(e[r]),'" ')}),"").trim()}(n),">").concat(a.map(D).join(""),"")}function w(e){this.name="MissingIcon",this.message=e||"Icon unavailable",this.stack=(new Error).stack}function x(e){var t=e[0],r=e[1],n=s(e.slice(4),1)[0];return{found:!0,width:t,height:r,icon:Array.isArray(n)?{tag:"g",attributes:{class:"".concat(K.familyPrefix,"-").concat(q.GROUP)},children:[{tag:"path",attributes:{class:"".concat(K.familyPrefix,"-").concat(q.SECONDARY),fill:"currentColor",d:n[0]}},{tag:"path",attributes:{class:"".concat(K.familyPrefix,"-").concat(q.PRIMARY),fill:"currentColor",d:n[1]}}]}:{tag:"path",attributes:{fill:"currentColor",d:n}}}}function M(){var e="svg-inline--fa",t=K.familyPrefix,r=K.replacementClass,n='svg:not(:root).svg-inline--fa {\n overflow: visible;\n}\n\n.svg-inline--fa {\n display: inline-block;\n font-size: inherit;\n height: 1em;\n overflow: visible;\n vertical-align: -0.125em;\n}\n.svg-inline--fa.fa-lg {\n vertical-align: -0.225em;\n}\n.svg-inline--fa.fa-w-1 {\n width: 0.0625em;\n}\n.svg-inline--fa.fa-w-2 {\n width: 0.125em;\n}\n.svg-inline--fa.fa-w-3 {\n width: 0.1875em;\n}\n.svg-inline--fa.fa-w-4 {\n width: 0.25em;\n}\n.svg-inline--fa.fa-w-5 {\n width: 0.3125em;\n}\n.svg-inline--fa.fa-w-6 {\n width: 0.375em;\n}\n.svg-inline--fa.fa-w-7 {\n width: 0.4375em;\n}\n.svg-inline--fa.fa-w-8 {\n width: 0.5em;\n}\n.svg-inline--fa.fa-w-9 {\n width: 0.5625em;\n}\n.svg-inline--fa.fa-w-10 {\n width: 0.625em;\n}\n.svg-inline--fa.fa-w-11 {\n width: 0.6875em;\n}\n.svg-inline--fa.fa-w-12 {\n width: 0.75em;\n}\n.svg-inline--fa.fa-w-13 {\n width: 0.8125em;\n}\n.svg-inline--fa.fa-w-14 {\n width: 0.875em;\n}\n.svg-inline--fa.fa-w-15 {\n width: 0.9375em;\n}\n.svg-inline--fa.fa-w-16 {\n width: 1em;\n}\n.svg-inline--fa.fa-w-17 {\n width: 1.0625em;\n}\n.svg-inline--fa.fa-w-18 {\n width: 1.125em;\n}\n.svg-inline--fa.fa-w-19 {\n width: 1.1875em;\n}\n.svg-inline--fa.fa-w-20 {\n width: 1.25em;\n}\n.svg-inline--fa.fa-pull-left {\n margin-right: 0.3em;\n width: auto;\n}\n.svg-inline--fa.fa-pull-right {\n margin-left: 0.3em;\n width: auto;\n}\n.svg-inline--fa.fa-border {\n height: 1.5em;\n}\n.svg-inline--fa.fa-li {\n width: 2em;\n}\n.svg-inline--fa.fa-fw {\n width: 1.25em;\n}\n\n.fa-layers svg.svg-inline--fa {\n bottom: 0;\n left: 0;\n margin: auto;\n position: absolute;\n right: 0;\n top: 0;\n}\n\n.fa-layers {\n display: inline-block;\n height: 1em;\n position: relative;\n text-align: center;\n vertical-align: -0.125em;\n width: 1em;\n}\n.fa-layers svg.svg-inline--fa {\n -webkit-transform-origin: center center;\n transform-origin: center center;\n}\n\n.fa-layers-counter, .fa-layers-text {\n display: inline-block;\n position: absolute;\n text-align: center;\n}\n\n.fa-layers-text {\n left: 50%;\n top: 50%;\n -webkit-transform: translate(-50%, -50%);\n transform: translate(-50%, -50%);\n -webkit-transform-origin: center center;\n transform-origin: center center;\n}\n\n.fa-layers-counter {\n background-color: #ff253a;\n border-radius: 1em;\n -webkit-box-sizing: border-box;\n box-sizing: border-box;\n color: #fff;\n height: 1.5em;\n line-height: 1;\n max-width: 5em;\n min-width: 1.5em;\n overflow: hidden;\n padding: 0.25em;\n right: 0;\n text-overflow: ellipsis;\n top: 0;\n -webkit-transform: scale(0.25);\n transform: scale(0.25);\n -webkit-transform-origin: top right;\n transform-origin: top right;\n}\n\n.fa-layers-bottom-right {\n bottom: 0;\n right: 0;\n top: auto;\n -webkit-transform: scale(0.25);\n transform: scale(0.25);\n -webkit-transform-origin: bottom right;\n transform-origin: bottom right;\n}\n\n.fa-layers-bottom-left {\n bottom: 0;\n left: 0;\n right: auto;\n top: auto;\n -webkit-transform: scale(0.25);\n transform: scale(0.25);\n -webkit-transform-origin: bottom left;\n transform-origin: bottom left;\n}\n\n.fa-layers-top-right {\n right: 0;\n top: 0;\n -webkit-transform: scale(0.25);\n transform: scale(0.25);\n -webkit-transform-origin: top right;\n transform-origin: top right;\n}\n\n.fa-layers-top-left {\n left: 0;\n right: auto;\n top: 0;\n -webkit-transform: scale(0.25);\n transform: scale(0.25);\n -webkit-transform-origin: top left;\n transform-origin: top left;\n}\n\n.fa-lg {\n font-size: 1.3333333333em;\n line-height: 0.75em;\n vertical-align: -0.0667em;\n}\n\n.fa-xs {\n font-size: 0.75em;\n}\n\n.fa-sm {\n font-size: 0.875em;\n}\n\n.fa-1x {\n font-size: 1em;\n}\n\n.fa-2x {\n font-size: 2em;\n}\n\n.fa-3x {\n font-size: 3em;\n}\n\n.fa-4x {\n font-size: 4em;\n}\n\n.fa-5x {\n font-size: 5em;\n}\n\n.fa-6x {\n font-size: 6em;\n}\n\n.fa-7x {\n font-size: 7em;\n}\n\n.fa-8x {\n font-size: 8em;\n}\n\n.fa-9x {\n font-size: 9em;\n}\n\n.fa-10x {\n font-size: 10em;\n}\n\n.fa-fw {\n text-align: center;\n width: 1.25em;\n}\n\n.fa-ul {\n list-style-type: none;\n margin-left: 2.5em;\n padding-left: 0;\n}\n.fa-ul > li {\n position: relative;\n}\n\n.fa-li {\n left: -2em;\n position: absolute;\n text-align: center;\n width: 2em;\n line-height: inherit;\n}\n\n.fa-border {\n border: solid 0.08em #eee;\n border-radius: 0.1em;\n padding: 0.2em 0.25em 0.15em;\n}\n\n.fa-pull-left {\n float: left;\n}\n\n.fa-pull-right {\n float: right;\n}\n\n.fa.fa-pull-left,\n.fas.fa-pull-left,\n.far.fa-pull-left,\n.fal.fa-pull-left,\n.fab.fa-pull-left {\n margin-right: 0.3em;\n}\n.fa.fa-pull-right,\n.fas.fa-pull-right,\n.far.fa-pull-right,\n.fal.fa-pull-right,\n.fab.fa-pull-right {\n margin-left: 0.3em;\n}\n\n.fa-spin {\n -webkit-animation: fa-spin 2s infinite linear;\n animation: fa-spin 2s infinite linear;\n}\n\n.fa-pulse {\n -webkit-animation: fa-spin 1s infinite steps(8);\n animation: fa-spin 1s infinite steps(8);\n}\n\n@-webkit-keyframes fa-spin {\n 0% {\n -webkit-transform: rotate(0deg);\n transform: rotate(0deg);\n }\n 100% {\n -webkit-transform: rotate(360deg);\n transform: rotate(360deg);\n }\n}\n\n@keyframes fa-spin {\n 0% {\n -webkit-transform: rotate(0deg);\n transform: rotate(0deg);\n }\n 100% {\n -webkit-transform: rotate(360deg);\n transform: rotate(360deg);\n }\n}\n.fa-rotate-90 {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=1)";\n -webkit-transform: rotate(90deg);\n transform: rotate(90deg);\n}\n\n.fa-rotate-180 {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2)";\n -webkit-transform: rotate(180deg);\n transform: rotate(180deg);\n}\n\n.fa-rotate-270 {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=3)";\n -webkit-transform: rotate(270deg);\n transform: rotate(270deg);\n}\n\n.fa-flip-horizontal {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=0, mirror=1)";\n -webkit-transform: scale(-1, 1);\n transform: scale(-1, 1);\n}\n\n.fa-flip-vertical {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2, mirror=1)";\n -webkit-transform: scale(1, -1);\n transform: scale(1, -1);\n}\n\n.fa-flip-both, .fa-flip-horizontal.fa-flip-vertical {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2, mirror=1)";\n -webkit-transform: scale(-1, -1);\n transform: scale(-1, -1);\n}\n\n:root .fa-rotate-90,\n:root .fa-rotate-180,\n:root .fa-rotate-270,\n:root .fa-flip-horizontal,\n:root .fa-flip-vertical,\n:root .fa-flip-both {\n -webkit-filter: none;\n filter: none;\n}\n\n.fa-stack {\n display: inline-block;\n height: 2em;\n position: relative;\n width: 2.5em;\n}\n\n.fa-stack-1x,\n.fa-stack-2x {\n bottom: 0;\n left: 0;\n margin: auto;\n position: absolute;\n right: 0;\n top: 0;\n}\n\n.svg-inline--fa.fa-stack-1x {\n height: 1em;\n width: 1.25em;\n}\n.svg-inline--fa.fa-stack-2x {\n height: 2em;\n width: 2.5em;\n}\n\n.fa-inverse {\n color: #fff;\n}\n\n.sr-only {\n border: 0;\n clip: rect(0, 0, 0, 0);\n height: 1px;\n margin: -1px;\n overflow: hidden;\n padding: 0;\n position: absolute;\n width: 1px;\n}\n\n.sr-only-focusable:active, .sr-only-focusable:focus {\n clip: auto;\n height: auto;\n margin: 0;\n overflow: visible;\n position: static;\n width: auto;\n}\n\n.svg-inline--fa .fa-primary {\n fill: var(--fa-primary-color, currentColor);\n opacity: 1;\n opacity: var(--fa-primary-opacity, 1);\n}\n\n.svg-inline--fa .fa-secondary {\n fill: var(--fa-secondary-color, currentColor);\n opacity: 0.4;\n opacity: var(--fa-secondary-opacity, 0.4);\n}\n\n.svg-inline--fa.fa-swap-opacity .fa-primary {\n opacity: 0.4;\n opacity: var(--fa-secondary-opacity, 0.4);\n}\n\n.svg-inline--fa.fa-swap-opacity .fa-secondary {\n opacity: 1;\n opacity: var(--fa-primary-opacity, 1);\n}\n\n.svg-inline--fa mask .fa-primary,\n.svg-inline--fa mask .fa-secondary {\n fill: black;\n}\n\n.fad.fa-inverse {\n color: #fff;\n}';if("fa"!==t||r!==e){var o=new RegExp("\\.".concat("fa","\\-"),"g"),a=new RegExp("\\--".concat("fa","\\-"),"g"),i=new RegExp("\\.".concat(e),"g");n=n.replace(o,".".concat(t,"-")).replace(a,"--".concat(t,"-")).replace(i,".".concat(r))}return n}function L(){K.autoAddCss&&!Ee&&(S(M()),Ee=!0)}function P(e,t){return Object.defineProperty(e,"abstract",{get:t}),Object.defineProperty(e,"html",{get:function(){return e.abstract.map((function(e){return D(e)}))}}),Object.defineProperty(e,"node",{get:function(){if(V){var t=Y.createElement("div");return t.innerHTML=e.html,t.children}}}),e}function k(e){var t=e.prefix,r=void 0===t?"fa":t,n=e.iconName;if(n)return I(fe.definitions,r,n)||I(X.styles,r,n)}r.d(t,"a",(function(){return he})),r.d(t,"b",(function(){return be}));var j={},U={};try{"undefined"!=typeof window&&(j=window),"undefined"!=typeof document&&(U=document),"undefined"!=typeof MutationObserver&&MutationObserver,"undefined"!=typeof performance&&performance}catch(e){}var F=(j.navigator||{}).userAgent,G=void 0===F?"":F,B=j,Y=U,V=!!Y.documentElement&&!!Y.head&&"function"==typeof Y.addEventListener&&"function"==typeof Y.createElement,H=(~G.indexOf("MSIE")||G.indexOf("Trident/"),function(){try{}catch(e){return!1}}(),[1,2,3,4,5,6,7,8,9,10]),z=H.concat([11,12,13,14,15,16,17,18,19,20]),q={GROUP:"group",SWAP_OPACITY:"swap-opacity",PRIMARY:"primary",SECONDARY:"secondary"},W=(["xs","sm","lg","fw","ul","li","border","pull-left","pull-right","spin","pulse","rotate-90","rotate-180","rotate-270","flip-horizontal","flip-vertical","flip-both","stack","stack-1x","stack-2x","inverse","layers","layers-text","layers-counter",q.GROUP,q.SWAP_OPACITY,q.PRIMARY,q.SECONDARY].concat(H.map((function(e){return"".concat(e,"x")}))).concat(z.map((function(e){return"w-".concat(e)}))),B.FontAwesomeConfig||{});if(Y&&"function"==typeof Y.querySelector){[["data-family-prefix","familyPrefix"],["data-replacement-class","replacementClass"],["data-auto-replace-svg","autoReplaceSvg"],["data-auto-add-css","autoAddCss"],["data-auto-a11y","autoA11y"],["data-search-pseudo-elements","searchPseudoElements"],["data-observe-mutations","observeMutations"],["data-mutate-approach","mutateApproach"],["data-keep-original-source","keepOriginalSource"],["data-measure-performance","measurePerformance"],["data-show-missing-icons","showMissingIcons"]].forEach((function(e){var t=s(e,2),r=t[1],n=function(e){return""===e||"false"!==e&&("true"===e||e)}(function(e){var t=Y.querySelector("script["+e+"]");if(t)return t.getAttribute(e)}(t[0]));null!=n&&(W[r]=n)}))}var Q=i({},{familyPrefix:"fa",replacementClass:"svg-inline--fa",autoReplaceSvg:!0,autoAddCss:!0,autoA11y:!0,searchPseudoElements:!1,observeMutations:!0,mutateApproach:"async",keepOriginalSource:!0,measurePerformance:!1,showMissingIcons:!0},W);Q.autoReplaceSvg||(Q.observeMutations=!1);var K=i({},Q);B.FontAwesomeConfig=K;var $=B||{};$.___FONT_AWESOME___||($.___FONT_AWESOME___={}),$.___FONT_AWESOME___.styles||($.___FONT_AWESOME___.styles={}),$.___FONT_AWESOME___.hooks||($.___FONT_AWESOME___.hooks={}),$.___FONT_AWESOME___.shims||($.___FONT_AWESOME___.shims=[]);var X=$.___FONT_AWESOME___,Z=[];V&&((Y.documentElement.doScroll?/^loaded|^c/:/^loaded|^i|^c/).test(Y.readyState)||Y.addEventListener("DOMContentLoaded",(function e(){Y.removeEventListener("DOMContentLoaded",e),1,Z.map((function(e){return e()}))})));var J,ee=function(){},te=void 0!==e&&void 0!==e.process&&"function"==typeof e.process.emit,re="undefined"==typeof setImmediate?setTimeout:setImmediate,ne=[];h.prototype={constructor:h,_state:"pending",_then:null,_data:void 0,_handled:!1,then:function(e,t){var r={owner:this,then:new this.constructor(ee),fulfilled:e,rejected:t};return!t&&!e||this._handled||(this._handled=!0,"rejected"===this._state&&te&&c(b,this)),"fulfilled"===this._state||"rejected"===this._state?c(_,r):this._then.push(r),r.then},catch:function(e){return this.then(null,e)}},h.all=function(e){if(!Array.isArray(e))throw new TypeError("You must pass an array to Promise.all().");return new h((function(t,r){function n(e){return i++,function(r){a[e]=r,--i||t(a)}}for(var o,a=[],i=0,s=0;s1&&void 0!==arguments[1]?arguments[1]:{},r=t.transform,n=void 0===r?oe:r,o=t.symbol,a=void 0!==o&&o,s=t.mask,l=void 0===s?null:s,c=t.maskId,_=void 0===c?null:c,d=t.title,u=void 0===d?null:d,p=t.titleId,m=void 0===p?null:p,g=t.classes,f=void 0===g?[]:g,E=t.attributes,b=void 0===E?{}:E,h=t.styles,S=void 0===h?{}:h;if(e){var v=e.prefix,C=e.iconName,y=e.icon;return P(i({type:"icon"},e),(function(){return L(),K.autoA11y&&(u?b["aria-labelledby"]="".concat(K.replacementClass,"-title-").concat(m||T()):(b["aria-hidden"]="true",b.focusable="false")),O({icons:{main:x(y),mask:l?x(l.icon):{found:!1,width:null,height:null,icon:{}}},prefix:v,iconName:C,transform:i({},oe,n),symbol:a,title:u,maskId:_,titleId:m,extra:{attributes:b,styles:S,classes:f}})}))}},function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{},r=(e||{}).icon?e:k(e||{}),n=t.mask;return n&&(n=(n||{}).icon?n:k(n||{})),de(r,i({},t,{mask:n}))})}).call(this,r("pCvA"))},"X9+K":function(e){e.exports=function(e){return{keywords:{built_in:"spawn spawn_link self",keyword:"after and andalso|10 band begin bnot bor bsl bsr bxor case catch cond div end fun if let not of or orelse|10 query receive rem try when xor"},contains:[{className:"meta",begin:"^[0-9]+> ",relevance:10},e.COMMENT("%","$"),{className:"number",begin:"\\b(\\d+#[a-fA-F0-9]+|\\d+(\\.\\d+)?([eE][-+]?\\d+)?)",relevance:0},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{begin:"\\?(::)?([A-Z]\\w*(::)?)+"},{begin:"->"},{begin:"ok"},{begin:"!"},{begin:"(\\b[a-z'][a-zA-Z0-9_']*:[a-z'][a-zA-Z0-9_']*)|(\\b[a-z'][a-zA-Z0-9_']*)",relevance:0},{begin:"[A-Z][a-zA-Z0-9_']*",relevance:0}]}}},XGy2:function(e,t,r){"use strict";function n(e){function t(t){return t&&(t=o.apply(null,arguments)),new e(t)}return t.displayName=e.displayName||e.name,t}var o=r("7XJz"),a=n(Error);e.exports=a,a.eval=n(EvalError),a.range=n(RangeError),a.reference=n(ReferenceError),a.syntax=n(SyntaxError),a.type=n(TypeError),a.uri=n(URIError),a.create=n},XN0u:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",lineHeight:"1.45",padding:"2rem",background:"#2d2b57",fontWeight:"normal",color:"#e3dfff"},"hljs-title":{color:"#fad000",fontWeight:"normal"},"hljs-name":{color:"#a1feff",fontWeight:"normal"},"hljs-tag":{color:"#ffffff"},"hljs-attr":{color:"#f8d000",fontStyle:"italic"},"hljs-built_in":{color:"#fb9e00"},"hljs-selector-tag":{color:"#fb9e00",fontWeight:"normal"},"hljs-section":{color:"#fb9e00"},"hljs-keyword":{color:"#fb9e00",fontWeight:"normal"},"hljs-subst":{color:"#e3dfff"},"hljs-string":{color:"#4cd213"},"hljs-attribute":{color:"#4cd213"},"hljs-symbol":{color:"#4cd213"},"hljs-bullet":{color:"#4cd213"},"hljs-addition":{color:"#4cd213"},"hljs-code":{color:"#4cd213"},"hljs-regexp":{color:"#4cd213"},"hljs-selector-class":{color:"#4cd213"},"hljs-selector-attr":{color:"#4cd213"},"hljs-selector-pseudo":{color:"#4cd213"},"hljs-template-tag":{color:"#4cd213"},"hljs-quote":{color:"#4cd213"},"hljs-deletion":{color:"#4cd213"},"hljs-meta":{color:"#fb9e00"},"hljs-meta-string":{color:"#fb9e00"},"hljs-comment":{color:"#ac65ff"},"hljs-literal":{fontWeight:"normal",color:"#fa658d"},"hljs-strong":{fontWeight:"bold"},"hljs-number":{color:"#fa658d"},"hljs-emphasis":{fontStyle:"italic"}}},"Xd/W":function(e){e.exports=function(e){return{aliases:["wildfly-cli"],lexemes:"[a-z-]+",keywords:{keyword:"alias batch cd clear command connect connection-factory connection-info data-source deploy deployment-info deployment-overlay echo echo-dmr help history if jdbc-driver-info jms-queue|20 jms-topic|20 ls patch pwd quit read-attribute read-operation reload rollout-plan run-batch set shutdown try unalias undeploy unset version xa-data-source",literal:"true false"},contains:[e.HASH_COMMENT_MODE,e.QUOTE_STRING_MODE,{className:"params",begin:/--[\w\-=\/]+/},{className:"function",begin:/:[\w\-.]+/,relevance:0},{className:"string",begin:/\B(([\/.])[\w\-.\/=]+)+/},{className:"params",begin:/\(/,end:/\)/,contains:[{begin:/[\w-]+ *=/,returnBegin:!0,relevance:0,contains:[{className:"attr",begin:/[\w-]+/}]}],relevance:0}]}}},Xi3L:function(e){e.exports=function(e){return{aliases:["feature"],keywords:"Feature Background Ability Business Need Scenario Scenarios Scenario Outline Scenario Template Examples Given And Then But When",contains:[{className:"symbol",begin:"\\*",relevance:0},{className:"meta",begin:"@[^@\\s]+"},{begin:"\\|",end:"\\|\\w*$",contains:[{className:"string",begin:"[^|]+"}]},{className:"variable",begin:"<",end:">"},e.HASH_COMMENT_MODE,{className:"string",begin:'"""',end:'"""'},e.QUOTE_STRING_MODE]}}},XjiV:function(e){e.exports=function(){return{contains:[{className:"number",begin:"\\b\\d{1,3}\\.\\d{1,3}\\.\\d{1,3}\\.\\d{1,3}(:\\d{1,5})?\\b"},{className:"number",begin:"\\b\\d+\\b",relevance:0},{className:"string",begin:'"(GET|POST|HEAD|PUT|DELETE|CONNECT|OPTIONS|PATCH|TRACE)',end:'"',keywords:"GET POST HEAD PUT DELETE CONNECT OPTIONS PATCH TRACE",illegal:"\\n",relevance:10},{className:"string",begin:/\[/,end:/\]/,illegal:"\\n"},{className:"string",begin:'"',end:'"',illegal:"\\n"}]}}},"Xzb/":function(e){e.exports=function(e){var t="[A-Za-zА-Яа-яёЁ_][A-Za-zА-Яа-яёЁ_0-9]+",r="далее возврат вызватьисключение выполнить для если и из или иначе иначеесли исключение каждого конецесли конецпопытки конеццикла не новый перейти перем по пока попытка прервать продолжить тогда цикл экспорт ",n="null истина ложь неопределено",o=e.inherit(e.NUMBER_MODE),a={className:"string",begin:'"|\\|',end:'"|$',contains:[{begin:'""'}]},i={begin:"'",end:"'",excludeBegin:!0,excludeEnd:!0,contains:[{className:"number",begin:"\\d{4}([\\.\\\\/:-]?\\d{2}){0,5}"}]},s=e.inherit(e.C_LINE_COMMENT_MODE);return{case_insensitive:!0,lexemes:t,keywords:{keyword:r,built_in:"разделительстраниц разделительстрок символтабуляции ansitooem oemtoansi ввестивидсубконто ввестиперечисление ввестипериод ввестиплансчетов выбранныйплансчетов датагод датамесяц датачисло заголовоксистемы значениевстроку значениеизстроки каталогиб каталогпользователя кодсимв конгода конецпериодаби конецрассчитанногопериодаби конецстандартногоинтервала конквартала конмесяца коннедели лог лог10 максимальноеколичествосубконто названиеинтерфейса названиенабораправ назначитьвид назначитьсчет найтиссылки началопериодаби началостандартногоинтервала начгода начквартала начмесяца начнедели номерднягода номерднянедели номернеделигода обработкаожидания основнойжурналрасчетов основнойплансчетов основнойязык очиститьокносообщений периодстр получитьвремята получитьдатута получитьдокументта получитьзначенияотбора получитьпозициюта получитьпустоезначение получитьта префиксавтонумерации пропись пустоезначение разм разобратьпозициюдокумента рассчитатьрегистрына рассчитатьрегистрыпо симв создатьобъект статусвозврата стрколичествострок сформироватьпозициюдокумента счетпокоду текущеевремя типзначения типзначениястр установитьтана установитьтапо фиксшаблон шаблон acos asin atan base64значение base64строка cos exp log log10 pow sin sqrt tan xmlзначение xmlстрока xmlтип xmlтипзнч активноеокно безопасныйрежим безопасныйрежимразделенияданных булево ввестидату ввестизначение ввестистроку ввестичисло возможностьчтенияxml вопрос восстановитьзначение врег выгрузитьжурналрегистрации выполнитьобработкуоповещения выполнитьпроверкуправдоступа вычислить год данныеформывзначение дата день деньгода деньнедели добавитьмесяц заблокироватьданныедляредактирования заблокироватьработупользователя завершитьработусистемы загрузитьвнешнююкомпоненту закрытьсправку записатьjson записатьxml записатьдатуjson записьжурналарегистрации заполнитьзначениясвойств запроситьразрешениепользователя запуститьприложение запуститьсистему зафиксироватьтранзакцию значениевданныеформы значениевстрокувнутр значениевфайл значениезаполнено значениеизстрокивнутр значениеизфайла изxmlтипа импортмоделиxdto имякомпьютера имяпользователя инициализироватьпредопределенныеданные информацияобошибке каталогбиблиотекимобильногоустройства каталогвременныхфайлов каталогдокументов каталогпрограммы кодироватьстроку кодлокализацииинформационнойбазы кодсимвола командасистемы конецгода конецдня конецквартала конецмесяца конецминуты конецнедели конецчаса конфигурациябазыданныхизмененадинамически конфигурацияизменена копироватьданныеформы копироватьфайл краткоепредставлениеошибки лев макс местноевремя месяц мин минута монопольныйрежим найти найтинедопустимыесимволыxml найтиокнопонавигационнойссылке найтипомеченныенаудаление найтипоссылкам найтифайлы началогода началодня началоквартала началомесяца началоминуты началонедели началочаса начатьзапросразрешенияпользователя начатьзапускприложения начатькопированиефайла начатьперемещениефайла начатьподключениевнешнейкомпоненты начатьподключениерасширенияработыскриптографией начатьподключениерасширенияработысфайлами начатьпоискфайлов начатьполучениекаталогавременныхфайлов начатьполучениекаталогадокументов начатьполучениерабочегокаталогаданныхпользователя начатьполучениефайлов начатьпомещениефайла начатьпомещениефайлов начатьсозданиедвоичныхданныхизфайла начатьсозданиекаталога начатьтранзакцию начатьудалениефайлов начатьустановкувнешнейкомпоненты начатьустановкурасширенияработыскриптографией начатьустановкурасширенияработысфайлами неделягода необходимостьзавершениясоединения номерсеансаинформационнойбазы номерсоединенияинформационнойбазы нрег нстр обновитьинтерфейс обновитьнумерациюобъектов обновитьповторноиспользуемыезначения обработкапрерыванияпользователя объединитьфайлы окр описаниеошибки оповестить оповеститьобизменении отключитьобработчикзапросанастроекклиенталицензирования отключитьобработчикожидания отключитьобработчикоповещения открытьзначение открытьиндекссправки открытьсодержаниесправки открытьсправку открытьформу открытьформумодально отменитьтранзакцию очиститьжурналрегистрации очиститьнастройкипользователя очиститьсообщения параметрыдоступа перейтипонавигационнойссылке переместитьфайл подключитьвнешнююкомпоненту подключитьобработчикзапросанастроекклиенталицензирования подключитьобработчикожидания подключитьобработчикоповещения подключитьрасширениеработыскриптографией подключитьрасширениеработысфайлами подробноепредставлениеошибки показатьвводдаты показатьвводзначения показатьвводстроки показатьвводчисла показатьвопрос показатьзначение показатьинформациюобошибке показатьнакарте показатьоповещениепользователя показатьпредупреждение полноеимяпользователя получитьcomобъект получитьxmlтип получитьадреспоместоположению получитьблокировкусеансов получитьвремязавершенияспящегосеанса получитьвремязасыпанияпассивногосеанса получитьвремяожиданияблокировкиданных получитьданныевыбора получитьдополнительныйпараметрклиенталицензирования получитьдопустимыекодылокализации получитьдопустимыечасовыепояса получитьзаголовокклиентскогоприложения получитьзаголовоксистемы получитьзначенияотборажурналарегистрации получитьидентификаторконфигурации получитьизвременногохранилища получитьимявременногофайла получитьимяклиенталицензирования получитьинформациюэкрановклиента получитьиспользованиежурналарегистрации получитьиспользованиесобытияжурналарегистрации получитькраткийзаголовокприложения получитьмакетоформления получитьмаскувсефайлы получитьмаскувсефайлыклиента получитьмаскувсефайлысервера получитьместоположениепоадресу получитьминимальнуюдлинупаролейпользователей получитьнавигационнуюссылку получитьнавигационнуюссылкуинформационнойбазы получитьобновлениеконфигурациибазыданных получитьобновлениепредопределенныхданныхинформационнойбазы получитьобщиймакет получитьобщуюформу получитьокна получитьоперативнуюотметкувремени получитьотключениебезопасногорежима получитьпараметрыфункциональныхопцийинтерфейса получитьполноеимяпредопределенногозначения получитьпредставлениянавигационныхссылок получитьпроверкусложностипаролейпользователей получитьразделительпути получитьразделительпутиклиента получитьразделительпутисервера получитьсеансыинформационнойбазы получитьскоростьклиентскогосоединения получитьсоединенияинформационнойбазы получитьсообщенияпользователю получитьсоответствиеобъектаиформы получитьсоставстандартногоинтерфейсаodata получитьструктурухранениябазыданных получитьтекущийсеансинформационнойбазы получитьфайл получитьфайлы получитьформу получитьфункциональнуюопцию получитьфункциональнуюопциюинтерфейса получитьчасовойпоясинформационнойбазы пользователиос поместитьвовременноехранилище поместитьфайл поместитьфайлы прав праводоступа предопределенноезначение представлениекодалокализации представлениепериода представлениеправа представлениеприложения представлениесобытияжурналарегистрации представлениечасовогопояса предупреждение прекратитьработусистемы привилегированныйрежим продолжитьвызов прочитатьjson прочитатьxml прочитатьдатуjson пустаястрока рабочийкаталогданныхпользователя разблокироватьданныедляредактирования разделитьфайл разорватьсоединениесвнешнимисточникомданных раскодироватьстроку рольдоступна секунда сигнал символ скопироватьжурналрегистрации смещениелетнеговремени смещениестандартноговремени соединитьбуферыдвоичныхданных создатькаталог создатьфабрикуxdto сокрл сокрлп сокрп сообщить состояние сохранитьзначение сохранитьнастройкипользователя сред стрдлина стрзаканчиваетсяна стрзаменить стрнайти стрначинаетсяс строка строкасоединенияинформационнойбазы стрполучитьстроку стрразделить стрсоединить стрсравнить стрчисловхождений стрчислострок стршаблон текущаядата текущаядатасеанса текущаяуниверсальнаядата текущаяуниверсальнаядатавмиллисекундах текущийвариантинтерфейсаклиентскогоприложения текущийвариантосновногошрифтаклиентскогоприложения текущийкодлокализации текущийрежимзапуска текущийязык текущийязыксистемы тип типзнч транзакцияактивна трег удалитьданныеинформационнойбазы удалитьизвременногохранилища удалитьобъекты удалитьфайлы универсальноевремя установитьбезопасныйрежим установитьбезопасныйрежимразделенияданных установитьблокировкусеансов установитьвнешнююкомпоненту установитьвремязавершенияспящегосеанса установитьвремязасыпанияпассивногосеанса установитьвремяожиданияблокировкиданных установитьзаголовокклиентскогоприложения установитьзаголовоксистемы установитьиспользованиежурналарегистрации установитьиспользованиесобытияжурналарегистрации установитькраткийзаголовокприложения установитьминимальнуюдлинупаролейпользователей установитьмонопольныйрежим установитьнастройкиклиенталицензирования установитьобновлениепредопределенныхданныхинформационнойбазы установитьотключениебезопасногорежима установитьпараметрыфункциональныхопцийинтерфейса установитьпривилегированныйрежим установитьпроверкусложностипаролейпользователей установитьрасширениеработыскриптографией установитьрасширениеработысфайлами установитьсоединениесвнешнимисточникомданных установитьсоответствиеобъектаиформы установитьсоставстандартногоинтерфейсаodata установитьчасовойпоясинформационнойбазы установитьчасовойпояссеанса формат цел час часовойпояс часовойпояссеанса число числопрописью этоадресвременногохранилища wsссылки библиотекакартинок библиотекамакетовоформлениякомпоновкиданных библиотекастилей бизнеспроцессы внешниеисточникиданных внешниеобработки внешниеотчеты встроенныепокупки главныйинтерфейс главныйстиль документы доставляемыеуведомления журналыдокументов задачи информацияобинтернетсоединении использованиерабочейдаты историяработыпользователя константы критерииотбора метаданные обработки отображениерекламы отправкадоставляемыхуведомлений отчеты панельзадачос параметрзапуска параметрысеанса перечисления планывидоврасчета планывидовхарактеристик планыобмена планысчетов полнотекстовыйпоиск пользователиинформационнойбазы последовательности проверкавстроенныхпокупок рабочаядата расширенияконфигурации регистрыбухгалтерии регистрынакопления регистрырасчета регистрысведений регламентныезадания сериализаторxdto справочники средствагеопозиционирования средствакриптографии средствамультимедиа средстваотображениярекламы средствапочты средствателефонии фабрикаxdto файловыепотоки фоновыезадания хранилищанастроек хранилищевариантовотчетов хранилищенастроекданныхформ хранилищеобщихнастроек хранилищепользовательскихнастроекдинамическихсписков хранилищепользовательскихнастроекотчетов хранилищесистемныхнастроек ",class:"webцвета windowsцвета windowsшрифты библиотекакартинок рамкистиля символы цветастиля шрифтыстиля автоматическоесохранениеданныхформывнастройках автонумерациявформе автораздвижениесерий анимациядиаграммы вариантвыравниванияэлементовизаголовков вариантуправлениявысотойтаблицы вертикальнаяпрокруткаформы вертикальноеположение вертикальноеположениеэлемента видгруппыформы виддекорацииформы виддополненияэлементаформы видизмененияданных видкнопкиформы видпереключателя видподписейкдиаграмме видполяформы видфлажка влияниеразмеранапузырекдиаграммы горизонтальноеположение горизонтальноеположениеэлемента группировкаколонок группировкаподчиненныхэлементовформы группыиэлементы действиеперетаскивания дополнительныйрежимотображения допустимыедействияперетаскивания интервалмеждуэлементамиформы использованиевывода использованиеполосыпрокрутки используемоезначениеточкибиржевойдиаграммы историявыборапривводе источникзначенийоситочекдиаграммы источникзначенияразмерапузырькадиаграммы категориягруппыкоманд максимумсерий начальноеотображениедерева начальноеотображениесписка обновлениетекстаредактирования ориентациядендрограммы ориентациядиаграммы ориентацияметокдиаграммы ориентацияметоксводнойдиаграммы ориентацияэлементаформы отображениевдиаграмме отображениевлегендедиаграммы отображениегруппыкнопок отображениезаголовкашкалыдиаграммы отображениезначенийсводнойдиаграммы отображениезначенияизмерительнойдиаграммы отображениеинтерваладиаграммыганта отображениекнопки отображениекнопкивыбора отображениеобсужденийформы отображениеобычнойгруппы отображениеотрицательныхзначенийпузырьковойдиаграммы отображениепанелипоиска отображениеподсказки отображениепредупрежденияприредактировании отображениеразметкиполосырегулирования отображениестраницформы отображениетаблицы отображениетекстазначениядиаграммыганта отображениеуправленияобычнойгруппы отображениефигурыкнопки палитрацветовдиаграммы поведениеобычнойгруппы поддержкамасштабадендрограммы поддержкамасштабадиаграммыганта поддержкамасштабасводнойдиаграммы поисквтаблицепривводе положениезаголовкаэлементаформы положениекартинкикнопкиформы положениекартинкиэлементаграфическойсхемы положениекоманднойпанелиформы положениекоманднойпанелиэлементаформы положениеопорнойточкиотрисовки положениеподписейкдиаграмме положениеподписейшкалызначенийизмерительнойдиаграммы положениесостоянияпросмотра положениестрокипоиска положениетекстасоединительнойлинии положениеуправленияпоиском положениешкалывремени порядокотображенияточекгоризонтальнойгистограммы порядоксерийвлегендедиаграммы размеркартинки расположениезаголовкашкалыдиаграммы растягиваниеповертикалидиаграммыганта режимавтоотображениясостояния режимвводастроктаблицы режимвыборанезаполненного режимвыделениядаты режимвыделениястрокитаблицы режимвыделениятаблицы режимизмененияразмера режимизменениясвязанногозначения режимиспользованиядиалогапечати режимиспользованияпараметракоманды режиммасштабированияпросмотра режимосновногоокнаклиентскогоприложения режимоткрытияокнаформы режимотображениявыделения режимотображениягеографическойсхемы режимотображениязначенийсерии режимотрисовкисеткиграфическойсхемы режимполупрозрачностидиаграммы режимпробеловдиаграммы режимразмещениянастранице режимредактированияколонки режимсглаживаниядиаграммы режимсглаживанияиндикатора режимсписказадач сквозноевыравнивание сохранениеданныхформывнастройках способзаполнениятекстазаголовкашкалыдиаграммы способопределенияограничивающегозначениядиаграммы стандартнаягруппакоманд стандартноеоформление статусоповещенияпользователя стильстрелки типаппроксимациилиниитрендадиаграммы типдиаграммы типединицышкалывремени типимпортасерийслоягеографическойсхемы типлиниигеографическойсхемы типлиниидиаграммы типмаркерагеографическойсхемы типмаркерадиаграммы типобластиоформления типорганизацииисточникаданныхгеографическойсхемы типотображениясериислоягеографическойсхемы типотображенияточечногообъектагеографическойсхемы типотображенияшкалыэлементалегендыгеографическойсхемы типпоискаобъектовгеографическойсхемы типпроекциигеографическойсхемы типразмещенияизмерений типразмещенияреквизитовизмерений типрамкиэлементауправления типсводнойдиаграммы типсвязидиаграммыганта типсоединениязначенийпосериямдиаграммы типсоединенияточекдиаграммы типсоединительнойлинии типстороныэлементаграфическойсхемы типформыотчета типшкалырадарнойдиаграммы факторлиниитрендадиаграммы фигуракнопки фигурыграфическойсхемы фиксациявтаблице форматдняшкалывремени форматкартинки ширинаподчиненныхэлементовформы виддвижениябухгалтерии виддвижениянакопления видпериодарегистрарасчета видсчета видточкимаршрутабизнеспроцесса использованиеагрегатарегистранакопления использованиегруппиэлементов использованиережимапроведения использованиесреза периодичностьагрегатарегистранакопления режимавтовремя режимзаписидокумента режимпроведениядокумента авторегистрацияизменений допустимыйномерсообщения отправкаэлементаданных получениеэлементаданных использованиерасшифровкитабличногодокумента ориентациястраницы положениеитоговколоноксводнойтаблицы положениеитоговстроксводнойтаблицы положениетекстаотносительнокартинки расположениезаголовкагруппировкитабличногодокумента способчтениязначенийтабличногодокумента типдвустороннейпечати типзаполненияобластитабличногодокумента типкурсоровтабличногодокумента типлиниирисункатабличногодокумента типлинииячейкитабличногодокумента типнаправленияпереходатабличногодокумента типотображениявыделениятабличногодокумента типотображениялинийсводнойтаблицы типразмещениятекстатабличногодокумента типрисункатабличногодокумента типсмещениятабличногодокумента типузоратабличногодокумента типфайлатабличногодокумента точностьпечати чередованиерасположениястраниц отображениевремениэлементовпланировщика типфайлаформатированногодокумента обходрезультатазапроса типзаписизапроса видзаполнениярасшифровкипостроителяотчета типдобавленияпредставлений типизмеренияпостроителяотчета типразмещенияитогов доступкфайлу режимдиалогавыборафайла режимоткрытияфайла типизмеренияпостроителязапроса видданныханализа методкластеризации типединицыинтервалавременианализаданных типзаполнениятаблицырезультатаанализаданных типиспользованиячисловыхзначенийанализаданных типисточникаданныхпоискаассоциаций типколонкианализаданныхдереворешений типколонкианализаданныхкластеризация типколонкианализаданныхобщаястатистика типколонкианализаданныхпоискассоциаций типколонкианализаданныхпоискпоследовательностей типколонкимоделипрогноза типмерырасстоянияанализаданных типотсеченияправилассоциации типполяанализаданных типстандартизациианализаданных типупорядочиванияправилассоциациианализаданных типупорядочиванияшаблоновпоследовательностейанализаданных типупрощениядереварешений wsнаправлениепараметра вариантxpathxs вариантзаписидатыjson вариантпростоготипаxs видгруппымоделиxs видфасетаxdto действиепостроителяdom завершенностьпростоготипаxs завершенностьсоставноготипаxs завершенностьсхемыxs запрещенныеподстановкиxs исключениягруппподстановкиxs категорияиспользованияатрибутаxs категорияограниченияидентичностиxs категорияограниченияпространствименxs методнаследованияxs модельсодержимогоxs назначениетипаxml недопустимыеподстановкиxs обработкапробельныхсимволовxs обработкасодержимогоxs ограничениезначенияxs параметрыотбораузловdom переносстрокjson позициявдокументеdom пробельныесимволыxml типатрибутаxml типзначенияjson типканоническогоxml типкомпонентыxs типпроверкиxml типрезультатаdomxpath типузлаdom типузлаxml формаxml формапредставленияxs форматдатыjson экранированиесимволовjson видсравнениякомпоновкиданных действиеобработкирасшифровкикомпоновкиданных направлениесортировкикомпоновкиданных расположениевложенныхэлементоврезультатакомпоновкиданных расположениеитоговкомпоновкиданных расположениегруппировкикомпоновкиданных расположениеполейгруппировкикомпоновкиданных расположениеполякомпоновкиданных расположениереквизитовкомпоновкиданных расположениересурсовкомпоновкиданных типбухгалтерскогоостаткакомпоновкиданных типвыводатекстакомпоновкиданных типгруппировкикомпоновкиданных типгруппыэлементовотборакомпоновкиданных типдополненияпериодакомпоновкиданных типзаголовкаполейкомпоновкиданных типмакетагруппировкикомпоновкиданных типмакетаобластикомпоновкиданных типостаткакомпоновкиданных типпериодакомпоновкиданных типразмещениятекстакомпоновкиданных типсвязинаборовданныхкомпоновкиданных типэлементарезультатакомпоновкиданных расположениелегендыдиаграммыкомпоновкиданных типпримененияотборакомпоновкиданных режимотображенияэлементанастройкикомпоновкиданных режимотображениянастроеккомпоновкиданных состояниеэлементанастройкикомпоновкиданных способвосстановлениянастроеккомпоновкиданных режимкомпоновкирезультата использованиепараметракомпоновкиданных автопозицияресурсовкомпоновкиданных вариантиспользованиягруппировкикомпоновкиданных расположениересурсоввдиаграммекомпоновкиданных фиксациякомпоновкиданных использованиеусловногооформлениякомпоновкиданных важностьинтернетпочтовогосообщения обработкатекстаинтернетпочтовогосообщения способкодированияинтернетпочтовоговложения способкодированиянеasciiсимволовинтернетпочтовогосообщения типтекстапочтовогосообщения протоколинтернетпочты статусразборапочтовогосообщения режимтранзакциизаписижурналарегистрации статустранзакциизаписижурналарегистрации уровеньжурналарегистрации расположениехранилищасертификатовкриптографии режимвключениясертификатовкриптографии режимпроверкисертификатакриптографии типхранилищасертификатовкриптографии кодировкаименфайловвzipфайле методсжатияzip методшифрованияzip режимвосстановленияпутейфайловzip режимобработкиподкаталоговzip режимсохраненияпутейzip уровеньсжатияzip звуковоеоповещение направлениепереходакстроке позициявпотоке порядокбайтов режимблокировкиданных режимуправленияблокировкойданных сервисвстроенныхпокупок состояниефоновогозадания типподписчикадоставляемыхуведомлений уровеньиспользованиязащищенногосоединенияftp направлениепорядкасхемызапроса типдополненияпериодамисхемызапроса типконтрольнойточкисхемызапроса типобъединениясхемызапроса типпараметрадоступнойтаблицысхемызапроса типсоединениясхемызапроса httpметод автоиспользованиеобщегореквизита автопрефиксномеразадачи вариантвстроенногоязыка видиерархии видрегистранакопления видтаблицывнешнегоисточникаданных записьдвиженийприпроведении заполнениепоследовательностей индексирование использованиебазыпланавидоврасчета использованиебыстроговыбора использованиеобщегореквизита использованиеподчинения использованиеполнотекстовогопоиска использованиеразделяемыхданныхобщегореквизита использованиереквизита назначениеиспользованияприложения назначениерасширенияконфигурации направлениепередачи обновлениепредопределенныхданных оперативноепроведение основноепредставлениевидарасчета основноепредставлениевидахарактеристики основноепредставлениезадачи основноепредставлениепланаобмена основноепредставлениесправочника основноепредставлениесчета перемещениеграницыприпроведении периодичностьномерабизнеспроцесса периодичностьномерадокумента периодичностьрегистрарасчета периодичностьрегистрасведений повторноеиспользованиевозвращаемыхзначений полнотекстовыйпоискпривводепостроке принадлежностьобъекта проведение разделениеаутентификацииобщегореквизита разделениеданныхобщегореквизита разделениерасширенийконфигурацииобщегореквизита режимавтонумерацииобъектов режимзаписирегистра режимиспользованиямодальности режимиспользованиясинхронныхвызововрасширенийплатформыивнешнихкомпонент режимповторногоиспользованиясеансов режимполученияданныхвыборапривводепостроке режимсовместимости режимсовместимостиинтерфейса режимуправленияблокировкойданныхпоумолчанию сериикодовпланавидовхарактеристик сериикодовпланасчетов сериикодовсправочника созданиепривводе способвыбора способпоискастрокипривводепостроке способредактирования типданныхтаблицывнешнегоисточникаданных типкодапланавидоврасчета типкодасправочника типмакета типномерабизнеспроцесса типномерадокумента типномеразадачи типформы удалениедвижений важностьпроблемыприменениярасширенияконфигурации вариантинтерфейсаклиентскогоприложения вариантмасштабаформклиентскогоприложения вариантосновногошрифтаклиентскогоприложения вариантстандартногопериода вариантстандартнойдатыначала видграницы видкартинки видотображенияполнотекстовогопоиска видрамки видсравнения видцвета видчисловогозначения видшрифта допустимаядлина допустимыйзнак использованиеbyteordermark использованиеметаданныхполнотекстовогопоиска источникрасширенийконфигурации клавиша кодвозвратадиалога кодировкаxbase кодировкатекста направлениепоиска направлениесортировки обновлениепредопределенныхданных обновлениеприизмененииданных отображениепанелиразделов проверказаполнения режимдиалогавопрос режимзапускаклиентскогоприложения режимокругления режимоткрытияформприложения режимполнотекстовогопоиска скоростьклиентскогосоединения состояниевнешнегоисточникаданных состояниеобновленияконфигурациибазыданных способвыборасертификатаwindows способкодированиястроки статуссообщения типвнешнейкомпоненты типплатформы типповеденияклавишиenter типэлементаинформацииовыполненииобновленияконфигурациибазыданных уровеньизоляциитранзакций хешфункция частидаты",type:"comобъект ftpсоединение httpзапрос httpсервисответ httpсоединение wsопределения wsпрокси xbase анализданных аннотацияxs блокировкаданных буфердвоичныхданных включениеxs выражениекомпоновкиданных генераторслучайныхчисел географическаясхема географическиекоординаты графическаясхема группамоделиxs данныерасшифровкикомпоновкиданных двоичныеданные дендрограмма диаграмма диаграммаганта диалогвыборафайла диалогвыборацвета диалогвыборашрифта диалограсписаниярегламентногозадания диалогредактированиястандартногопериода диапазон документdom документhtml документацияxs доставляемоеуведомление записьdom записьfastinfoset записьhtml записьjson записьxml записьzipфайла записьданных записьтекста записьузловdom запрос защищенноесоединениеopenssl значенияполейрасшифровкикомпоновкиданных извлечениетекста импортxs интернетпочта интернетпочтовоесообщение интернетпочтовыйпрофиль интернетпрокси интернетсоединение информациядляприложенияxs использованиеатрибутаxs использованиесобытияжурналарегистрации источникдоступныхнастроеккомпоновкиданных итераторузловdom картинка квалификаторыдаты квалификаторыдвоичныхданных квалификаторыстроки квалификаторычисла компоновщикмакетакомпоновкиданных компоновщикнастроеккомпоновкиданных конструктормакетаоформлениякомпоновкиданных конструкторнастроеккомпоновкиданных конструкторформатнойстроки линия макеткомпоновкиданных макетобластикомпоновкиданных макетоформлениякомпоновкиданных маскаxs менеджеркриптографии наборсхемxml настройкикомпоновкиданных настройкисериализацииjson обработкакартинок обработкарасшифровкикомпоновкиданных обходдереваdom объявлениеатрибутаxs объявлениенотацииxs объявлениеэлементаxs описаниеиспользованиясобытиядоступжурналарегистрации описаниеиспользованиясобытияотказвдоступежурналарегистрации описаниеобработкирасшифровкикомпоновкиданных описаниепередаваемогофайла описаниетипов определениегруппыатрибутовxs определениегруппымоделиxs определениеограниченияидентичностиxs определениепростоготипаxs определениесоставноготипаxs определениетипадокументаdom определенияxpathxs отборкомпоновкиданных пакетотображаемыхдокументов параметрвыбора параметркомпоновкиданных параметрызаписиjson параметрызаписиxml параметрычтенияxml переопределениеxs планировщик полеанализаданных полекомпоновкиданных построительdom построительзапроса построительотчета построительотчетаанализаданных построительсхемxml поток потоквпамяти почта почтовоесообщение преобразованиеxsl преобразованиекканоническомуxml процессорвыводарезультатакомпоновкиданныхвколлекциюзначений процессорвыводарезультатакомпоновкиданныхвтабличныйдокумент процессоркомпоновкиданных разыменовательпространствименdom рамка расписаниерегламентногозадания расширенноеимяxml результатчтенияданных своднаядиаграмма связьпараметравыбора связьпотипу связьпотипукомпоновкиданных сериализаторxdto сертификатклиентаwindows сертификатклиентафайл сертификаткриптографии сертификатыудостоверяющихцентровwindows сертификатыудостоверяющихцентровфайл сжатиеданных системнаяинформация сообщениепользователю сочетаниеклавиш сравнениезначений стандартнаядатаначала стандартныйпериод схемаxml схемакомпоновкиданных табличныйдокумент текстовыйдокумент тестируемоеприложение типданныхxml уникальныйидентификатор фабрикаxdto файл файловыйпоток фасетдлиныxs фасетколичестваразрядовдробнойчастиxs фасетмаксимальноговключающегозначенияxs фасетмаксимальногоисключающегозначенияxs фасетмаксимальнойдлиныxs фасетминимальноговключающегозначенияxs фасетминимальногоисключающегозначенияxs фасетминимальнойдлиныxs фасетобразцаxs фасетобщегоколичестваразрядовxs фасетперечисленияxs фасетпробельныхсимволовxs фильтрузловdom форматированнаястрока форматированныйдокумент фрагментxs хешированиеданных хранилищезначения цвет чтениеfastinfoset чтениеhtml чтениеjson чтениеxml чтениеzipфайла чтениеданных чтениетекста чтениеузловdom шрифт элементрезультатакомпоновкиданных comsafearray деревозначений массив соответствие списокзначений структура таблицазначений фиксированнаяструктура фиксированноесоответствие фиксированныймассив ",literal:n},contains:[{className:"meta",lexemes:t,begin:"#|&",end:"$",keywords:{"meta-keyword":r+"загрузитьизфайла вебклиент вместо внешнеесоединение клиент конецобласти мобильноеприложениеклиент мобильноеприложениесервер наклиенте наклиентенасервере наклиентенасерверебезконтекста насервере насерверебезконтекста область перед после сервер толстыйклиентобычноеприложение толстыйклиентуправляемоеприложение тонкийклиент "},contains:[s]},{className:"function",lexemes:t,variants:[{begin:"процедура|функция",end:"\\)",keywords:"процедура функция"},{begin:"конецпроцедуры|конецфункции",keywords:"конецпроцедуры конецфункции"}],contains:[{begin:"\\(",end:"\\)",endsParent:!0,contains:[{className:"params",lexemes:t,begin:t,end:",",excludeEnd:!0,endsWithParent:!0,keywords:{keyword:"знач",literal:n},contains:[o,a,i]},s]},e.inherit(e.TITLE_MODE,{begin:t})]},s,{className:"symbol",begin:"~",end:";|:",excludeEnd:!0},o,a,i]}}},Y3FI:function(e,t,r){"use strict";function n(e,t){for(var r in t)e[r]=t[r];return e}function o(e,t,r){var n,o=/(?:\?([^#]*))?(#.*)?$/,a=e.match(o),i={};if(a&&a[1])for(var l=a[1].split("&"),c=0;ct.rank?-1:e.index-t.index}function i(e,t){return e.index=t,e.rank=function(e){return e.props.default?0:(t=e.props.path,s(t).map(l).join(""));var t}(e),e.props}function s(e){return e.replace(/(^\/+|\/+$)/g,"").split("/")}function l(e){return":"==e.charAt(0)?1+"*+?".indexOf(e.charAt(e.length-1))||4:5}function c(){var e;return""+((e=b&&b.location?b.location:b&&b.getCurrentLocation?b.getCurrentLocation():"undefined"!=typeof location?location:T).pathname||"")+(e.search||"")}function _(e,t){return void 0===t&&(t=!1),"string"!=typeof e&&e.url&&(t=e.replace,e=e.url),function(e){for(var t=h.length;t--;)if(h[t].canRoute(e))return!0;return!1}(e)&&function(e,t){void 0===t&&(t="push"),b&&b[t]?b[t](e):"undefined"!=typeof history&&history[t+"State"]&&history[t+"State"](null,null,e)}(e,t?"replace":"push"),d(e)}function d(e){for(var t=!1,r=0;r0},t.prototype.routeTo=function(e){this.setState({url:e});var t=this.canRoute(e);return this.updating||this.forceUpdate(),t},t.prototype.componentWillMount=function(){h.push(this),this.updating=!0},t.prototype.componentDidMount=function(){var e=this;b&&(this.unlisten=b.listen((function(t){e.routeTo(""+(t.pathname||"")+(t.search||""))}))),this.updating=!1},t.prototype.componentWillUnmount=function(){"function"==typeof this.unlisten&&this.unlisten(),h.splice(h.indexOf(this),1)},t.prototype.componentWillUpdate=function(){this.updating=!0},t.prototype.componentDidUpdate=function(){this.updating=!1},t.prototype.getMatchingChildren=function(e,t,r){return e.filter(i).sort(a).map((function(e){var a=o(t,e.props.path,e.props);if(a){if(!1!==r){var i={url:t,matches:a};return n(i,a),delete i.ref,delete i.key,Object(f.cloneElement)(e,i)}return e}})).filter(Boolean)},t.prototype.render=function(e,t){var r=e.children,n=e.onChange,o=t.url,a=this.getMatchingChildren(Object(f.toChildArray)(r),o,!0),i=a[0]||null,s=this.previousUrl;return o!==s&&(this.previousUrl=o,"function"==typeof n&&n({router:this,url:o,previous:s,active:a,current:i})),i},t}(f.Component);C.subscribers=S,C.getCurrentUrl=c,C.route=_,C.Router=C,C.Route=function(e){return Object(f.createElement)(e.component,e)},C.Link=function(e){return Object(f.createElement)("a",n({onClick:p},e))},C.exec=o,t.a=C},YF8Q:function(e){e.exports=function(e){var t={variants:[e.COMMENT("--","$"),e.COMMENT("{-","-}",{contains:["self"]})]},r={className:"type",begin:"\\b[A-Z][\\w']*",relevance:0},n={begin:"\\(",end:"\\)",illegal:'"',contains:[{className:"type",begin:"\\b[A-Z][\\w]*(\\((\\.\\.|,|\\w+)\\))?"},t]};return{keywords:"let in if then else case of where module import exposing type alias as infix infixl infixr port effect command subscription",contains:[{beginKeywords:"port effect module",end:"exposing",keywords:"port effect module where command subscription exposing",contains:[n,t],illegal:"\\W\\.|;"},{begin:"import",end:"$",keywords:"import as exposing",contains:[n,t],illegal:"\\W\\.|;"},{begin:"type",end:"$",keywords:"type alias",contains:[r,n,{begin:"{",end:"}",contains:n.contains},t]},{beginKeywords:"infix infixl infixr",end:"$",contains:[e.C_NUMBER_MODE,t]},{begin:"port",end:"$",keywords:"port",contains:[t]},{className:"string",begin:"'\\\\?.",end:"'",illegal:"."},e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,r,e.inherit(e.TITLE_MODE,{begin:"^[_a-z][\\w']*"}),t,{begin:"->|<-"}],illegal:/;/}}},YNhk:function(e,t,r){"use strict";(function(e){var n=r("FrfH"),o=r("KM2f"),a=r("WOcO"),i=r("GAEk"),s=r("mbOI");const l=Object.freeze({"github.com":o.b,"en.wikipedia.org":o.i,"it.wikipedia.org":o.i,"old.reddit.com":o.d,"new.reddit.com":o.d,"www.reddit.com":o.d,"reddit.com":o.d,"twitch.tv":o.g,"twitter.com":o.h,"www.youtube.com":o.k,"youtube.com":o.k,"youtu.be":o.k,"t.me":o.f,"thor.steffo.eu":o.f,"steampowered.com":o.e,"steamcommunity.com":o.e,"discord.gg":o.a,"discordapp.com":o.a,"discord.com":o.a,"ko-fi.com":a.q,"drive.google.com":o.c,"ryg.s3.fr-par.scw.cloud":a.i});t.a=function(t){let r;try{r=new URL(t.href,window.location.href)}catch(r){return e(n.a,{error:r},t.children)}let o=null;if(!1!==t.icon){let t;r.host===window.location.host?t=null:"http:"===r.protocol?t=a.o:"mailto:"===r.protocol?t=a.j:"https:"===r.protocol?(t=l[r.host],void 0===t&&(t=a.m)):t="magnet:"===r.protocol?a.p:a.s,o=e("span",null,e(i.a,{icon:t})," ")}return e(s.b,{disabled:t.disabled,href:t.href},o,t.children)}}).call(this,r("hosL").h)},YcJl:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#809980"},"hljs-quote":{color:"#809980"},"hljs-variable":{color:"#e6193c"},"hljs-template-variable":{color:"#e6193c"},"hljs-attribute":{color:"#e6193c"},"hljs-tag":{color:"#e6193c"},"hljs-name":{color:"#e6193c"},"hljs-regexp":{color:"#e6193c"},"hljs-link":{color:"#e6193c"},"hljs-selector-id":{color:"#e6193c"},"hljs-selector-class":{color:"#e6193c"},"hljs-number":{color:"#87711d"},"hljs-meta":{color:"#87711d"},"hljs-built_in":{color:"#87711d"},"hljs-builtin-name":{color:"#87711d"},"hljs-literal":{color:"#87711d"},"hljs-type":{color:"#87711d"},"hljs-params":{color:"#87711d"},"hljs-string":{color:"#29a329"},"hljs-symbol":{color:"#29a329"},"hljs-bullet":{color:"#29a329"},"hljs-title":{color:"#3d62f5"},"hljs-section":{color:"#3d62f5"},"hljs-keyword":{color:"#ad2bee"},"hljs-selector-tag":{color:"#ad2bee"},hljs:{display:"block",overflowX:"auto",background:"#131513",color:"#8ca68c",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Yplx:function(e){e.exports=function(e){var t="[ \\t\\f]*",r="("+t+"[:=]"+t+"|[ \\t\\f]+)",n="([^\\\\:= \\t\\f\\n]|\\\\.)+",o={end:r,relevance:0,starts:{className:"string",end:/$/,relevance:0,contains:[{begin:"\\\\\\n"}]}};return{case_insensitive:!0,illegal:/\S/,contains:[e.COMMENT("^\\s*[!#]","$"),{begin:"([^\\\\\\W:= \\t\\f\\n]|\\\\.)+"+r,returnBegin:!0,contains:[{className:"attr",begin:"([^\\\\\\W:= \\t\\f\\n]|\\\\.)+",endsParent:!0,relevance:0}],starts:o},{begin:n+r,returnBegin:!0,relevance:0,contains:[{className:"meta",begin:n,endsParent:!0,relevance:0}],starts:o},{className:"attr",relevance:0,begin:n+t+"$"}]}}},Ysrp:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#222",color:"#fff"},"hljs-comment":{color:"#777"},"hljs-quote":{color:"#777"},"hljs-variable":{color:"#ab875d"},"hljs-template-variable":{color:"#ab875d"},"hljs-tag":{color:"#ab875d"},"hljs-regexp":{color:"#ab875d"},"hljs-meta":{color:"#ab875d"},"hljs-number":{color:"#ab875d"},"hljs-built_in":{color:"#ab875d"},"hljs-builtin-name":{color:"#ab875d"},"hljs-literal":{color:"#ab875d"},"hljs-params":{color:"#ab875d"},"hljs-symbol":{color:"#ab875d"},"hljs-bullet":{color:"#ab875d"},"hljs-link":{color:"#ab875d"},"hljs-deletion":{color:"#ab875d"},"hljs-section":{color:"#9b869b"},"hljs-title":{color:"#9b869b"},"hljs-name":{color:"#9b869b"},"hljs-selector-id":{color:"#9b869b"},"hljs-selector-class":{color:"#9b869b"},"hljs-type":{color:"#9b869b"},"hljs-attribute":{color:"#9b869b"},"hljs-string":{color:"#8f9c6c"},"hljs-keyword":{color:"#8f9c6c"},"hljs-selector-tag":{color:"#8f9c6c"},"hljs-addition":{color:"#8f9c6c"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Yxl4:function(e){e.exports=function(e){var t={className:"keyword",begin:"\\$(f[asn]|t|vp[rtd]|children)"},r={className:"number",begin:"\\b\\d+(\\.\\d+)?(e-?\\d+)?",relevance:0},n=e.inherit(e.QUOTE_STRING_MODE,{illegal:null});return{aliases:["scad"],keywords:{keyword:"function module include use for intersection_for if else \\%",literal:"false true PI undef",built_in:"circle square polygon text sphere cube cylinder polyhedron translate rotate scale resize mirror multmatrix color offset hull minkowski union difference intersection abs sign sin cos tan acos asin atan atan2 floor round ceil ln log pow sqrt exp rands min max concat lookup str chr search version version_num norm cross parent_module echo import import_dxf dxf_linear_extrude linear_extrude rotate_extrude surface projection render children dxf_cross dxf_dim let assign"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,{className:"meta",keywords:{"meta-keyword":"include use"},begin:"include|use <",end:">"},n,t,{begin:"[*!#%]",relevance:0},{className:"function",beginKeywords:"module function",end:"\\=|\\{",contains:[{className:"params",begin:"\\(",end:"\\)",contains:["self",r,n,t,{className:"literal",begin:"false|true|PI|undef"}]},e.UNDERSCORE_TITLE_MODE]}]}}},"ZM+r":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#000",color:"#f8f8f8"},"hljs-comment":{color:"#7c7c7c"},"hljs-quote":{color:"#7c7c7c"},"hljs-meta":{color:"#7c7c7c"},"hljs-keyword":{color:"#96cbfe"},"hljs-selector-tag":{color:"#96cbfe"},"hljs-tag":{color:"#96cbfe"},"hljs-name":{color:"#96cbfe"},"hljs-attribute":{color:"#ffffb6"},"hljs-selector-id":{color:"#ffffb6"},"hljs-string":{color:"#a8ff60"},"hljs-selector-attr":{color:"#a8ff60"},"hljs-selector-pseudo":{color:"#a8ff60"},"hljs-addition":{color:"#a8ff60"},"hljs-subst":{color:"#daefa3"},"hljs-regexp":{color:"#e9c062"},"hljs-link":{color:"#e9c062"},"hljs-title":{color:"#ffffb6"},"hljs-section":{color:"#ffffb6"},"hljs-type":{color:"#ffffb6"},"hljs-doctag":{color:"#ffffb6"},"hljs-symbol":{color:"#c6c5fe"},"hljs-bullet":{color:"#c6c5fe"},"hljs-variable":{color:"#c6c5fe"},"hljs-template-variable":{color:"#c6c5fe"},"hljs-literal":{color:"#c6c5fe"},"hljs-number":{color:"#ff73fd"},"hljs-deletion":{color:"#ff73fd"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},ZTrp:function(e){e.exports=function(e){var t=e.COMMENT(/^\s*@?rem\b/,/$/,{relevance:10});return{aliases:["bat","cmd"],case_insensitive:!0,illegal:/\/\*/,keywords:{keyword:"if else goto for in do call exit not exist errorlevel defined equ neq lss leq gtr geq",built_in:"prn nul lpt3 lpt2 lpt1 con com4 com3 com2 com1 aux shift cd dir echo setlocal endlocal set pause copy append assoc at attrib break cacls cd chcp chdir chkdsk chkntfs cls cmd color comp compact convert date dir diskcomp diskcopy doskey erase fs find findstr format ftype graftabl help keyb label md mkdir mode more move path pause print popd pushd promt rd recover rem rename replace restore rmdir shiftsort start subst time title tree type ver verify vol ping net ipconfig taskkill xcopy ren del"},contains:[{className:"variable",begin:/%%[^ ]|%[^ ]+?%|![^ ]+?!/},{className:"function",begin:"^\\s*[A-Za-z._?][A-Za-z0-9_$#@~.?]*(:|\\s+label)",end:"goto:eof",contains:[e.inherit(e.TITLE_MODE,{begin:"([_a-zA-Z]\\w*\\.)*([_a-zA-Z]\\w*:)?[_a-zA-Z]\\w*"}),t]},{className:"number",begin:"\\b\\d+",relevance:0},t]}}},ZYXP:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#999999"},"hljs-quote":{color:"#999999"},"hljs-variable":{color:"#f2777a"},"hljs-template-variable":{color:"#f2777a"},"hljs-tag":{color:"#f2777a"},"hljs-name":{color:"#f2777a"},"hljs-selector-id":{color:"#f2777a"},"hljs-selector-class":{color:"#f2777a"},"hljs-regexp":{color:"#f2777a"},"hljs-deletion":{color:"#f2777a"},"hljs-number":{color:"#f99157"},"hljs-built_in":{color:"#f99157"},"hljs-builtin-name":{color:"#f99157"},"hljs-literal":{color:"#f99157"},"hljs-type":{color:"#f99157"},"hljs-params":{color:"#f99157"},"hljs-meta":{color:"#f99157"},"hljs-link":{color:"#f99157"},"hljs-attribute":{color:"#ffcc66"},"hljs-string":{color:"#99cc99"},"hljs-symbol":{color:"#99cc99"},"hljs-bullet":{color:"#99cc99"},"hljs-addition":{color:"#99cc99"},"hljs-title":{color:"#6699cc"},"hljs-section":{color:"#6699cc"},"hljs-keyword":{color:"#cc99cc"},"hljs-selector-tag":{color:"#cc99cc"},hljs:{display:"block",overflowX:"auto",background:"#2d2d2d",color:"#cccccc",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Zv4o:function(e,t,r){"use strict";function n(){}function o(e,t){var r,n,o,a,l=t||{},c=l.subset||E,d=l.prefix,p=c.length,m=-1;if(null==d&&(d="hljs-"),"string"!=typeof e)throw u("Expected `string` for value, got `%s`",e);for(n=s({}),r=s({});++mn.relevance&&(n=o),o.relevance>r.relevance&&(n=r,r=o));return n.language&&(r.secondBest=n),r}function a(e,t){var r,n,o,a,i=e;for(r in t&&((i={})[e]=t),i)for(o=(n="string"==typeof(n=i[r])?[n]:n).length,a=-1;++a");return L+=t,t.length||1}function d(e,t){var r;e.className&&(r=T(e.className,[])),e.returnBegin?L="":e.excludeBegin?(h(t,O),L=""):L=t,r&&(O.push(r),M.push(O),O=r.children),R=Object.create(e,{parent:{value:R}})}function p(){var e=R.subLanguage?function(){var e,t="string"==typeof R.subLanguage;if(t&&!b[R.subLanguage])return h(L,[]);e=t?i(R.subLanguage,L,!0,n,x[R.subLanguage]):o(L,{subset:0===R.subLanguage.length?void 0:R.subLanguage,prefix:n});if(!e.language)return[S(L)];R.relevance>0&&(P+=e.relevance);t&&(x[R.subLanguage]=e.top);return[T(e.language,e.value,!0)]}():function(){var e,t,r,n,o=[];if(!R.keywords)return h(L,o);e=0,R.lexemesRe.lastIndex=0,t=R.lexemesRe.exec(L);for(;t;)h(L.substring(e,t.index),o),(n=v(R,t))?(P+=n[1],r=T(n[0],[]),o.push(r),h(t[0],r.children)):h(t[0],o),e=R.lexemesRe.lastIndex,t=R.lexemesRe.exec(L);return h(L.substr(e),o),o}();return L="",e}function E(e,t){for(var r,n=e.length,o=-1;++oe;const C=String.raw;t.a=function(){return e(n.Fragment,null,e("h1",null,e(a.a,{href:"/ottimizzazionelineare"},"Ottimizzazione lineare intera")),e("h1",null,"GLPK/MathProg/GMPL"),e(o.s,null,e(o.r,{title:"Parametri"},e("p",null,"Valori che sono calcolati ",e("b",null,"al momento della compilazione")," del programma:"),e(o.f,null,"param nomeparametro;"),e("p",null,"Si possono assegnare valori ai parametri nel codice con:"),e(o.f,null,"nomeparametro := 123 + 234;")),e(o.r,{title:"Set"},e("p",null,"Insiemi di parametri:"),e(o.f,null,"set NOMESET;"),e("p",null,"Si possono definire i contenuti dei set con:"),e(o.f,null,C(i||(i=v` + set DA_UNO_A_DIECI := 1 .. 10; + set DA_UNO_A_PARAMETRO := 1 .. parametro; + `))),e("p",null,"Si possono effettuare operazioni su set con:"),e(o.f,null,C(s||(s=v` + set UNIONE := SET_A union SET_B; + set INTERSEZIONE := SET_A inter SET_B; + `)))),e(o.r,{title:"Variabili"},e("p",null,"Valori che sono ",e("b",null,"calcolati al momento dell'esecuzione")," del programma:"),e(o.f,null,"var nomevariabile;"))),e(o.s,null,e(o.r,{title:"Requisiti"},e("p",null,"È possibile richiedere che un parametro o una variabile soddisfino certi ",e("i",null,"requisiti"),"."),e("p",null,"Si può richiedere che ",e("b",null,"siano ",e(o.i,null,C(l||(l=v`\geq`)))," o ",e(o.i,null,C(c||(c=v`\leq`)))," di un certo valore"),":"),e(o.f,null,C(_||(_=v` + param positivo, > 0; + var non_positiva, <= 0; + `))),e("p",null,"Si può richiedere che ",e("b",null,"appartengano a un dato set"),":"),e(o.f,null,C(d||(d=v` + param intero_positivo, integer, > 0; + var zero_oppure_uno, binary; + `)))),e(o.r,{title:"Indici"},e("p",null,'È possibile creare anche un "array" di parametri o variabili:'),e(o.f,null,C(u||(u=v` + param dieci_parametri{1..10}; + var quadrato{1..10, 1..10}; + var cubo{1..10, 1..10, 1..10}; + `))),e("p",null,"Si possono usare anche set:"),e(o.f,null,C(p||(p=v` + param dieci_parametri{DA_UNO_A_DIECI}; + `))))),e(o.s,null,e(o.r,{title:"Funzione obiettivo"},e("p",null,"La funzione obiettivo ",e("b",null,"può comparire solo una volta")," nel programma."),e("p",null,"Si definisce con:"),e(o.f,null,C(m||(m=v` + minimize valore_ottimo_min: espressione; + maximize valore_ottimo_max: espressione; + `)))),e(o.r,{title:"Vincoli"},e("p",null,"I vincoli a cui sono soggette le variabili si definiscono con:"),e(o.f,null,C(g||(g=v` + nome_vincolo_1: espressione <= 1; + nome_vincolo_2: espressione >= parametro; + `))),e("p",null,"I vincoli possono essere indicizzati:"),e(o.f,{language:"gmpl"},C(f||(f=v` + // La diagonale del quadrato deve essere minore di 1 + v_3{i in DA_UNO_A_DIECI}: quadrato[i, i] <= 1; + + // Tutti i valori del quadrato devono essere minori o uguali a 1 + v_4{i in DA_UNO_A_DIECI, j in DA_UNO_A_DIECI}: quadrato[i, j] <= 1; + `))),e("p",null,"Esistono anche operatori aggregati:"),e(o.f,{language:"gmpl"},C(E||(E=v` + // La somma degli elementi della diagonale deve essere maggiore o uguale a 0 + v_5: sum{i in DA_UNO_A_DIECI} quadrato[i, i] >= 0; + + // Il prodotto degli elementi della diagonale deve essere maggiore o uguale a 0 + v_6: prod{i in DA_UNO_A_DIECI} quadrato[i, i] >= 0; + `))),e("p",null,"Si possono anche aggiungere requisiti agli indici:"),e(o.f,null,C(b||(b=v` + v_7: sum{i in DA_UNO_A_DIECI, i <= 5} quadrato[i, i] >= 0; + + v_8: prod{i in SET, i not in ALTRO_SET} quadrato[i, i] >= 0; + `))))),e(o.s,null,e(o.r,{title:"Termine del programma"},e("p",null,"Perchè il programma calcoli i valori di tutte le variabili, è necessaria l'istruzione:"),e(o.f,null,C(h||(h=v` + solve; + `))),e("p",null,"Per stampare i valori calcolati, è possibile usare:"),e(o.f,null,C(S||(S=v` + printf "%d \n", nomevar; + `))),e("p",null,"Eventualmente, anche in un ciclo for:"),e(o.f,null,C(T||(T=v` + for{i in DA_UNO_A_DIECI} { + printf "%d: %d \n", i, x[i]; + } + `)))),e(o.r,{title:"Compilare ed eseguire"},e("p",null,"Per compilare ed eseguire il programma, è sufficiente eseguire:"),e(o.f,{language:"bash"},"glpsol --math nomefile.mod"),e("p",null,"È possibile specificare i dati in un file separato da quello del modello; in tal caso, si dovrà eseguire:"),e(o.f,{language:"bash"},"glpsol --math -m modello.mod -d dati.mod"),e("p",null,"Per salvare i risultati su file e visualizzarli a schermo:"),e(o.f,{language:"bash"},"glpsol --math nomefile.mod | tee risultati.txt"))))}}).call(this,r("hosL").h)},aQXo:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#eee",color:"black"},"hljs-link":{color:"#070"},"hljs-emphasis":{color:"#070",fontStyle:"italic"},"hljs-attribute":{color:"#070"},"hljs-addition":{color:"#070"},"hljs-strong":{color:"#d14",fontWeight:"bold"},"hljs-string":{color:"#d14"},"hljs-deletion":{color:"#d14"},"hljs-quote":{color:"#998",fontStyle:"italic"},"hljs-comment":{color:"#998",fontStyle:"italic"},"hljs-section":{color:"#900"},"hljs-title":{color:"#900"},"hljs-class .hljs-title":{color:"#458"},"hljs-type":{color:"#458"},"hljs-variable":{color:"#336699"},"hljs-template-variable":{color:"#336699"},"hljs-bullet":{color:"#997700"},"hljs-meta":{color:"#3344bb"},"hljs-code":{color:"#099"},"hljs-number":{color:"#099"},"hljs-literal":{color:"#099"},"hljs-keyword":{color:"#099"},"hljs-selector-tag":{color:"#099"},"hljs-regexp":{backgroundColor:"#fff0ff",color:"#880088"},"hljs-symbol":{color:"#990073"},"hljs-tag":{color:"#007700"},"hljs-name":{color:"#007700"},"hljs-selector-id":{color:"#007700"},"hljs-selector-class":{color:"#007700"}}},aWdl:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(3).then(function(){var t=r("9cHI");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},"bTp+":function(e){e.exports=function(e){var t=["add","and","cmp","cmpg","cmpl","const","div","double","float","goto","if","int","long","move","mul","neg","new","nop","not","or","rem","return","shl","shr","sput","sub","throw","ushr","xor"];return{aliases:["smali"],contains:[{className:"string",begin:'"',end:'"',relevance:0},e.COMMENT("#","$",{relevance:0}),{className:"keyword",variants:[{begin:"\\s*\\.end\\s[a-zA-Z0-9]*"},{begin:"^[ ]*\\.[a-zA-Z]*",relevance:0},{begin:"\\s:[a-zA-Z_0-9]*",relevance:0},{begin:"\\s("+["transient","constructor","abstract","final","synthetic","public","private","protected","static","bridge","system"].join("|")+")"}]},{className:"built_in",variants:[{begin:"\\s("+t.join("|")+")\\s"},{begin:"\\s("+t.join("|")+")((\\-|/)[a-zA-Z0-9]+)+\\s",relevance:10},{begin:"\\s("+["aget","aput","array","check","execute","fill","filled","goto/16","goto/32","iget","instance","invoke","iput","monitor","packed","sget","sparse"].join("|")+")((\\-|/)[a-zA-Z0-9]+)*\\s",relevance:10}]},{className:"class",begin:"L[^(;:\n]*;",relevance:0},{begin:"[vp][0-9]+"}]}}},bb6g:function(e,t,r){"use strict";function n(e,t){function r(){this.constructor=e}l(e,t),e.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)}function o(e,t){var r={};for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&t.indexOf(n)<0&&(r[n]=e[n]);if(null!=e&&"function"==typeof Object.getOwnPropertySymbols){var o=0;for(n=Object.getOwnPropertySymbols(e);o=e.length&&(e=void 0),{value:e&&e[n++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")}function i(e,t){var r="function"==typeof Symbol&&e[Symbol.iterator];if(!r)return e;var n,o,a=r.call(e),i=[];try{for(;(void 0===t||t-- >0)&&!(n=a.next()).done;)i.push(n.value)}catch(e){o={error:e}}finally{try{n&&!n.done&&(r=a.return)&&r.call(a)}finally{if(o)throw o.error}}return i}function s(){for(var e=[],t=0;t"}]}}},cnq6:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#282a36",color:"#f8f8f2"},"hljs-keyword":{color:"#8be9fd",fontWeight:"bold"},"hljs-selector-tag":{color:"#8be9fd",fontWeight:"bold"},"hljs-literal":{color:"#8be9fd",fontWeight:"bold"},"hljs-section":{color:"#8be9fd",fontWeight:"bold"},"hljs-link":{color:"#8be9fd"},"hljs-function .hljs-keyword":{color:"#ff79c6"},"hljs-subst":{color:"#f8f8f2"},"hljs-string":{color:"#f1fa8c"},"hljs-title":{color:"#f1fa8c",fontWeight:"bold"},"hljs-name":{color:"#f1fa8c",fontWeight:"bold"},"hljs-type":{color:"#f1fa8c",fontWeight:"bold"},"hljs-attribute":{color:"#f1fa8c"},"hljs-symbol":{color:"#f1fa8c"},"hljs-bullet":{color:"#f1fa8c"},"hljs-addition":{color:"#f1fa8c"},"hljs-variable":{color:"#f1fa8c"},"hljs-template-tag":{color:"#f1fa8c"},"hljs-template-variable":{color:"#f1fa8c"},"hljs-comment":{color:"#6272a4"},"hljs-quote":{color:"#6272a4"},"hljs-deletion":{color:"#6272a4"},"hljs-meta":{color:"#6272a4"},"hljs-doctag":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},"d+PR":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#333",background:"#f8f8f8"},"hljs-comment":{color:"#998",fontStyle:"italic"},"hljs-quote":{color:"#998",fontStyle:"italic"},"hljs-keyword":{color:"#333",fontWeight:"bold"},"hljs-selector-tag":{color:"#333",fontWeight:"bold"},"hljs-subst":{color:"#333",fontWeight:"normal"},"hljs-number":{color:"#008080"},"hljs-literal":{color:"#008080"},"hljs-variable":{color:"#008080"},"hljs-template-variable":{color:"#008080"},"hljs-tag .hljs-attr":{color:"#008080"},"hljs-string":{color:"#d14"},"hljs-doctag":{color:"#d14"},"hljs-title":{color:"#900",fontWeight:"bold"},"hljs-section":{color:"#900",fontWeight:"bold"},"hljs-selector-id":{color:"#900",fontWeight:"bold"},"hljs-type":{color:"#458",fontWeight:"bold"},"hljs-class .hljs-title":{color:"#458",fontWeight:"bold"},"hljs-tag":{color:"#000080",fontWeight:"normal"},"hljs-name":{color:"#000080",fontWeight:"normal"},"hljs-attribute":{color:"#000080",fontWeight:"normal"},"hljs-regexp":{color:"#009926"},"hljs-link":{color:"#009926"},"hljs-symbol":{color:"#990073"},"hljs-bullet":{color:"#990073"},"hljs-built_in":{color:"#0086b3"},"hljs-builtin-name":{color:"#0086b3"},"hljs-meta":{color:"#999",fontWeight:"bold"},"hljs-deletion":{background:"#fdd"},"hljs-addition":{background:"#dfd"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"dCW+":function(e){e.exports=function(e){var t={className:"variable",begin:"(\\$[a-zA-Z-][a-zA-Z0-9_-]*)\\b"},r={className:"number",begin:"#[0-9A-Fa-f]+"};return{case_insensitive:!0,illegal:"[=/|']",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"selector-id",begin:"\\#[A-Za-z0-9_-]+",relevance:0},{className:"selector-class",begin:"\\.[A-Za-z0-9_-]+",relevance:0},{className:"selector-attr",begin:"\\[",end:"\\]",illegal:"$"},{className:"selector-tag",begin:"\\b(a|abbr|acronym|address|area|article|aside|audio|b|base|big|blockquote|body|br|button|canvas|caption|cite|code|col|colgroup|command|datalist|dd|del|details|dfn|div|dl|dt|em|embed|fieldset|figcaption|figure|footer|form|frame|frameset|(h[1-6])|head|header|hgroup|hr|html|i|iframe|img|input|ins|kbd|keygen|label|legend|li|link|map|mark|meta|meter|nav|noframes|noscript|object|ol|optgroup|option|output|p|param|pre|progress|q|rp|rt|ruby|samp|script|section|select|small|span|strike|strong|style|sub|sup|table|tbody|td|textarea|tfoot|th|thead|time|title|tr|tt|ul|var|video)\\b",relevance:0},{begin:":(visited|valid|root|right|required|read-write|read-only|out-range|optional|only-of-type|only-child|nth-of-type|nth-last-of-type|nth-last-child|nth-child|not|link|left|last-of-type|last-child|lang|invalid|indeterminate|in-range|hover|focus|first-of-type|first-line|first-letter|first-child|first|enabled|empty|disabled|default|checked|before|after|active)"},{begin:"::(after|before|choices|first-letter|first-line|repeat-index|repeat-item|selection|value)"},t,{className:"attribute",begin:"\\b(z-index|word-wrap|word-spacing|word-break|width|widows|white-space|visibility|vertical-align|unicode-bidi|transition-timing-function|transition-property|transition-duration|transition-delay|transition|transform-style|transform-origin|transform|top|text-underline-position|text-transform|text-shadow|text-rendering|text-overflow|text-indent|text-decoration-style|text-decoration-line|text-decoration-color|text-decoration|text-align-last|text-align|tab-size|table-layout|right|resize|quotes|position|pointer-events|perspective-origin|perspective|page-break-inside|page-break-before|page-break-after|padding-top|padding-right|padding-left|padding-bottom|padding|overflow-y|overflow-x|overflow-wrap|overflow|outline-width|outline-style|outline-offset|outline-color|outline|orphans|order|opacity|object-position|object-fit|normal|none|nav-up|nav-right|nav-left|nav-index|nav-down|min-width|min-height|max-width|max-height|mask|marks|margin-top|margin-right|margin-left|margin-bottom|margin|list-style-type|list-style-position|list-style-image|list-style|line-height|letter-spacing|left|justify-content|initial|inherit|ime-mode|image-orientation|image-resolution|image-rendering|icon|hyphens|height|font-weight|font-variant-ligatures|font-variant|font-style|font-stretch|font-size-adjust|font-size|font-language-override|font-kerning|font-feature-settings|font-family|font|float|flex-wrap|flex-shrink|flex-grow|flex-flow|flex-direction|flex-basis|flex|filter|empty-cells|display|direction|cursor|counter-reset|counter-increment|content|column-width|column-span|column-rule-width|column-rule-style|column-rule-color|column-rule|column-gap|column-fill|column-count|columns|color|clip-path|clip|clear|caption-side|break-inside|break-before|break-after|box-sizing|box-shadow|box-decoration-break|bottom|border-width|border-top-width|border-top-style|border-top-right-radius|border-top-left-radius|border-top-color|border-top|border-style|border-spacing|border-right-width|border-right-style|border-right-color|border-right|border-radius|border-left-width|border-left-style|border-left-color|border-left|border-image-width|border-image-source|border-image-slice|border-image-repeat|border-image-outset|border-image|border-color|border-collapse|border-bottom-width|border-bottom-style|border-bottom-right-radius|border-bottom-left-radius|border-bottom-color|border-bottom|border|background-size|background-repeat|background-position|background-origin|background-image|background-color|background-clip|background-attachment|background-blend-mode|background|backface-visibility|auto|animation-timing-function|animation-play-state|animation-name|animation-iteration-count|animation-fill-mode|animation-duration|animation-direction|animation-delay|animation|align-self|align-items|align-content)\\b",illegal:"[^\\s]"},{begin:"\\b(whitespace|wait|w-resize|visible|vertical-text|vertical-ideographic|uppercase|upper-roman|upper-alpha|underline|transparent|top|thin|thick|text|text-top|text-bottom|tb-rl|table-header-group|table-footer-group|sw-resize|super|strict|static|square|solid|small-caps|separate|se-resize|scroll|s-resize|rtl|row-resize|ridge|right|repeat|repeat-y|repeat-x|relative|progress|pointer|overline|outside|outset|oblique|nowrap|not-allowed|normal|none|nw-resize|no-repeat|no-drop|newspaper|ne-resize|n-resize|move|middle|medium|ltr|lr-tb|lowercase|lower-roman|lower-alpha|loose|list-item|line|line-through|line-edge|lighter|left|keep-all|justify|italic|inter-word|inter-ideograph|inside|inset|inline|inline-block|inherit|inactive|ideograph-space|ideograph-parenthesis|ideograph-numeric|ideograph-alpha|horizontal|hidden|help|hand|groove|fixed|ellipsis|e-resize|double|dotted|distribute|distribute-space|distribute-letter|distribute-all-lines|disc|disabled|default|decimal|dashed|crosshair|collapse|col-resize|circle|char|center|capitalize|break-word|break-all|bottom|both|bolder|bold|block|bidi-override|below|baseline|auto|always|all-scroll|absolute|table|table-cell)\\b"},{begin:":",end:";",contains:[t,r,e.CSS_NUMBER_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,{className:"meta",begin:"!important"}]},{begin:"@",end:"[{;]",keywords:"mixin include extend for if else each while charset import debug media page content font-face namespace warn",contains:[t,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,r,e.CSS_NUMBER_MODE,{begin:"\\s[A-Za-z0-9_.-]+",relevance:0}]}]}}},dbjm:function(e,t,r){"use strict";function n(e,t){return void 0===t&&(t=0),"string"!=typeof e||0===t||e.length<=t?e:e.substr(0,t)+"..."}function o(e,t){var r=e,n=r.length;if(n<=150)return r;t>n&&(t=n);var o=Math.max(t-60,0);o<5&&(o=0);var a=Math.min(o+140,n);return a>n-5&&(a=n),a===n&&(o=Math.max(a-140,0)),r=r.slice(o,a),o>0&&(r="'{snip} "+r),a] *$",returnEnd:!0,contains:n.contains,end:r.variants[0].begin},{begin:"<%[%=-]?",end:"[%-]?%>",subLanguage:"ruby",excludeBegin:!0,excludeEnd:!0,relevance:0},{className:"type",begin:"!"+e.UNDERSCORE_IDENT_RE},{className:"type",begin:"!!"+e.UNDERSCORE_IDENT_RE},{className:"meta",begin:"&"+e.UNDERSCORE_IDENT_RE+"$"},{className:"meta",begin:"\\*"+e.UNDERSCORE_IDENT_RE+"$"},{className:"bullet",begin:"^ *-",relevance:0},e.HASH_COMMENT_MODE,{beginKeywords:"true false yes no null",keywords:{literal:"true false yes no null"}},e.C_NUMBER_MODE,n]}}},dwHH:function(e){e.exports=function(e){var t={"builtin-name":"each in with if else unless bindattr action collection debugger log outlet template unbound view yield"};return{aliases:["hbs","html.hbs","html.handlebars"],case_insensitive:!0,subLanguage:"xml",contains:[e.COMMENT("{{!(--)?","(--)?}}"),{className:"template-tag",begin:/\{\{[#\/]/,end:/\}\}/,contains:[{className:"name",begin:/[a-zA-Z\.-]+/,keywords:t,starts:{endsWithParent:!0,relevance:0,contains:[e.QUOTE_STRING_MODE]}}]},{className:"template-variable",begin:/\{\{/,end:/\}\}/,keywords:t}]}}},eGIh:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#F0F0F0",color:"#444"},"hljs-subst":{color:"#444"},"hljs-comment":{color:"#888888"},"hljs-keyword":{fontWeight:"bold"},"hljs-attribute":{fontWeight:"bold"},"hljs-selector-tag":{fontWeight:"bold"},"hljs-meta-keyword":{fontWeight:"bold"},"hljs-doctag":{fontWeight:"bold"},"hljs-name":{fontWeight:"bold"},"hljs-type":{color:"#880000"},"hljs-string":{color:"#880000"},"hljs-number":{color:"#880000"},"hljs-selector-id":{color:"#880000"},"hljs-selector-class":{color:"#880000"},"hljs-quote":{color:"#880000"},"hljs-template-tag":{color:"#880000"},"hljs-deletion":{color:"#880000"},"hljs-title":{color:"#880000",fontWeight:"bold"},"hljs-section":{color:"#880000",fontWeight:"bold"},"hljs-regexp":{color:"#BC6060"},"hljs-symbol":{color:"#BC6060"},"hljs-variable":{color:"#BC6060"},"hljs-template-variable":{color:"#BC6060"},"hljs-link":{color:"#BC6060"},"hljs-selector-attr":{color:"#BC6060"},"hljs-selector-pseudo":{color:"#BC6060"},"hljs-literal":{color:"#78A960"},"hljs-built_in":{color:"#397300"},"hljs-bullet":{color:"#397300"},"hljs-code":{color:"#397300"},"hljs-addition":{color:"#397300"},"hljs-meta":{color:"#1f7199"},"hljs-meta-string":{color:"#4d99bf"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},ecIJ:function(e){e.exports=function(e){var t={keyword:"abort acronym acronyms alias all and assign binary card diag display else eq file files for free ge gt if integer le loop lt maximizing minimizing model models ne negative no not option options or ord positive prod put putpage puttl repeat sameas semicont semiint smax smin solve sos1 sos2 sum system table then until using while xor yes",literal:"eps inf na","built-in":"abs arccos arcsin arctan arctan2 Beta betaReg binomial ceil centropy cos cosh cvPower div div0 eDist entropy errorf execSeed exp fact floor frac gamma gammaReg log logBeta logGamma log10 log2 mapVal max min mod ncpCM ncpF ncpVUpow ncpVUsin normal pi poly power randBinomial randLinear randTriangle round rPower sigmoid sign signPower sin sinh slexp sllog10 slrec sqexp sqlog10 sqr sqrec sqrt tan tanh trunc uniform uniformInt vcPower bool_and bool_eqv bool_imp bool_not bool_or bool_xor ifThen rel_eq rel_ge rel_gt rel_le rel_lt rel_ne gday gdow ghour gleap gmillisec gminute gmonth gsecond gyear jdate jnow jstart jtime errorLevel execError gamsRelease gamsVersion handleCollect handleDelete handleStatus handleSubmit heapFree heapLimit heapSize jobHandle jobKill jobStatus jobTerminate licenseLevel licenseStatus maxExecError sleep timeClose timeComp timeElapsed timeExec timeStart"},r={className:"symbol",variants:[{begin:/\=[lgenxc]=/},{begin:/\$/}]},n={className:"comment",variants:[{begin:"'",end:"'"},{begin:'"',end:'"'}],illegal:"\\n",contains:[e.BACKSLASH_ESCAPE]},o={begin:"/",end:"/",keywords:t,contains:[n,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,e.C_NUMBER_MODE]},a={begin:/[a-z][a-z0-9_]*(\([a-z0-9_, ]*\))?[ \t]+/,excludeBegin:!0,end:"$",endsWithParent:!0,contains:[n,o,{className:"comment",begin:/([ ]*[a-z0-9&#*=?@>\\<:\-,()$\[\]_.{}!+%^]+)+/,relevance:0}]};return{aliases:["gms"],case_insensitive:!0,keywords:t,contains:[e.COMMENT(/^\$ontext/,/^\$offtext/),{className:"meta",begin:"^\\$[a-z0-9]+",end:"$",returnBegin:!0,contains:[{className:"meta-keyword",begin:"^\\$[a-z0-9]+"}]},e.COMMENT("^\\*","$"),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,{beginKeywords:"set sets parameter parameters variable variables scalar scalars equation equations",end:";",contains:[e.COMMENT("^\\*","$"),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,o,a]},{beginKeywords:"table",end:";",returnBegin:!0,contains:[{beginKeywords:"table",end:"$",contains:[a]},e.COMMENT("^\\*","$"),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,e.C_NUMBER_MODE]},{className:"function",begin:/^[a-z][a-z0-9_,\-+' ()$]+\.{2}/,returnBegin:!0,contains:[{className:"title",begin:/^[a-z0-9_]+/},{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0},r]},e.C_NUMBER_MODE,r]}}},eexs:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#969896"},"hljs-quote":{color:"#969896"},"hljs-variable":{color:"#cc6666"},"hljs-template-variable":{color:"#cc6666"},"hljs-tag":{color:"#cc6666"},"hljs-name":{color:"#cc6666"},"hljs-selector-id":{color:"#cc6666"},"hljs-selector-class":{color:"#cc6666"},"hljs-regexp":{color:"#cc6666"},"hljs-deletion":{color:"#cc6666"},"hljs-number":{color:"#de935f"},"hljs-built_in":{color:"#de935f"},"hljs-builtin-name":{color:"#de935f"},"hljs-literal":{color:"#de935f"},"hljs-type":{color:"#de935f"},"hljs-params":{color:"#de935f"},"hljs-meta":{color:"#de935f"},"hljs-link":{color:"#de935f"},"hljs-attribute":{color:"#f0c674"},"hljs-string":{color:"#b5bd68"},"hljs-symbol":{color:"#b5bd68"},"hljs-bullet":{color:"#b5bd68"},"hljs-addition":{color:"#b5bd68"},"hljs-title":{color:"#81a2be"},"hljs-section":{color:"#81a2be"},"hljs-keyword":{color:"#b294bb"},"hljs-selector-tag":{color:"#b294bb"},hljs:{display:"block",overflowX:"auto",background:"#1d1f21",color:"#c5c8c6",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},ensb:function(e,t,r){"use strict";function n(e){function t(){o.Component.call(this),r||(this.componentWillMount=()=>{e(e=>{r=e&&e.default||e,this.setState({})})},this.shouldComponentUpdate=()=>null!=r),this.render=e=>{if(r)return Object(o.h)(r,e);const t=function e(t,r){if("string"==typeof t.type)return null;const n=t.__;if(!n)return;let o=n.__k;if(o){Array.isArray(o)||(o=[o]);let r=o.indexOf(t);-1===r&&(r=o.length);for(let t=r;t--;){const r=o[t],n=r&&r.__e||e(r,!0);if(n)return n}}return r?void 0:e(n)}(this.__v),n=t&&t.nextSibling||(this.__P||this._parentDom).firstChild;return n&&Object(o.h)(n.localName,{dangerouslySetInnerHTML:a})}}let r;return t.preload=e,(t.prototype=new o.Component).constructor=t,t}r.d(t,"a",(function(){return n}));var o=r("hosL");const a={}},eyhS:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#000",background:"#fff"},"hljs-subst":{fontWeight:"normal",color:"#000"},"hljs-title":{fontWeight:"normal",color:"#000"},"hljs-comment":{color:"#808080",fontStyle:"italic"},"hljs-quote":{color:"#808080",fontStyle:"italic"},"hljs-meta":{color:"#808000"},"hljs-tag":{background:"#efefef"},"hljs-section":{fontWeight:"bold",color:"#000080"},"hljs-name":{fontWeight:"bold",color:"#000080"},"hljs-literal":{fontWeight:"bold",color:"#000080"},"hljs-keyword":{fontWeight:"bold",color:"#000080"},"hljs-selector-tag":{fontWeight:"bold",color:"#000080"},"hljs-type":{fontWeight:"bold",color:"#000080"},"hljs-selector-id":{fontWeight:"bold",color:"#000080"},"hljs-selector-class":{fontWeight:"bold",color:"#000080"},"hljs-attribute":{fontWeight:"bold",color:"#0000ff"},"hljs-number":{fontWeight:"normal",color:"#0000ff"},"hljs-regexp":{fontWeight:"normal",color:"#0000ff"},"hljs-link":{fontWeight:"normal",color:"#0000ff"},"hljs-string":{color:"#008000",fontWeight:"bold"},"hljs-symbol":{color:"#000",background:"#d0eded",fontStyle:"italic"},"hljs-bullet":{color:"#000",background:"#d0eded",fontStyle:"italic"},"hljs-formula":{color:"#000",background:"#d0eded",fontStyle:"italic"},"hljs-doctag":{textDecoration:"underline"},"hljs-variable":{color:"#660e7a"},"hljs-template-variable":{color:"#660e7a"},"hljs-addition":{background:"#baeeba"},"hljs-deletion":{background:"#ffc8bd"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},f4pV:function(e,t,r){"use strict";var n=r("63Ad");Object.defineProperty(t,"__esModule",{value:!0}),Object.defineProperty(t,"a11yDark",{enumerable:!0,get:function(){return o.default}}),Object.defineProperty(t,"a11yLight",{enumerable:!0,get:function(){return a.default}}),Object.defineProperty(t,"agate",{enumerable:!0,get:function(){return i.default}}),Object.defineProperty(t,"anOldHope",{enumerable:!0,get:function(){return s.default}}),Object.defineProperty(t,"androidstudio",{enumerable:!0,get:function(){return l.default}}),Object.defineProperty(t,"arduinoLight",{enumerable:!0,get:function(){return c.default}}),Object.defineProperty(t,"arta",{enumerable:!0,get:function(){return _.default}}),Object.defineProperty(t,"ascetic",{enumerable:!0,get:function(){return d.default}}),Object.defineProperty(t,"atelierCaveDark",{enumerable:!0,get:function(){return u.default}}),Object.defineProperty(t,"atelierCaveLight",{enumerable:!0,get:function(){return p.default}}),Object.defineProperty(t,"atelierDuneDark",{enumerable:!0,get:function(){return m.default}}),Object.defineProperty(t,"atelierDuneLight",{enumerable:!0,get:function(){return g.default}}),Object.defineProperty(t,"atelierEstuaryDark",{enumerable:!0,get:function(){return f.default}}),Object.defineProperty(t,"atelierEstuaryLight",{enumerable:!0,get:function(){return E.default}}),Object.defineProperty(t,"atelierForestDark",{enumerable:!0,get:function(){return b.default}}),Object.defineProperty(t,"atelierForestLight",{enumerable:!0,get:function(){return h.default}}),Object.defineProperty(t,"atelierHeathDark",{enumerable:!0,get:function(){return S.default}}),Object.defineProperty(t,"atelierHeathLight",{enumerable:!0,get:function(){return T.default}}),Object.defineProperty(t,"atelierLakesideDark",{enumerable:!0,get:function(){return v.default}}),Object.defineProperty(t,"atelierLakesideLight",{enumerable:!0,get:function(){return C.default}}),Object.defineProperty(t,"atelierPlateauDark",{enumerable:!0,get:function(){return y.default}}),Object.defineProperty(t,"atelierPlateauLight",{enumerable:!0,get:function(){return R.default}}),Object.defineProperty(t,"atelierSavannaDark",{enumerable:!0,get:function(){return N.default}}),Object.defineProperty(t,"atelierSavannaLight",{enumerable:!0,get:function(){return O.default}}),Object.defineProperty(t,"atelierSeasideDark",{enumerable:!0,get:function(){return A.default}}),Object.defineProperty(t,"atelierSeasideLight",{enumerable:!0,get:function(){return I.default}}),Object.defineProperty(t,"atelierSulphurpoolDark",{enumerable:!0,get:function(){return D.default}}),Object.defineProperty(t,"atelierSulphurpoolLight",{enumerable:!0,get:function(){return w.default}}),Object.defineProperty(t,"atomOneDarkReasonable",{enumerable:!0,get:function(){return x.default}}),Object.defineProperty(t,"atomOneDark",{enumerable:!0,get:function(){return M.default}}),Object.defineProperty(t,"atomOneLight",{enumerable:!0,get:function(){return L.default}}),Object.defineProperty(t,"brownPaper",{enumerable:!0,get:function(){return P.default}}),Object.defineProperty(t,"codepenEmbed",{enumerable:!0,get:function(){return k.default}}),Object.defineProperty(t,"colorBrewer",{enumerable:!0,get:function(){return j.default}}),Object.defineProperty(t,"darcula",{enumerable:!0,get:function(){return U.default}}),Object.defineProperty(t,"dark",{enumerable:!0,get:function(){return F.default}}),Object.defineProperty(t,"darkula",{enumerable:!0,get:function(){return G.default}}),Object.defineProperty(t,"defaultStyle",{enumerable:!0,get:function(){return B.default}}),Object.defineProperty(t,"docco",{enumerable:!0,get:function(){return Y.default}}),Object.defineProperty(t,"dracula",{enumerable:!0,get:function(){return V.default}}),Object.defineProperty(t,"far",{enumerable:!0,get:function(){return H.default}}),Object.defineProperty(t,"foundation",{enumerable:!0,get:function(){return z.default}}),Object.defineProperty(t,"githubGist",{enumerable:!0,get:function(){return q.default}}),Object.defineProperty(t,"github",{enumerable:!0,get:function(){return W.default}}),Object.defineProperty(t,"gml",{enumerable:!0,get:function(){return Q.default}}),Object.defineProperty(t,"googlecode",{enumerable:!0,get:function(){return K.default}}),Object.defineProperty(t,"grayscale",{enumerable:!0,get:function(){return $.default}}),Object.defineProperty(t,"gruvboxDark",{enumerable:!0,get:function(){return X.default}}),Object.defineProperty(t,"gruvboxLight",{enumerable:!0,get:function(){return Z.default}}),Object.defineProperty(t,"hopscotch",{enumerable:!0,get:function(){return J.default}}),Object.defineProperty(t,"hybrid",{enumerable:!0,get:function(){return ee.default}}),Object.defineProperty(t,"idea",{enumerable:!0,get:function(){return te.default}}),Object.defineProperty(t,"irBlack",{enumerable:!0,get:function(){return re.default}}),Object.defineProperty(t,"isblEditorDark",{enumerable:!0,get:function(){return ne.default}}),Object.defineProperty(t,"isblEditorLight",{enumerable:!0,get:function(){return oe.default}}),Object.defineProperty(t,"kimbieDark",{enumerable:!0,get:function(){return ae.default}}),Object.defineProperty(t,"kimbieLight",{enumerable:!0,get:function(){return ie.default}}),Object.defineProperty(t,"lightfair",{enumerable:!0,get:function(){return se.default}}),Object.defineProperty(t,"magula",{enumerable:!0,get:function(){return le.default}}),Object.defineProperty(t,"monoBlue",{enumerable:!0,get:function(){return ce.default}}),Object.defineProperty(t,"monokaiSublime",{enumerable:!0,get:function(){return _e.default}}),Object.defineProperty(t,"monokai",{enumerable:!0,get:function(){return de.default}}),Object.defineProperty(t,"nord",{enumerable:!0,get:function(){return ue.default}}),Object.defineProperty(t,"obsidian",{enumerable:!0,get:function(){return pe.default}}),Object.defineProperty(t,"ocean",{enumerable:!0,get:function(){return me.default}}),Object.defineProperty(t,"paraisoDark",{enumerable:!0,get:function(){return ge.default}}),Object.defineProperty(t,"paraisoLight",{enumerable:!0,get:function(){return fe.default}}),Object.defineProperty(t,"pojoaque",{enumerable:!0,get:function(){return Ee.default}}),Object.defineProperty(t,"purebasic",{enumerable:!0,get:function(){return be.default}}),Object.defineProperty(t,"qtcreatorDark",{enumerable:!0,get:function(){return he.default}}),Object.defineProperty(t,"qtcreatorLight",{enumerable:!0,get:function(){return Se.default}}),Object.defineProperty(t,"railscasts",{enumerable:!0,get:function(){return Te.default}}),Object.defineProperty(t,"rainbow",{enumerable:!0,get:function(){return ve.default}}),Object.defineProperty(t,"routeros",{enumerable:!0,get:function(){return Ce.default}}),Object.defineProperty(t,"schoolBook",{enumerable:!0,get:function(){return ye.default}}),Object.defineProperty(t,"shadesOfPurple",{enumerable:!0,get:function(){return Re.default}}),Object.defineProperty(t,"solarizedDark",{enumerable:!0,get:function(){return Ne.default}}),Object.defineProperty(t,"solarizedLight",{enumerable:!0,get:function(){return Oe.default}}),Object.defineProperty(t,"sunburst",{enumerable:!0,get:function(){return Ae.default}}),Object.defineProperty(t,"tomorrowNightBlue",{enumerable:!0,get:function(){return Ie.default}}),Object.defineProperty(t,"tomorrowNightBright",{enumerable:!0,get:function(){return De.default}}),Object.defineProperty(t,"tomorrowNightEighties",{enumerable:!0,get:function(){return we.default}}),Object.defineProperty(t,"tomorrowNight",{enumerable:!0,get:function(){return xe.default}}),Object.defineProperty(t,"tomorrow",{enumerable:!0,get:function(){return Me.default}}),Object.defineProperty(t,"vs",{enumerable:!0,get:function(){return Le.default}}),Object.defineProperty(t,"vs2015",{enumerable:!0,get:function(){return Pe.default}}),Object.defineProperty(t,"xcode",{enumerable:!0,get:function(){return ke.default}}),Object.defineProperty(t,"xt256",{enumerable:!0,get:function(){return je.default}}),Object.defineProperty(t,"zenburn",{enumerable:!0,get:function(){return Ue.default}});var o=n(r("jyl6")),a=n(r("+RZH")),i=n(r("MI+5")),s=n(r("1+YT")),l=n(r("N/JG")),c=n(r("/n59")),_=n(r("9mI7")),d=n(r("H53G")),u=n(r("ktHE")),p=n(r("tutY")),m=n(r("LKL0")),g=n(r("/7wm")),f=n(r("s7vy")),E=n(r("N2qj")),b=n(r("Ljye")),h=n(r("pc7Y")),S=n(r("loB5")),T=n(r("x9fF")),v=n(r("BED+")),C=n(r("uOpT")),y=n(r("KVH/")),R=n(r("2L5r")),N=n(r("FFic")),O=n(r("Puzk")),A=n(r("YcJl")),I=n(r("O3ky")),D=n(r("2dfV")),w=n(r("4Z8A")),x=n(r("B8QI")),M=n(r("pjn5")),L=n(r("26O/")),P=n(r("Vbkg")),k=n(r("Ysrp")),j=n(r("AdZH")),U=n(r("Jg8x")),F=n(r("xAlp")),G=n(r("fWMi")),B=n(r("eGIh")),Y=n(r("T0jz")),V=n(r("cnq6")),H=n(r("lj9D")),z=n(r("aQXo")),q=n(r("CR3u")),W=n(r("d+PR")),Q=n(r("NzLM")),K=n(r("BadI")),$=n(r("ShPU")),X=n(r("MX9s")),Z=n(r("3NM4")),J=n(r("1x5M")),ee=n(r("0s03")),te=n(r("eyhS")),re=n(r("ZM+r")),ne=n(r("ORcw")),oe=n(r("Rjce")),ae=n(r("hUSD")),ie=n(r("jEO1")),se=n(r("PbbS")),le=n(r("xc7R")),ce=n(r("IAg1")),_e=n(r("E+QW")),de=n(r("D4a2")),ue=n(r("QrGX")),pe=n(r("G11e")),me=n(r("w97a")),ge=n(r("Gcgz")),fe=n(r("mxXI")),Ee=n(r("41rK")),be=n(r("4lNu")),he=n(r("smNm")),Se=n(r("Lp7K")),Te=n(r("8QGF")),ve=n(r("vT3H")),Ce=n(r("OZlm")),ye=n(r("8vdg")),Re=n(r("XN0u")),Ne=n(r("z9KT")),Oe=n(r("o6rk")),Ae=n(r("SpI8")),Ie=n(r("4pdu")),De=n(r("hSC7")),we=n(r("ZYXP")),xe=n(r("eexs")),Me=n(r("0Sbo")),Le=n(r("862k")),Pe=n(r("FNUU")),ke=n(r("I6f5")),je=n(r("t+fX")),Ue=n(r("T0S7"))},fQ0b:function(e){e.exports=function(e){var t={begin:"<",end:">",contains:[e.inherit(e.TITLE_MODE,{begin:/'[a-zA-Z0-9_]+/})]};return{aliases:["fs"],keywords:"abstract and as assert base begin class default delegate do done downcast downto elif else end exception extern false finally for fun function global if in inherit inline interface internal lazy let match member module mutable namespace new null of open or override private public rec return sig static struct then to true try type upcast use val void when while with yield",illegal:/\/\*/,contains:[{className:"keyword",begin:/\b(yield|return|let|do)!/},{className:"string",begin:'@"',end:'"',contains:[{begin:'""'}]},{className:"string",begin:'"""',end:'"""'},e.COMMENT("\\(\\*","\\*\\)"),{className:"class",beginKeywords:"type",end:"\\(|=|$",excludeEnd:!0,contains:[e.UNDERSCORE_TITLE_MODE,t]},{className:"meta",begin:"\\[<",end:">\\]",relevance:10},{className:"symbol",begin:"\\B('[A-Za-z])\\b",contains:[e.BACKSLASH_ESCAPE]},e.C_LINE_COMMENT_MODE,e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),e.C_NUMBER_MODE]}}},fTaw:function(e,t,r){"use strict";(function(e){function n(){return"[object process]"===Object.prototype.toString.call(void 0!==e?e:0)}function o(e,t){return e.require(t)}r.d(t,"b",(function(){return n})),r.d(t,"a",(function(){return o}));r("E6vx"),r("tZ4O")}).call(this,r("5IsQ"),r("Ono3")(e))},fWMi:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={}},fjMO:function(e){e.exports=function(e){return{keywords:{keyword:"println readln print import module function local return let var while for foreach times in case when match with break continue augment augmentation each find filter reduce if then else otherwise try catch finally raise throw orIfNull DynamicObject|10 DynamicVariable struct Observable map set vector list array",literal:"true false null"},contains:[e.HASH_COMMENT_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,{className:"meta",begin:"@[A-Za-z]+"}]}}},gLyw:function(e){e.exports=function(e){return{aliases:["v","sv","svh"],case_insensitive:!1,keywords:{keyword:"accept_on alias always always_comb always_ff always_latch and assert assign assume automatic before begin bind bins binsof bit break buf|0 bufif0 bufif1 byte case casex casez cell chandle checker class clocking cmos config const constraint context continue cover covergroup coverpoint cross deassign default defparam design disable dist do edge else end endcase endchecker endclass endclocking endconfig endfunction endgenerate endgroup endinterface endmodule endpackage endprimitive endprogram endproperty endspecify endsequence endtable endtask enum event eventually expect export extends extern final first_match for force foreach forever fork forkjoin function generate|5 genvar global highz0 highz1 if iff ifnone ignore_bins illegal_bins implements implies import incdir include initial inout input inside instance int integer interconnect interface intersect join join_any join_none large let liblist library local localparam logic longint macromodule matches medium modport module nand negedge nettype new nexttime nmos nor noshowcancelled not notif0 notif1 or output package packed parameter pmos posedge primitive priority program property protected pull0 pull1 pulldown pullup pulsestyle_ondetect pulsestyle_onevent pure rand randc randcase randsequence rcmos real realtime ref reg reject_on release repeat restrict return rnmos rpmos rtran rtranif0 rtranif1 s_always s_eventually s_nexttime s_until s_until_with scalared sequence shortint shortreal showcancelled signed small soft solve specify specparam static string strong strong0 strong1 struct super supply0 supply1 sync_accept_on sync_reject_on table tagged task this throughout time timeprecision timeunit tran tranif0 tranif1 tri tri0 tri1 triand trior trireg type typedef union unique unique0 unsigned until until_with untyped use uwire var vectored virtual void wait wait_order wand weak weak0 weak1 while wildcard wire with within wor xnor xor",literal:"null",built_in:"$finish $stop $exit $fatal $error $warning $info $realtime $time $printtimescale $bitstoreal $bitstoshortreal $itor $signed $cast $bits $stime $timeformat $realtobits $shortrealtobits $rtoi $unsigned $asserton $assertkill $assertpasson $assertfailon $assertnonvacuouson $assertoff $assertcontrol $assertpassoff $assertfailoff $assertvacuousoff $isunbounded $sampled $fell $changed $past_gclk $fell_gclk $changed_gclk $rising_gclk $steady_gclk $coverage_control $coverage_get $coverage_save $set_coverage_db_name $rose $stable $past $rose_gclk $stable_gclk $future_gclk $falling_gclk $changing_gclk $display $coverage_get_max $coverage_merge $get_coverage $load_coverage_db $typename $unpacked_dimensions $left $low $increment $clog2 $ln $log10 $exp $sqrt $pow $floor $ceil $sin $cos $tan $countbits $onehot $isunknown $fatal $warning $dimensions $right $high $size $asin $acos $atan $atan2 $hypot $sinh $cosh $tanh $asinh $acosh $atanh $countones $onehot0 $error $info $random $dist_chi_square $dist_erlang $dist_exponential $dist_normal $dist_poisson $dist_t $dist_uniform $q_initialize $q_remove $q_exam $async$and$array $async$nand$array $async$or$array $async$nor$array $sync$and$array $sync$nand$array $sync$or$array $sync$nor$array $q_add $q_full $psprintf $async$and$plane $async$nand$plane $async$or$plane $async$nor$plane $sync$and$plane $sync$nand$plane $sync$or$plane $sync$nor$plane $system $display $displayb $displayh $displayo $strobe $strobeb $strobeh $strobeo $write $readmemb $readmemh $writememh $value$plusargs $dumpvars $dumpon $dumplimit $dumpports $dumpportson $dumpportslimit $writeb $writeh $writeo $monitor $monitorb $monitorh $monitoro $writememb $dumpfile $dumpoff $dumpall $dumpflush $dumpportsoff $dumpportsall $dumpportsflush $fclose $fdisplay $fdisplayb $fdisplayh $fdisplayo $fstrobe $fstrobeb $fstrobeh $fstrobeo $swrite $swriteb $swriteh $swriteo $fscanf $fread $fseek $fflush $feof $fopen $fwrite $fwriteb $fwriteh $fwriteo $fmonitor $fmonitorb $fmonitorh $fmonitoro $sformat $sformatf $fgetc $ungetc $fgets $sscanf $rewind $ftell $ferror"},lexemes:/[\w\$]+/,contains:[e.C_BLOCK_COMMENT_MODE,e.C_LINE_COMMENT_MODE,e.QUOTE_STRING_MODE,{className:"number",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:"\\b((\\d+'(b|h|o|d|B|H|O|D))[0-9xzXZa-fA-F_]+)"},{begin:"\\B(('(b|h|o|d|B|H|O|D))[0-9xzXZa-fA-F_]+)"},{begin:"\\b([0-9_])+",relevance:0}]},{className:"variable",variants:[{begin:"#\\((?!parameter).+\\)"},{begin:"\\.\\w+",relevance:0}]},{className:"meta",begin:"`",end:"$",keywords:{"meta-keyword":"define __FILE__ __LINE__ begin_keywords celldefine default_nettype define else elsif end_keywords endcelldefine endif ifdef ifndef include line nounconnected_drive pragma resetall timescale unconnected_drive undef undefineall"},relevance:0}]}}},gki9:function(e,t,r){var n=r("OvAC");e.exports=function(e){for(var t=1;t3)for(r=[r],a=3;a1&&T(o,t,r),t=f(r,o,o,e.__k,null,o.__e,t),"function"==typeof e.type&&(e.__d=t)))}function v(e,t,r,o,a,i,s,_,d){var u,p,g,f,E,b,h,S,v,C,R,N=t.type;if(void 0!==t.constructor)return null;null!=r.__h&&(d=r.__h,_=t.__e=r.__e,t.__h=null,i=[_]),(u=x.__b)&&u(t);try{e:if("function"==typeof N){if(S=t.props,v=(u=N.contextType)&&o[u.__c],C=u?v?v.props.value:u.__:o,r.__c?h=(p=t.__c=r.__c).__=p.__E:("prototype"in N&&N.prototype.render?t.__c=p=new N(S,C):(t.__c=p=new c(S,C),p.constructor=N,p.render=O),v&&v.sub(p),p.props=S,p.state||(p.state={}),p.context=C,p.__n=o,g=p.__d=!0,p.__h=[]),null==p.__s&&(p.__s=p.state),null!=N.getDerivedStateFromProps&&(p.__s==p.state&&(p.__s=n({},p.__s)),n(p.__s,N.getDerivedStateFromProps(S,p.__s))),f=p.props,E=p.state,g)null==N.getDerivedStateFromProps&&null!=p.componentWillMount&&p.componentWillMount(),null!=p.componentDidMount&&p.__h.push(p.componentDidMount);else{if(null==N.getDerivedStateFromProps&&S!==f&&null!=p.componentWillReceiveProps&&p.componentWillReceiveProps(S,C),!p.__e&&null!=p.shouldComponentUpdate&&!1===p.shouldComponentUpdate(S,p.__s,C)||t.__v===r.__v){p.props=S,p.state=p.__s,t.__v!==r.__v&&(p.__d=!1),p.__v=t,t.__e=r.__e,t.__k=r.__k,p.__h.length&&s.push(p),T(t,_,e);break e}null!=p.componentWillUpdate&&p.componentWillUpdate(S,p.__s,C),null!=p.componentDidUpdate&&p.__h.push((function(){p.componentDidUpdate(f,E,b)}))}p.context=C,p.props=S,p.state=p.__s,(u=x.__r)&&u(t),p.__d=!1,p.__v=t,p.__P=e,u=p.render(p.props,p.state,p.context),p.state=p.__s,null!=p.getChildContext&&(o=n(n({},o),p.getChildContext())),g||null==p.getSnapshotBeforeUpdate||(b=p.getSnapshotBeforeUpdate(f,E)),R=null!=u&&u.type==l&&null==u.key?u.props.children:u,m(e,Array.isArray(R)?R:[R],t,r,o,a,i,s,_,d),p.base=t.__e,t.__h=null,p.__h.length&&s.push(p),h&&(p.__E=p.__=null),p.__e=!1}else null==i&&t.__v===r.__v?(t.__k=r.__k,t.__e=r.__e):t.__e=y(r.__e,t,r,o,a,i,s,d);(u=x.diffed)&&u(t)}catch(e){t.__v=null,(d||null!=i)&&(t.__e=_,t.__h=!!d,i[i.indexOf(_)]=null),x.__e(e,t,r)}return t.__e}function C(e,t){x.__c&&x.__c(t,e),e.some((function(t){try{e=t.__h,t.__h=[],e.some((function(e){e.call(t)}))}catch(e){x.__e(e,t.__v)}}))}function y(e,t,r,n,o,a,i,s){var l,c,_,d,u,p=r.props,g=t.props;if(o="svg"===t.type||o,null!=a)for(l=0;l3)for(r=[r],s=3;s",relevance:0}]}}},jEO1:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#a57a4c"},"hljs-quote":{color:"#a57a4c"},"hljs-variable":{color:"#dc3958"},"hljs-template-variable":{color:"#dc3958"},"hljs-tag":{color:"#dc3958"},"hljs-name":{color:"#dc3958"},"hljs-selector-id":{color:"#dc3958"},"hljs-selector-class":{color:"#dc3958"},"hljs-regexp":{color:"#dc3958"},"hljs-meta":{color:"#dc3958"},"hljs-number":{color:"#f79a32"},"hljs-built_in":{color:"#f79a32"},"hljs-builtin-name":{color:"#f79a32"},"hljs-literal":{color:"#f79a32"},"hljs-type":{color:"#f79a32"},"hljs-params":{color:"#f79a32"},"hljs-deletion":{color:"#f79a32"},"hljs-link":{color:"#f79a32"},"hljs-title":{color:"#f06431"},"hljs-section":{color:"#f06431"},"hljs-attribute":{color:"#f06431"},"hljs-string":{color:"#889b4a"},"hljs-symbol":{color:"#889b4a"},"hljs-bullet":{color:"#889b4a"},"hljs-addition":{color:"#889b4a"},"hljs-keyword":{color:"#98676a"},"hljs-selector-tag":{color:"#98676a"},"hljs-function":{color:"#98676a"},hljs:{display:"block",overflowX:"auto",background:"#fbebd4",color:"#84613d",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},jyl6:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#d4d0ab"},"hljs-quote":{color:"#d4d0ab"},"hljs-variable":{color:"#ffa07a"},"hljs-template-variable":{color:"#ffa07a"},"hljs-tag":{color:"#ffa07a"},"hljs-name":{color:"#ffa07a"},"hljs-selector-id":{color:"#ffa07a"},"hljs-selector-class":{color:"#ffa07a"},"hljs-regexp":{color:"#ffa07a"},"hljs-deletion":{color:"#ffa07a"},"hljs-number":{color:"#f5ab35"},"hljs-built_in":{color:"#f5ab35"},"hljs-builtin-name":{color:"#f5ab35"},"hljs-literal":{color:"#f5ab35"},"hljs-type":{color:"#f5ab35"},"hljs-params":{color:"#f5ab35"},"hljs-meta":{color:"#f5ab35"},"hljs-link":{color:"#f5ab35"},"hljs-attribute":{color:"#ffd700"},"hljs-string":{color:"#abe338"},"hljs-symbol":{color:"#abe338"},"hljs-bullet":{color:"#abe338"},"hljs-addition":{color:"#abe338"},"hljs-title":{color:"#00e0e0"},"hljs-section":{color:"#00e0e0"},"hljs-keyword":{color:"#dcc6e0"},"hljs-selector-tag":{color:"#dcc6e0"},hljs:{display:"block",overflowX:"auto",background:"#2b2b2b",color:"#f8f8f2",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},kbeW:function(e){e.exports=function(e){return{case_insensitive:!0,aliases:["cos","cls"],keywords:"property parameter class classmethod clientmethod extends as break catch close continue do d|0 else elseif for goto halt hang h|0 if job j|0 kill k|0 lock l|0 merge new open quit q|0 read r|0 return set s|0 tcommit throw trollback try tstart use view while write w|0 xecute x|0 zkill znspace zn ztrap zwrite zw zzdump zzwrite print zbreak zinsert zload zprint zremove zsave zzprint mv mvcall mvcrt mvdim mvprint zquit zsync ascii",contains:[{className:"number",begin:"\\b(\\d+(\\.\\d*)?|\\.\\d+)",relevance:0},{className:"string",variants:[{begin:'"',end:'"',contains:[{begin:'""',relevance:0}]}]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"comment",begin:/;/,end:"$",relevance:0},{className:"built_in",begin:/(?:\$\$?|\.\.)\^?[a-zA-Z]+/},{className:"built_in",begin:/\$\$\$[a-zA-Z]+/},{className:"built_in",begin:/%[a-z]+(?:\.[a-z]+)*/},{className:"symbol",begin:/\^%?[a-zA-Z][\w]*/},{className:"keyword",begin:/##class|##super|#define|#dim/},{begin:/&sql\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,subLanguage:"sql"},{begin:/&(js|jscript|javascript)/,excludeBegin:!0,excludeEnd:!0,subLanguage:"javascript"},{begin:/&html<\s*\s*>/,subLanguage:"xml"}]}}},keGk:function(e){e.exports=function(e){var t={className:"number",begin:"[\\$%]\\d+"};return{aliases:["apacheconf"],case_insensitive:!0,contains:[e.HASH_COMMENT_MODE,{className:"section",begin:""},{className:"attribute",begin:/\w+/,relevance:0,keywords:{nomarkup:"order deny allow setenv rewriterule rewriteengine rewritecond documentroot sethandler errordocument loadmodule options header listen serverroot servername"},starts:{end:/$/,relevance:0,keywords:{literal:"on off all"},contains:[{className:"meta",begin:"\\s\\[",end:"\\]$"},{className:"variable",begin:"[\\$%]\\{",end:"\\}",contains:["self",t]},t,e.QUOTE_STRING_MODE]}}],illegal:/\S/}}},klYI:function(e){e.exports=function(e){return{case_insensitive:!0,keywords:{keyword:"task project allprojects subprojects artifacts buildscript configurations dependencies repositories sourceSets description delete from into include exclude source classpath destinationDir includes options sourceCompatibility targetCompatibility group flatDir doLast doFirst flatten todir fromdir ant def abstract break case catch continue default do else extends final finally for if implements instanceof native new private protected public return static switch synchronized throw throws transient try volatile while strictfp package import false null super this true antlrtask checkstyle codenarc copy boolean byte char class double float int interface long short void compile runTime file fileTree abs any append asList asWritable call collect compareTo count div dump each eachByte eachFile eachLine every find findAll flatten getAt getErr getIn getOut getText grep immutable inject inspect intersect invokeMethods isCase join leftShift minus multiply newInputStream newOutputStream newPrintWriter newReader newWriter next plus pop power previous print println push putAt read readBytes readLines reverse reverseEach round size sort splitEachLine step subMap times toInteger toList tokenize upto waitForOrKill withPrintWriter withReader withStream withWriter withWriterAppend write writeLine"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.NUMBER_MODE,e.REGEXP_MODE]}}},kmhd:function(e){e.exports=function(e){var t={keyword:"abstract as val var vararg get set class object open private protected public noinline crossinline dynamic final enum if else do while for when throw try catch finally import package is in fun override companion reified inline lateinit init interface annotation data sealed internal infix operator out by constructor super tailrec where const inner suspend typealias external expect actual trait volatile transient native default",built_in:"Byte Short Char Int Long Boolean Float Double Void Unit Nothing",literal:"true false null"},r={className:"symbol",begin:e.UNDERSCORE_IDENT_RE+"@"},n={className:"subst",begin:"\\${",end:"}",contains:[e.APOS_STRING_MODE,e.C_NUMBER_MODE]},o={className:"variable",begin:"\\$"+e.UNDERSCORE_IDENT_RE},a={className:"string",variants:[{begin:'"""',end:'"""',contains:[o,n]},{begin:"'",end:"'",illegal:/\n/,contains:[e.BACKSLASH_ESCAPE]},{begin:'"',end:'"',illegal:/\n/,contains:[e.BACKSLASH_ESCAPE,o,n]}]},i={className:"meta",begin:"@(?:file|property|field|get|set|receiver|param|setparam|delegate)\\s*:(?:\\s*"+e.UNDERSCORE_IDENT_RE+")?"},s={className:"meta",begin:"@"+e.UNDERSCORE_IDENT_RE,contains:[{begin:/\(/,end:/\)/,contains:[e.inherit(a,{className:"meta-string"})]}]},l={className:"number",begin:"\\b(0[bB]([01]+[01_]+[01]+|[01]+)|0[xX]([a-fA-F0-9]+[a-fA-F0-9_]+[a-fA-F0-9]+|[a-fA-F0-9]+)|(([\\d]+[\\d_]+[\\d]+|[\\d]+)(\\.([\\d]+[\\d_]+[\\d]+|[\\d]+))?|\\.([\\d]+[\\d_]+[\\d]+|[\\d]+))([eE][-+]?\\d+)?)[lLfF]?",relevance:0},c=e.COMMENT("/\\*","\\*/",{contains:[e.C_BLOCK_COMMENT_MODE]}),_={variants:[{className:"type",begin:e.UNDERSCORE_IDENT_RE},{begin:/\(/,end:/\)/,contains:[]}]},d=_;return d.variants[1].contains=[_],_.variants[1].contains=[d],{aliases:["kt"],keywords:t,contains:[e.COMMENT("/\\*\\*","\\*/",{relevance:0,contains:[{className:"doctag",begin:"@[A-Za-z]+"}]}),e.C_LINE_COMMENT_MODE,c,{className:"keyword",begin:/\b(break|continue|return|this)\b/,starts:{contains:[{className:"symbol",begin:/@\w+/}]}},r,i,s,{className:"function",beginKeywords:"fun",end:"[(]|$",returnBegin:!0,excludeEnd:!0,keywords:t,illegal:/fun\s+(<.*>)?[^\s\(]+(\s+[^\s\(]+)\s*=/,relevance:5,contains:[{begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,relevance:0,contains:[e.UNDERSCORE_TITLE_MODE]},{className:"type",begin://,keywords:"reified",relevance:0},{className:"params",begin:/\(/,end:/\)/,endsParent:!0,keywords:t,relevance:0,contains:[{begin:/:/,end:/[=,\/]/,endsWithParent:!0,contains:[_,e.C_LINE_COMMENT_MODE,c],relevance:0},e.C_LINE_COMMENT_MODE,c,i,s,a,e.C_NUMBER_MODE]},c]},{className:"class",beginKeywords:"class interface trait",end:/[:\{(]|$/,excludeEnd:!0,illegal:"extends implements",contains:[{beginKeywords:"public protected internal private constructor"},e.UNDERSCORE_TITLE_MODE,{className:"type",begin://,excludeBegin:!0,excludeEnd:!0,relevance:0},{className:"type",begin:/[,:]\s*/,end:/[<\(,]|$/,excludeBegin:!0,returnEnd:!0},i,s]},a,{className:"meta",begin:"^#!/usr/bin/env",end:"$",illegal:"\n"},l]}}},knqJ:function(e){e.exports=function(e){return{case_insensitive:!0,contains:[{className:"meta",begin:"^!!!( (5|1\\.1|Strict|Frameset|Basic|Mobile|RDFa|XML\\b.*))?$",relevance:10},e.COMMENT("^\\s*(!=#|=#|-#|/).*$",!1,{relevance:0}),{begin:"^\\s*(-|=|!=)(?!#)",starts:{end:"\\n",subLanguage:"ruby"}},{className:"tag",begin:"^\\s*%",contains:[{className:"selector-tag",begin:"\\w+"},{className:"selector-id",begin:"#[\\w-]+"},{className:"selector-class",begin:"\\.[\\w-]+"},{begin:"{\\s*",end:"\\s*}",contains:[{begin:":\\w+\\s*=>",end:",\\s+",returnBegin:!0,endsWithParent:!0,contains:[{className:"attr",begin:":\\w+"},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{begin:"\\w+",relevance:0}]}]},{begin:"\\(\\s*",end:"\\s*\\)",excludeEnd:!0,contains:[{begin:"\\w+\\s*=",end:"\\s+",returnBegin:!0,endsWithParent:!0,contains:[{className:"attr",begin:"\\w+",relevance:0},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{begin:"\\w+",relevance:0}]}]}]},{begin:"^\\s*[=~]\\s*"},{begin:"#{",starts:{end:"}",subLanguage:"ruby"}}]}}},ktHE:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#7e7887"},"hljs-quote":{color:"#7e7887"},"hljs-variable":{color:"#be4678"},"hljs-template-variable":{color:"#be4678"},"hljs-attribute":{color:"#be4678"},"hljs-regexp":{color:"#be4678"},"hljs-link":{color:"#be4678"},"hljs-tag":{color:"#be4678"},"hljs-name":{color:"#be4678"},"hljs-selector-id":{color:"#be4678"},"hljs-selector-class":{color:"#be4678"},"hljs-number":{color:"#aa573c"},"hljs-meta":{color:"#aa573c"},"hljs-built_in":{color:"#aa573c"},"hljs-builtin-name":{color:"#aa573c"},"hljs-literal":{color:"#aa573c"},"hljs-type":{color:"#aa573c"},"hljs-params":{color:"#aa573c"},"hljs-string":{color:"#2a9292"},"hljs-symbol":{color:"#2a9292"},"hljs-bullet":{color:"#2a9292"},"hljs-title":{color:"#576ddb"},"hljs-section":{color:"#576ddb"},"hljs-keyword":{color:"#955ae7"},"hljs-selector-tag":{color:"#955ae7"},"hljs-deletion":{color:"#19171c",display:"inline-block",width:"100%",backgroundColor:"#be4678"},"hljs-addition":{color:"#19171c",display:"inline-block",width:"100%",backgroundColor:"#2a9292"},hljs:{display:"block",overflowX:"auto",background:"#19171c",color:"#8b8792",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},l8WD:function(e,t,r){"use strict";function n(e,t){for(var r in t)e[r]=t[r];return e}function o(e,t){for(var r in e)if("__source"!==r&&!(r in t))return!0;for(var n in t)if("__source"!==n&&e[n]!==t[n])return!0;return!1}function a(e){this.props=e}function i(e){return e&&(e.__c&&e.__c.__H&&(e.__c.__H.__.forEach((function(e){"function"==typeof e.__c&&e.__c()})),e.__c.__H=null),(e=n({},e)).__c=null,e.__k=e.__k&&e.__k.map(i)),e}function s(e){return e&&(e.__v=null,e.__k=e.__k&&e.__k.map(s)),e}function l(){this.__u=0,this.t=null,this.__b=null}function c(e){var t=e.__.__c;return t&&t.__e&&t.__e(e)}function _(){this.u=null,this.o=null}function d(e){return this.getChildContext=function(){return e.context},e.children}function u(e){var t=this,r=e.i,n=Object(b.createElement)(d,{context:t.context},e.__v);t.componentWillUnmount=function(){var e=t.l.parentNode;e&&e.removeChild(t.l),Object(b.__u)(t.s)},t.i&&t.i!==r&&(t.componentWillUnmount(),t.h=!1),e.__v?t.h?(r.__k=t.__k,Object(b.render)(n,r),t.__k=r.__k):(t.l=document.createTextNode(""),t.__k=r.__k,Object(b.hydrate)("",r),r.appendChild(t.l),t.h=!0,t.i=r,Object(b.render)(n,r,t.l),r.__k=t.__k,t.__k=t.l.__k):t.h&&t.componentWillUnmount(),t.s=n}function p(){}function m(){return this.cancelBubble}function g(){return this.defaultPrevented}function f(e){return!!e&&e.$$typeof===R}var E=r("QRet");r.d(t,"b",(function(){return E.d})),r.d(t,"c",(function(){return E.i}));var b=r("hosL");(a.prototype=new b.Component).isPureReactComponent=!0,a.prototype.shouldComponentUpdate=function(e,t){return o(this.props,e)||o(this.state,t)};var h=b.options.__b;b.options.__b=function(e){e.type&&e.type.__f&&e.ref&&(e.props.ref=e.ref,e.ref=null),h&&h(e)};var S="undefined"!=typeof Symbol&&Symbol.for&&Symbol.for("react.forward_ref")||3911,T=function(e,t){return null==e?null:Object(b.toChildArray)(Object(b.toChildArray)(e).map(t))},v={map:T,forEach:T,count:function(e){return e?Object(b.toChildArray)(e).length:0},only:function(e){var t=Object(b.toChildArray)(e);if(1!==t.length)throw"Children.only";return t[0]},toArray:b.toChildArray},C=b.options.__e;b.options.__e=function(e,t,r){if(e.then)for(var n,o=t;o=o.__;)if((n=o.__c)&&n.__c)return null==t.__e&&(t.__e=r.__e,t.__k=r.__k),n.__c(e,t);C(e,t,r)},(l.prototype=new b.Component).__c=function(e,t){var r=t.__c,n=this;null==n.t&&(n.t=[]),n.t.push(r);var o=c(n.__v),a=!1,i=function(){a||(a=!0,r.componentWillUnmount=r.__c,o?o(l):l())};r.__c=r.componentWillUnmount,r.componentWillUnmount=function(){i(),r.__c&&r.__c()};var l=function(){var e;if(!--n.__u)for(n.__v.__k[0]=s(n.state.__e),n.setState({__e:n.__b=null});e=n.t.pop();)e.forceUpdate()};!0===t.__h||n.__u++||n.setState({__e:n.__b=n.__v.__k[0]}),e.then(i,i)},l.prototype.componentWillUnmount=function(){this.t=[]},l.prototype.render=function(e,t){this.__b&&(this.__v.__k&&(this.__v.__k[0]=i(this.__b)),this.__b=null);var r=t.__e&&Object(b.createElement)(b.Fragment,null,e.fallback);return r&&(r.__h=null),[Object(b.createElement)(b.Fragment,null,t.__e?null:e.children),r]};var y=function(e,t,r){if(++r[1]===r[0]&&e.o.delete(t),e.props.revealOrder&&("t"!==e.props.revealOrder[0]||!e.o.size))for(r=e.u;r;){for(;r.length>3;)r.pop()();if(r[1]0?n={milliseconds:o%1e3,seconds:Math.floor(o/1e3)%60,minutes:Math.floor(o/6e4)%60,hours:Math.floor(o/36e5)%24,days:Math.floor(o/864e5)}:(n={milliseconds:0,seconds:0,minutes:0,hours:0,days:0},r+=" _3Wuzx")}else r+=" _1GH_t";return e("div",{class:r,title:t},e("div",{class:"_2wbqU _nncoC"},n.days),e("div",{className:"_2wbqU _1Hvnd"},"giorni"),e("div",{class:"_3jLnc _nncoC"},n.hours),e("div",{className:"_3jLnc _1Hvnd"},"ore"),e("div",{class:"_1G5Ls _nncoC"},n.minutes),e("div",{className:"_1G5Ls _1Hvnd"},"minuti"),e("div",{class:"_24KtU _nncoC"},n.seconds),e("div",{class:"_24KtU _1Hvnd"},"secondi"))}})(D.Component),function(e){function t(r,n,o){var a;return a=e.call.apply(e,[this].concat([].slice.call(arguments,3)))||this,Error.captureStackTrace&&Error.captureStackTrace(N(a),t),a.name="RoyalnetApiError",a.errorCode=r,a.errorType=n,a.errorArgs=o,a.message=r+" | "+n+" | "+o.join("|"),a}S(t,e)}(R(Error))}).call(this,r("hosL").h)},mdyV:function(e,t,r){"use strict";r.r(t);var n=r("hosL");const{h:o,render:a,hydrate:i}=n,s=e=>e&&e.default?e.default:e;if("serviceWorker"in navigator&&navigator.serviceWorker.register(r.p+"sw-esm.js"),"function"==typeof s(r("QfWi"))){let e=document.getElementById("preact_root")||document.body.firstElementChild;0,(()=>{let t=s(r("QfWi")),n={};const i=document.querySelector('[type="__PREACT_CLI_DATA__"]');i&&(n=JSON.parse(decodeURI(i.innerHTML)).preRenderData||n);n.url&&(l=n.url);var l;e=a(o(t,{CLI_DATA:{preRenderData:n}}),document.body,e)})()}},mf9v:function(e){e.exports=function(e){var t={className:"variable",begin:"\\$"+e.IDENT_RE},r={className:"number",begin:"#([a-fA-F0-9]{6}|[a-fA-F0-9]{3})"},n="[\\.\\s\\n\\[\\:,]";return{aliases:["styl"],case_insensitive:!1,keywords:"if else for in",illegal:"("+["\\?","(\\bReturn\\b)","(\\bEnd\\b)","(\\bend\\b)","(\\bdef\\b)",";","#\\s","\\*\\s","===\\s","\\|","%"].join("|")+")",contains:[e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,{begin:"\\.[a-zA-Z][a-zA-Z0-9_-]*"+n,returnBegin:!0,contains:[{className:"selector-class",begin:"\\.[a-zA-Z][a-zA-Z0-9_-]*"}]},{begin:"\\#[a-zA-Z][a-zA-Z0-9_-]*"+n,returnBegin:!0,contains:[{className:"selector-id",begin:"\\#[a-zA-Z][a-zA-Z0-9_-]*"}]},{begin:"\\b("+["a","abbr","address","article","aside","audio","b","blockquote","body","button","canvas","caption","cite","code","dd","del","details","dfn","div","dl","dt","em","fieldset","figcaption","figure","footer","form","h1","h2","h3","h4","h5","h6","header","hgroup","html","i","iframe","img","input","ins","kbd","label","legend","li","mark","menu","nav","object","ol","p","q","quote","samp","section","span","strong","summary","sup","table","tbody","td","textarea","tfoot","th","thead","time","tr","ul","var","video"].join("|")+")"+n,returnBegin:!0,contains:[{className:"selector-tag",begin:"\\b[a-zA-Z][a-zA-Z0-9_-]*"}]},{begin:"&?:?:\\b("+["after","before","first-letter","first-line","active","first-child","focus","hover","lang","link","visited"].join("|")+")"+n},{begin:"@("+["charset","css","debug","extend","font-face","for","import","include","media","mixin","page","warn","while"].join("|")+")\\b"},t,e.CSS_NUMBER_MODE,e.NUMBER_MODE,{className:"function",begin:"^[a-zA-Z][a-zA-Z0-9_-]*\\(.*\\)",illegal:"[\\n]",returnBegin:!0,contains:[{className:"title",begin:"\\b[a-zA-Z][a-zA-Z0-9_-]*"},{className:"params",begin:/\(/,end:/\)/,contains:[r,t,e.APOS_STRING_MODE,e.CSS_NUMBER_MODE,e.NUMBER_MODE,e.QUOTE_STRING_MODE]}]},{className:"attribute",begin:"\\b("+["align-content","align-items","align-self","animation","animation-delay","animation-direction","animation-duration","animation-fill-mode","animation-iteration-count","animation-name","animation-play-state","animation-timing-function","auto","backface-visibility","background","background-attachment","background-clip","background-color","background-image","background-origin","background-position","background-repeat","background-size","border","border-bottom","border-bottom-color","border-bottom-left-radius","border-bottom-right-radius","border-bottom-style","border-bottom-width","border-collapse","border-color","border-image","border-image-outset","border-image-repeat","border-image-slice","border-image-source","border-image-width","border-left","border-left-color","border-left-style","border-left-width","border-radius","border-right","border-right-color","border-right-style","border-right-width","border-spacing","border-style","border-top","border-top-color","border-top-left-radius","border-top-right-radius","border-top-style","border-top-width","border-width","bottom","box-decoration-break","box-shadow","box-sizing","break-after","break-before","break-inside","caption-side","clear","clip","clip-path","color","column-count","column-fill","column-gap","column-rule","column-rule-color","column-rule-style","column-rule-width","column-span","column-width","columns","content","counter-increment","counter-reset","cursor","direction","display","empty-cells","filter","flex","flex-basis","flex-direction","flex-flow","flex-grow","flex-shrink","flex-wrap","float","font","font-family","font-feature-settings","font-kerning","font-language-override","font-size","font-size-adjust","font-stretch","font-style","font-variant","font-variant-ligatures","font-weight","height","hyphens","icon","image-orientation","image-rendering","image-resolution","ime-mode","inherit","initial","justify-content","left","letter-spacing","line-height","list-style","list-style-image","list-style-position","list-style-type","margin","margin-bottom","margin-left","margin-right","margin-top","marks","mask","max-height","max-width","min-height","min-width","nav-down","nav-index","nav-left","nav-right","nav-up","none","normal","object-fit","object-position","opacity","order","orphans","outline","outline-color","outline-offset","outline-style","outline-width","overflow","overflow-wrap","overflow-x","overflow-y","padding","padding-bottom","padding-left","padding-right","padding-top","page-break-after","page-break-before","page-break-inside","perspective","perspective-origin","pointer-events","position","quotes","resize","right","tab-size","table-layout","text-align","text-align-last","text-decoration","text-decoration-color","text-decoration-line","text-decoration-style","text-indent","text-overflow","text-rendering","text-shadow","text-transform","text-underline-position","top","transform","transform-origin","transform-style","transition","transition-delay","transition-duration","transition-property","transition-timing-function","unicode-bidi","vertical-align","visibility","white-space","widows","width","word-break","word-spacing","word-wrap","z-index"].reverse().join("|")+")\\b",starts:{end:/;|$/,contains:[r,t,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.CSS_NUMBER_MODE,e.NUMBER_MODE,e.C_BLOCK_COMMENT_MODE],illegal:/\./,relevance:0}}]}}},mloD:function(e){e.exports=function(e){return{case_insensitive:!0,lexemes:"\\.?"+e.IDENT_RE,keywords:{keyword:"adc add adiw and andi asr bclr bld brbc brbs brcc brcs break breq brge brhc brhs brid brie brlo brlt brmi brne brpl brsh brtc brts brvc brvs bset bst call cbi cbr clc clh cli cln clr cls clt clv clz com cp cpc cpi cpse dec eicall eijmp elpm eor fmul fmuls fmulsu icall ijmp in inc jmp ld ldd ldi lds lpm lsl lsr mov movw mul muls mulsu neg nop or ori out pop push rcall ret reti rjmp rol ror sbc sbr sbrc sbrs sec seh sbi sbci sbic sbis sbiw sei sen ser ses set sev sez sleep spm st std sts sub subi swap tst wdr",built_in:"r0 r1 r2 r3 r4 r5 r6 r7 r8 r9 r10 r11 r12 r13 r14 r15 r16 r17 r18 r19 r20 r21 r22 r23 r24 r25 r26 r27 r28 r29 r30 r31 x|0 xh xl y|0 yh yl z|0 zh zl ucsr1c udr1 ucsr1a ucsr1b ubrr1l ubrr1h ucsr0c ubrr0h tccr3c tccr3a tccr3b tcnt3h tcnt3l ocr3ah ocr3al ocr3bh ocr3bl ocr3ch ocr3cl icr3h icr3l etimsk etifr tccr1c ocr1ch ocr1cl twcr twdr twar twsr twbr osccal xmcra xmcrb eicra spmcsr spmcr portg ddrg ping portf ddrf sreg sph spl xdiv rampz eicrb eimsk gimsk gicr eifr gifr timsk tifr mcucr mcucsr tccr0 tcnt0 ocr0 assr tccr1a tccr1b tcnt1h tcnt1l ocr1ah ocr1al ocr1bh ocr1bl icr1h icr1l tccr2 tcnt2 ocr2 ocdr wdtcr sfior eearh eearl eedr eecr porta ddra pina portb ddrb pinb portc ddrc pinc portd ddrd pind spdr spsr spcr udr0 ucsr0a ucsr0b ubrr0l acsr admux adcsr adch adcl porte ddre pine pinf",meta:".byte .cseg .db .def .device .dseg .dw .endmacro .equ .eseg .exit .include .list .listmac .macro .nolist .org .set"},contains:[e.C_BLOCK_COMMENT_MODE,e.COMMENT(";","$",{relevance:0}),e.C_NUMBER_MODE,e.BINARY_NUMBER_MODE,{className:"number",begin:"\\b(\\$[a-zA-Z0-9]+|0o[0-7]+)"},e.QUOTE_STRING_MODE,{className:"string",begin:"'",end:"[^\\\\]'",illegal:"[^\\\\][^']"},{className:"symbol",begin:"^[A-Za-z0-9_.$]+:"},{className:"meta",begin:"#",end:"$"},{className:"subst",begin:"@[0-9]+"}]}}},mq8Y:function(e){e.exports=function(){return{aliases:["https"],illegal:"\\S",contains:[{begin:"^HTTP/[0-9\\.]+",end:"$",contains:[{className:"number",begin:"\\b\\d{3}\\b"}]},{begin:"^[A-Z]+ (.*?) HTTP/[0-9\\.]+$",returnBegin:!0,end:"$",contains:[{className:"string",begin:" ",end:" ",excludeBegin:!0,excludeEnd:!0},{begin:"HTTP/[0-9\\.]+"},{className:"keyword",begin:"[A-Z]+"}]},{className:"attribute",begin:"^\\w",end:": ",excludeEnd:!0,illegal:"\\n|\\s|=",starts:{end:"$",relevance:0}},{begin:"\\n\\n",starts:{subLanguage:[],endsWithParent:!0}}]}}},mtq0:function(e){e.exports=function(e){return{aliases:["mma","wl"],lexemes:"(\\$|\\b)"+e.IDENT_RE+"\\b",keywords:"AASTriangle AbelianGroup Abort AbortKernels AbortProtect AbortScheduledTask Above Abs AbsArg AbsArgPlot Absolute AbsoluteCorrelation AbsoluteCorrelationFunction AbsoluteCurrentValue AbsoluteDashing AbsoluteFileName AbsoluteOptions AbsolutePointSize AbsoluteThickness AbsoluteTime AbsoluteTiming AcceptanceThreshold AccountingForm Accumulate Accuracy AccuracyGoal ActionDelay ActionMenu ActionMenuBox ActionMenuBoxOptions Activate Active ActiveClassification ActiveClassificationObject ActiveItem ActivePrediction ActivePredictionObject ActiveStyle AcyclicGraphQ AddOnHelpPath AddSides AddTo AddToSearchIndex AddUsers AdjacencyGraph AdjacencyList AdjacencyMatrix AdjustmentBox AdjustmentBoxOptions AdjustTimeSeriesForecast AdministrativeDivisionData AffineHalfSpace AffineSpace AffineStateSpaceModel AffineTransform After AggregatedEntityClass AggregationLayer AircraftData AirportData AirPressureData AirTemperatureData AiryAi AiryAiPrime AiryAiZero AiryBi AiryBiPrime AiryBiZero AlgebraicIntegerQ AlgebraicNumber AlgebraicNumberDenominator AlgebraicNumberNorm AlgebraicNumberPolynomial AlgebraicNumberTrace AlgebraicRules AlgebraicRulesData Algebraics AlgebraicUnitQ Alignment AlignmentMarker AlignmentPoint All AllowAdultContent AllowedCloudExtraParameters AllowedCloudParameterExtensions AllowedDimensions AllowedFrequencyRange AllowedHeads AllowGroupClose AllowIncomplete AllowInlineCells AllowKernelInitialization AllowLooseGrammar AllowReverseGroupClose AllowScriptLevelChange AllTrue Alphabet AlphabeticOrder AlphabeticSort AlphaChannel AlternateImage AlternatingFactorial AlternatingGroup AlternativeHypothesis Alternatives AltitudeMethod AmbientLight AmbiguityFunction AmbiguityList Analytic AnatomyData AnatomyForm AnatomyPlot3D AnatomySkinStyle AnatomyStyling AnchoredSearch And AndersonDarlingTest AngerJ AngleBisector AngleBracket AnglePath AnglePath3D AngleVector AngularGauge Animate AnimationCycleOffset AnimationCycleRepetitions AnimationDirection AnimationDisplayTime AnimationRate AnimationRepetitions AnimationRunning AnimationRunTime AnimationTimeIndex Animator AnimatorBox AnimatorBoxOptions AnimatorElements Annotate Annotation AnnotationDelete AnnotationNames AnnotationRules AnnotationValue Annuity AnnuityDue Annulus AnomalyDetection AnomalyDetectorFunction Anonymous Antialiasing AntihermitianMatrixQ Antisymmetric AntisymmetricMatrixQ Antonyms AnyOrder AnySubset AnyTrue Apart ApartSquareFree APIFunction Appearance AppearanceElements AppearanceRules AppellF1 Append AppendCheck AppendLayer AppendTo ApplicationIdentificationKey Apply ApplySides ArcCos ArcCosh ArcCot ArcCoth ArcCsc ArcCsch ArcCurvature ARCHProcess ArcLength ArcSec ArcSech ArcSin ArcSinDistribution ArcSinh ArcTan ArcTanh Area Arg ArgMax ArgMin ArgumentCountQ ARIMAProcess ArithmeticGeometricMean ARMAProcess Around AroundReplace ARProcess Array ArrayComponents ArrayDepth ArrayFilter ArrayFlatten ArrayMesh ArrayPad ArrayPlot ArrayQ ArrayResample ArrayReshape ArrayRules Arrays Arrow Arrow3DBox ArrowBox Arrowheads ASATriangle Ask AskAppend AskConfirm AskDisplay AskedQ AskedValue AskFunction AskState AskTemplateDisplay AspectRatio AspectRatioFixed Assert AssociateTo Association AssociationFormat AssociationMap AssociationQ AssociationThread AssumeDeterministic Assuming Assumptions AstronomicalData AsymptoticDSolveValue AsymptoticEqual AsymptoticEquivalent AsymptoticGreater AsymptoticGreaterEqual AsymptoticIntegrate AsymptoticLess AsymptoticLessEqual AsymptoticOutputTracker AsymptoticRSolveValue AsymptoticSolve AsymptoticSum Asynchronous AsynchronousTaskObject AsynchronousTasks Atom AtomCoordinates AtomCount AtomDiagramCoordinates AtomList AtomQ AttentionLayer Attributes Audio AudioAmplify AudioAnnotate AudioAnnotationLookup AudioBlockMap AudioCapture AudioChannelAssignment AudioChannelCombine AudioChannelMix AudioChannels AudioChannelSeparate AudioData AudioDelay AudioDelete AudioDevice AudioDistance AudioFade AudioFrequencyShift AudioGenerator AudioIdentify AudioInputDevice AudioInsert AudioIntervals AudioJoin AudioLabel AudioLength AudioLocalMeasurements AudioLooping AudioLoudness AudioMeasurements AudioNormalize AudioOutputDevice AudioOverlay AudioPad AudioPan AudioPartition AudioPause AudioPitchShift AudioPlay AudioPlot AudioQ AudioRecord AudioReplace AudioResample AudioReverb AudioSampleRate AudioSpectralMap AudioSpectralTransformation AudioSplit AudioStop AudioStream AudioStreams AudioTimeStretch AudioTrim AudioType AugmentedPolyhedron AugmentedSymmetricPolynomial Authenticate Authentication AuthenticationDialog AutoAction Autocomplete AutocompletionFunction AutoCopy AutocorrelationTest AutoDelete AutoEvaluateEvents AutoGeneratedPackage AutoIndent AutoIndentSpacings AutoItalicWords AutoloadPath AutoMatch Automatic AutomaticImageSize AutoMultiplicationSymbol AutoNumberFormatting AutoOpenNotebooks AutoOpenPalettes AutoQuoteCharacters AutoRefreshed AutoRemove AutorunSequencing AutoScaling AutoScroll AutoSpacing AutoStyleOptions AutoStyleWords AutoSubmitting Axes AxesEdge AxesLabel AxesOrigin AxesStyle AxiomaticTheory AxisBabyMonsterGroupB Back Background BackgroundAppearance BackgroundTasksSettings Backslash Backsubstitution Backward Ball Band BandpassFilter BandstopFilter BarabasiAlbertGraphDistribution BarChart BarChart3D BarcodeImage BarcodeRecognize BaringhausHenzeTest BarLegend BarlowProschanImportance BarnesG BarOrigin BarSpacing BartlettHannWindow BartlettWindow BaseDecode BaseEncode BaseForm Baseline BaselinePosition BaseStyle BasicRecurrentLayer BatchNormalizationLayer BatchSize BatesDistribution BattleLemarieWavelet BayesianMaximization BayesianMaximizationObject BayesianMinimization BayesianMinimizationObject Because BeckmannDistribution Beep Before Begin BeginDialogPacket BeginFrontEndInteractionPacket BeginPackage BellB BellY Below BenfordDistribution BeniniDistribution BenktanderGibratDistribution BenktanderWeibullDistribution BernoulliB BernoulliDistribution BernoulliGraphDistribution BernoulliProcess BernsteinBasis BesselFilterModel BesselI BesselJ BesselJZero BesselK BesselY BesselYZero Beta BetaBinomialDistribution BetaDistribution BetaNegativeBinomialDistribution BetaPrimeDistribution BetaRegularized Between BetweennessCentrality BeveledPolyhedron BezierCurve BezierCurve3DBox BezierCurve3DBoxOptions BezierCurveBox BezierCurveBoxOptions BezierFunction BilateralFilter Binarize BinaryDeserialize BinaryDistance BinaryFormat BinaryImageQ BinaryRead BinaryReadList BinarySerialize BinaryWrite BinCounts BinLists Binomial BinomialDistribution BinomialProcess BinormalDistribution BiorthogonalSplineWavelet BipartiteGraphQ BiquadraticFilterModel BirnbaumImportance BirnbaumSaundersDistribution BitAnd BitClear BitGet BitLength BitNot BitOr BitSet BitShiftLeft BitShiftRight BitXor BiweightLocation BiweightMidvariance Black BlackmanHarrisWindow BlackmanNuttallWindow BlackmanWindow Blank BlankForm BlankNullSequence BlankSequence Blend Block BlockchainAddressData BlockchainBase BlockchainBlockData BlockchainContractValue BlockchainData BlockchainGet BlockchainKeyEncode BlockchainPut BlockchainTokenData BlockchainTransaction BlockchainTransactionData BlockchainTransactionSign BlockchainTransactionSubmit BlockMap BlockRandom BlomqvistBeta BlomqvistBetaTest Blue Blur BodePlot BohmanWindow Bold Bond BondCount BondList BondQ Bookmarks Boole BooleanConsecutiveFunction BooleanConvert BooleanCountingFunction BooleanFunction BooleanGraph BooleanMaxterms BooleanMinimize BooleanMinterms BooleanQ BooleanRegion Booleans BooleanStrings BooleanTable BooleanVariables BorderDimensions BorelTannerDistribution Bottom BottomHatTransform BoundaryDiscretizeGraphics BoundaryDiscretizeRegion BoundaryMesh BoundaryMeshRegion BoundaryMeshRegionQ BoundaryStyle BoundedRegionQ BoundingRegion Bounds Box BoxBaselineShift BoxData BoxDimensions Boxed Boxes BoxForm BoxFormFormatTypes BoxFrame BoxID BoxMargins BoxMatrix BoxObject BoxRatios BoxRotation BoxRotationPoint BoxStyle BoxWhiskerChart Bra BracketingBar BraKet BrayCurtisDistance BreadthFirstScan Break BridgeData BrightnessEqualize BroadcastStationData Brown BrownForsytheTest BrownianBridgeProcess BrowserCategory BSplineBasis BSplineCurve BSplineCurve3DBox BSplineCurve3DBoxOptions BSplineCurveBox BSplineCurveBoxOptions BSplineFunction BSplineSurface BSplineSurface3DBox BSplineSurface3DBoxOptions BubbleChart BubbleChart3D BubbleScale BubbleSizes BuildingData BulletGauge BusinessDayQ ButterflyGraph ButterworthFilterModel Button ButtonBar ButtonBox ButtonBoxOptions ButtonCell ButtonContents ButtonData ButtonEvaluator ButtonExpandable ButtonFrame ButtonFunction ButtonMargins ButtonMinHeight ButtonNote ButtonNotebook ButtonSource ButtonStyle ButtonStyleMenuListing Byte ByteArray ByteArrayFormat ByteArrayQ ByteArrayToString ByteCount ByteOrderingC CachedValue CacheGraphics CachePersistence CalendarConvert CalendarData CalendarType Callout CalloutMarker CalloutStyle CallPacket CanberraDistance Cancel CancelButton CandlestickChart CanonicalGraph CanonicalizePolygon CanonicalizePolyhedron CanonicalName CanonicalWarpingCorrespondence CanonicalWarpingDistance CantorMesh CantorStaircase Cap CapForm CapitalDifferentialD Capitalize CapsuleShape CaptureRunning CardinalBSplineBasis CarlemanLinearize CarmichaelLambda CaseOrdering Cases CaseSensitive Cashflow Casoratian Catalan CatalanNumber Catch Catenate CatenateLayer CauchyDistribution CauchyWindow CayleyGraph CDF CDFDeploy CDFInformation CDFWavelet Ceiling CelestialSystem Cell CellAutoOverwrite CellBaseline CellBoundingBox CellBracketOptions CellChangeTimes CellContents CellContext CellDingbat CellDynamicExpression CellEditDuplicate CellElementsBoundingBox CellElementSpacings CellEpilog CellEvaluationDuplicate CellEvaluationFunction CellEvaluationLanguage CellEventActions CellFrame CellFrameColor CellFrameLabelMargins CellFrameLabels CellFrameMargins CellGroup CellGroupData CellGrouping CellGroupingRules CellHorizontalScrolling CellID CellLabel CellLabelAutoDelete CellLabelMargins CellLabelPositioning CellLabelStyle CellLabelTemplate CellMargins CellObject CellOpen CellPrint CellProlog Cells CellSize CellStyle CellTags CellularAutomaton CensoredDistribution Censoring Center CenterArray CenterDot CentralFeature CentralMoment CentralMomentGeneratingFunction Cepstrogram CepstrogramArray CepstrumArray CForm ChampernowneNumber ChangeOptions ChannelBase ChannelBrokerAction ChannelDatabin ChannelHistoryLength ChannelListen ChannelListener ChannelListeners ChannelListenerWait ChannelObject ChannelPreSendFunction ChannelReceiverFunction ChannelSend ChannelSubscribers ChanVeseBinarize Character CharacterCounts CharacterEncoding CharacterEncodingsPath CharacteristicFunction CharacteristicPolynomial CharacterName CharacterRange Characters ChartBaseStyle ChartElementData ChartElementDataFunction ChartElementFunction ChartElements ChartLabels ChartLayout ChartLegends ChartStyle Chebyshev1FilterModel Chebyshev2FilterModel ChebyshevDistance ChebyshevT ChebyshevU Check CheckAbort CheckAll Checkbox CheckboxBar CheckboxBox CheckboxBoxOptions ChemicalData ChessboardDistance ChiDistribution ChineseRemainder ChiSquareDistribution ChoiceButtons ChoiceDialog CholeskyDecomposition Chop ChromaticityPlot ChromaticityPlot3D ChromaticPolynomial Circle CircleBox CircleDot CircleMinus CirclePlus CirclePoints CircleThrough CircleTimes CirculantGraph CircularOrthogonalMatrixDistribution CircularQuaternionMatrixDistribution CircularRealMatrixDistribution CircularSymplecticMatrixDistribution CircularUnitaryMatrixDistribution Circumsphere CityData ClassifierFunction ClassifierInformation ClassifierMeasurements ClassifierMeasurementsObject Classify ClassPriors Clear ClearAll ClearAttributes ClearCookies ClearPermissions ClearSystemCache ClebschGordan ClickPane Clip ClipboardNotebook ClipFill ClippingStyle ClipPlanes ClipPlanesStyle ClipRange Clock ClockGauge ClockwiseContourIntegral Close Closed CloseKernels ClosenessCentrality Closing ClosingAutoSave ClosingEvent CloudAccountData CloudBase CloudConnect CloudDeploy CloudDirectory CloudDisconnect CloudEvaluate CloudExport CloudExpression CloudExpressions CloudFunction CloudGet CloudImport CloudLoggingData CloudObject CloudObjectInformation CloudObjectInformationData CloudObjectNameFormat CloudObjects CloudObjectURLType CloudPublish CloudPut CloudRenderingMethod CloudSave CloudShare CloudSubmit CloudSymbol CloudUnshare ClusterClassify ClusterDissimilarityFunction ClusteringComponents ClusteringTree CMYKColor Coarse CodeAssistOptions Coefficient CoefficientArrays CoefficientDomain CoefficientList CoefficientRules CoifletWavelet Collect Colon ColonForm ColorBalance ColorCombine ColorConvert ColorCoverage ColorData ColorDataFunction ColorDetect ColorDistance ColorFunction ColorFunctionScaling Colorize ColorNegate ColorOutput ColorProfileData ColorQ ColorQuantize ColorReplace ColorRules ColorSelectorSettings ColorSeparate ColorSetter ColorSetterBox ColorSetterBoxOptions ColorSlider ColorsNear ColorSpace ColorToneMapping Column ColumnAlignments ColumnBackgrounds ColumnForm ColumnLines ColumnsEqual ColumnSpacings ColumnWidths CombinedEntityClass CombinerFunction CometData CommonDefaultFormatTypes Commonest CommonestFilter CommonName CommonUnits CommunityBoundaryStyle CommunityGraphPlot CommunityLabels CommunityRegionStyle CompanyData CompatibleUnitQ CompilationOptions CompilationTarget Compile Compiled CompiledCodeFunction CompiledFunction CompilerOptions Complement CompleteGraph CompleteGraphQ CompleteKaryTree CompletionsListPacket Complex Complexes ComplexExpand ComplexInfinity ComplexityFunction ComplexListPlot ComplexPlot ComplexPlot3D ComponentMeasurements ComponentwiseContextMenu Compose ComposeList ComposeSeries CompositeQ Composition CompoundElement CompoundExpression CompoundPoissonDistribution CompoundPoissonProcess CompoundRenewalProcess Compress CompressedData ComputeUncertainty Condition ConditionalExpression Conditioned Cone ConeBox ConfidenceLevel ConfidenceRange ConfidenceTransform ConfigurationPath ConformAudio ConformImages Congruent ConicHullRegion ConicHullRegion3DBox ConicHullRegionBox ConicOptimization Conjugate ConjugateTranspose Conjunction Connect ConnectedComponents ConnectedGraphComponents ConnectedGraphQ ConnectedMeshComponents ConnectedMoleculeComponents ConnectedMoleculeQ ConnectionSettings ConnectLibraryCallbackFunction ConnectSystemModelComponents ConnesWindow ConoverTest ConsoleMessage ConsoleMessagePacket ConsolePrint Constant ConstantArray ConstantArrayLayer ConstantImage ConstantPlusLayer ConstantRegionQ Constants ConstantTimesLayer ConstellationData ConstrainedMax ConstrainedMin Construct Containing ContainsAll ContainsAny ContainsExactly ContainsNone ContainsOnly ContentFieldOptions ContentLocationFunction ContentObject ContentPadding ContentsBoundingBox ContentSelectable ContentSize Context ContextMenu Contexts ContextToFileName Continuation Continue ContinuedFraction ContinuedFractionK ContinuousAction ContinuousMarkovProcess ContinuousTask ContinuousTimeModelQ ContinuousWaveletData ContinuousWaveletTransform ContourDetect ContourGraphics ContourIntegral ContourLabels ContourLines ContourPlot ContourPlot3D Contours ContourShading ContourSmoothing ContourStyle ContraharmonicMean ContrastiveLossLayer Control ControlActive ControlAlignment ControlGroupContentsBox ControllabilityGramian ControllabilityMatrix ControllableDecomposition ControllableModelQ ControllerDuration ControllerInformation ControllerInformationData ControllerLinking ControllerManipulate ControllerMethod ControllerPath ControllerState ControlPlacement ControlsRendering ControlType Convergents ConversionOptions ConversionRules ConvertToBitmapPacket ConvertToPostScript ConvertToPostScriptPacket ConvexHullMesh ConvexPolygonQ ConvexPolyhedronQ ConvolutionLayer Convolve ConwayGroupCo1 ConwayGroupCo2 ConwayGroupCo3 CookieFunction Cookies CoordinateBoundingBox CoordinateBoundingBoxArray CoordinateBounds CoordinateBoundsArray CoordinateChartData CoordinatesToolOptions CoordinateTransform CoordinateTransformData CoprimeQ Coproduct CopulaDistribution Copyable CopyDatabin CopyDirectory CopyFile CopyTag CopyToClipboard CornerFilter CornerNeighbors Correlation CorrelationDistance CorrelationFunction CorrelationTest Cos Cosh CoshIntegral CosineDistance CosineWindow CosIntegral Cot Coth Count CountDistinct CountDistinctBy CounterAssignments CounterBox CounterBoxOptions CounterClockwiseContourIntegral CounterEvaluator CounterFunction CounterIncrements CounterStyle CounterStyleMenuListing CountRoots CountryData Counts CountsBy Covariance CovarianceEstimatorFunction CovarianceFunction CoxianDistribution CoxIngersollRossProcess CoxModel CoxModelFit CramerVonMisesTest CreateArchive CreateCellID CreateChannel CreateCloudExpression CreateDatabin CreateDataSystemModel CreateDialog CreateDirectory CreateDocument CreateFile CreateIntermediateDirectories CreateManagedLibraryExpression CreateNotebook CreatePalette CreatePalettePacket CreatePermissionsGroup CreateScheduledTask CreateSearchIndex CreateSystemModel CreateTemporary CreateUUID CreateWindow CriterionFunction CriticalityFailureImportance CriticalitySuccessImportance CriticalSection Cross CrossEntropyLossLayer CrossingCount CrossingDetect CrossingPolygon CrossMatrix Csc Csch CTCLossLayer Cube CubeRoot Cubics Cuboid CuboidBox Cumulant CumulantGeneratingFunction Cup CupCap Curl CurlyDoubleQuote CurlyQuote CurrencyConvert CurrentDate CurrentImage CurrentlySpeakingPacket CurrentNotebookImage CurrentScreenImage CurrentValue Curry CurvatureFlowFilter CurveClosed Cyan CycleGraph CycleIndexPolynomial Cycles CyclicGroup Cyclotomic Cylinder CylinderBox CylindricalDecompositionD DagumDistribution DamData DamerauLevenshteinDistance DampingFactor Darker Dashed Dashing DatabaseConnect DatabaseDisconnect DatabaseReference Databin DatabinAdd DatabinRemove Databins DatabinUpload DataCompression DataDistribution DataRange DataReversed Dataset Date DateBounds Dated DateDelimiters DateDifference DatedUnit DateFormat DateFunction DateHistogram DateList DateListLogPlot DateListPlot DateListStepPlot DateObject DateObjectQ DateOverlapsQ DatePattern DatePlus DateRange DateReduction DateString DateTicksFormat DateValue DateWithinQ DaubechiesWavelet DavisDistribution DawsonF DayCount DayCountConvention DayHemisphere DaylightQ DayMatchQ DayName DayNightTerminator DayPlus DayRange DayRound DeBruijnGraph DeBruijnSequence Debug DebugTag Decapitalize Decimal DecimalForm DeclareKnownSymbols DeclarePackage Decompose DeconvolutionLayer Decrement Decrypt DecryptFile DedekindEta DeepSpaceProbeData Default DefaultAxesStyle DefaultBaseStyle DefaultBoxStyle DefaultButton DefaultColor DefaultControlPlacement DefaultDuplicateCellStyle DefaultDuration DefaultElement DefaultFaceGridsStyle DefaultFieldHintStyle DefaultFont DefaultFontProperties DefaultFormatType DefaultFormatTypeForStyle DefaultFrameStyle DefaultFrameTicksStyle DefaultGridLinesStyle DefaultInlineFormatType DefaultInputFormatType DefaultLabelStyle DefaultMenuStyle DefaultNaturalLanguage DefaultNewCellStyle DefaultNewInlineCellStyle DefaultNotebook DefaultOptions DefaultOutputFormatType DefaultPrintPrecision DefaultStyle DefaultStyleDefinitions DefaultTextFormatType DefaultTextInlineFormatType DefaultTicksStyle DefaultTooltipStyle DefaultValue DefaultValues Defer DefineExternal DefineInputStreamMethod DefineOutputStreamMethod DefineResourceFunction Definition Degree DegreeCentrality DegreeGraphDistribution DegreeLexicographic DegreeReverseLexicographic DEigensystem DEigenvalues Deinitialization Del DelaunayMesh Delayed Deletable Delete DeleteAnomalies DeleteBorderComponents DeleteCases DeleteChannel DeleteCloudExpression DeleteContents DeleteDirectory DeleteDuplicates DeleteDuplicatesBy DeleteFile DeleteMissing DeleteObject DeletePermissionsKey DeleteSearchIndex DeleteSmallComponents DeleteStopwords DeleteWithContents DeletionWarning DelimitedArray DelimitedSequence Delimiter DelimiterFlashTime DelimiterMatching Delimiters DeliveryFunction Dendrogram Denominator DensityGraphics DensityHistogram DensityPlot DensityPlot3D DependentVariables Deploy Deployed Depth DepthFirstScan Derivative DerivativeFilter DerivedKey DescriptorStateSpace DesignMatrix DestroyAfterEvaluation Det DeviceClose DeviceConfigure DeviceExecute DeviceExecuteAsynchronous DeviceObject DeviceOpen DeviceOpenQ DeviceRead DeviceReadBuffer DeviceReadLatest DeviceReadList DeviceReadTimeSeries Devices DeviceStreams DeviceWrite DeviceWriteBuffer DGaussianWavelet DiacriticalPositioning Diagonal DiagonalizableMatrixQ DiagonalMatrix DiagonalMatrixQ Dialog DialogIndent DialogInput DialogLevel DialogNotebook DialogProlog DialogReturn DialogSymbols Diamond DiamondMatrix DiceDissimilarity DictionaryLookup DictionaryWordQ DifferenceDelta DifferenceOrder DifferenceQuotient DifferenceRoot DifferenceRootReduce Differences DifferentialD DifferentialRoot DifferentialRootReduce DifferentiatorFilter DigitalSignature DigitBlock DigitBlockMinimum DigitCharacter DigitCount DigitQ DihedralAngle DihedralGroup Dilation DimensionalCombinations DimensionalMeshComponents DimensionReduce DimensionReducerFunction DimensionReduction Dimensions DiracComb DiracDelta DirectedEdge DirectedEdges DirectedGraph DirectedGraphQ DirectedInfinity Direction Directive Directory DirectoryName DirectoryQ DirectoryStack DirichletBeta DirichletCharacter DirichletCondition DirichletConvolve DirichletDistribution DirichletEta DirichletL DirichletLambda DirichletTransform DirichletWindow DisableConsolePrintPacket DisableFormatting DiscreteChirpZTransform DiscreteConvolve DiscreteDelta DiscreteHadamardTransform DiscreteIndicator DiscreteLimit DiscreteLQEstimatorGains DiscreteLQRegulatorGains DiscreteLyapunovSolve DiscreteMarkovProcess DiscreteMaxLimit DiscreteMinLimit DiscretePlot DiscretePlot3D DiscreteRatio DiscreteRiccatiSolve DiscreteShift DiscreteTimeModelQ DiscreteUniformDistribution DiscreteVariables DiscreteWaveletData DiscreteWaveletPacketTransform DiscreteWaveletTransform DiscretizeGraphics DiscretizeRegion Discriminant DisjointQ Disjunction Disk DiskBox DiskMatrix DiskSegment Dispatch DispatchQ DispersionEstimatorFunction Display DisplayAllSteps DisplayEndPacket DisplayFlushImagePacket DisplayForm DisplayFunction DisplayPacket DisplayRules DisplaySetSizePacket DisplayString DisplayTemporary DisplayWith DisplayWithRef DisplayWithVariable DistanceFunction DistanceMatrix DistanceTransform Distribute Distributed DistributedContexts DistributeDefinitions DistributionChart DistributionDomain DistributionFitTest DistributionParameterAssumptions DistributionParameterQ Dithering Div Divergence Divide DivideBy Dividers DivideSides Divisible Divisors DivisorSigma DivisorSum DMSList DMSString Do DockedCells DocumentGenerator DocumentGeneratorInformation DocumentGeneratorInformationData DocumentGenerators DocumentNotebook DocumentWeightingRules Dodecahedron DomainRegistrationInformation DominantColors DOSTextFormat Dot DotDashed DotEqual DotLayer DotPlusLayer Dotted DoubleBracketingBar DoubleContourIntegral DoubleDownArrow DoubleLeftArrow DoubleLeftRightArrow DoubleLeftTee DoubleLongLeftArrow DoubleLongLeftRightArrow DoubleLongRightArrow DoubleRightArrow DoubleRightTee DoubleUpArrow DoubleUpDownArrow DoubleVerticalBar DoublyInfinite Down DownArrow DownArrowBar DownArrowUpArrow DownLeftRightVector DownLeftTeeVector DownLeftVector DownLeftVectorBar DownRightTeeVector DownRightVector DownRightVectorBar Downsample DownTee DownTeeArrow DownValues DragAndDrop DrawEdges DrawFrontFaces DrawHighlighted Drop DropoutLayer DSolve DSolveValue Dt DualLinearProgramming DualPolyhedron DualSystemsModel DumpGet DumpSave DuplicateFreeQ Duration Dynamic DynamicBox DynamicBoxOptions DynamicEvaluationTimeout DynamicGeoGraphics DynamicImage DynamicLocation DynamicModule DynamicModuleBox DynamicModuleBoxOptions DynamicModuleParent DynamicModuleValues DynamicName DynamicNamespace DynamicReference DynamicSetting DynamicUpdating DynamicWrapper DynamicWrapperBox DynamicWrapperBoxOptionsE EarthImpactData EarthquakeData EccentricityCentrality Echo EchoFunction EclipseType EdgeAdd EdgeBetweennessCentrality EdgeCapacity EdgeCapForm EdgeColor EdgeConnectivity EdgeContract EdgeCost EdgeCount EdgeCoverQ EdgeCycleMatrix EdgeDashing EdgeDelete EdgeDetect EdgeForm EdgeIndex EdgeJoinForm EdgeLabeling EdgeLabels EdgeLabelStyle EdgeList EdgeOpacity EdgeQ EdgeRenderingFunction EdgeRules EdgeShapeFunction EdgeStyle EdgeThickness EdgeWeight EdgeWeightedGraphQ Editable EditButtonSettings EditCellTagsSettings EditDistance EffectiveInterest Eigensystem Eigenvalues EigenvectorCentrality Eigenvectors Element ElementData ElementwiseLayer ElidedForms Eliminate EliminationOrder Ellipsoid EllipticE EllipticExp EllipticExpPrime EllipticF EllipticFilterModel EllipticK EllipticLog EllipticNomeQ EllipticPi EllipticReducedHalfPeriods EllipticTheta EllipticThetaPrime EmbedCode EmbeddedHTML EmbeddedService EmbeddingLayer EmbeddingObject EmitSound EmphasizeSyntaxErrors EmpiricalDistribution Empty EmptyGraphQ EmptyRegion EnableConsolePrintPacket Enabled Encode Encrypt EncryptedObject EncryptFile End EndAdd EndDialogPacket EndFrontEndInteractionPacket EndOfBuffer EndOfFile EndOfLine EndOfString EndPackage EngineEnvironment EngineeringForm Enter EnterExpressionPacket EnterTextPacket Entity EntityClass EntityClassList EntityCopies EntityFunction EntityGroup EntityInstance EntityList EntityPrefetch EntityProperties EntityProperty EntityPropertyClass EntityRegister EntityStore EntityStores EntityTypeName EntityUnregister EntityValue Entropy EntropyFilter Environment Epilog EpilogFunction Equal EqualColumns EqualRows EqualTilde EqualTo EquatedTo Equilibrium EquirippleFilterKernel Equivalent Erf Erfc Erfi ErlangB ErlangC ErlangDistribution Erosion ErrorBox ErrorBoxOptions ErrorNorm ErrorPacket ErrorsDialogSettings EscapeRadius EstimatedBackground EstimatedDistribution EstimatedProcess EstimatorGains EstimatorRegulator EuclideanDistance EulerAngles EulerCharacteristic EulerE EulerGamma EulerianGraphQ EulerMatrix EulerPhi Evaluatable Evaluate Evaluated EvaluatePacket EvaluateScheduledTask EvaluationBox EvaluationCell EvaluationCompletionAction EvaluationData EvaluationElements EvaluationEnvironment EvaluationMode EvaluationMonitor EvaluationNotebook EvaluationObject EvaluationOrder Evaluator EvaluatorNames EvenQ EventData EventEvaluator EventHandler EventHandlerTag EventLabels EventSeries ExactBlackmanWindow ExactNumberQ ExactRootIsolation ExampleData Except ExcludedForms ExcludedLines ExcludedPhysicalQuantities ExcludePods Exclusions ExclusionsStyle Exists Exit ExitDialog ExoplanetData Exp Expand ExpandAll ExpandDenominator ExpandFileName ExpandNumerator Expectation ExpectationE ExpectedValue ExpGammaDistribution ExpIntegralE ExpIntegralEi ExpirationDate Exponent ExponentFunction ExponentialDistribution ExponentialFamily ExponentialGeneratingFunction ExponentialMovingAverage ExponentialPowerDistribution ExponentPosition ExponentStep Export ExportAutoReplacements ExportByteArray ExportForm ExportPacket ExportString Expression ExpressionCell ExpressionPacket ExpressionUUID ExpToTrig ExtendedEntityClass ExtendedGCD Extension ExtentElementFunction ExtentMarkers ExtentSize ExternalBundle ExternalCall ExternalDataCharacterEncoding ExternalEvaluate ExternalFunction ExternalFunctionName ExternalObject ExternalOptions ExternalSessionObject ExternalSessions ExternalTypeSignature ExternalValue Extract ExtractArchive ExtractLayer ExtremeValueDistributionFaceForm FaceGrids FaceGridsStyle FacialFeatures Factor FactorComplete Factorial Factorial2 FactorialMoment FactorialMomentGeneratingFunction FactorialPower FactorInteger FactorList FactorSquareFree FactorSquareFreeList FactorTerms FactorTermsList Fail Failure FailureAction FailureDistribution FailureQ False FareySequence FARIMAProcess FeatureDistance FeatureExtract FeatureExtraction FeatureExtractor FeatureExtractorFunction FeatureNames FeatureNearest FeatureSpacePlot FeatureSpacePlot3D FeatureTypes FEDisableConsolePrintPacket FeedbackLinearize FeedbackSector FeedbackSectorStyle FeedbackType FEEnableConsolePrintPacket FetalGrowthData Fibonacci Fibonorial FieldCompletionFunction FieldHint FieldHintStyle FieldMasked FieldSize File FileBaseName FileByteCount FileConvert FileDate FileExistsQ FileExtension FileFormat FileHandler FileHash FileInformation FileName FileNameDepth FileNameDialogSettings FileNameDrop FileNameForms FileNameJoin FileNames FileNameSetter FileNameSplit FileNameTake FilePrint FileSize FileSystemMap FileSystemScan FileTemplate FileTemplateApply FileType FilledCurve FilledCurveBox FilledCurveBoxOptions Filling FillingStyle FillingTransform FilteredEntityClass FilterRules FinancialBond FinancialData FinancialDerivative FinancialIndicator Find FindAnomalies FindArgMax FindArgMin FindChannels FindClique FindClusters FindCookies FindCurvePath FindCycle FindDevices FindDistribution FindDistributionParameters FindDivisions FindEdgeCover FindEdgeCut FindEdgeIndependentPaths FindEquationalProof FindEulerianCycle FindExternalEvaluators FindFaces FindFile FindFit FindFormula FindFundamentalCycles FindGeneratingFunction FindGeoLocation FindGeometricConjectures FindGeometricTransform FindGraphCommunities FindGraphIsomorphism FindGraphPartition FindHamiltonianCycle FindHamiltonianPath FindHiddenMarkovStates FindIndependentEdgeSet FindIndependentVertexSet FindInstance FindIntegerNullVector FindKClan FindKClique FindKClub FindKPlex FindLibrary FindLinearRecurrence FindList FindMatchingColor FindMaximum FindMaximumFlow FindMaxValue FindMeshDefects FindMinimum FindMinimumCostFlow FindMinimumCut FindMinValue FindMoleculeSubstructure FindPath FindPeaks FindPermutation FindPostmanTour FindProcessParameters FindRepeat FindRoot FindSequenceFunction FindSettings FindShortestPath FindShortestTour FindSpanningTree FindSystemModelEquilibrium FindTextualAnswer FindThreshold FindTransientRepeat FindVertexCover FindVertexCut FindVertexIndependentPaths Fine FinishDynamic FiniteAbelianGroupCount FiniteGroupCount FiniteGroupData First FirstCase FirstPassageTimeDistribution FirstPosition FischerGroupFi22 FischerGroupFi23 FischerGroupFi24Prime FisherHypergeometricDistribution FisherRatioTest FisherZDistribution Fit FitAll FitRegularization FittedModel FixedOrder FixedPoint FixedPointList FlashSelection Flat Flatten FlattenAt FlattenLayer FlatTopWindow FlipView Floor FlowPolynomial FlushPrintOutputPacket Fold FoldList FoldPair FoldPairList FollowRedirects Font FontColor FontFamily FontForm FontName FontOpacity FontPostScriptName FontProperties FontReencoding FontSize FontSlant FontSubstitutions FontTracking FontVariations FontWeight For ForAll Format FormatRules FormatType FormatTypeAutoConvert FormatValues FormBox FormBoxOptions FormControl FormFunction FormLayoutFunction FormObject FormPage FormTheme FormulaData FormulaLookup FortranForm Forward ForwardBackward Fourier FourierCoefficient FourierCosCoefficient FourierCosSeries FourierCosTransform FourierDCT FourierDCTFilter FourierDCTMatrix FourierDST FourierDSTMatrix FourierMatrix FourierParameters FourierSequenceTransform FourierSeries FourierSinCoefficient FourierSinSeries FourierSinTransform FourierTransform FourierTrigSeries FractionalBrownianMotionProcess FractionalGaussianNoiseProcess FractionalPart FractionBox FractionBoxOptions FractionLine Frame FrameBox FrameBoxOptions Framed FrameInset FrameLabel Frameless FrameMargins FrameRate FrameStyle FrameTicks FrameTicksStyle FRatioDistribution FrechetDistribution FreeQ FrenetSerretSystem FrequencySamplingFilterKernel FresnelC FresnelF FresnelG FresnelS Friday FrobeniusNumber FrobeniusSolve FromAbsoluteTime FromCharacterCode FromCoefficientRules FromContinuedFraction FromDate FromDigits FromDMS FromEntity FromJulianDate FromLetterNumber FromPolarCoordinates FromRomanNumeral FromSphericalCoordinates FromUnixTime Front FrontEndDynamicExpression FrontEndEventActions FrontEndExecute FrontEndObject FrontEndResource FrontEndResourceString FrontEndStackSize FrontEndToken FrontEndTokenExecute FrontEndValueCache FrontEndVersion FrontFaceColor FrontFaceOpacity Full FullAxes FullDefinition FullForm FullGraphics FullInformationOutputRegulator FullOptions FullRegion FullSimplify Function FunctionCompile FunctionCompileExport FunctionCompileExportByteArray FunctionCompileExportLibrary FunctionCompileExportString FunctionDomain FunctionExpand FunctionInterpolation FunctionPeriod FunctionRange FunctionSpace FussellVeselyImportanceGaborFilter GaborMatrix GaborWavelet GainMargins GainPhaseMargins GalaxyData GalleryView Gamma GammaDistribution GammaRegularized GapPenalty GARCHProcess GatedRecurrentLayer Gather GatherBy GaugeFaceElementFunction GaugeFaceStyle GaugeFrameElementFunction GaugeFrameSize GaugeFrameStyle GaugeLabels GaugeMarkers GaugeStyle GaussianFilter GaussianIntegers GaussianMatrix GaussianOrthogonalMatrixDistribution GaussianSymplecticMatrixDistribution GaussianUnitaryMatrixDistribution GaussianWindow GCD GegenbauerC General GeneralizedLinearModelFit GenerateAsymmetricKeyPair GenerateConditions GeneratedCell GeneratedDocumentBinding GenerateDerivedKey GenerateDigitalSignature GenerateDocument GeneratedParameters GeneratedQuantityMagnitudes GenerateHTTPResponse GenerateSecuredAuthenticationKey GenerateSymmetricKey GeneratingFunction GeneratorDescription GeneratorHistoryLength GeneratorOutputType Generic GenericCylindricalDecomposition GenomeData GenomeLookup GeoAntipode GeoArea GeoArraySize GeoBackground GeoBoundingBox GeoBounds GeoBoundsRegion GeoBubbleChart GeoCenter GeoCircle GeodesicClosing GeodesicDilation GeodesicErosion GeodesicOpening GeoDestination GeodesyData GeoDirection GeoDisk GeoDisplacement GeoDistance GeoDistanceList GeoElevationData GeoEntities GeoGraphics GeogravityModelData GeoGridDirectionDifference GeoGridLines GeoGridLinesStyle GeoGridPosition GeoGridRange GeoGridRangePadding GeoGridUnitArea GeoGridUnitDistance GeoGridVector GeoGroup GeoHemisphere GeoHemisphereBoundary GeoHistogram GeoIdentify GeoImage GeoLabels GeoLength GeoListPlot GeoLocation GeologicalPeriodData GeomagneticModelData GeoMarker GeometricAssertion GeometricBrownianMotionProcess GeometricDistribution GeometricMean GeometricMeanFilter GeometricScene GeometricTransformation GeometricTransformation3DBox GeometricTransformation3DBoxOptions GeometricTransformationBox GeometricTransformationBoxOptions GeoModel GeoNearest GeoPath GeoPosition GeoPositionENU GeoPositionXYZ GeoProjection GeoProjectionData GeoRange GeoRangePadding GeoRegionValuePlot GeoResolution GeoScaleBar GeoServer GeoSmoothHistogram GeoStreamPlot GeoStyling GeoStylingImageFunction GeoVariant GeoVector GeoVectorENU GeoVectorPlot GeoVectorXYZ GeoVisibleRegion GeoVisibleRegionBoundary GeoWithinQ GeoZoomLevel GestureHandler GestureHandlerTag Get GetBoundingBoxSizePacket GetContext GetEnvironment GetFileName GetFrontEndOptionsDataPacket GetLinebreakInformationPacket GetMenusPacket GetPageBreakInformationPacket Glaisher GlobalClusteringCoefficient GlobalPreferences GlobalSession Glow GoldenAngle GoldenRatio GompertzMakehamDistribution GoodmanKruskalGamma GoodmanKruskalGammaTest Goto Grad Gradient GradientFilter GradientOrientationFilter GrammarApply GrammarRules GrammarToken Graph Graph3D GraphAssortativity GraphAutomorphismGroup GraphCenter GraphComplement GraphData GraphDensity GraphDiameter GraphDifference GraphDisjointUnion GraphDistance GraphDistanceMatrix GraphElementData GraphEmbedding GraphHighlight GraphHighlightStyle GraphHub Graphics Graphics3D Graphics3DBox Graphics3DBoxOptions GraphicsArray GraphicsBaseline GraphicsBox GraphicsBoxOptions GraphicsColor GraphicsColumn GraphicsComplex GraphicsComplex3DBox GraphicsComplex3DBoxOptions GraphicsComplexBox GraphicsComplexBoxOptions GraphicsContents GraphicsData GraphicsGrid GraphicsGridBox GraphicsGroup GraphicsGroup3DBox GraphicsGroup3DBoxOptions GraphicsGroupBox GraphicsGroupBoxOptions GraphicsGrouping GraphicsHighlightColor GraphicsRow GraphicsSpacing GraphicsStyle GraphIntersection GraphLayout GraphLinkEfficiency GraphPeriphery GraphPlot GraphPlot3D GraphPower GraphPropertyDistribution GraphQ GraphRadius GraphReciprocity GraphRoot GraphStyle GraphUnion Gray GrayLevel Greater GreaterEqual GreaterEqualLess GreaterEqualThan GreaterFullEqual GreaterGreater GreaterLess GreaterSlantEqual GreaterThan GreaterTilde Green GreenFunction Grid GridBaseline GridBox GridBoxAlignment GridBoxBackground GridBoxDividers GridBoxFrame GridBoxItemSize GridBoxItemStyle GridBoxOptions GridBoxSpacings GridCreationSettings GridDefaultElement GridElementStyleOptions GridFrame GridFrameMargins GridGraph GridLines GridLinesStyle GroebnerBasis GroupActionBase GroupBy GroupCentralizer GroupElementFromWord GroupElementPosition GroupElementQ GroupElements GroupElementToWord GroupGenerators Groupings GroupMultiplicationTable GroupOrbits GroupOrder GroupPageBreakWithin GroupSetwiseStabilizer GroupStabilizer GroupStabilizerChain GroupTogetherGrouping GroupTogetherNestedGrouping GrowCutComponents Gudermannian GuidedFilter GumbelDistributionHaarWavelet HadamardMatrix HalfLine HalfNormalDistribution HalfPlane HalfSpace HamiltonianGraphQ HammingDistance HammingWindow HandlerFunctions HandlerFunctionsKeys HankelH1 HankelH2 HankelMatrix HankelTransform HannPoissonWindow HannWindow HaradaNortonGroupHN HararyGraph HarmonicMean HarmonicMeanFilter HarmonicNumber Hash Haversine HazardFunction Head HeadCompose HeaderLines Heads HeavisideLambda HeavisidePi HeavisideTheta HeldGroupHe HeldPart HelpBrowserLookup HelpBrowserNotebook HelpBrowserSettings Here HermiteDecomposition HermiteH HermitianMatrixQ HessenbergDecomposition Hessian HexadecimalCharacter Hexahedron HexahedronBox HexahedronBoxOptions HiddenMarkovProcess HiddenSurface Highlighted HighlightGraph HighlightImage HighlightMesh HighpassFilter HigmanSimsGroupHS HilbertCurve HilbertFilter HilbertMatrix Histogram Histogram3D HistogramDistribution HistogramList HistogramTransform HistogramTransformInterpolation HistoricalPeriodData HitMissTransform HITSCentrality HjorthDistribution HodgeDual HoeffdingD HoeffdingDTest Hold HoldAll HoldAllComplete HoldComplete HoldFirst HoldForm HoldPattern HoldRest HolidayCalendar HomeDirectory HomePage Horizontal HorizontalForm HorizontalGauge HorizontalScrollPosition HornerForm HostLookup HotellingTSquareDistribution HoytDistribution HTMLSave HTTPErrorResponse HTTPRedirect HTTPRequest HTTPRequestData HTTPResponse Hue HumanGrowthData HumpDownHump HumpEqual HurwitzLerchPhi HurwitzZeta HyperbolicDistribution HypercubeGraph HyperexponentialDistribution Hyperfactorial Hypergeometric0F1 Hypergeometric0F1Regularized Hypergeometric1F1 Hypergeometric1F1Regularized Hypergeometric2F1 Hypergeometric2F1Regularized HypergeometricDistribution HypergeometricPFQ HypergeometricPFQRegularized HypergeometricU Hyperlink HyperlinkCreationSettings Hyperplane Hyphenation HyphenationOptions HypoexponentialDistribution HypothesisTestDataI IconData Iconize IconizedObject IconRules Icosahedron Identity IdentityMatrix If IgnoreCase IgnoreDiacritics IgnorePunctuation IgnoreSpellCheck IgnoringInactive Im Image Image3D Image3DProjection Image3DSlices ImageAccumulate ImageAdd ImageAdjust ImageAlign ImageApply ImageApplyIndexed ImageAspectRatio ImageAssemble ImageAugmentationLayer ImageBoundingBoxes ImageCache ImageCacheValid ImageCapture ImageCaptureFunction ImageCases ImageChannels ImageClip ImageCollage ImageColorSpace ImageCompose ImageContainsQ ImageContents ImageConvolve ImageCooccurrence ImageCorners ImageCorrelate ImageCorrespondingPoints ImageCrop ImageData ImageDeconvolve ImageDemosaic ImageDifference ImageDimensions ImageDisplacements ImageDistance ImageEffect ImageExposureCombine ImageFeatureTrack ImageFileApply ImageFileFilter ImageFileScan ImageFilter ImageFocusCombine ImageForestingComponents ImageFormattingWidth ImageForwardTransformation ImageGraphics ImageHistogram ImageIdentify ImageInstanceQ ImageKeypoints ImageLevels ImageLines ImageMargins ImageMarker ImageMarkers ImageMeasurements ImageMesh ImageMultiply ImageOffset ImagePad ImagePadding ImagePartition ImagePeriodogram ImagePerspectiveTransformation ImagePosition ImagePreviewFunction ImagePyramid ImagePyramidApply ImageQ ImageRangeCache ImageRecolor ImageReflect ImageRegion ImageResize ImageResolution ImageRestyle ImageRotate ImageRotated ImageSaliencyFilter ImageScaled ImageScan ImageSize ImageSizeAction ImageSizeCache ImageSizeMultipliers ImageSizeRaw ImageSubtract ImageTake ImageTransformation ImageTrim ImageType ImageValue ImageValuePositions ImagingDevice ImplicitRegion Implies Import ImportAutoReplacements ImportByteArray ImportOptions ImportString ImprovementImportance In Inactivate Inactive IncidenceGraph IncidenceList IncidenceMatrix IncludeAromaticBonds IncludeConstantBasis IncludeDefinitions IncludeDirectories IncludeFileExtension IncludeGeneratorTasks IncludeHydrogens IncludeInflections IncludeMetaInformation IncludePods IncludeQuantities IncludeRelatedTables IncludeSingularTerm IncludeWindowTimes Increment IndefiniteMatrixQ Indent IndentingNewlineSpacings IndentMaxFraction IndependenceTest IndependentEdgeSetQ IndependentPhysicalQuantity IndependentUnit IndependentUnitDimension IndependentVertexSetQ Indeterminate IndeterminateThreshold IndexCreationOptions Indexed IndexGraph IndexTag Inequality InexactNumberQ InexactNumbers InfiniteLine InfinitePlane Infinity Infix InflationAdjust InflationMethod Information InformationData InformationDataGrid Inherited InheritScope InhomogeneousPoissonProcess InitialEvaluationHistory Initialization InitializationCell InitializationCellEvaluation InitializationCellWarning InitializationObjects InitializationValue Initialize InitialSeeding InlineCounterAssignments InlineCounterIncrements InlineRules Inner InnerPolygon InnerPolyhedron Inpaint Input InputAliases InputAssumptions InputAutoReplacements InputField InputFieldBox InputFieldBoxOptions InputForm InputGrouping InputNamePacket InputNotebook InputPacket InputSettings InputStream InputString InputStringPacket InputToBoxFormPacket Insert InsertionFunction InsertionPointObject InsertLinebreaks InsertResults Inset Inset3DBox Inset3DBoxOptions InsetBox InsetBoxOptions Insphere Install InstallService InstanceNormalizationLayer InString Integer IntegerDigits IntegerExponent IntegerLength IntegerName IntegerPart IntegerPartitions IntegerQ IntegerReverse Integers IntegerString Integral Integrate Interactive InteractiveTradingChart Interlaced Interleaving InternallyBalancedDecomposition InterpolatingFunction InterpolatingPolynomial Interpolation InterpolationOrder InterpolationPoints InterpolationPrecision Interpretation InterpretationBox InterpretationBoxOptions InterpretationFunction Interpreter InterpretTemplate InterquartileRange Interrupt InterruptSettings IntersectingQ Intersection Interval IntervalIntersection IntervalMarkers IntervalMarkersStyle IntervalMemberQ IntervalSlider IntervalUnion Into Inverse InverseBetaRegularized InverseCDF InverseChiSquareDistribution InverseContinuousWaveletTransform InverseDistanceTransform InverseEllipticNomeQ InverseErf InverseErfc InverseFourier InverseFourierCosTransform InverseFourierSequenceTransform InverseFourierSinTransform InverseFourierTransform InverseFunction InverseFunctions InverseGammaDistribution InverseGammaRegularized InverseGaussianDistribution InverseGudermannian InverseHankelTransform InverseHaversine InverseImagePyramid InverseJacobiCD InverseJacobiCN InverseJacobiCS InverseJacobiDC InverseJacobiDN InverseJacobiDS InverseJacobiNC InverseJacobiND InverseJacobiNS InverseJacobiSC InverseJacobiSD InverseJacobiSN InverseLaplaceTransform InverseMellinTransform InversePermutation InverseRadon InverseRadonTransform InverseSeries InverseShortTimeFourier InverseSpectrogram InverseSurvivalFunction InverseTransformedRegion InverseWaveletTransform InverseWeierstrassP InverseWishartMatrixDistribution InverseZTransform Invisible InvisibleApplication InvisibleTimes IPAddress IrreduciblePolynomialQ IslandData IsolatingInterval IsomorphicGraphQ IsotopeData Italic Item ItemAspectRatio ItemBox ItemBoxOptions ItemSize ItemStyle ItoProcessJaccardDissimilarity JacobiAmplitude Jacobian JacobiCD JacobiCN JacobiCS JacobiDC JacobiDN JacobiDS JacobiNC JacobiND JacobiNS JacobiP JacobiSC JacobiSD JacobiSN JacobiSymbol JacobiZeta JankoGroupJ1 JankoGroupJ2 JankoGroupJ3 JankoGroupJ4 JarqueBeraALMTest JohnsonDistribution Join JoinAcross Joined JoinedCurve JoinedCurveBox JoinedCurveBoxOptions JoinForm JordanDecomposition JordanModelDecomposition JulianDate JuliaSetBoettcher JuliaSetIterationCount JuliaSetPlot JuliaSetPointsK KagiChart KaiserBesselWindow KaiserWindow KalmanEstimator KalmanFilter KarhunenLoeveDecomposition KaryTree KatzCentrality KCoreComponents KDistribution KEdgeConnectedComponents KEdgeConnectedGraphQ KelvinBei KelvinBer KelvinKei KelvinKer KendallTau KendallTauTest KernelExecute KernelFunction KernelMixtureDistribution Kernels Ket Key KeyCollisionFunction KeyComplement KeyDrop KeyDropFrom KeyExistsQ KeyFreeQ KeyIntersection KeyMap KeyMemberQ KeypointStrength Keys KeySelect KeySort KeySortBy KeyTake KeyUnion KeyValueMap KeyValuePattern Khinchin KillProcess KirchhoffGraph KirchhoffMatrix KleinInvariantJ KnapsackSolve KnightTourGraph KnotData KnownUnitQ KochCurve KolmogorovSmirnovTest KroneckerDelta KroneckerModelDecomposition KroneckerProduct KroneckerSymbol KuiperTest KumaraswamyDistribution Kurtosis KuwaharaFilter KVertexConnectedComponents KVertexConnectedGraphQLABColor Label Labeled LabeledSlider LabelingFunction LabelingSize LabelStyle LabelVisibility LaguerreL LakeData LambdaComponents LambertW LaminaData LanczosWindow LandauDistribution Language LanguageCategory LanguageData LanguageIdentify LanguageOptions LaplaceDistribution LaplaceTransform Laplacian LaplacianFilter LaplacianGaussianFilter Large Larger Last Latitude LatitudeLongitude LatticeData LatticeReduce Launch LaunchKernels LayeredGraphPlot LayerSizeFunction LayoutInformation LCHColor LCM LeaderSize LeafCount LeapYearQ LearnDistribution LearnedDistribution LearningRate LearningRateMultipliers LeastSquares LeastSquaresFilterKernel Left LeftArrow LeftArrowBar LeftArrowRightArrow LeftDownTeeVector LeftDownVector LeftDownVectorBar LeftRightArrow LeftRightVector LeftTee LeftTeeArrow LeftTeeVector LeftTriangle LeftTriangleBar LeftTriangleEqual LeftUpDownVector LeftUpTeeVector LeftUpVector LeftUpVectorBar LeftVector LeftVectorBar LegendAppearance Legended LegendFunction LegendLabel LegendLayout LegendMargins LegendMarkers LegendMarkerSize LegendreP LegendreQ LegendreType Length LengthWhile LerchPhi Less LessEqual LessEqualGreater LessEqualThan LessFullEqual LessGreater LessLess LessSlantEqual LessThan LessTilde LetterCharacter LetterCounts LetterNumber LetterQ Level LeveneTest LeviCivitaTensor LevyDistribution Lexicographic LibraryDataType LibraryFunction LibraryFunctionError LibraryFunctionInformation LibraryFunctionLoad LibraryFunctionUnload LibraryLoad LibraryUnload LicenseID LiftingFilterData LiftingWaveletTransform LightBlue LightBrown LightCyan Lighter LightGray LightGreen Lighting LightingAngle LightMagenta LightOrange LightPink LightPurple LightRed LightSources LightYellow Likelihood Limit LimitsPositioning LimitsPositioningTokens LindleyDistribution Line Line3DBox Line3DBoxOptions LinearFilter LinearFractionalOptimization LinearFractionalTransform LinearGradientImage LinearizingTransformationData LinearLayer LinearModelFit LinearOffsetFunction LinearOptimization LinearProgramming LinearRecurrence LinearSolve LinearSolveFunction LineBox LineBoxOptions LineBreak LinebreakAdjustments LineBreakChart LinebreakSemicolonWeighting LineBreakWithin LineColor LineGraph LineIndent LineIndentMaxFraction LineIntegralConvolutionPlot LineIntegralConvolutionScale LineLegend LineOpacity LineSpacing LineWrapParts LinkActivate LinkClose LinkConnect LinkConnectedQ LinkCreate LinkError LinkFlush LinkFunction LinkHost LinkInterrupt LinkLaunch LinkMode LinkObject LinkOpen LinkOptions LinkPatterns LinkProtocol LinkRankCentrality LinkRead LinkReadHeld LinkReadyQ Links LinkService LinkWrite LinkWriteHeld LiouvilleLambda List Listable ListAnimate ListContourPlot ListContourPlot3D ListConvolve ListCorrelate ListCurvePathPlot ListDeconvolve ListDensityPlot ListDensityPlot3D Listen ListFormat ListFourierSequenceTransform ListInterpolation ListLineIntegralConvolutionPlot ListLinePlot ListLogLinearPlot ListLogLogPlot ListLogPlot ListPicker ListPickerBox ListPickerBoxBackground ListPickerBoxOptions ListPlay ListPlot ListPlot3D ListPointPlot3D ListPolarPlot ListQ ListSliceContourPlot3D ListSliceDensityPlot3D ListSliceVectorPlot3D ListStepPlot ListStreamDensityPlot ListStreamPlot ListSurfacePlot3D ListVectorDensityPlot ListVectorPlot ListVectorPlot3D ListZTransform Literal LiteralSearch LocalAdaptiveBinarize LocalCache LocalClusteringCoefficient LocalizeDefinitions LocalizeVariables LocalObject LocalObjects LocalResponseNormalizationLayer LocalSubmit LocalSymbol LocalTime LocalTimeZone LocationEquivalenceTest LocationTest Locator LocatorAutoCreate LocatorBox LocatorBoxOptions LocatorCentering LocatorPane LocatorPaneBox LocatorPaneBoxOptions LocatorRegion Locked Log Log10 Log2 LogBarnesG LogGamma LogGammaDistribution LogicalExpand LogIntegral LogisticDistribution LogisticSigmoid LogitModelFit LogLikelihood LogLinearPlot LogLogisticDistribution LogLogPlot LogMultinormalDistribution LogNormalDistribution LogPlot LogRankTest LogSeriesDistribution LongEqual Longest LongestCommonSequence LongestCommonSequencePositions LongestCommonSubsequence LongestCommonSubsequencePositions LongestMatch LongestOrderedSequence LongForm Longitude LongLeftArrow LongLeftRightArrow LongRightArrow LongShortTermMemoryLayer Lookup Loopback LoopFreeGraphQ LossFunction LowerCaseQ LowerLeftArrow LowerRightArrow LowerTriangularize LowerTriangularMatrixQ LowpassFilter LQEstimatorGains LQGRegulator LQOutputRegulatorGains LQRegulatorGains LUBackSubstitution LucasL LuccioSamiComponents LUDecomposition LunarEclipse LUVColor LyapunovSolve LyonsGroupLyMachineID MachineName MachineNumberQ MachinePrecision MacintoshSystemPageSetup Magenta Magnification Magnify MailAddressValidation MailExecute MailFolder MailItem MailReceiverFunction MailResponseFunction MailSearch MailServerConnect MailServerConnection MailSettings MainSolve MaintainDynamicCaches Majority MakeBoxes MakeExpression MakeRules ManagedLibraryExpressionID ManagedLibraryExpressionQ MandelbrotSetBoettcher MandelbrotSetDistance MandelbrotSetIterationCount MandelbrotSetMemberQ MandelbrotSetPlot MangoldtLambda ManhattanDistance Manipulate Manipulator MannedSpaceMissionData MannWhitneyTest MantissaExponent Manual Map MapAll MapAt MapIndexed MAProcess MapThread MarchenkoPasturDistribution MarcumQ MardiaCombinedTest MardiaKurtosisTest MardiaSkewnessTest MarginalDistribution MarkovProcessProperties Masking MatchingDissimilarity MatchLocalNameQ MatchLocalNames MatchQ Material MathematicalFunctionData MathematicaNotation MathieuC MathieuCharacteristicA MathieuCharacteristicB MathieuCharacteristicExponent MathieuCPrime MathieuGroupM11 MathieuGroupM12 MathieuGroupM22 MathieuGroupM23 MathieuGroupM24 MathieuS MathieuSPrime MathMLForm MathMLText Matrices MatrixExp MatrixForm MatrixFunction MatrixLog MatrixNormalDistribution MatrixPlot MatrixPower MatrixPropertyDistribution MatrixQ MatrixRank MatrixTDistribution Max MaxBend MaxCellMeasure MaxColorDistance MaxDetect MaxDuration MaxExtraBandwidths MaxExtraConditions MaxFeatureDisplacement MaxFeatures MaxFilter MaximalBy Maximize MaxItems MaxIterations MaxLimit MaxMemoryUsed MaxMixtureKernels MaxOverlapFraction MaxPlotPoints MaxPoints MaxRecursion MaxStableDistribution MaxStepFraction MaxSteps MaxStepSize MaxTrainingRounds MaxValue MaxwellDistribution MaxWordGap McLaughlinGroupMcL Mean MeanAbsoluteLossLayer MeanAround MeanClusteringCoefficient MeanDegreeConnectivity MeanDeviation MeanFilter MeanGraphDistance MeanNeighborDegree MeanShift MeanShiftFilter MeanSquaredLossLayer Median MedianDeviation MedianFilter MedicalTestData Medium MeijerG MeijerGReduce MeixnerDistribution MellinConvolve MellinTransform MemberQ MemoryAvailable MemoryConstrained MemoryConstraint MemoryInUse MengerMesh Menu MenuAppearance MenuCommandKey MenuEvaluator MenuItem MenuList MenuPacket MenuSortingValue MenuStyle MenuView Merge MergeDifferences MergingFunction MersennePrimeExponent MersennePrimeExponentQ Mesh MeshCellCentroid MeshCellCount MeshCellHighlight MeshCellIndex MeshCellLabel MeshCellMarker MeshCellMeasure MeshCellQuality MeshCells MeshCellShapeFunction MeshCellStyle MeshCoordinates MeshFunctions MeshPrimitives MeshQualityGoal MeshRange MeshRefinementFunction MeshRegion MeshRegionQ MeshShading MeshStyle Message MessageDialog MessageList MessageName MessageObject MessageOptions MessagePacket Messages MessagesNotebook MetaCharacters MetaInformation MeteorShowerData Method MethodOptions MexicanHatWavelet MeyerWavelet Midpoint Min MinColorDistance MinDetect MineralData MinFilter MinimalBy MinimalPolynomial MinimalStateSpaceModel Minimize MinimumTimeIncrement MinIntervalSize MinkowskiQuestionMark MinLimit MinMax MinorPlanetData Minors MinRecursion MinSize MinStableDistribution Minus MinusPlus MinValue Missing MissingBehavior MissingDataMethod MissingDataRules MissingQ MissingString MissingStyle MissingValuePattern MittagLefflerE MixedFractionParts MixedGraphQ MixedMagnitude MixedRadix MixedRadixQuantity MixedUnit MixtureDistribution Mod Modal Mode Modular ModularInverse ModularLambda Module Modulus MoebiusMu Molecule MoleculeContainsQ MoleculeEquivalentQ MoleculeGraph MoleculeModify MoleculePattern MoleculePlot MoleculePlot3D MoleculeProperty MoleculeQ MoleculeValue Moment Momentary MomentConvert MomentEvaluate MomentGeneratingFunction MomentOfInertia Monday Monitor MonomialList MonomialOrder MonsterGroupM MoonPhase MoonPosition MorletWavelet MorphologicalBinarize MorphologicalBranchPoints MorphologicalComponents MorphologicalEulerNumber MorphologicalGraph MorphologicalPerimeter MorphologicalTransform MortalityData Most MountainData MouseAnnotation MouseAppearance MouseAppearanceTag MouseButtons Mouseover MousePointerNote MousePosition MovieData MovingAverage MovingMap MovingMedian MoyalDistribution Multicolumn MultiedgeStyle MultigraphQ MultilaunchWarning MultiLetterItalics MultiLetterStyle MultilineFunction Multinomial MultinomialDistribution MultinormalDistribution MultiplicativeOrder Multiplicity MultiplySides Multiselection MultivariateHypergeometricDistribution MultivariatePoissonDistribution MultivariateTDistributionN NakagamiDistribution NameQ Names NamespaceBox NamespaceBoxOptions Nand NArgMax NArgMin NBernoulliB NBodySimulation NBodySimulationData NCache NDEigensystem NDEigenvalues NDSolve NDSolveValue Nearest NearestFunction NearestNeighborGraph NearestTo NebulaData NeedCurrentFrontEndPackagePacket NeedCurrentFrontEndSymbolsPacket NeedlemanWunschSimilarity Needs Negative NegativeBinomialDistribution NegativeDefiniteMatrixQ NegativeIntegers NegativeMultinomialDistribution NegativeRationals NegativeReals NegativeSemidefiniteMatrixQ NeighborhoodData NeighborhoodGraph Nest NestedGreaterGreater NestedLessLess NestedScriptRules NestGraph NestList NestWhile NestWhileList NetAppend NetBidirectionalOperator NetChain NetDecoder NetDelete NetDrop NetEncoder NetEvaluationMode NetExtract NetFlatten NetFoldOperator NetGraph NetInformation NetInitialize NetInsert NetInsertSharedArrays NetJoin NetMapOperator NetMapThreadOperator NetMeasurements NetModel NetNestOperator NetPairEmbeddingOperator NetPort NetPortGradient NetPrepend NetRename NetReplace NetReplacePart NetSharedArray NetStateObject NetTake NetTrain NetTrainResultsObject NetworkPacketCapture NetworkPacketRecording NetworkPacketRecordingDuring NetworkPacketTrace NeumannValue NevilleThetaC NevilleThetaD NevilleThetaN NevilleThetaS NewPrimitiveStyle NExpectation Next NextCell NextDate NextPrime NextScheduledTaskTime NHoldAll NHoldFirst NHoldRest NicholsGridLines NicholsPlot NightHemisphere NIntegrate NMaximize NMaxValue NMinimize NMinValue NominalVariables NonAssociative NoncentralBetaDistribution NoncentralChiSquareDistribution NoncentralFRatioDistribution NoncentralStudentTDistribution NonCommutativeMultiply NonConstants NondimensionalizationTransform None NoneTrue NonlinearModelFit NonlinearStateSpaceModel NonlocalMeansFilter NonNegative NonNegativeIntegers NonNegativeRationals NonNegativeReals NonPositive NonPositiveIntegers NonPositiveRationals NonPositiveReals Nor NorlundB Norm Normal NormalDistribution NormalGrouping NormalizationLayer Normalize Normalized NormalizedSquaredEuclideanDistance NormalMatrixQ NormalsFunction NormFunction Not NotCongruent NotCupCap NotDoubleVerticalBar Notebook NotebookApply NotebookAutoSave NotebookClose NotebookConvertSettings NotebookCreate NotebookCreateReturnObject NotebookDefault NotebookDelete NotebookDirectory NotebookDynamicExpression NotebookEvaluate NotebookEventActions NotebookFileName NotebookFind NotebookFindReturnObject NotebookGet NotebookGetLayoutInformationPacket NotebookGetMisspellingsPacket NotebookImport NotebookInformation NotebookInterfaceObject NotebookLocate NotebookObject NotebookOpen NotebookOpenReturnObject NotebookPath NotebookPrint NotebookPut NotebookPutReturnObject NotebookRead NotebookResetGeneratedCells Notebooks NotebookSave NotebookSaveAs NotebookSelection NotebookSetupLayoutInformationPacket NotebooksMenu NotebookTemplate NotebookWrite NotElement NotEqualTilde NotExists NotGreater NotGreaterEqual NotGreaterFullEqual NotGreaterGreater NotGreaterLess NotGreaterSlantEqual NotGreaterTilde Nothing NotHumpDownHump NotHumpEqual NotificationFunction NotLeftTriangle NotLeftTriangleBar NotLeftTriangleEqual NotLess NotLessEqual NotLessFullEqual NotLessGreater NotLessLess NotLessSlantEqual NotLessTilde NotNestedGreaterGreater NotNestedLessLess NotPrecedes NotPrecedesEqual NotPrecedesSlantEqual NotPrecedesTilde NotReverseElement NotRightTriangle NotRightTriangleBar NotRightTriangleEqual NotSquareSubset NotSquareSubsetEqual NotSquareSuperset NotSquareSupersetEqual NotSubset NotSubsetEqual NotSucceeds NotSucceedsEqual NotSucceedsSlantEqual NotSucceedsTilde NotSuperset NotSupersetEqual NotTilde NotTildeEqual NotTildeFullEqual NotTildeTilde NotVerticalBar Now NoWhitespace NProbability NProduct NProductFactors NRoots NSolve NSum NSumTerms NuclearExplosionData NuclearReactorData Null NullRecords NullSpace NullWords Number NumberCompose NumberDecompose NumberExpand NumberFieldClassNumber NumberFieldDiscriminant NumberFieldFundamentalUnits NumberFieldIntegralBasis NumberFieldNormRepresentatives NumberFieldRegulator NumberFieldRootsOfUnity NumberFieldSignature NumberForm NumberFormat NumberLinePlot NumberMarks NumberMultiplier NumberPadding NumberPoint NumberQ NumberSeparator NumberSigns NumberString Numerator NumeratorDenominator NumericalOrder NumericalSort NumericArray NumericArrayQ NumericArrayType NumericFunction NumericQ NuttallWindow NValues NyquistGridLines NyquistPlotO ObservabilityGramian ObservabilityMatrix ObservableDecomposition ObservableModelQ OceanData Octahedron OddQ Off Offset OLEData On ONanGroupON Once OneIdentity Opacity OpacityFunction OpacityFunctionScaling Open OpenAppend Opener OpenerBox OpenerBoxOptions OpenerView OpenFunctionInspectorPacket Opening OpenRead OpenSpecialOptions OpenTemporary OpenWrite Operate OperatingSystem OptimumFlowData Optional OptionalElement OptionInspectorSettings OptionQ Options OptionsPacket OptionsPattern OptionValue OptionValueBox OptionValueBoxOptions Or Orange Order OrderDistribution OrderedQ Ordering OrderingBy OrderingLayer Orderless OrderlessPatternSequence OrnsteinUhlenbeckProcess Orthogonalize OrthogonalMatrixQ Out Outer OuterPolygon OuterPolyhedron OutputAutoOverwrite OutputControllabilityMatrix OutputControllableModelQ OutputForm OutputFormData OutputGrouping OutputMathEditExpression OutputNamePacket OutputResponse OutputSizeLimit OutputStream Over OverBar OverDot Overflow OverHat Overlaps Overlay OverlayBox OverlayBoxOptions Overscript OverscriptBox OverscriptBoxOptions OverTilde OverVector OverwriteTarget OwenT OwnValuesPackage PackingMethod PaddedForm Padding PaddingLayer PaddingSize PadeApproximant PadLeft PadRight PageBreakAbove PageBreakBelow PageBreakWithin PageFooterLines PageFooters PageHeaderLines PageHeaders PageHeight PageRankCentrality PageTheme PageWidth Pagination PairedBarChart PairedHistogram PairedSmoothHistogram PairedTTest PairedZTest PaletteNotebook PalettePath PalindromeQ Pane PaneBox PaneBoxOptions Panel PanelBox PanelBoxOptions Paneled PaneSelector PaneSelectorBox PaneSelectorBoxOptions PaperWidth ParabolicCylinderD ParagraphIndent ParagraphSpacing ParallelArray ParallelCombine ParallelDo Parallelepiped ParallelEvaluate Parallelization Parallelize ParallelMap ParallelNeeds Parallelogram ParallelProduct ParallelSubmit ParallelSum ParallelTable ParallelTry Parameter ParameterEstimator ParameterMixtureDistribution ParameterVariables ParametricFunction ParametricNDSolve ParametricNDSolveValue ParametricPlot ParametricPlot3D ParametricRegion ParentBox ParentCell ParentConnect ParentDirectory ParentForm Parenthesize ParentList ParentNotebook ParetoDistribution ParetoPickandsDistribution ParkData Part PartBehavior PartialCorrelationFunction PartialD ParticleAcceleratorData ParticleData Partition PartitionGranularity PartitionsP PartitionsQ PartLayer PartOfSpeech PartProtection ParzenWindow PascalDistribution PassEventsDown PassEventsUp Paste PasteAutoQuoteCharacters PasteBoxFormInlineCells PasteButton Path PathGraph PathGraphQ Pattern PatternSequence PatternTest PauliMatrix PaulWavelet Pause PausedTime PDF PeakDetect PeanoCurve PearsonChiSquareTest PearsonCorrelationTest PearsonDistribution PercentForm PerfectNumber PerfectNumberQ PerformanceGoal Perimeter PeriodicBoundaryCondition PeriodicInterpolation Periodogram PeriodogramArray Permanent Permissions PermissionsGroup PermissionsGroupMemberQ PermissionsGroups PermissionsKey PermissionsKeys PermutationCycles PermutationCyclesQ PermutationGroup PermutationLength PermutationList PermutationListQ PermutationMax PermutationMin PermutationOrder PermutationPower PermutationProduct PermutationReplace Permutations PermutationSupport Permute PeronaMalikFilter Perpendicular PerpendicularBisector PersistenceLocation PersistenceTime PersistentObject PersistentObjects PersistentValue PersonData PERTDistribution PetersenGraph PhaseMargins PhaseRange PhysicalSystemData Pi Pick PIDData PIDDerivativeFilter PIDFeedforward PIDTune Piecewise PiecewiseExpand PieChart PieChart3D PillaiTrace PillaiTraceTest PingTime Pink PitchRecognize Pivoting PixelConstrained PixelValue PixelValuePositions Placed Placeholder PlaceholderReplace Plain PlanarAngle PlanarGraph PlanarGraphQ PlanckRadiationLaw PlaneCurveData PlanetaryMoonData PlanetData PlantData Play PlayRange Plot Plot3D Plot3Matrix PlotDivision PlotJoined PlotLabel PlotLabels PlotLayout PlotLegends PlotMarkers PlotPoints PlotRange PlotRangeClipping PlotRangeClipPlanesStyle PlotRangePadding PlotRegion PlotStyle PlotTheme Pluralize Plus PlusMinus Pochhammer PodStates PodWidth Point Point3DBox Point3DBoxOptions PointBox PointBoxOptions PointFigureChart PointLegend PointSize PoissonConsulDistribution PoissonDistribution PoissonProcess PoissonWindow PolarAxes PolarAxesOrigin PolarGridLines PolarPlot PolarTicks PoleZeroMarkers PolyaAeppliDistribution PolyGamma Polygon Polygon3DBox Polygon3DBoxOptions PolygonalNumber PolygonAngle PolygonBox PolygonBoxOptions PolygonCoordinates PolygonDecomposition PolygonHoleScale PolygonIntersections PolygonScale Polyhedron PolyhedronAngle PolyhedronCoordinates PolyhedronData PolyhedronDecomposition PolyhedronGenus PolyLog PolynomialExtendedGCD PolynomialForm PolynomialGCD PolynomialLCM PolynomialMod PolynomialQ PolynomialQuotient PolynomialQuotientRemainder PolynomialReduce PolynomialRemainder Polynomials PoolingLayer PopupMenu PopupMenuBox PopupMenuBoxOptions PopupView PopupWindow Position PositionIndex Positive PositiveDefiniteMatrixQ PositiveIntegers PositiveRationals PositiveReals PositiveSemidefiniteMatrixQ PossibleZeroQ Postfix PostScript Power PowerDistribution PowerExpand PowerMod PowerModList PowerRange PowerSpectralDensity PowersRepresentations PowerSymmetricPolynomial Precedence PrecedenceForm Precedes PrecedesEqual PrecedesSlantEqual PrecedesTilde Precision PrecisionGoal PreDecrement Predict PredictionRoot PredictorFunction PredictorInformation PredictorMeasurements PredictorMeasurementsObject PreemptProtect PreferencesPath Prefix PreIncrement Prepend PrependLayer PrependTo PreprocessingRules PreserveColor PreserveImageOptions Previous PreviousCell PreviousDate PriceGraphDistribution PrimaryPlaceholder Prime PrimeNu PrimeOmega PrimePi PrimePowerQ PrimeQ Primes PrimeZetaP PrimitivePolynomialQ PrimitiveRoot PrimitiveRootList PrincipalComponents PrincipalValue Print PrintableASCIIQ PrintAction PrintForm PrintingCopies PrintingOptions PrintingPageRange PrintingStartingPageNumber PrintingStyleEnvironment Printout3D Printout3DPreviewer PrintPrecision PrintTemporary Prism PrismBox PrismBoxOptions PrivateCellOptions PrivateEvaluationOptions PrivateFontOptions PrivateFrontEndOptions PrivateKey PrivateNotebookOptions PrivatePaths Probability ProbabilityDistribution ProbabilityPlot ProbabilityPr ProbabilityScalePlot ProbitModelFit ProcessConnection ProcessDirectory ProcessEnvironment Processes ProcessEstimator ProcessInformation ProcessObject ProcessParameterAssumptions ProcessParameterQ ProcessStateDomain ProcessStatus ProcessTimeDomain Product ProductDistribution ProductLog ProgressIndicator ProgressIndicatorBox ProgressIndicatorBoxOptions Projection Prolog PromptForm ProofObject Properties Property PropertyList PropertyValue Proportion Proportional Protect Protected ProteinData Pruning PseudoInverse PsychrometricPropertyData PublicKey PublisherID PulsarData PunctuationCharacter Purple Put PutAppend Pyramid PyramidBox PyramidBoxOptionsQBinomial QFactorial QGamma QHypergeometricPFQ QnDispersion QPochhammer QPolyGamma QRDecomposition QuadraticIrrationalQ QuadraticOptimization Quantile QuantilePlot Quantity QuantityArray QuantityDistribution QuantityForm QuantityMagnitude QuantityQ QuantityUnit QuantityVariable QuantityVariableCanonicalUnit QuantityVariableDimensions QuantityVariableIdentifier QuantityVariablePhysicalQuantity Quartics QuartileDeviation Quartiles QuartileSkewness Query QueueingNetworkProcess QueueingProcess QueueProperties Quiet Quit Quotient QuotientRemainderRadialGradientImage RadialityCentrality RadicalBox RadicalBoxOptions RadioButton RadioButtonBar RadioButtonBox RadioButtonBoxOptions Radon RadonTransform RamanujanTau RamanujanTauL RamanujanTauTheta RamanujanTauZ Ramp Random RandomChoice RandomColor RandomComplex RandomEntity RandomFunction RandomGeoPosition RandomGraph RandomImage RandomInstance RandomInteger RandomPermutation RandomPoint RandomPolygon RandomPolyhedron RandomPrime RandomReal RandomSample RandomSeed RandomSeeding RandomVariate RandomWalkProcess RandomWord Range RangeFilter RangeSpecification RankedMax RankedMin RarerProbability Raster Raster3D Raster3DBox Raster3DBoxOptions RasterArray RasterBox RasterBoxOptions Rasterize RasterSize Rational RationalFunctions Rationalize Rationals Ratios RawArray RawBoxes RawData RawMedium RayleighDistribution Re Read ReadByteArray ReadLine ReadList ReadProtected ReadString Real RealAbs RealBlockDiagonalForm RealDigits RealExponent Reals RealSign Reap RecognitionPrior RecognitionThreshold Record RecordLists RecordSeparators Rectangle RectangleBox RectangleBoxOptions RectangleChart RectangleChart3D RectangularRepeatingElement RecurrenceFilter RecurrenceTable RecurringDigitsForm Red Reduce RefBox ReferenceLineStyle ReferenceMarkers ReferenceMarkerStyle Refine ReflectionMatrix ReflectionTransform Refresh RefreshRate Region RegionBinarize RegionBoundary RegionBounds RegionCentroid RegionDifference RegionDimension RegionDisjoint RegionDistance RegionDistanceFunction RegionEmbeddingDimension RegionEqual RegionFunction RegionImage RegionIntersection RegionMeasure RegionMember RegionMemberFunction RegionMoment RegionNearest RegionNearestFunction RegionPlot RegionPlot3D RegionProduct RegionQ RegionResize RegionSize RegionSymmetricDifference RegionUnion RegionWithin RegisterExternalEvaluator RegularExpression Regularization RegularlySampledQ RegularPolygon ReIm ReImLabels ReImPlot ReImStyle Reinstall RelationalDatabase RelationGraph Release ReleaseHold ReliabilityDistribution ReliefImage ReliefPlot RemoteAuthorizationCaching RemoteConnect RemoteConnectionObject RemoteFile RemoteRun RemoteRunProcess Remove RemoveAlphaChannel RemoveAsynchronousTask RemoveAudioStream RemoveBackground RemoveChannelListener RemoveChannelSubscribers Removed RemoveDiacritics RemoveInputStreamMethod RemoveOutputStreamMethod RemoveProperty RemoveScheduledTask RemoveUsers RenameDirectory RenameFile RenderAll RenderingOptions RenewalProcess RenkoChart RepairMesh Repeated RepeatedNull RepeatedString RepeatedTiming RepeatingElement Replace ReplaceAll ReplaceHeldPart ReplaceImageValue ReplaceList ReplacePart ReplacePixelValue ReplaceRepeated ReplicateLayer RequiredPhysicalQuantities Resampling ResamplingAlgorithmData ResamplingMethod Rescale RescalingTransform ResetDirectory ResetMenusPacket ResetScheduledTask ReshapeLayer Residue ResizeLayer Resolve ResourceAcquire ResourceData ResourceFunction ResourceObject ResourceRegister ResourceRemove ResourceSearch ResourceSubmissionObject ResourceSubmit ResourceSystemBase ResourceUpdate ResponseForm Rest RestartInterval Restricted Resultant ResumePacket Return ReturnEntersInput ReturnExpressionPacket ReturnInputFormPacket ReturnPacket ReturnReceiptFunction ReturnTextPacket Reverse ReverseBiorthogonalSplineWavelet ReverseElement ReverseEquilibrium ReverseGraph ReverseSort ReverseSortBy ReverseUpEquilibrium RevolutionAxis RevolutionPlot3D RGBColor RiccatiSolve RiceDistribution RidgeFilter RiemannR RiemannSiegelTheta RiemannSiegelZ RiemannXi Riffle Right RightArrow RightArrowBar RightArrowLeftArrow RightComposition RightCosetRepresentative RightDownTeeVector RightDownVector RightDownVectorBar RightTee RightTeeArrow RightTeeVector RightTriangle RightTriangleBar RightTriangleEqual RightUpDownVector RightUpTeeVector RightUpVector RightUpVectorBar RightVector RightVectorBar RiskAchievementImportance RiskReductionImportance RogersTanimotoDissimilarity RollPitchYawAngles RollPitchYawMatrix RomanNumeral Root RootApproximant RootIntervals RootLocusPlot RootMeanSquare RootOfUnityQ RootReduce Roots RootSum Rotate RotateLabel RotateLeft RotateRight RotationAction RotationBox RotationBoxOptions RotationMatrix RotationTransform Round RoundImplies RoundingRadius Row RowAlignments RowBackgrounds RowBox RowHeights RowLines RowMinHeight RowReduce RowsEqual RowSpacings RSolve RSolveValue RudinShapiro RudvalisGroupRu Rule RuleCondition RuleDelayed RuleForm RulePlot RulerUnits Run RunProcess RunScheduledTask RunThrough RuntimeAttributes RuntimeOptions RussellRaoDissimilaritySameQ SameTest SampledEntityClass SampleDepth SampledSoundFunction SampledSoundList SampleRate SamplingPeriod SARIMAProcess SARMAProcess SASTriangle SatelliteData SatisfiabilityCount SatisfiabilityInstances SatisfiableQ Saturday Save Saveable SaveAutoDelete SaveConnection SaveDefinitions SavitzkyGolayMatrix SawtoothWave Scale Scaled ScaleDivisions ScaledMousePosition ScaleOrigin ScalePadding ScaleRanges ScaleRangeStyle ScalingFunctions ScalingMatrix ScalingTransform Scan ScheduledTask ScheduledTaskActiveQ ScheduledTaskInformation ScheduledTaskInformationData ScheduledTaskObject ScheduledTasks SchurDecomposition ScientificForm ScientificNotationThreshold ScorerGi ScorerGiPrime ScorerHi ScorerHiPrime ScreenRectangle ScreenStyleEnvironment ScriptBaselineShifts ScriptForm ScriptLevel ScriptMinSize ScriptRules ScriptSizeMultipliers Scrollbars ScrollingOptions ScrollPosition SearchAdjustment SearchIndexObject SearchIndices SearchQueryString SearchResultObject Sec Sech SechDistribution SecondOrderConeOptimization SectionGrouping SectorChart SectorChart3D SectorOrigin SectorSpacing SecuredAuthenticationKey SecuredAuthenticationKeys SeedRandom Select Selectable SelectComponents SelectedCells SelectedNotebook SelectFirst Selection SelectionAnimate SelectionCell SelectionCellCreateCell SelectionCellDefaultStyle SelectionCellParentStyle SelectionCreateCell SelectionDebuggerTag SelectionDuplicateCell SelectionEvaluate SelectionEvaluateCreateCell SelectionMove SelectionPlaceholder SelectionSetStyle SelectWithContents SelfLoops SelfLoopStyle SemanticImport SemanticImportString SemanticInterpretation SemialgebraicComponentInstances SemidefiniteOptimization SendMail SendMessage Sequence SequenceAlignment SequenceAttentionLayer SequenceCases SequenceCount SequenceFold SequenceFoldList SequenceForm SequenceHold SequenceLastLayer SequenceMostLayer SequencePosition SequencePredict SequencePredictorFunction SequenceReplace SequenceRestLayer SequenceReverseLayer SequenceSplit Series SeriesCoefficient SeriesData ServiceConnect ServiceDisconnect ServiceExecute ServiceObject ServiceRequest ServiceResponse ServiceSubmit SessionSubmit SessionTime Set SetAccuracy SetAlphaChannel SetAttributes Setbacks SetBoxFormNamesPacket SetCloudDirectory SetCookies SetDelayed SetDirectory SetEnvironment SetEvaluationNotebook SetFileDate SetFileLoadingContext SetNotebookStatusLine SetOptions SetOptionsPacket SetPermissions SetPrecision SetProperty SetSecuredAuthenticationKey SetSelectedNotebook SetSharedFunction SetSharedVariable SetSpeechParametersPacket SetStreamPosition SetSystemModel SetSystemOptions Setter SetterBar SetterBox SetterBoxOptions Setting SetUsers SetValue Shading Shallow ShannonWavelet ShapiroWilkTest Share SharingList Sharpen ShearingMatrix ShearingTransform ShellRegion ShenCastanMatrix ShiftedGompertzDistribution ShiftRegisterSequence Short ShortDownArrow Shortest ShortestMatch ShortestPathFunction ShortLeftArrow ShortRightArrow ShortTimeFourier ShortTimeFourierData ShortUpArrow Show ShowAutoConvert ShowAutoSpellCheck ShowAutoStyles ShowCellBracket ShowCellLabel ShowCellTags ShowClosedCellArea ShowCodeAssist ShowContents ShowControls ShowCursorTracker ShowGroupOpenCloseIcon ShowGroupOpener ShowInvisibleCharacters ShowPageBreaks ShowPredictiveInterface ShowSelection ShowShortBoxForm ShowSpecialCharacters ShowStringCharacters ShowSyntaxStyles ShrinkingDelay ShrinkWrapBoundingBox SiderealTime SiegelTheta SiegelTukeyTest SierpinskiCurve SierpinskiMesh Sign Signature SignedRankTest SignedRegionDistance SignificanceLevel SignPadding SignTest SimilarityRules SimpleGraph SimpleGraphQ SimplePolygonQ SimplePolyhedronQ Simplex Simplify Sin Sinc SinghMaddalaDistribution SingleEvaluation SingleLetterItalics SingleLetterStyle SingularValueDecomposition SingularValueList SingularValuePlot SingularValues Sinh SinhIntegral SinIntegral SixJSymbol Skeleton SkeletonTransform SkellamDistribution Skewness SkewNormalDistribution SkinStyle Skip SliceContourPlot3D SliceDensityPlot3D SliceDistribution SliceVectorPlot3D Slider Slider2D Slider2DBox Slider2DBoxOptions SliderBox SliderBoxOptions SlideView Slot SlotSequence Small SmallCircle Smaller SmithDecomposition SmithDelayCompensator SmithWatermanSimilarity SmoothDensityHistogram SmoothHistogram SmoothHistogram3D SmoothKernelDistribution SnDispersion Snippet SnubPolyhedron SocialMediaData Socket SocketConnect SocketListen SocketListener SocketObject SocketOpen SocketReadMessage SocketReadyQ Sockets SocketWaitAll SocketWaitNext SoftmaxLayer SokalSneathDissimilarity SolarEclipse SolarSystemFeatureData SolidAngle SolidData SolidRegionQ Solve SolveAlways SolveDelayed Sort SortBy SortedBy SortedEntityClass Sound SoundAndGraphics SoundNote SoundVolume SourceLink Sow Space SpaceCurveData SpaceForm Spacer Spacings Span SpanAdjustments SpanCharacterRounding SpanFromAbove SpanFromBoth SpanFromLeft SpanLineThickness SpanMaxSize SpanMinSize SpanningCharacters SpanSymmetric SparseArray SpatialGraphDistribution SpatialMedian SpatialTransformationLayer Speak SpeakTextPacket SpearmanRankTest SpearmanRho SpeciesData SpecificityGoal SpectralLineData Spectrogram SpectrogramArray Specularity SpeechRecognize SpeechSynthesize SpellingCorrection SpellingCorrectionList SpellingDictionaries SpellingDictionariesPath SpellingOptions SpellingSuggestionsPacket Sphere SphereBox SpherePoints SphericalBesselJ SphericalBesselY SphericalHankelH1 SphericalHankelH2 SphericalHarmonicY SphericalPlot3D SphericalRegion SphericalShell SpheroidalEigenvalue SpheroidalJoiningFactor SpheroidalPS SpheroidalPSPrime SpheroidalQS SpheroidalQSPrime SpheroidalRadialFactor SpheroidalS1 SpheroidalS1Prime SpheroidalS2 SpheroidalS2Prime Splice SplicedDistribution SplineClosed SplineDegree SplineKnots SplineWeights Split SplitBy SpokenString Sqrt SqrtBox SqrtBoxOptions Square SquaredEuclideanDistance SquareFreeQ SquareIntersection SquareMatrixQ SquareRepeatingElement SquaresR SquareSubset SquareSubsetEqual SquareSuperset SquareSupersetEqual SquareUnion SquareWave SSSTriangle StabilityMargins StabilityMarginsStyle StableDistribution Stack StackBegin StackComplete StackedDateListPlot StackedListPlot StackInhibit StadiumShape StandardAtmosphereData StandardDeviation StandardDeviationFilter StandardForm Standardize Standardized StandardOceanData StandbyDistribution Star StarClusterData StarData StarGraph StartAsynchronousTask StartExternalSession StartingStepSize StartOfLine StartOfString StartProcess StartScheduledTask StartupSound StartWebSession StateDimensions StateFeedbackGains StateOutputEstimator StateResponse StateSpaceModel StateSpaceRealization StateSpaceTransform StateTransformationLinearize StationaryDistribution StationaryWaveletPacketTransform StationaryWaveletTransform StatusArea StatusCentrality StepMonitor StereochemistryElements StieltjesGamma StirlingS1 StirlingS2 StopAsynchronousTask StoppingPowerData StopScheduledTask StrataVariables StratonovichProcess StreamColorFunction StreamColorFunctionScaling StreamDensityPlot StreamMarkers StreamPlot StreamPoints StreamPosition Streams StreamScale StreamStyle String StringBreak StringByteCount StringCases StringContainsQ StringCount StringDelete StringDrop StringEndsQ StringExpression StringExtract StringForm StringFormat StringFreeQ StringInsert StringJoin StringLength StringMatchQ StringPadLeft StringPadRight StringPart StringPartition StringPosition StringQ StringRepeat StringReplace StringReplaceList StringReplacePart StringReverse StringRiffle StringRotateLeft StringRotateRight StringSkeleton StringSplit StringStartsQ StringTake StringTemplate StringToByteArray StringToStream StringTrim StripBoxes StripOnInput StripWrapperBoxes StrokeForm StructuralImportance StructuredArray StructuredSelection StruveH StruveL Stub StudentTDistribution Style StyleBox StyleBoxAutoDelete StyleData StyleDefinitions StyleForm StyleHints StyleKeyMapping StyleMenuListing StyleNameDialogSettings StyleNames StylePrint StyleSheetPath Subdivide Subfactorial Subgraph SubMinus SubPlus SubresultantPolynomialRemainders SubresultantPolynomials Subresultants Subscript SubscriptBox SubscriptBoxOptions Subscripted Subsequences Subset SubsetEqual SubsetMap SubsetQ Subsets SubStar SubstitutionSystem Subsuperscript SubsuperscriptBox SubsuperscriptBoxOptions Subtract SubtractFrom SubtractSides SubValues Succeeds SucceedsEqual SucceedsSlantEqual SucceedsTilde Success SuchThat Sum SumConvergence SummationLayer Sunday SunPosition Sunrise Sunset SuperDagger SuperMinus SupernovaData SuperPlus Superscript SuperscriptBox SuperscriptBoxOptions Superset SupersetEqual SuperStar Surd SurdForm SurfaceArea SurfaceColor SurfaceData SurfaceGraphics SurvivalDistribution SurvivalFunction SurvivalModel SurvivalModelFit SuspendPacket SuzukiDistribution SuzukiGroupSuz SwatchLegend Switch Symbol SymbolName SymletWavelet Symmetric SymmetricGroup SymmetricKey SymmetricMatrixQ SymmetricPolynomial SymmetricReduction Symmetrize SymmetrizedArray SymmetrizedArrayRules SymmetrizedDependentComponents SymmetrizedIndependentComponents SymmetrizedReplacePart SynchronousInitialization SynchronousUpdating Synonyms Syntax SyntaxForm SyntaxInformation SyntaxLength SyntaxPacket SyntaxQ SynthesizeMissingValues SystemDialogInput SystemException SystemGet SystemHelpPath SystemInformation SystemInformationData SystemInstall SystemModel SystemModeler SystemModelExamples SystemModelLinearize SystemModelParametricSimulate SystemModelPlot SystemModelProgressReporting SystemModelReliability SystemModels SystemModelSimulate SystemModelSimulateSensitivity SystemModelSimulationData SystemOpen SystemOptions SystemProcessData SystemProcesses SystemsConnectionsModel SystemsModelDelay SystemsModelDelayApproximate SystemsModelDelete SystemsModelDimensions SystemsModelExtract SystemsModelFeedbackConnect SystemsModelLabels SystemsModelLinearity SystemsModelMerge SystemsModelOrder SystemsModelParallelConnect SystemsModelSeriesConnect SystemsModelStateFeedbackConnect SystemsModelVectorRelativeOrders SystemStub SystemTestTab TabFilling Table TableAlignments TableDepth TableDirections TableForm TableHeadings TableSpacing TableView TableViewBox TableViewBoxBackground TableViewBoxOptions TabSpacings TabView TabViewBox TabViewBoxOptions TagBox TagBoxNote TagBoxOptions TaggingRules TagSet TagSetDelayed TagStyle TagUnset Take TakeDrop TakeLargest TakeLargestBy TakeList TakeSmallest TakeSmallestBy TakeWhile Tally Tan Tanh TargetDevice TargetFunctions TargetSystem TargetUnits TaskAbort TaskExecute TaskObject TaskRemove TaskResume Tasks TaskSuspend TaskWait TautologyQ TelegraphProcess TemplateApply TemplateArgBox TemplateBox TemplateBoxOptions TemplateEvaluate TemplateExpression TemplateIf TemplateObject TemplateSequence TemplateSlot TemplateSlotSequence TemplateUnevaluated TemplateVerbatim TemplateWith TemporalData TemporalRegularity Temporary TemporaryVariable TensorContract TensorDimensions TensorExpand TensorProduct TensorQ TensorRank TensorReduce TensorSymmetry TensorTranspose TensorWedge TestID TestReport TestReportObject TestResultObject Tetrahedron TetrahedronBox TetrahedronBoxOptions TeXForm TeXSave Text Text3DBox Text3DBoxOptions TextAlignment TextBand TextBoundingBox TextBox TextCases TextCell TextClipboardType TextContents TextData TextElement TextForm TextGrid TextJustification TextLine TextPacket TextParagraph TextPosition TextRecognize TextSearch TextSearchReport TextSentences TextString TextStructure TextStyle TextTranslation Texture TextureCoordinateFunction TextureCoordinateScaling TextWords Therefore ThermodynamicData ThermometerGauge Thick Thickness Thin Thinning ThisLink ThompsonGroupTh Thread ThreadingLayer ThreeJSymbol Threshold Through Throw ThueMorse Thumbnail Thursday Ticks TicksStyle TideData Tilde TildeEqual TildeFullEqual TildeTilde TimeConstrained TimeConstraint TimeDirection TimeFormat TimeGoal TimelinePlot TimeObject TimeObjectQ Times TimesBy TimeSeries TimeSeriesAggregate TimeSeriesForecast TimeSeriesInsert TimeSeriesInvertibility TimeSeriesMap TimeSeriesMapThread TimeSeriesModel TimeSeriesModelFit TimeSeriesResample TimeSeriesRescale TimeSeriesShift TimeSeriesThread TimeSeriesWindow TimeUsed TimeValue TimeWarpingCorrespondence TimeWarpingDistance TimeZone TimeZoneConvert TimeZoneOffset Timing Tiny TitleGrouping TitsGroupT ToBoxes ToCharacterCode ToColor ToContinuousTimeModel ToDate Today ToDiscreteTimeModel ToEntity ToeplitzMatrix ToExpression ToFileName Together Toggle ToggleFalse Toggler TogglerBar TogglerBox TogglerBoxOptions ToHeldExpression ToInvertibleTimeSeries TokenWords Tolerance ToLowerCase Tomorrow ToNumberField TooBig Tooltip TooltipBox TooltipBoxOptions TooltipDelay TooltipStyle Top TopHatTransform ToPolarCoordinates TopologicalSort ToRadicals ToRules ToSphericalCoordinates ToString Total TotalHeight TotalLayer TotalVariationFilter TotalWidth TouchPosition TouchscreenAutoZoom TouchscreenControlPlacement ToUpperCase Tr Trace TraceAbove TraceAction TraceBackward TraceDepth TraceDialog TraceForward TraceInternal TraceLevel TraceOff TraceOn TraceOriginal TracePrint TraceScan TrackedSymbols TrackingFunction TracyWidomDistribution TradingChart TraditionalForm TraditionalFunctionNotation TraditionalNotation TraditionalOrder TrainingProgressCheckpointing TrainingProgressFunction TrainingProgressMeasurements TrainingProgressReporting TrainingStoppingCriterion TransferFunctionCancel TransferFunctionExpand TransferFunctionFactor TransferFunctionModel TransferFunctionPoles TransferFunctionTransform TransferFunctionZeros TransformationClass TransformationFunction TransformationFunctions TransformationMatrix TransformedDistribution TransformedField TransformedProcess TransformedRegion TransitionDirection TransitionDuration TransitionEffect TransitiveClosureGraph TransitiveReductionGraph Translate TranslationOptions TranslationTransform Transliterate Transparent TransparentColor Transpose TransposeLayer TrapSelection TravelDirections TravelDirectionsData TravelDistance TravelDistanceList TravelMethod TravelTime TreeForm TreeGraph TreeGraphQ TreePlot TrendStyle Triangle TriangleCenter TriangleConstruct TriangleMeasurement TriangleWave TriangularDistribution TriangulateMesh Trig TrigExpand TrigFactor TrigFactorList Trigger TrigReduce TrigToExp TrimmedMean TrimmedVariance TropicalStormData True TrueQ TruncatedDistribution TruncatedPolyhedron TsallisQExponentialDistribution TsallisQGaussianDistribution TTest Tube TubeBezierCurveBox TubeBezierCurveBoxOptions TubeBox TubeBoxOptions TubeBSplineCurveBox TubeBSplineCurveBoxOptions Tuesday TukeyLambdaDistribution TukeyWindow TunnelData Tuples TuranGraph TuringMachine TuttePolynomial TwoWayRule Typed TypeSpecifierUnateQ Uncompress UnconstrainedParameters Undefined UnderBar Underflow Underlined Underoverscript UnderoverscriptBox UnderoverscriptBoxOptions Underscript UnderscriptBox UnderscriptBoxOptions UnderseaFeatureData UndirectedEdge UndirectedGraph UndirectedGraphQ UndoOptions UndoTrackedVariables Unequal UnequalTo Unevaluated UniformDistribution UniformGraphDistribution UniformPolyhedron UniformSumDistribution Uninstall Union UnionPlus Unique UnitaryMatrixQ UnitBox UnitConvert UnitDimensions Unitize UnitRootTest UnitSimplify UnitStep UnitSystem UnitTriangle UnitVector UnitVectorLayer UnityDimensions UniverseModelData UniversityData UnixTime Unprotect UnregisterExternalEvaluator UnsameQ UnsavedVariables Unset UnsetShared UntrackedVariables Up UpArrow UpArrowBar UpArrowDownArrow Update UpdateDynamicObjects UpdateDynamicObjectsSynchronous UpdateInterval UpdateSearchIndex UpDownArrow UpEquilibrium UpperCaseQ UpperLeftArrow UpperRightArrow UpperTriangularize UpperTriangularMatrixQ Upsample UpSet UpSetDelayed UpTee UpTeeArrow UpTo UpValues URL URLBuild URLDecode URLDispatcher URLDownload URLDownloadSubmit URLEncode URLExecute URLExpand URLFetch URLFetchAsynchronous URLParse URLQueryDecode URLQueryEncode URLRead URLResponseTime URLSave URLSaveAsynchronous URLShorten URLSubmit UseGraphicsRange UserDefinedWavelet Using UsingFrontEnd UtilityFunctionV2Get ValenceErrorHandling ValidationLength ValidationSet Value ValueBox ValueBoxOptions ValueDimensions ValueForm ValuePreprocessingFunction ValueQ Values ValuesData Variables Variance VarianceEquivalenceTest VarianceEstimatorFunction VarianceGammaDistribution VarianceTest VectorAngle VectorAround VectorColorFunction VectorColorFunctionScaling VectorDensityPlot VectorGlyphData VectorGreater VectorGreaterEqual VectorLess VectorLessEqual VectorMarkers VectorPlot VectorPlot3D VectorPoints VectorQ Vectors VectorScale VectorStyle Vee Verbatim Verbose VerboseConvertToPostScriptPacket VerificationTest VerifyConvergence VerifyDerivedKey VerifyDigitalSignature VerifyInterpretation VerifySecurityCertificates VerifySolutions VerifyTestAssumptions Version VersionNumber VertexAdd VertexCapacity VertexColors VertexComponent VertexConnectivity VertexContract VertexCoordinateRules VertexCoordinates VertexCorrelationSimilarity VertexCosineSimilarity VertexCount VertexCoverQ VertexDataCoordinates VertexDegree VertexDelete VertexDiceSimilarity VertexEccentricity VertexInComponent VertexInDegree VertexIndex VertexJaccardSimilarity VertexLabeling VertexLabels VertexLabelStyle VertexList VertexNormals VertexOutComponent VertexOutDegree VertexQ VertexRenderingFunction VertexReplace VertexShape VertexShapeFunction VertexSize VertexStyle VertexTextureCoordinates VertexWeight VertexWeightedGraphQ Vertical VerticalBar VerticalForm VerticalGauge VerticalSeparator VerticalSlider VerticalTilde ViewAngle ViewCenter ViewMatrix ViewPoint ViewPointSelectorSettings ViewPort ViewProjection ViewRange ViewVector ViewVertical VirtualGroupData Visible VisibleCell VoiceStyleData VoigtDistribution VolcanoData Volume VonMisesDistribution VoronoiMeshWaitAll WaitAsynchronousTask WaitNext WaitUntil WakebyDistribution WalleniusHypergeometricDistribution WaringYuleDistribution WarpingCorrespondence WarpingDistance WatershedComponents WatsonUSquareTest WattsStrogatzGraphDistribution WaveletBestBasis WaveletFilterCoefficients WaveletImagePlot WaveletListPlot WaveletMapIndexed WaveletMatrixPlot WaveletPhi WaveletPsi WaveletScale WaveletScalogram WaveletThreshold WeaklyConnectedComponents WeaklyConnectedGraphComponents WeaklyConnectedGraphQ WeakStationarity WeatherData WeatherForecastData WebAudioSearch WebElementObject WeberE WebExecute WebImage WebImageSearch WebSearch WebSessionObject WebSessions WebWindowObject Wedge Wednesday WeibullDistribution WeierstrassE1 WeierstrassE2 WeierstrassE3 WeierstrassEta1 WeierstrassEta2 WeierstrassEta3 WeierstrassHalfPeriods WeierstrassHalfPeriodW1 WeierstrassHalfPeriodW2 WeierstrassHalfPeriodW3 WeierstrassInvariantG2 WeierstrassInvariantG3 WeierstrassInvariants WeierstrassP WeierstrassPPrime WeierstrassSigma WeierstrassZeta WeightedAdjacencyGraph WeightedAdjacencyMatrix WeightedData WeightedGraphQ Weights WelchWindow WheelGraph WhenEvent Which While White WhiteNoiseProcess WhitePoint Whitespace WhitespaceCharacter WhittakerM WhittakerW WienerFilter WienerProcess WignerD WignerSemicircleDistribution WikipediaData WikipediaSearch WilksW WilksWTest WindDirectionData WindingCount WindingPolygon WindowClickSelect WindowElements WindowFloating WindowFrame WindowFrameElements WindowMargins WindowMovable WindowOpacity WindowPersistentStyles WindowSelected WindowSize WindowStatusArea WindowTitle WindowToolbars WindowWidth WindSpeedData WindVectorData WinsorizedMean WinsorizedVariance WishartMatrixDistribution With WolframAlpha WolframAlphaDate WolframAlphaQuantity WolframAlphaResult WolframLanguageData Word WordBoundary WordCharacter WordCloud WordCount WordCounts WordData WordDefinition WordFrequency WordFrequencyData WordList WordOrientation WordSearch WordSelectionFunction WordSeparators WordSpacings WordStem WordTranslation WorkingPrecision WrapAround Write WriteLine WriteString WronskianXMLElement XMLObject XMLTemplate Xnor Xor XYZColorYellow Yesterday YuleDissimilarityZernikeR ZeroSymmetric ZeroTest ZeroWidthTimes Zeta ZetaZero ZIPCodeData ZipfDistribution ZoomCenter ZoomFactor ZTest ZTransform$Aborted $ActivationGroupID $ActivationKey $ActivationUserRegistered $AddOnsDirectory $AllowExternalChannelFunctions $AssertFunction $Assumptions $AsynchronousTask $AudioInputDevices $AudioOutputDevices $BaseDirectory $BatchInput $BatchOutput $BlockchainBase $BoxForms $ByteOrdering $CacheBaseDirectory $Canceled $ChannelBase $CharacterEncoding $CharacterEncodings $CloudBase $CloudConnected $CloudCreditsAvailable $CloudEvaluation $CloudExpressionBase $CloudObjectNameFormat $CloudObjectURLType $CloudRootDirectory $CloudSymbolBase $CloudUserID $CloudUserUUID $CloudVersion $CloudVersionNumber $CloudWolframEngineVersionNumber $CommandLine $CompilationTarget $ConditionHold $ConfiguredKernels $Context $ContextPath $ControlActiveSetting $Cookies $CookieStore $CreationDate $CurrentLink $CurrentTask $CurrentWebSession $DateStringFormat $DefaultAudioInputDevice $DefaultAudioOutputDevice $DefaultFont $DefaultFrontEnd $DefaultImagingDevice $DefaultLocalBase $DefaultMailbox $DefaultNetworkInterface $DefaultPath $Display $DisplayFunction $DistributedContexts $DynamicEvaluation $Echo $EmbedCodeEnvironments $EmbeddableServices $EntityStores $Epilog $EvaluationCloudBase $EvaluationCloudObject $EvaluationEnvironment $ExportFormats $Failed $FinancialDataSource $FontFamilies $FormatType $FrontEnd $FrontEndSession $GeoEntityTypes $GeoLocation $GeoLocationCity $GeoLocationCountry $GeoLocationPrecision $GeoLocationSource $HistoryLength $HomeDirectory $HTMLExportRules $HTTPCookies $HTTPRequest $IgnoreEOF $ImageFormattingWidth $ImagingDevice $ImagingDevices $ImportFormats $IncomingMailSettings $InitialDirectory $Initialization $InitializationContexts $Input $InputFileName $InputStreamMethods $Inspector $InstallationDate $InstallationDirectory $InterfaceEnvironment $InterpreterTypes $IterationLimit $KernelCount $KernelID $Language $LaunchDirectory $LibraryPath $LicenseExpirationDate $LicenseID $LicenseProcesses $LicenseServer $LicenseSubprocesses $LicenseType $Line $Linked $LinkSupported $LoadedFiles $LocalBase $LocalSymbolBase $MachineAddresses $MachineDomain $MachineDomains $MachineEpsilon $MachineID $MachineName $MachinePrecision $MachineType $MaxExtraPrecision $MaxLicenseProcesses $MaxLicenseSubprocesses $MaxMachineNumber $MaxNumber $MaxPiecewiseCases $MaxPrecision $MaxRootDegree $MessageGroups $MessageList $MessagePrePrint $Messages $MinMachineNumber $MinNumber $MinorReleaseNumber $MinPrecision $MobilePhone $ModuleNumber $NetworkConnected $NetworkInterfaces $NetworkLicense $NewMessage $NewSymbol $Notebooks $NoValue $NumberMarks $Off $OperatingSystem $Output $OutputForms $OutputSizeLimit $OutputStreamMethods $Packages $ParentLink $ParentProcessID $PasswordFile $PatchLevelID $Path $PathnameSeparator $PerformanceGoal $Permissions $PermissionsGroupBase $PersistenceBase $PersistencePath $PipeSupported $PlotTheme $Post $Pre $PreferencesDirectory $PreInitialization $PrePrint $PreRead $PrintForms $PrintLiteral $Printout3DPreviewer $ProcessID $ProcessorCount $ProcessorType $ProductInformation $ProgramName $PublisherID $RandomState $RecursionLimit $RegisteredDeviceClasses $RegisteredUserName $ReleaseNumber $RequesterAddress $RequesterWolframID $RequesterWolframUUID $ResourceSystemBase $RootDirectory $ScheduledTask $ScriptCommandLine $ScriptInputString $SecuredAuthenticationKeyTokens $ServiceCreditsAvailable $Services $SessionID $SetParentLink $SharedFunctions $SharedVariables $SoundDisplay $SoundDisplayFunction $SourceLink $SSHAuthentication $SummaryBoxDataSizeLimit $SuppressInputFormHeads $SynchronousEvaluation $SyntaxHandler $System $SystemCharacterEncoding $SystemID $SystemMemory $SystemShell $SystemTimeZone $SystemWordLength $TemplatePath $TemporaryDirectory $TemporaryPrefix $TestFileName $TextStyle $TimedOut $TimeUnit $TimeZone $TimeZoneEntity $TopDirectory $TraceOff $TraceOn $TracePattern $TracePostAction $TracePreAction $UnitSystem $Urgent $UserAddOnsDirectory $UserAgentLanguages $UserAgentMachine $UserAgentName $UserAgentOperatingSystem $UserAgentString $UserAgentVersion $UserBaseDirectory $UserDocumentsDirectory $Username $UserName $UserURLBase $Version $VersionNumber $VoiceStyles $WolframID $WolframUUID",contains:[e.COMMENT("\\(\\*","\\*\\)",{contains:["self"]}),e.QUOTE_STRING_MODE,e.C_NUMBER_MODE]}}},mxXI:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#776e71"},"hljs-quote":{color:"#776e71"},"hljs-variable":{color:"#ef6155"},"hljs-template-variable":{color:"#ef6155"},"hljs-tag":{color:"#ef6155"},"hljs-name":{color:"#ef6155"},"hljs-selector-id":{color:"#ef6155"},"hljs-selector-class":{color:"#ef6155"},"hljs-regexp":{color:"#ef6155"},"hljs-link":{color:"#ef6155"},"hljs-meta":{color:"#ef6155"},"hljs-number":{color:"#f99b15"},"hljs-built_in":{color:"#f99b15"},"hljs-builtin-name":{color:"#f99b15"},"hljs-literal":{color:"#f99b15"},"hljs-type":{color:"#f99b15"},"hljs-params":{color:"#f99b15"},"hljs-deletion":{color:"#f99b15"},"hljs-title":{color:"#fec418"},"hljs-section":{color:"#fec418"},"hljs-attribute":{color:"#fec418"},"hljs-string":{color:"#48b685"},"hljs-symbol":{color:"#48b685"},"hljs-bullet":{color:"#48b685"},"hljs-addition":{color:"#48b685"},"hljs-keyword":{color:"#815ba4"},"hljs-selector-tag":{color:"#815ba4"},hljs:{display:"block",overflowX:"auto",background:"#e7e9db",color:"#4f424c",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},mzq4:function(e){e.exports=function(e){var t=[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.COMMENT(/\(/,/\)/),e.inherit(e.C_NUMBER_MODE,{begin:"([-+]?([0-9]*\\.?[0-9]+\\.?))|"+e.C_NUMBER_RE}),e.inherit(e.APOS_STRING_MODE,{illegal:null}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),{className:"name",begin:"([G])([0-9]+\\.?[0-9]?)"},{className:"name",begin:"([M])([0-9]+\\.?[0-9]?)"},{className:"attr",begin:"(VC|VS|#)",end:"(\\d+)"},{className:"attr",begin:"(VZOFX|VZOFY|VZOFZ)"},{className:"built_in",begin:"(ATAN|ABS|ACOS|ASIN|SIN|COS|EXP|FIX|FUP|ROUND|LN|TAN)(\\[)",end:"([-+]?([0-9]*\\.?[0-9]+\\.?))(\\])"},{className:"symbol",variants:[{begin:"N",end:"\\d+",illegal:"\\W"}]}];return{aliases:["nc"],case_insensitive:!0,lexemes:"[A-Z_][A-Z0-9_.]*",keywords:"IF DO WHILE ENDWHILE CALL ENDIF SUB ENDSUB GOTO REPEAT ENDREPEAT EQ LT GT NE GE LE OR XOR",contains:[{className:"meta",begin:"\\%"},{className:"meta",begin:"([O])([0-9]+)"}].concat(t)}}},"n+xf":function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(15).then(function(){var t=r("ZQux");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},n7wK:function(e){e.exports=function(e){return{keywords:{keyword:"namespace const typedef struct enum service exception void oneway set list map required optional",built_in:"bool byte i16 i32 i64 double string binary",literal:"true false"},contains:[e.QUOTE_STRING_MODE,e.NUMBER_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"class",beginKeywords:"struct enum service exception",end:/\{/,illegal:/\n/,contains:[e.inherit(e.TITLE_MODE,{starts:{endsWithParent:!0,excludeEnd:!0}})]},{begin:"\\b(set|list|map)\\s*<",end:">",keywords:"bool byte i16 i32 i64 double string binary",contains:["self"]}]}}},nYO0:function(e){e.exports=function(e){return{keywords:{keyword:"char uchar unichar int uint long ulong short ushort int8 int16 int32 int64 uint8 uint16 uint32 uint64 float double bool struct enum string void weak unowned owned async signal static abstract interface override virtual delegate if while do for foreach else switch case break default return try catch public private protected internal using new this get set const stdout stdin stderr var",built_in:"DBus GLib CCode Gee Object Gtk Posix",literal:"false true null"},contains:[{className:"class",beginKeywords:"class interface namespace",end:"{",excludeEnd:!0,illegal:"[^,:\\n\\s\\.]",contains:[e.UNDERSCORE_TITLE_MODE]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"string",begin:'"""',end:'"""',relevance:5},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,{className:"meta",begin:"^#",end:"$",relevance:2}]}}},o6rk:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#fdf6e3",color:"#657b83"},"hljs-comment":{color:"#93a1a1"},"hljs-quote":{color:"#93a1a1"},"hljs-keyword":{color:"#859900"},"hljs-selector-tag":{color:"#859900"},"hljs-addition":{color:"#859900"},"hljs-number":{color:"#2aa198"},"hljs-string":{color:"#2aa198"},"hljs-meta .hljs-meta-string":{color:"#2aa198"},"hljs-literal":{color:"#2aa198"},"hljs-doctag":{color:"#2aa198"},"hljs-regexp":{color:"#2aa198"},"hljs-title":{color:"#268bd2"},"hljs-section":{color:"#268bd2"},"hljs-name":{color:"#268bd2"},"hljs-selector-id":{color:"#268bd2"},"hljs-selector-class":{color:"#268bd2"},"hljs-attribute":{color:"#b58900"},"hljs-attr":{color:"#b58900"},"hljs-variable":{color:"#b58900"},"hljs-template-variable":{color:"#b58900"},"hljs-class .hljs-title":{color:"#b58900"},"hljs-type":{color:"#b58900"},"hljs-symbol":{color:"#cb4b16"},"hljs-bullet":{color:"#cb4b16"},"hljs-subst":{color:"#cb4b16"},"hljs-meta":{color:"#cb4b16"},"hljs-meta .hljs-keyword":{color:"#cb4b16"},"hljs-selector-attr":{color:"#cb4b16"},"hljs-selector-pseudo":{color:"#cb4b16"},"hljs-link":{color:"#cb4b16"},"hljs-built_in":{color:"#dc322f"},"hljs-deletion":{color:"#dc322f"},"hljs-formula":{background:"#eee8d5"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},oELs:function(e){e.exports=function(){return{subLanguage:"xml",contains:[{className:"meta",begin:"^__(END|DATA)__$"},{begin:"^\\s*%{1,2}={0,2}",end:"$",subLanguage:"perl"},{begin:"<%{1,2}={0,2}",end:"={0,1}%>",subLanguage:"perl",excludeBegin:!0,excludeEnd:!0}]}}},oFdW:function(e){e.exports=function(){return{contains:[{className:"comment",begin:/\$noop\(/,end:/\)/,contains:[{begin:/\(/,end:/\)/,contains:["self",{begin:/\\./}]}],relevance:10},{className:"keyword",begin:/\$(?!noop)[a-zA-Z][_a-zA-Z0-9]*/,end:/\(/,excludeEnd:!0},{className:"variable",begin:/%[_a-zA-Z0-9:]*/,end:"%"},{className:"symbol",begin:/\\./}]}}},ojqu:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(13).then(function(){var t=r("N2ov");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},p5dA:function(e){e.exports=function(e){return{aliases:["gml","GML"],case_insensitive:!1,keywords:{keywords:"begin end if then else while do for break continue with until repeat exit and or xor not return mod div switch case default var globalvar enum #macro #region #endregion",built_in:"is_real is_string is_array is_undefined is_int32 is_int64 is_ptr is_vec3 is_vec4 is_matrix is_bool typeof variable_global_exists variable_global_get variable_global_set variable_instance_exists variable_instance_get variable_instance_set variable_instance_get_names array_length_1d array_length_2d array_height_2d array_equals array_create array_copy random random_range irandom irandom_range random_set_seed random_get_seed randomize randomise choose abs round floor ceil sign frac sqrt sqr exp ln log2 log10 sin cos tan arcsin arccos arctan arctan2 dsin dcos dtan darcsin darccos darctan darctan2 degtorad radtodeg power logn min max mean median clamp lerp dot_product dot_product_3d dot_product_normalised dot_product_3d_normalised dot_product_normalized dot_product_3d_normalized math_set_epsilon math_get_epsilon angle_difference point_distance_3d point_distance point_direction lengthdir_x lengthdir_y real string int64 ptr string_format chr ansi_char ord string_length string_byte_length string_pos string_copy string_char_at string_ord_at string_byte_at string_set_byte_at string_delete string_insert string_lower string_upper string_repeat string_letters string_digits string_lettersdigits string_replace string_replace_all string_count string_hash_to_newline clipboard_has_text clipboard_set_text clipboard_get_text date_current_datetime date_create_datetime date_valid_datetime date_inc_year date_inc_month date_inc_week date_inc_day date_inc_hour date_inc_minute date_inc_second date_get_year date_get_month date_get_week date_get_day date_get_hour date_get_minute date_get_second date_get_weekday date_get_day_of_year date_get_hour_of_year date_get_minute_of_year date_get_second_of_year date_year_span date_month_span date_week_span date_day_span date_hour_span date_minute_span date_second_span date_compare_datetime date_compare_date date_compare_time date_date_of date_time_of date_datetime_string date_date_string date_time_string date_days_in_month date_days_in_year date_leap_year date_is_today date_set_timezone date_get_timezone game_set_speed game_get_speed motion_set motion_add place_free place_empty place_meeting place_snapped move_random move_snap move_towards_point move_contact_solid move_contact_all move_outside_solid move_outside_all move_bounce_solid move_bounce_all move_wrap distance_to_point distance_to_object position_empty position_meeting path_start path_end mp_linear_step mp_potential_step mp_linear_step_object mp_potential_step_object mp_potential_settings mp_linear_path mp_potential_path mp_linear_path_object mp_potential_path_object mp_grid_create mp_grid_destroy mp_grid_clear_all mp_grid_clear_cell mp_grid_clear_rectangle mp_grid_add_cell mp_grid_get_cell mp_grid_add_rectangle mp_grid_add_instances mp_grid_path mp_grid_draw mp_grid_to_ds_grid collision_point collision_rectangle collision_circle collision_ellipse collision_line collision_point_list collision_rectangle_list collision_circle_list collision_ellipse_list collision_line_list instance_position_list instance_place_list point_in_rectangle point_in_triangle point_in_circle rectangle_in_rectangle rectangle_in_triangle rectangle_in_circle instance_find instance_exists instance_number instance_position instance_nearest instance_furthest instance_place instance_create_depth instance_create_layer instance_copy instance_change instance_destroy position_destroy position_change instance_id_get instance_deactivate_all instance_deactivate_object instance_deactivate_region instance_activate_all instance_activate_object instance_activate_region room_goto room_goto_previous room_goto_next room_previous room_next room_restart game_end game_restart game_load game_save game_save_buffer game_load_buffer event_perform event_user event_perform_object event_inherited show_debug_message show_debug_overlay debug_event debug_get_callstack alarm_get alarm_set font_texture_page_size keyboard_set_map keyboard_get_map keyboard_unset_map keyboard_check keyboard_check_pressed keyboard_check_released keyboard_check_direct keyboard_get_numlock keyboard_set_numlock keyboard_key_press keyboard_key_release keyboard_clear io_clear mouse_check_button mouse_check_button_pressed mouse_check_button_released mouse_wheel_up mouse_wheel_down mouse_clear draw_self draw_sprite draw_sprite_pos draw_sprite_ext draw_sprite_stretched draw_sprite_stretched_ext draw_sprite_tiled draw_sprite_tiled_ext draw_sprite_part draw_sprite_part_ext draw_sprite_general draw_clear draw_clear_alpha draw_point draw_line draw_line_width draw_rectangle draw_roundrect draw_roundrect_ext draw_triangle draw_circle draw_ellipse draw_set_circle_precision draw_arrow draw_button draw_path draw_healthbar draw_getpixel draw_getpixel_ext draw_set_colour draw_set_color draw_set_alpha draw_get_colour draw_get_color draw_get_alpha merge_colour make_colour_rgb make_colour_hsv colour_get_red colour_get_green colour_get_blue colour_get_hue colour_get_saturation colour_get_value merge_color make_color_rgb make_color_hsv color_get_red color_get_green color_get_blue color_get_hue color_get_saturation color_get_value merge_color screen_save screen_save_part draw_set_font draw_set_halign draw_set_valign draw_text draw_text_ext string_width string_height string_width_ext string_height_ext draw_text_transformed draw_text_ext_transformed draw_text_colour draw_text_ext_colour draw_text_transformed_colour draw_text_ext_transformed_colour draw_text_color draw_text_ext_color draw_text_transformed_color draw_text_ext_transformed_color draw_point_colour draw_line_colour draw_line_width_colour draw_rectangle_colour draw_roundrect_colour draw_roundrect_colour_ext draw_triangle_colour draw_circle_colour draw_ellipse_colour draw_point_color draw_line_color draw_line_width_color draw_rectangle_color draw_roundrect_color draw_roundrect_color_ext draw_triangle_color draw_circle_color draw_ellipse_color draw_primitive_begin draw_vertex draw_vertex_colour draw_vertex_color draw_primitive_end sprite_get_uvs font_get_uvs sprite_get_texture font_get_texture texture_get_width texture_get_height texture_get_uvs draw_primitive_begin_texture draw_vertex_texture draw_vertex_texture_colour draw_vertex_texture_color texture_global_scale surface_create surface_create_ext surface_resize surface_free surface_exists surface_get_width surface_get_height surface_get_texture surface_set_target surface_set_target_ext surface_reset_target surface_depth_disable surface_get_depth_disable draw_surface draw_surface_stretched draw_surface_tiled draw_surface_part draw_surface_ext draw_surface_stretched_ext draw_surface_tiled_ext draw_surface_part_ext draw_surface_general surface_getpixel surface_getpixel_ext surface_save surface_save_part surface_copy surface_copy_part application_surface_draw_enable application_get_position application_surface_enable application_surface_is_enabled display_get_width display_get_height display_get_orientation display_get_gui_width display_get_gui_height display_reset display_mouse_get_x display_mouse_get_y display_mouse_set display_set_ui_visibility window_set_fullscreen window_get_fullscreen window_set_caption window_set_min_width window_set_max_width window_set_min_height window_set_max_height window_get_visible_rects window_get_caption window_set_cursor window_get_cursor window_set_colour window_get_colour window_set_color window_get_color window_set_position window_set_size window_set_rectangle window_center window_get_x window_get_y window_get_width window_get_height window_mouse_get_x window_mouse_get_y window_mouse_set window_view_mouse_get_x window_view_mouse_get_y window_views_mouse_get_x window_views_mouse_get_y audio_listener_position audio_listener_velocity audio_listener_orientation audio_emitter_position audio_emitter_create audio_emitter_free audio_emitter_exists audio_emitter_pitch audio_emitter_velocity audio_emitter_falloff audio_emitter_gain audio_play_sound audio_play_sound_on audio_play_sound_at audio_stop_sound audio_resume_music audio_music_is_playing audio_resume_sound audio_pause_sound audio_pause_music audio_channel_num audio_sound_length audio_get_type audio_falloff_set_model audio_play_music audio_stop_music audio_master_gain audio_music_gain audio_sound_gain audio_sound_pitch audio_stop_all audio_resume_all audio_pause_all audio_is_playing audio_is_paused audio_exists audio_sound_set_track_position audio_sound_get_track_position audio_emitter_get_gain audio_emitter_get_pitch audio_emitter_get_x audio_emitter_get_y audio_emitter_get_z audio_emitter_get_vx audio_emitter_get_vy audio_emitter_get_vz audio_listener_set_position audio_listener_set_velocity audio_listener_set_orientation audio_listener_get_data audio_set_master_gain audio_get_master_gain audio_sound_get_gain audio_sound_get_pitch audio_get_name audio_sound_set_track_position audio_sound_get_track_position audio_create_stream audio_destroy_stream audio_create_sync_group audio_destroy_sync_group audio_play_in_sync_group audio_start_sync_group audio_stop_sync_group audio_pause_sync_group audio_resume_sync_group audio_sync_group_get_track_pos audio_sync_group_debug audio_sync_group_is_playing audio_debug audio_group_load audio_group_unload audio_group_is_loaded audio_group_load_progress audio_group_name audio_group_stop_all audio_group_set_gain audio_create_buffer_sound audio_free_buffer_sound audio_create_play_queue audio_free_play_queue audio_queue_sound audio_get_recorder_count audio_get_recorder_info audio_start_recording audio_stop_recording audio_sound_get_listener_mask audio_emitter_get_listener_mask audio_get_listener_mask audio_sound_set_listener_mask audio_emitter_set_listener_mask audio_set_listener_mask audio_get_listener_count audio_get_listener_info audio_system show_message show_message_async clickable_add clickable_add_ext clickable_change clickable_change_ext clickable_delete clickable_exists clickable_set_style show_question show_question_async get_integer get_string get_integer_async get_string_async get_login_async get_open_filename get_save_filename get_open_filename_ext get_save_filename_ext show_error highscore_clear highscore_add highscore_value highscore_name draw_highscore sprite_exists sprite_get_name sprite_get_number sprite_get_width sprite_get_height sprite_get_xoffset sprite_get_yoffset sprite_get_bbox_left sprite_get_bbox_right sprite_get_bbox_top sprite_get_bbox_bottom sprite_save sprite_save_strip sprite_set_cache_size sprite_set_cache_size_ext sprite_get_tpe sprite_prefetch sprite_prefetch_multi sprite_flush sprite_flush_multi sprite_set_speed sprite_get_speed_type sprite_get_speed font_exists font_get_name font_get_fontname font_get_bold font_get_italic font_get_first font_get_last font_get_size font_set_cache_size path_exists path_get_name path_get_length path_get_time path_get_kind path_get_closed path_get_precision path_get_number path_get_point_x path_get_point_y path_get_point_speed path_get_x path_get_y path_get_speed script_exists script_get_name timeline_add timeline_delete timeline_clear timeline_exists timeline_get_name timeline_moment_clear timeline_moment_add_script timeline_size timeline_max_moment object_exists object_get_name object_get_sprite object_get_solid object_get_visible object_get_persistent object_get_mask object_get_parent object_get_physics object_is_ancestor room_exists room_get_name sprite_set_offset sprite_duplicate sprite_assign sprite_merge sprite_add sprite_replace sprite_create_from_surface sprite_add_from_surface sprite_delete sprite_set_alpha_from_sprite sprite_collision_mask font_add_enable_aa font_add_get_enable_aa font_add font_add_sprite font_add_sprite_ext font_replace font_replace_sprite font_replace_sprite_ext font_delete path_set_kind path_set_closed path_set_precision path_add path_assign path_duplicate path_append path_delete path_add_point path_insert_point path_change_point path_delete_point path_clear_points path_reverse path_mirror path_flip path_rotate path_rescale path_shift script_execute object_set_sprite object_set_solid object_set_visible object_set_persistent object_set_mask room_set_width room_set_height room_set_persistent room_set_background_colour room_set_background_color room_set_view room_set_viewport room_get_viewport room_set_view_enabled room_add room_duplicate room_assign room_instance_add room_instance_clear room_get_camera room_set_camera asset_get_index asset_get_type file_text_open_from_string file_text_open_read file_text_open_write file_text_open_append file_text_close file_text_write_string file_text_write_real file_text_writeln file_text_read_string file_text_read_real file_text_readln file_text_eof file_text_eoln file_exists file_delete file_rename file_copy directory_exists directory_create directory_destroy file_find_first file_find_next file_find_close file_attributes filename_name filename_path filename_dir filename_drive filename_ext filename_change_ext file_bin_open file_bin_rewrite file_bin_close file_bin_position file_bin_size file_bin_seek file_bin_write_byte file_bin_read_byte parameter_count parameter_string environment_get_variable ini_open_from_string ini_open ini_close ini_read_string ini_read_real ini_write_string ini_write_real ini_key_exists ini_section_exists ini_key_delete ini_section_delete ds_set_precision ds_exists ds_stack_create ds_stack_destroy ds_stack_clear ds_stack_copy ds_stack_size ds_stack_empty ds_stack_push ds_stack_pop ds_stack_top ds_stack_write ds_stack_read ds_queue_create ds_queue_destroy ds_queue_clear ds_queue_copy ds_queue_size ds_queue_empty ds_queue_enqueue ds_queue_dequeue ds_queue_head ds_queue_tail ds_queue_write ds_queue_read ds_list_create ds_list_destroy ds_list_clear ds_list_copy ds_list_size ds_list_empty ds_list_add ds_list_insert ds_list_replace ds_list_delete ds_list_find_index ds_list_find_value ds_list_mark_as_list ds_list_mark_as_map ds_list_sort ds_list_shuffle ds_list_write ds_list_read ds_list_set ds_map_create ds_map_destroy ds_map_clear ds_map_copy ds_map_size ds_map_empty ds_map_add ds_map_add_list ds_map_add_map ds_map_replace ds_map_replace_map ds_map_replace_list ds_map_delete ds_map_exists ds_map_find_value ds_map_find_previous ds_map_find_next ds_map_find_first ds_map_find_last ds_map_write ds_map_read ds_map_secure_save ds_map_secure_load ds_map_secure_load_buffer ds_map_secure_save_buffer ds_map_set ds_priority_create ds_priority_destroy ds_priority_clear ds_priority_copy ds_priority_size ds_priority_empty ds_priority_add ds_priority_change_priority ds_priority_find_priority ds_priority_delete_value ds_priority_delete_min ds_priority_find_min ds_priority_delete_max ds_priority_find_max ds_priority_write ds_priority_read ds_grid_create ds_grid_destroy ds_grid_copy ds_grid_resize ds_grid_width ds_grid_height ds_grid_clear ds_grid_set ds_grid_add ds_grid_multiply ds_grid_set_region ds_grid_add_region ds_grid_multiply_region ds_grid_set_disk ds_grid_add_disk ds_grid_multiply_disk ds_grid_set_grid_region ds_grid_add_grid_region ds_grid_multiply_grid_region ds_grid_get ds_grid_get_sum ds_grid_get_max ds_grid_get_min ds_grid_get_mean ds_grid_get_disk_sum ds_grid_get_disk_min ds_grid_get_disk_max ds_grid_get_disk_mean ds_grid_value_exists ds_grid_value_x ds_grid_value_y ds_grid_value_disk_exists ds_grid_value_disk_x ds_grid_value_disk_y ds_grid_shuffle ds_grid_write ds_grid_read ds_grid_sort ds_grid_set ds_grid_get effect_create_below effect_create_above effect_clear part_type_create part_type_destroy part_type_exists part_type_clear part_type_shape part_type_sprite part_type_size part_type_scale part_type_orientation part_type_life part_type_step part_type_death part_type_speed part_type_direction part_type_gravity part_type_colour1 part_type_colour2 part_type_colour3 part_type_colour_mix part_type_colour_rgb part_type_colour_hsv part_type_color1 part_type_color2 part_type_color3 part_type_color_mix part_type_color_rgb part_type_color_hsv part_type_alpha1 part_type_alpha2 part_type_alpha3 part_type_blend part_system_create part_system_create_layer part_system_destroy part_system_exists part_system_clear part_system_draw_order part_system_depth part_system_position part_system_automatic_update part_system_automatic_draw part_system_update part_system_drawit part_system_get_layer part_system_layer part_particles_create part_particles_create_colour part_particles_create_color part_particles_clear part_particles_count part_emitter_create part_emitter_destroy part_emitter_destroy_all part_emitter_exists part_emitter_clear part_emitter_region part_emitter_burst part_emitter_stream external_call external_define external_free window_handle window_device matrix_get matrix_set matrix_build_identity matrix_build matrix_build_lookat matrix_build_projection_ortho matrix_build_projection_perspective matrix_build_projection_perspective_fov matrix_multiply matrix_transform_vertex matrix_stack_push matrix_stack_pop matrix_stack_multiply matrix_stack_set matrix_stack_clear matrix_stack_top matrix_stack_is_empty browser_input_capture os_get_config os_get_info os_get_language os_get_region os_lock_orientation display_get_dpi_x display_get_dpi_y display_set_gui_size display_set_gui_maximise display_set_gui_maximize device_mouse_dbclick_enable display_set_timing_method display_get_timing_method display_set_sleep_margin display_get_sleep_margin virtual_key_add virtual_key_hide virtual_key_delete virtual_key_show draw_enable_drawevent draw_enable_swf_aa draw_set_swf_aa_level draw_get_swf_aa_level draw_texture_flush draw_flush gpu_set_blendenable gpu_set_ztestenable gpu_set_zfunc gpu_set_zwriteenable gpu_set_lightingenable gpu_set_fog gpu_set_cullmode gpu_set_blendmode gpu_set_blendmode_ext gpu_set_blendmode_ext_sepalpha gpu_set_colorwriteenable gpu_set_colourwriteenable gpu_set_alphatestenable gpu_set_alphatestref gpu_set_alphatestfunc gpu_set_texfilter gpu_set_texfilter_ext gpu_set_texrepeat gpu_set_texrepeat_ext gpu_set_tex_filter gpu_set_tex_filter_ext gpu_set_tex_repeat gpu_set_tex_repeat_ext gpu_set_tex_mip_filter gpu_set_tex_mip_filter_ext gpu_set_tex_mip_bias gpu_set_tex_mip_bias_ext gpu_set_tex_min_mip gpu_set_tex_min_mip_ext gpu_set_tex_max_mip gpu_set_tex_max_mip_ext gpu_set_tex_max_aniso gpu_set_tex_max_aniso_ext gpu_set_tex_mip_enable gpu_set_tex_mip_enable_ext gpu_get_blendenable gpu_get_ztestenable gpu_get_zfunc gpu_get_zwriteenable gpu_get_lightingenable gpu_get_fog gpu_get_cullmode gpu_get_blendmode gpu_get_blendmode_ext gpu_get_blendmode_ext_sepalpha gpu_get_blendmode_src gpu_get_blendmode_dest gpu_get_blendmode_srcalpha gpu_get_blendmode_destalpha gpu_get_colorwriteenable gpu_get_colourwriteenable gpu_get_alphatestenable gpu_get_alphatestref gpu_get_alphatestfunc gpu_get_texfilter gpu_get_texfilter_ext gpu_get_texrepeat gpu_get_texrepeat_ext gpu_get_tex_filter gpu_get_tex_filter_ext gpu_get_tex_repeat gpu_get_tex_repeat_ext gpu_get_tex_mip_filter gpu_get_tex_mip_filter_ext gpu_get_tex_mip_bias gpu_get_tex_mip_bias_ext gpu_get_tex_min_mip gpu_get_tex_min_mip_ext gpu_get_tex_max_mip gpu_get_tex_max_mip_ext gpu_get_tex_max_aniso gpu_get_tex_max_aniso_ext gpu_get_tex_mip_enable gpu_get_tex_mip_enable_ext gpu_push_state gpu_pop_state gpu_get_state gpu_set_state draw_light_define_ambient draw_light_define_direction draw_light_define_point draw_light_enable draw_set_lighting draw_light_get_ambient draw_light_get draw_get_lighting shop_leave_rating url_get_domain url_open url_open_ext url_open_full get_timer achievement_login achievement_logout achievement_post achievement_increment achievement_post_score achievement_available achievement_show_achievements achievement_show_leaderboards achievement_load_friends achievement_load_leaderboard achievement_send_challenge achievement_load_progress achievement_reset achievement_login_status achievement_get_pic achievement_show_challenge_notifications achievement_get_challenges achievement_event achievement_show achievement_get_info cloud_file_save cloud_string_save cloud_synchronise ads_enable ads_disable ads_setup ads_engagement_launch ads_engagement_available ads_engagement_active ads_event ads_event_preload ads_set_reward_callback ads_get_display_height ads_get_display_width ads_move ads_interstitial_available ads_interstitial_display device_get_tilt_x device_get_tilt_y device_get_tilt_z device_is_keypad_open device_mouse_check_button device_mouse_check_button_pressed device_mouse_check_button_released device_mouse_x device_mouse_y device_mouse_raw_x device_mouse_raw_y device_mouse_x_to_gui device_mouse_y_to_gui iap_activate iap_status iap_enumerate_products iap_restore_all iap_acquire iap_consume iap_product_details iap_purchase_details facebook_init facebook_login facebook_status facebook_graph_request facebook_dialog facebook_logout facebook_launch_offerwall facebook_post_message facebook_send_invite facebook_user_id facebook_accesstoken facebook_check_permission facebook_request_read_permissions facebook_request_publish_permissions gamepad_is_supported gamepad_get_device_count gamepad_is_connected gamepad_get_description gamepad_get_button_threshold gamepad_set_button_threshold gamepad_get_axis_deadzone gamepad_set_axis_deadzone gamepad_button_count gamepad_button_check gamepad_button_check_pressed gamepad_button_check_released gamepad_button_value gamepad_axis_count gamepad_axis_value gamepad_set_vibration gamepad_set_colour gamepad_set_color os_is_paused window_has_focus code_is_compiled http_get http_get_file http_post_string http_request json_encode json_decode zip_unzip load_csv base64_encode base64_decode md5_string_unicode md5_string_utf8 md5_file os_is_network_connected sha1_string_unicode sha1_string_utf8 sha1_file os_powersave_enable analytics_event analytics_event_ext win8_livetile_tile_notification win8_livetile_tile_clear win8_livetile_badge_notification win8_livetile_badge_clear win8_livetile_queue_enable win8_secondarytile_pin win8_secondarytile_badge_notification win8_secondarytile_delete win8_livetile_notification_begin win8_livetile_notification_secondary_begin win8_livetile_notification_expiry win8_livetile_notification_tag win8_livetile_notification_text_add win8_livetile_notification_image_add win8_livetile_notification_end win8_appbar_enable win8_appbar_add_element win8_appbar_remove_element win8_settingscharm_add_entry win8_settingscharm_add_html_entry win8_settingscharm_add_xaml_entry win8_settingscharm_set_xaml_property win8_settingscharm_get_xaml_property win8_settingscharm_remove_entry win8_share_image win8_share_screenshot win8_share_file win8_share_url win8_share_text win8_search_enable win8_search_disable win8_search_add_suggestions win8_device_touchscreen_available win8_license_initialize_sandbox win8_license_trial_version winphone_license_trial_version winphone_tile_title winphone_tile_count winphone_tile_back_title winphone_tile_back_content winphone_tile_back_content_wide winphone_tile_front_image winphone_tile_front_image_small winphone_tile_front_image_wide winphone_tile_back_image winphone_tile_back_image_wide winphone_tile_background_colour winphone_tile_background_color winphone_tile_icon_image winphone_tile_small_icon_image winphone_tile_wide_content winphone_tile_cycle_images winphone_tile_small_background_image physics_world_create physics_world_gravity physics_world_update_speed physics_world_update_iterations physics_world_draw_debug physics_pause_enable physics_fixture_create physics_fixture_set_kinematic physics_fixture_set_density physics_fixture_set_awake physics_fixture_set_restitution physics_fixture_set_friction physics_fixture_set_collision_group physics_fixture_set_sensor physics_fixture_set_linear_damping physics_fixture_set_angular_damping physics_fixture_set_circle_shape physics_fixture_set_box_shape physics_fixture_set_edge_shape physics_fixture_set_polygon_shape physics_fixture_set_chain_shape physics_fixture_add_point physics_fixture_bind physics_fixture_bind_ext physics_fixture_delete physics_apply_force physics_apply_impulse physics_apply_angular_impulse physics_apply_local_force physics_apply_local_impulse physics_apply_torque physics_mass_properties physics_draw_debug physics_test_overlap physics_remove_fixture physics_set_friction physics_set_density physics_set_restitution physics_get_friction physics_get_density physics_get_restitution physics_joint_distance_create physics_joint_rope_create physics_joint_revolute_create physics_joint_prismatic_create physics_joint_pulley_create physics_joint_wheel_create physics_joint_weld_create physics_joint_friction_create physics_joint_gear_create physics_joint_enable_motor physics_joint_get_value physics_joint_set_value physics_joint_delete physics_particle_create physics_particle_delete physics_particle_delete_region_circle physics_particle_delete_region_box physics_particle_delete_region_poly physics_particle_set_flags physics_particle_set_category_flags physics_particle_draw physics_particle_draw_ext physics_particle_count physics_particle_get_data physics_particle_get_data_particle physics_particle_group_begin physics_particle_group_circle physics_particle_group_box physics_particle_group_polygon physics_particle_group_add_point physics_particle_group_end physics_particle_group_join physics_particle_group_delete physics_particle_group_count physics_particle_group_get_data physics_particle_group_get_mass physics_particle_group_get_inertia physics_particle_group_get_centre_x physics_particle_group_get_centre_y physics_particle_group_get_vel_x physics_particle_group_get_vel_y physics_particle_group_get_ang_vel physics_particle_group_get_x physics_particle_group_get_y physics_particle_group_get_angle physics_particle_set_group_flags physics_particle_get_group_flags physics_particle_get_max_count physics_particle_get_radius physics_particle_get_density physics_particle_get_damping physics_particle_get_gravity_scale physics_particle_set_max_count physics_particle_set_radius physics_particle_set_density physics_particle_set_damping physics_particle_set_gravity_scale network_create_socket network_create_socket_ext network_create_server network_create_server_raw network_connect network_connect_raw network_send_packet network_send_raw network_send_broadcast network_send_udp network_send_udp_raw network_set_timeout network_set_config network_resolve network_destroy buffer_create buffer_write buffer_read buffer_seek buffer_get_surface buffer_set_surface buffer_delete buffer_exists buffer_get_type buffer_get_alignment buffer_poke buffer_peek buffer_save buffer_save_ext buffer_load buffer_load_ext buffer_load_partial buffer_copy buffer_fill buffer_get_size buffer_tell buffer_resize buffer_md5 buffer_sha1 buffer_base64_encode buffer_base64_decode buffer_base64_decode_ext buffer_sizeof buffer_get_address buffer_create_from_vertex_buffer buffer_create_from_vertex_buffer_ext buffer_copy_from_vertex_buffer buffer_async_group_begin buffer_async_group_option buffer_async_group_end buffer_load_async buffer_save_async gml_release_mode gml_pragma steam_activate_overlay steam_is_overlay_enabled steam_is_overlay_activated steam_get_persona_name steam_initialised steam_is_cloud_enabled_for_app steam_is_cloud_enabled_for_account steam_file_persisted steam_get_quota_total steam_get_quota_free steam_file_write steam_file_write_file steam_file_read steam_file_delete steam_file_exists steam_file_size steam_file_share steam_is_screenshot_requested steam_send_screenshot steam_is_user_logged_on steam_get_user_steam_id steam_user_owns_dlc steam_user_installed_dlc steam_set_achievement steam_get_achievement steam_clear_achievement steam_set_stat_int steam_set_stat_float steam_set_stat_avg_rate steam_get_stat_int steam_get_stat_float steam_get_stat_avg_rate steam_reset_all_stats steam_reset_all_stats_achievements steam_stats_ready steam_create_leaderboard steam_upload_score steam_upload_score_ext steam_download_scores_around_user steam_download_scores steam_download_friends_scores steam_upload_score_buffer steam_upload_score_buffer_ext steam_current_game_language steam_available_languages steam_activate_overlay_browser steam_activate_overlay_user steam_activate_overlay_store steam_get_user_persona_name steam_get_app_id steam_get_user_account_id steam_ugc_download steam_ugc_create_item steam_ugc_start_item_update steam_ugc_set_item_title steam_ugc_set_item_description steam_ugc_set_item_visibility steam_ugc_set_item_tags steam_ugc_set_item_content steam_ugc_set_item_preview steam_ugc_submit_item_update steam_ugc_get_item_update_progress steam_ugc_subscribe_item steam_ugc_unsubscribe_item steam_ugc_num_subscribed_items steam_ugc_get_subscribed_items steam_ugc_get_item_install_info steam_ugc_get_item_update_info steam_ugc_request_item_details steam_ugc_create_query_user steam_ugc_create_query_user_ex steam_ugc_create_query_all steam_ugc_create_query_all_ex steam_ugc_query_set_cloud_filename_filter steam_ugc_query_set_match_any_tag steam_ugc_query_set_search_text steam_ugc_query_set_ranked_by_trend_days steam_ugc_query_add_required_tag steam_ugc_query_add_excluded_tag steam_ugc_query_set_return_long_description steam_ugc_query_set_return_total_only steam_ugc_query_set_allow_cached_response steam_ugc_send_query shader_set shader_get_name shader_reset shader_current shader_is_compiled shader_get_sampler_index shader_get_uniform shader_set_uniform_i shader_set_uniform_i_array shader_set_uniform_f shader_set_uniform_f_array shader_set_uniform_matrix shader_set_uniform_matrix_array shader_enable_corner_id texture_set_stage texture_get_texel_width texture_get_texel_height shaders_are_supported vertex_format_begin vertex_format_end vertex_format_delete vertex_format_add_position vertex_format_add_position_3d vertex_format_add_colour vertex_format_add_color vertex_format_add_normal vertex_format_add_texcoord vertex_format_add_textcoord vertex_format_add_custom vertex_create_buffer vertex_create_buffer_ext vertex_delete_buffer vertex_begin vertex_end vertex_position vertex_position_3d vertex_colour vertex_color vertex_argb vertex_texcoord vertex_normal vertex_float1 vertex_float2 vertex_float3 vertex_float4 vertex_ubyte4 vertex_submit vertex_freeze vertex_get_number vertex_get_buffer_size vertex_create_buffer_from_buffer vertex_create_buffer_from_buffer_ext push_local_notification push_get_first_local_notification push_get_next_local_notification push_cancel_local_notification skeleton_animation_set skeleton_animation_get skeleton_animation_mix skeleton_animation_set_ext skeleton_animation_get_ext skeleton_animation_get_duration skeleton_animation_get_frames skeleton_animation_clear skeleton_skin_set skeleton_skin_get skeleton_attachment_set skeleton_attachment_get skeleton_attachment_create skeleton_collision_draw_set skeleton_bone_data_get skeleton_bone_data_set skeleton_bone_state_get skeleton_bone_state_set skeleton_get_minmax skeleton_get_num_bounds skeleton_get_bounds skeleton_animation_get_frame skeleton_animation_set_frame draw_skeleton draw_skeleton_time draw_skeleton_instance draw_skeleton_collision skeleton_animation_list skeleton_skin_list skeleton_slot_data layer_get_id layer_get_id_at_depth layer_get_depth layer_create layer_destroy layer_destroy_instances layer_add_instance layer_has_instance layer_set_visible layer_get_visible layer_exists layer_x layer_y layer_get_x layer_get_y layer_hspeed layer_vspeed layer_get_hspeed layer_get_vspeed layer_script_begin layer_script_end layer_shader layer_get_script_begin layer_get_script_end layer_get_shader layer_set_target_room layer_get_target_room layer_reset_target_room layer_get_all layer_get_all_elements layer_get_name layer_depth layer_get_element_layer layer_get_element_type layer_element_move layer_force_draw_depth layer_is_draw_depth_forced layer_get_forced_depth layer_background_get_id layer_background_exists layer_background_create layer_background_destroy layer_background_visible layer_background_change layer_background_sprite layer_background_htiled layer_background_vtiled layer_background_stretch layer_background_yscale layer_background_xscale layer_background_blend layer_background_alpha layer_background_index layer_background_speed layer_background_get_visible layer_background_get_sprite layer_background_get_htiled layer_background_get_vtiled layer_background_get_stretch layer_background_get_yscale layer_background_get_xscale layer_background_get_blend layer_background_get_alpha layer_background_get_index layer_background_get_speed layer_sprite_get_id layer_sprite_exists layer_sprite_create layer_sprite_destroy layer_sprite_change layer_sprite_index layer_sprite_speed layer_sprite_xscale layer_sprite_yscale layer_sprite_angle layer_sprite_blend layer_sprite_alpha layer_sprite_x layer_sprite_y layer_sprite_get_sprite layer_sprite_get_index layer_sprite_get_speed layer_sprite_get_xscale layer_sprite_get_yscale layer_sprite_get_angle layer_sprite_get_blend layer_sprite_get_alpha layer_sprite_get_x layer_sprite_get_y layer_tilemap_get_id layer_tilemap_exists layer_tilemap_create layer_tilemap_destroy tilemap_tileset tilemap_x tilemap_y tilemap_set tilemap_set_at_pixel tilemap_get_tileset tilemap_get_tile_width tilemap_get_tile_height tilemap_get_width tilemap_get_height tilemap_get_x tilemap_get_y tilemap_get tilemap_get_at_pixel tilemap_get_cell_x_at_pixel tilemap_get_cell_y_at_pixel tilemap_clear draw_tilemap draw_tile tilemap_set_global_mask tilemap_get_global_mask tilemap_set_mask tilemap_get_mask tilemap_get_frame tile_set_empty tile_set_index tile_set_flip tile_set_mirror tile_set_rotate tile_get_empty tile_get_index tile_get_flip tile_get_mirror tile_get_rotate layer_tile_exists layer_tile_create layer_tile_destroy layer_tile_change layer_tile_xscale layer_tile_yscale layer_tile_blend layer_tile_alpha layer_tile_x layer_tile_y layer_tile_region layer_tile_visible layer_tile_get_sprite layer_tile_get_xscale layer_tile_get_yscale layer_tile_get_blend layer_tile_get_alpha layer_tile_get_x layer_tile_get_y layer_tile_get_region layer_tile_get_visible layer_instance_get_instance instance_activate_layer instance_deactivate_layer camera_create camera_create_view camera_destroy camera_apply camera_get_active camera_get_default camera_set_default camera_set_view_mat camera_set_proj_mat camera_set_update_script camera_set_begin_script camera_set_end_script camera_set_view_pos camera_set_view_size camera_set_view_speed camera_set_view_border camera_set_view_angle camera_set_view_target camera_get_view_mat camera_get_proj_mat camera_get_update_script camera_get_begin_script camera_get_end_script camera_get_view_x camera_get_view_y camera_get_view_width camera_get_view_height camera_get_view_speed_x camera_get_view_speed_y camera_get_view_border_x camera_get_view_border_y camera_get_view_angle camera_get_view_target view_get_camera view_get_visible view_get_xport view_get_yport view_get_wport view_get_hport view_get_surface_id view_set_camera view_set_visible view_set_xport view_set_yport view_set_wport view_set_hport view_set_surface_id gesture_drag_time gesture_drag_distance gesture_flick_speed gesture_double_tap_time gesture_double_tap_distance gesture_pinch_distance gesture_pinch_angle_towards gesture_pinch_angle_away gesture_rotate_time gesture_rotate_angle gesture_tap_count gesture_get_drag_time gesture_get_drag_distance gesture_get_flick_speed gesture_get_double_tap_time gesture_get_double_tap_distance gesture_get_pinch_distance gesture_get_pinch_angle_towards gesture_get_pinch_angle_away gesture_get_rotate_time gesture_get_rotate_angle gesture_get_tap_count keyboard_virtual_show keyboard_virtual_hide keyboard_virtual_status keyboard_virtual_height",literal:"self other all noone global local undefined pointer_invalid pointer_null path_action_stop path_action_restart path_action_continue path_action_reverse true false pi GM_build_date GM_version GM_runtime_version timezone_local timezone_utc gamespeed_fps gamespeed_microseconds ev_create ev_destroy ev_step ev_alarm ev_keyboard ev_mouse ev_collision ev_other ev_draw ev_draw_begin ev_draw_end ev_draw_pre ev_draw_post ev_keypress ev_keyrelease ev_trigger ev_left_button ev_right_button ev_middle_button ev_no_button ev_left_press ev_right_press ev_middle_press ev_left_release ev_right_release ev_middle_release ev_mouse_enter ev_mouse_leave ev_mouse_wheel_up ev_mouse_wheel_down ev_global_left_button ev_global_right_button ev_global_middle_button ev_global_left_press ev_global_right_press ev_global_middle_press ev_global_left_release ev_global_right_release ev_global_middle_release ev_joystick1_left ev_joystick1_right ev_joystick1_up ev_joystick1_down ev_joystick1_button1 ev_joystick1_button2 ev_joystick1_button3 ev_joystick1_button4 ev_joystick1_button5 ev_joystick1_button6 ev_joystick1_button7 ev_joystick1_button8 ev_joystick2_left ev_joystick2_right ev_joystick2_up ev_joystick2_down ev_joystick2_button1 ev_joystick2_button2 ev_joystick2_button3 ev_joystick2_button4 ev_joystick2_button5 ev_joystick2_button6 ev_joystick2_button7 ev_joystick2_button8 ev_outside ev_boundary ev_game_start ev_game_end ev_room_start ev_room_end ev_no_more_lives ev_animation_end ev_end_of_path ev_no_more_health ev_close_button ev_user0 ev_user1 ev_user2 ev_user3 ev_user4 ev_user5 ev_user6 ev_user7 ev_user8 ev_user9 ev_user10 ev_user11 ev_user12 ev_user13 ev_user14 ev_user15 ev_step_normal ev_step_begin ev_step_end ev_gui ev_gui_begin ev_gui_end ev_cleanup ev_gesture ev_gesture_tap ev_gesture_double_tap ev_gesture_drag_start ev_gesture_dragging ev_gesture_drag_end ev_gesture_flick ev_gesture_pinch_start ev_gesture_pinch_in ev_gesture_pinch_out ev_gesture_pinch_end ev_gesture_rotate_start ev_gesture_rotating ev_gesture_rotate_end ev_global_gesture_tap ev_global_gesture_double_tap ev_global_gesture_drag_start ev_global_gesture_dragging ev_global_gesture_drag_end ev_global_gesture_flick ev_global_gesture_pinch_start ev_global_gesture_pinch_in ev_global_gesture_pinch_out ev_global_gesture_pinch_end ev_global_gesture_rotate_start ev_global_gesture_rotating ev_global_gesture_rotate_end vk_nokey vk_anykey vk_enter vk_return vk_shift vk_control vk_alt vk_escape vk_space vk_backspace vk_tab vk_pause vk_printscreen vk_left vk_right vk_up vk_down vk_home vk_end vk_delete vk_insert vk_pageup vk_pagedown vk_f1 vk_f2 vk_f3 vk_f4 vk_f5 vk_f6 vk_f7 vk_f8 vk_f9 vk_f10 vk_f11 vk_f12 vk_numpad0 vk_numpad1 vk_numpad2 vk_numpad3 vk_numpad4 vk_numpad5 vk_numpad6 vk_numpad7 vk_numpad8 vk_numpad9 vk_divide vk_multiply vk_subtract vk_add vk_decimal vk_lshift vk_lcontrol vk_lalt vk_rshift vk_rcontrol vk_ralt mb_any mb_none mb_left mb_right mb_middle c_aqua c_black c_blue c_dkgray c_fuchsia c_gray c_green c_lime c_ltgray c_maroon c_navy c_olive c_purple c_red c_silver c_teal c_white c_yellow c_orange fa_left fa_center fa_right fa_top fa_middle fa_bottom pr_pointlist pr_linelist pr_linestrip pr_trianglelist pr_trianglestrip pr_trianglefan bm_complex bm_normal bm_add bm_max bm_subtract bm_zero bm_one bm_src_colour bm_inv_src_colour bm_src_color bm_inv_src_color bm_src_alpha bm_inv_src_alpha bm_dest_alpha bm_inv_dest_alpha bm_dest_colour bm_inv_dest_colour bm_dest_color bm_inv_dest_color bm_src_alpha_sat tf_point tf_linear tf_anisotropic mip_off mip_on mip_markedonly audio_falloff_none audio_falloff_inverse_distance audio_falloff_inverse_distance_clamped audio_falloff_linear_distance audio_falloff_linear_distance_clamped audio_falloff_exponent_distance audio_falloff_exponent_distance_clamped audio_old_system audio_new_system audio_mono audio_stereo audio_3d cr_default cr_none cr_arrow cr_cross cr_beam cr_size_nesw cr_size_ns cr_size_nwse cr_size_we cr_uparrow cr_hourglass cr_drag cr_appstart cr_handpoint cr_size_all spritespeed_framespersecond spritespeed_framespergameframe asset_object asset_unknown asset_sprite asset_sound asset_room asset_path asset_script asset_font asset_timeline asset_tiles asset_shader fa_readonly fa_hidden fa_sysfile fa_volumeid fa_directory fa_archive ds_type_map ds_type_list ds_type_stack ds_type_queue ds_type_grid ds_type_priority ef_explosion ef_ring ef_ellipse ef_firework ef_smoke ef_smokeup ef_star ef_spark ef_flare ef_cloud ef_rain ef_snow pt_shape_pixel pt_shape_disk pt_shape_square pt_shape_line pt_shape_star pt_shape_circle pt_shape_ring pt_shape_sphere pt_shape_flare pt_shape_spark pt_shape_explosion pt_shape_cloud pt_shape_smoke pt_shape_snow ps_distr_linear ps_distr_gaussian ps_distr_invgaussian ps_shape_rectangle ps_shape_ellipse ps_shape_diamond ps_shape_line ty_real ty_string dll_cdecl dll_stdcall matrix_view matrix_projection matrix_world os_win32 os_windows os_macosx os_ios os_android os_symbian os_linux os_unknown os_winphone os_tizen os_win8native os_wiiu os_3ds os_psvita os_bb10 os_ps4 os_xboxone os_ps3 os_xbox360 os_uwp os_tvos os_switch browser_not_a_browser browser_unknown browser_ie browser_firefox browser_chrome browser_safari browser_safari_mobile browser_opera browser_tizen browser_edge browser_windows_store browser_ie_mobile device_ios_unknown device_ios_iphone device_ios_iphone_retina device_ios_ipad device_ios_ipad_retina device_ios_iphone5 device_ios_iphone6 device_ios_iphone6plus device_emulator device_tablet display_landscape display_landscape_flipped display_portrait display_portrait_flipped tm_sleep tm_countvsyncs of_challenge_win of_challen ge_lose of_challenge_tie leaderboard_type_number leaderboard_type_time_mins_secs cmpfunc_never cmpfunc_less cmpfunc_equal cmpfunc_lessequal cmpfunc_greater cmpfunc_notequal cmpfunc_greaterequal cmpfunc_always cull_noculling cull_clockwise cull_counterclockwise lighttype_dir lighttype_point iap_ev_storeload iap_ev_product iap_ev_purchase iap_ev_consume iap_ev_restore iap_storeload_ok iap_storeload_failed iap_status_uninitialised iap_status_unavailable iap_status_loading iap_status_available iap_status_processing iap_status_restoring iap_failed iap_unavailable iap_available iap_purchased iap_canceled iap_refunded fb_login_default fb_login_fallback_to_webview fb_login_no_fallback_to_webview fb_login_forcing_webview fb_login_use_system_account fb_login_forcing_safari phy_joint_anchor_1_x phy_joint_anchor_1_y phy_joint_anchor_2_x phy_joint_anchor_2_y phy_joint_reaction_force_x phy_joint_reaction_force_y phy_joint_reaction_torque phy_joint_motor_speed phy_joint_angle phy_joint_motor_torque phy_joint_max_motor_torque phy_joint_translation phy_joint_speed phy_joint_motor_force phy_joint_max_motor_force phy_joint_length_1 phy_joint_length_2 phy_joint_damping_ratio phy_joint_frequency phy_joint_lower_angle_limit phy_joint_upper_angle_limit phy_joint_angle_limits phy_joint_max_length phy_joint_max_torque phy_joint_max_force phy_debug_render_aabb phy_debug_render_collision_pairs phy_debug_render_coms phy_debug_render_core_shapes phy_debug_render_joints phy_debug_render_obb phy_debug_render_shapes phy_particle_flag_water phy_particle_flag_zombie phy_particle_flag_wall phy_particle_flag_spring phy_particle_flag_elastic phy_particle_flag_viscous phy_particle_flag_powder phy_particle_flag_tensile phy_particle_flag_colourmixing phy_particle_flag_colormixing phy_particle_group_flag_solid phy_particle_group_flag_rigid phy_particle_data_flag_typeflags phy_particle_data_flag_position phy_particle_data_flag_velocity phy_particle_data_flag_colour phy_particle_data_flag_color phy_particle_data_flag_category achievement_our_info achievement_friends_info achievement_leaderboard_info achievement_achievement_info achievement_filter_all_players achievement_filter_friends_only achievement_filter_favorites_only achievement_type_achievement_challenge achievement_type_score_challenge achievement_pic_loaded achievement_show_ui achievement_show_profile achievement_show_leaderboard achievement_show_achievement achievement_show_bank achievement_show_friend_picker achievement_show_purchase_prompt network_socket_tcp network_socket_udp network_socket_bluetooth network_type_connect network_type_disconnect network_type_data network_type_non_blocking_connect network_config_connect_timeout network_config_use_non_blocking_socket network_config_enable_reliable_udp network_config_disable_reliable_udp buffer_fixed buffer_grow buffer_wrap buffer_fast buffer_vbuffer buffer_network buffer_u8 buffer_s8 buffer_u16 buffer_s16 buffer_u32 buffer_s32 buffer_u64 buffer_f16 buffer_f32 buffer_f64 buffer_bool buffer_text buffer_string buffer_surface_copy buffer_seek_start buffer_seek_relative buffer_seek_end buffer_generalerror buffer_outofspace buffer_outofbounds buffer_invalidtype text_type button_type input_type ANSI_CHARSET DEFAULT_CHARSET EASTEUROPE_CHARSET RUSSIAN_CHARSET SYMBOL_CHARSET SHIFTJIS_CHARSET HANGEUL_CHARSET GB2312_CHARSET CHINESEBIG5_CHARSET JOHAB_CHARSET HEBREW_CHARSET ARABIC_CHARSET GREEK_CHARSET TURKISH_CHARSET VIETNAMESE_CHARSET THAI_CHARSET MAC_CHARSET BALTIC_CHARSET OEM_CHARSET gp_face1 gp_face2 gp_face3 gp_face4 gp_shoulderl gp_shoulderr gp_shoulderlb gp_shoulderrb gp_select gp_start gp_stickl gp_stickr gp_padu gp_padd gp_padl gp_padr gp_axislh gp_axislv gp_axisrh gp_axisrv ov_friends ov_community ov_players ov_settings ov_gamegroup ov_achievements lb_sort_none lb_sort_ascending lb_sort_descending lb_disp_none lb_disp_numeric lb_disp_time_sec lb_disp_time_ms ugc_result_success ugc_filetype_community ugc_filetype_microtrans ugc_visibility_public ugc_visibility_friends_only ugc_visibility_private ugc_query_RankedByVote ugc_query_RankedByPublicationDate ugc_query_AcceptedForGameRankedByAcceptanceDate ugc_query_RankedByTrend ugc_query_FavoritedByFriendsRankedByPublicationDate ugc_query_CreatedByFriendsRankedByPublicationDate ugc_query_RankedByNumTimesReported ugc_query_CreatedByFollowedUsersRankedByPublicationDate ugc_query_NotYetRated ugc_query_RankedByTotalVotesAsc ugc_query_RankedByVotesUp ugc_query_RankedByTextSearch ugc_sortorder_CreationOrderDesc ugc_sortorder_CreationOrderAsc ugc_sortorder_TitleAsc ugc_sortorder_LastUpdatedDesc ugc_sortorder_SubscriptionDateDesc ugc_sortorder_VoteScoreDesc ugc_sortorder_ForModeration ugc_list_Published ugc_list_VotedOn ugc_list_VotedUp ugc_list_VotedDown ugc_list_WillVoteLater ugc_list_Favorited ugc_list_Subscribed ugc_list_UsedOrPlayed ugc_list_Followed ugc_match_Items ugc_match_Items_Mtx ugc_match_Items_ReadyToUse ugc_match_Collections ugc_match_Artwork ugc_match_Videos ugc_match_Screenshots ugc_match_AllGuides ugc_match_WebGuides ugc_match_IntegratedGuides ugc_match_UsableInGame ugc_match_ControllerBindings vertex_usage_position vertex_usage_colour vertex_usage_color vertex_usage_normal vertex_usage_texcoord vertex_usage_textcoord vertex_usage_blendweight vertex_usage_blendindices vertex_usage_psize vertex_usage_tangent vertex_usage_binormal vertex_usage_fog vertex_usage_depth vertex_usage_sample vertex_type_float1 vertex_type_float2 vertex_type_float3 vertex_type_float4 vertex_type_colour vertex_type_color vertex_type_ubyte4 layerelementtype_undefined layerelementtype_background layerelementtype_instance layerelementtype_oldtilemap layerelementtype_sprite layerelementtype_tilemap layerelementtype_particlesystem layerelementtype_tile tile_rotate tile_flip tile_mirror tile_index_mask kbv_type_default kbv_type_ascii kbv_type_url kbv_type_email kbv_type_numbers kbv_type_phone kbv_type_phone_name kbv_returnkey_default kbv_returnkey_go kbv_returnkey_google kbv_returnkey_join kbv_returnkey_next kbv_returnkey_route kbv_returnkey_search kbv_returnkey_send kbv_returnkey_yahoo kbv_returnkey_done kbv_returnkey_continue kbv_returnkey_emergency kbv_autocapitalize_none kbv_autocapitalize_words kbv_autocapitalize_sentences kbv_autocapitalize_characters",symbol:"argument_relative argument argument0 argument1 argument2 argument3 argument4 argument5 argument6 argument7 argument8 argument9 argument10 argument11 argument12 argument13 argument14 argument15 argument_count x y xprevious yprevious xstart ystart hspeed vspeed direction speed friction gravity gravity_direction path_index path_position path_positionprevious path_speed path_scale path_orientation path_endaction object_index id solid persistent mask_index instance_count instance_id room_speed fps fps_real current_time current_year current_month current_day current_weekday current_hour current_minute current_second alarm timeline_index timeline_position timeline_speed timeline_running timeline_loop room room_first room_last room_width room_height room_caption room_persistent score lives health show_score show_lives show_health caption_score caption_lives caption_health event_type event_number event_object event_action application_surface gamemaker_pro gamemaker_registered gamemaker_version error_occurred error_last debug_mode keyboard_key keyboard_lastkey keyboard_lastchar keyboard_string mouse_x mouse_y mouse_button mouse_lastbutton cursor_sprite visible sprite_index sprite_width sprite_height sprite_xoffset sprite_yoffset image_number image_index image_speed depth image_xscale image_yscale image_angle image_alpha image_blend bbox_left bbox_right bbox_top bbox_bottom layer background_colour background_showcolour background_color background_showcolor view_enabled view_current view_visible view_xview view_yview view_wview view_hview view_xport view_yport view_wport view_hport view_angle view_hborder view_vborder view_hspeed view_vspeed view_object view_surface_id view_camera game_id game_display_name game_project_name game_save_id working_directory temp_directory program_directory browser_width browser_height os_type os_device os_browser os_version display_aa async_load delta_time webgl_enabled event_data iap_data phy_rotation phy_position_x phy_position_y phy_angular_velocity phy_linear_velocity_x phy_linear_velocity_y phy_speed_x phy_speed_y phy_speed phy_angular_damping phy_linear_damping phy_bullet phy_fixed_rotation phy_active phy_mass phy_inertia phy_com_x phy_com_y phy_dynamic phy_kinematic phy_sleeping phy_collision_points phy_collision_x phy_collision_y phy_col_normal_x phy_col_normal_y phy_position_xprevious phy_position_yprevious"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE]}}},p6Ik:function(e){e.exports=function(e){var t={className:"built_in",begin:"\\b(void|bool|int|int8|int16|int32|int64|uint|uint8|uint16|uint32|uint64|string|ref|array|double|float|auto|dictionary)"},r={className:"symbol",begin:"[a-zA-Z0-9_]+@"},n={className:"keyword",begin:"<",end:">",contains:[t,r]};return t.contains=[n],r.contains=[n],{aliases:["asc"],keywords:"for in|0 break continue while do|0 return if else case switch namespace is cast or and xor not get|0 in inout|10 out override set|0 private public const default|0 final shared external mixin|10 enum typedef funcdef this super import from interface abstract|0 try catch protected explicit",illegal:"(^using\\s+[A-Za-z0-9_\\.]+;$|\\bfunctions*[^\\(])",contains:[{className:"string",begin:"'",end:"'",illegal:"\\n",contains:[e.BACKSLASH_ESCAPE],relevance:0},{className:"string",begin:'"',end:'"',illegal:"\\n",contains:[e.BACKSLASH_ESCAPE],relevance:0},{className:"string",begin:'"""',end:'"""'},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{beginKeywords:"interface namespace",end:"{",illegal:"[;.\\-]",contains:[{className:"symbol",begin:"[a-zA-Z0-9_]+"}]},{beginKeywords:"class",end:"{",illegal:"[;.\\-]",contains:[{className:"symbol",begin:"[a-zA-Z0-9_]+",contains:[{begin:"[:,]\\s*",contains:[{className:"symbol",begin:"[a-zA-Z0-9_]+"}]}]}]},t,r,{className:"literal",begin:"\\b(null|true|false)"},{className:"number",begin:"(-?)(\\b0[xX][a-fA-F0-9]+|(\\b\\d+(\\.\\d*)?f?|\\.\\d+f?)([eE][-+]?\\d+f?)?)"}]}}},pCvA:function(e){var t;t=function(){return this}();try{t=t||new Function("return this")()}catch(e){"object"==typeof window&&(t=window)}e.exports=t},pDxH:function(e){e.exports=function(e){return{aliases:["pb","pbi"],keywords:"Align And Array As Break CallDebugger Case CompilerCase CompilerDefault CompilerElse CompilerElseIf CompilerEndIf CompilerEndSelect CompilerError CompilerIf CompilerSelect CompilerWarning Continue Data DataSection Debug DebugLevel Declare DeclareC DeclareCDLL DeclareDLL DeclareModule Default Define Dim DisableASM DisableDebugger DisableExplicit Else ElseIf EnableASM EnableDebugger EnableExplicit End EndDataSection EndDeclareModule EndEnumeration EndIf EndImport EndInterface EndMacro EndModule EndProcedure EndSelect EndStructure EndStructureUnion EndWith Enumeration EnumerationBinary Extends FakeReturn For ForEach ForEver Global Gosub Goto If Import ImportC IncludeBinary IncludeFile IncludePath Interface List Macro MacroExpandedCount Map Module NewList NewMap Next Not Or Procedure ProcedureC ProcedureCDLL ProcedureDLL ProcedureReturn Protected Prototype PrototypeC ReDim Read Repeat Restore Return Runtime Select Shared Static Step Structure StructureUnion Swap Threaded To UndefineMacro Until Until UnuseModule UseModule Wend While With XIncludeFile XOr",contains:[e.COMMENT(";","$",{relevance:0}),{className:"function",begin:"\\b(Procedure|Declare)(C|CDLL|DLL)?\\b",end:"\\(",excludeEnd:!0,returnBegin:!0,contains:[{className:"keyword",begin:"(Procedure|Declare)(C|CDLL|DLL)?",excludeEnd:!0},{className:"type",begin:"\\.\\w*"},e.UNDERSCORE_TITLE_MODE]},{className:"string",begin:'(~)?"',end:'"',illegal:"\\n"},{className:"symbol",begin:"#[a-zA-Z_]\\w*\\$?"}]}}},pc7Y:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#766e6b"},"hljs-quote":{color:"#766e6b"},"hljs-variable":{color:"#f22c40"},"hljs-template-variable":{color:"#f22c40"},"hljs-attribute":{color:"#f22c40"},"hljs-tag":{color:"#f22c40"},"hljs-name":{color:"#f22c40"},"hljs-regexp":{color:"#f22c40"},"hljs-link":{color:"#f22c40"},"hljs-selector-id":{color:"#f22c40"},"hljs-selector-class":{color:"#f22c40"},"hljs-number":{color:"#df5320"},"hljs-meta":{color:"#df5320"},"hljs-built_in":{color:"#df5320"},"hljs-builtin-name":{color:"#df5320"},"hljs-literal":{color:"#df5320"},"hljs-type":{color:"#df5320"},"hljs-params":{color:"#df5320"},"hljs-string":{color:"#7b9726"},"hljs-symbol":{color:"#7b9726"},"hljs-bullet":{color:"#7b9726"},"hljs-title":{color:"#407ee7"},"hljs-section":{color:"#407ee7"},"hljs-keyword":{color:"#6666ea"},"hljs-selector-tag":{color:"#6666ea"},hljs:{display:"block",overflowX:"auto",background:"#f1efee",color:"#68615e",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},pfxK:function(e){e.exports=function(){return{contains:[{className:"meta",begin:/^julia>/,relevance:10,starts:{end:/^(?![ ]{6})/,subLanguage:"julia"},aliases:["jldoctest"]}]}}},pgXu:function(e){e.exports=function(e){var t="false synchronized int abstract float private char boolean static null if const for true while long throw strictfp finally protected import native final return void enum else extends implements break transient new catch instanceof byte super volatile case assert short package default double public try this switch continue throws privileged aspectOf adviceexecution proceed cflowbelow cflow initialization preinitialization staticinitialization withincode target within execution getWithinTypeName handler thisJoinPoint thisJoinPointStaticPart thisEnclosingJoinPointStaticPart declare parents warning error soft precedence thisAspectInstance";return{keywords:t,illegal:/<\/|#/,contains:[e.COMMENT("/\\*\\*","\\*/",{relevance:0,contains:[{begin:/\w+@/,relevance:0},{className:"doctag",begin:"@[A-Za-z]+"}]}),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{className:"class",beginKeywords:"aspect",end:/[{;=]/,excludeEnd:!0,illegal:/[:;"\[\]]/,contains:[{beginKeywords:"extends implements pertypewithin perthis pertarget percflowbelow percflow issingleton"},e.UNDERSCORE_TITLE_MODE,{begin:/\([^\)]*/,end:/[)]+/,keywords:t+" get set args call",excludeEnd:!1}]},{className:"class",beginKeywords:"class interface",end:/[{;=]/,excludeEnd:!0,relevance:0,keywords:"class interface",illegal:/[:"\[\]]/,contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"pointcut after before around throwing returning",end:/[)]/,excludeEnd:!1,illegal:/["\[\]]/,contains:[{begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,contains:[e.UNDERSCORE_TITLE_MODE]}]},{begin:/[:]/,returnBegin:!0,end:/[{;]/,relevance:0,excludeEnd:!1,keywords:t,illegal:/["\[\]]/,contains:[{begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",keywords:t+" get set args call",relevance:0},e.QUOTE_STRING_MODE]},{beginKeywords:"new throw",relevance:0},{className:"function",begin:/\w+ +\w+(\.)?\w+\s*\([^\)]*\)\s*((throws)[\w\s,]+)?[\{;]/,returnBegin:!0,end:/[{;=]/,keywords:t,excludeEnd:!0,contains:[{begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,relevance:0,contains:[e.UNDERSCORE_TITLE_MODE]},{className:"params",begin:/\(/,end:/\)/,relevance:0,keywords:t,contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},e.C_NUMBER_MODE,{className:"meta",begin:"@[A-Za-z]+"}]}}},pjn5:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#abb2bf",background:"#282c34"},"hljs-comment":{color:"#5c6370",fontStyle:"italic"},"hljs-quote":{color:"#5c6370",fontStyle:"italic"},"hljs-doctag":{color:"#c678dd"},"hljs-keyword":{color:"#c678dd"},"hljs-formula":{color:"#c678dd"},"hljs-section":{color:"#e06c75"},"hljs-name":{color:"#e06c75"},"hljs-selector-tag":{color:"#e06c75"},"hljs-deletion":{color:"#e06c75"},"hljs-subst":{color:"#e06c75"},"hljs-literal":{color:"#56b6c2"},"hljs-string":{color:"#98c379"},"hljs-regexp":{color:"#98c379"},"hljs-addition":{color:"#98c379"},"hljs-attribute":{color:"#98c379"},"hljs-meta-string":{color:"#98c379"},"hljs-built_in":{color:"#e6c07b"},"hljs-class .hljs-title":{color:"#e6c07b"},"hljs-attr":{color:"#d19a66"},"hljs-variable":{color:"#d19a66"},"hljs-template-variable":{color:"#d19a66"},"hljs-type":{color:"#d19a66"},"hljs-selector-class":{color:"#d19a66"},"hljs-selector-attr":{color:"#d19a66"},"hljs-selector-pseudo":{color:"#d19a66"},"hljs-number":{color:"#d19a66"},"hljs-symbol":{color:"#61aeee"},"hljs-bullet":{color:"#61aeee"},"hljs-link":{color:"#61aeee",textDecoration:"underline"},"hljs-meta":{color:"#61aeee"},"hljs-selector-id":{color:"#61aeee"},"hljs-title":{color:"#61aeee"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},qT1w:function(e){e.exports=function(e){var t="((0|[1-9][\\d_]*)|0[bB][01_]+|0[xX]([\\da-fA-F][\\da-fA-F_]*|_[\\da-fA-F][\\da-fA-F_]*))",r="\\\\(['\"\\?\\\\abfnrtv]|u[\\dA-Fa-f]{4}|[0-7]{1,3}|x[\\dA-Fa-f]{2}|U[\\dA-Fa-f]{8})|&[a-zA-Z\\d]{2,};",n={className:"number",begin:"\\b"+t+"(L|u|U|Lu|LU|uL|UL)?",relevance:0},o={className:"number",begin:"\\b(((0[xX](([\\da-fA-F][\\da-fA-F_]*|_[\\da-fA-F][\\da-fA-F_]*)\\.([\\da-fA-F][\\da-fA-F_]*|_[\\da-fA-F][\\da-fA-F_]*)|\\.?([\\da-fA-F][\\da-fA-F_]*|_[\\da-fA-F][\\da-fA-F_]*))[pP][+-]?(0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d))|((0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d)(\\.\\d*|([eE][+-]?(0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d)))|\\d+\\.(0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d)(0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d)|\\.(0|[1-9][\\d_]*)([eE][+-]?(0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d))?))([fF]|L|i|[fF]i|Li)?|"+t+"(i|[fF]i|Li))",relevance:0},a={className:"string",begin:"'("+r+"|.)",end:"'",illegal:"."},i={className:"string",begin:'"',contains:[{begin:r,relevance:0}],end:'"[cwd]?'},s=e.COMMENT("\\/\\+","\\+\\/",{contains:["self"],relevance:10});return{lexemes:e.UNDERSCORE_IDENT_RE,keywords:{keyword:"abstract alias align asm assert auto body break byte case cast catch class const continue debug default delete deprecated do else enum export extern final finally for foreach foreach_reverse|10 goto if immutable import in inout int interface invariant is lazy macro mixin module new nothrow out override package pragma private protected public pure ref return scope shared static struct super switch synchronized template this throw try typedef typeid typeof union unittest version void volatile while with __FILE__ __LINE__ __gshared|10 __thread __traits __DATE__ __EOF__ __TIME__ __TIMESTAMP__ __VENDOR__ __VERSION__",built_in:"bool cdouble cent cfloat char creal dchar delegate double dstring float function idouble ifloat ireal long real short string ubyte ucent uint ulong ushort wchar wstring",literal:"false null true"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,s,{className:"string",begin:'x"[\\da-fA-F\\s\\n\\r]*"[cwd]?',relevance:10},i,{className:"string",begin:'[rq]"',end:'"[cwd]?',relevance:5},{className:"string",begin:"`",end:"`[cwd]?"},{className:"string",begin:'q"\\{',end:'\\}"'},o,n,a,{className:"meta",begin:"^#!",end:"$",relevance:5},{className:"meta",begin:"#(line)",end:"$",relevance:5},{className:"keyword",begin:"@[a-zA-Z_][a-zA-Z_\\d]*"}]}}},qi4Z:function(e){e.exports=function(e){return{aliases:["do","ado"],case_insensitive:!0,keywords:"if else in foreach for forv forva forval forvalu forvalue forvalues by bys bysort xi quietly qui capture about ac ac_7 acprplot acprplot_7 adjust ado adopath adoupdate alpha ameans an ano anov anova anova_estat anova_terms anovadef aorder ap app appe appen append arch arch_dr arch_estat arch_p archlm areg areg_p args arima arima_dr arima_estat arima_p as asmprobit asmprobit_estat asmprobit_lf asmprobit_mfx__dlg asmprobit_p ass asse asser assert avplot avplot_7 avplots avplots_7 bcskew0 bgodfrey bias binreg bip0_lf biplot bipp_lf bipr_lf bipr_p biprobit bitest bitesti bitowt blogit bmemsize boot bootsamp bootstrap bootstrap_8 boxco_l boxco_p boxcox boxcox_6 boxcox_p bprobit br break brier bro brow brows browse brr brrstat bs bs_7 bsampl_w bsample bsample_7 bsqreg bstat bstat_7 bstat_8 bstrap bstrap_7 bubble bubbleplot ca ca_estat ca_p cabiplot camat canon canon_8 canon_8_p canon_estat canon_p cap caprojection capt captu captur capture cat cc cchart cchart_7 cci cd censobs_table centile cf char chdir checkdlgfiles checkestimationsample checkhlpfiles checksum chelp ci cii cl class classutil clear cli clis clist clo clog clog_lf clog_p clogi clogi_sw clogit clogit_lf clogit_p clogitp clogl_sw cloglog clonevar clslistarray cluster cluster_measures cluster_stop cluster_tree cluster_tree_8 clustermat cmdlog cnr cnre cnreg cnreg_p cnreg_sw cnsreg codebook collaps4 collapse colormult_nb colormult_nw compare compress conf confi confir confirm conren cons const constr constra constrai constrain constraint continue contract copy copyright copysource cor corc corr corr2data corr_anti corr_kmo corr_smc corre correl correla correlat correlate corrgram cou coun count cox cox_p cox_sw coxbase coxhaz coxvar cprplot cprplot_7 crc cret cretu cretur creturn cross cs cscript cscript_log csi ct ct_is ctset ctst_5 ctst_st cttost cumsp cumsp_7 cumul cusum cusum_7 cutil d|0 datasig datasign datasigna datasignat datasignatu datasignatur datasignature datetof db dbeta de dec deco decod decode deff des desc descr descri describ describe destring dfbeta dfgls dfuller di di_g dir dirstats dis discard disp disp_res disp_s displ displa display distinct do doe doed doedi doedit dotplot dotplot_7 dprobit drawnorm drop ds ds_util dstdize duplicates durbina dwstat dydx e|0 ed edi edit egen eivreg emdef en enc enco encod encode eq erase ereg ereg_lf ereg_p ereg_sw ereghet ereghet_glf ereghet_glf_sh ereghet_gp ereghet_ilf ereghet_ilf_sh ereghet_ip eret eretu eretur ereturn err erro error esize est est_cfexist est_cfname est_clickable est_expand est_hold est_table est_unhold est_unholdok estat estat_default estat_summ estat_vce_only esti estimates etodow etof etomdy ex exi exit expand expandcl fac fact facto factor factor_estat factor_p factor_pca_rotated factor_rotate factormat fcast fcast_compute fcast_graph fdades fdadesc fdadescr fdadescri fdadescrib fdadescribe fdasav fdasave fdause fh_st file open file read file close file filefilter fillin find_hlp_file findfile findit findit_7 fit fl fli flis flist for5_0 forest forestplot form forma format fpredict frac_154 frac_adj frac_chk frac_cox frac_ddp frac_dis frac_dv frac_in frac_mun frac_pp frac_pq frac_pv frac_wgt frac_xo fracgen fracplot fracplot_7 fracpoly fracpred fron_ex fron_hn fron_p fron_tn fron_tn2 frontier ftodate ftoe ftomdy ftowdate funnel funnelplot g|0 gamhet_glf gamhet_gp gamhet_ilf gamhet_ip gamma gamma_d2 gamma_p gamma_sw gammahet gdi_hexagon gdi_spokes ge gen gene gener genera generat generate genrank genstd genvmean gettoken gl gladder gladder_7 glim_l01 glim_l02 glim_l03 glim_l04 glim_l05 glim_l06 glim_l07 glim_l08 glim_l09 glim_l10 glim_l11 glim_l12 glim_lf glim_mu glim_nw1 glim_nw2 glim_nw3 glim_p glim_v1 glim_v2 glim_v3 glim_v4 glim_v5 glim_v6 glim_v7 glm glm_6 glm_p glm_sw glmpred glo glob globa global glogit glogit_8 glogit_p gmeans gnbre_lf gnbreg gnbreg_5 gnbreg_p gomp_lf gompe_sw gomper_p gompertz gompertzhet gomphet_glf gomphet_glf_sh gomphet_gp gomphet_ilf gomphet_ilf_sh gomphet_ip gphdot gphpen gphprint gprefs gprobi_p gprobit gprobit_8 gr gr7 gr_copy gr_current gr_db gr_describe gr_dir gr_draw gr_draw_replay gr_drop gr_edit gr_editviewopts gr_example gr_example2 gr_export gr_print gr_qscheme gr_query gr_read gr_rename gr_replay gr_save gr_set gr_setscheme gr_table gr_undo gr_use graph graph7 grebar greigen greigen_7 greigen_8 grmeanby grmeanby_7 gs_fileinfo gs_filetype gs_graphinfo gs_stat gsort gwood h|0 hadimvo hareg hausman haver he heck_d2 heckma_p heckman heckp_lf heckpr_p heckprob hel help hereg hetpr_lf hetpr_p hetprob hettest hexdump hilite hist hist_7 histogram hlogit hlu hmeans hotel hotelling hprobit hreg hsearch icd9 icd9_ff icd9p iis impute imtest inbase include inf infi infil infile infix inp inpu input ins insheet insp inspe inspec inspect integ inten intreg intreg_7 intreg_p intrg2_ll intrg_ll intrg_ll2 ipolate iqreg ir irf irf_create irfm iri is_svy is_svysum isid istdize ivprob_1_lf ivprob_lf ivprobit ivprobit_p ivreg ivreg_footnote ivtob_1_lf ivtob_lf ivtobit ivtobit_p jackknife jacknife jknife jknife_6 jknife_8 jkstat joinby kalarma1 kap kap_3 kapmeier kappa kapwgt kdensity kdensity_7 keep ksm ksmirnov ktau kwallis l|0 la lab labbe labbeplot labe label labelbook ladder levels levelsof leverage lfit lfit_p li lincom line linktest lis list lloghet_glf lloghet_glf_sh lloghet_gp lloghet_ilf lloghet_ilf_sh lloghet_ip llogi_sw llogis_p llogist llogistic llogistichet lnorm_lf lnorm_sw lnorma_p lnormal lnormalhet lnormhet_glf lnormhet_glf_sh lnormhet_gp lnormhet_ilf lnormhet_ilf_sh lnormhet_ip lnskew0 loadingplot loc loca local log logi logis_lf logistic logistic_p logit logit_estat logit_p loglogs logrank loneway lookfor lookup lowess lowess_7 lpredict lrecomp lroc lroc_7 lrtest ls lsens lsens_7 lsens_x lstat ltable ltable_7 ltriang lv lvr2plot lvr2plot_7 m|0 ma mac macr macro makecns man manova manova_estat manova_p manovatest mantel mark markin markout marksample mat mat_capp mat_order mat_put_rr mat_rapp mata mata_clear mata_describe mata_drop mata_matdescribe mata_matsave mata_matuse mata_memory mata_mlib mata_mosave mata_rename mata_which matalabel matcproc matlist matname matr matri matrix matrix_input__dlg matstrik mcc mcci md0_ md1_ md1debug_ md2_ md2debug_ mds mds_estat mds_p mdsconfig mdslong mdsmat mdsshepard mdytoe mdytof me_derd mean means median memory memsize menl meqparse mer merg merge meta mfp mfx mhelp mhodds minbound mixed_ll mixed_ll_reparm mkassert mkdir mkmat mkspline ml ml_5 ml_adjs ml_bhhhs ml_c_d ml_check ml_clear ml_cnt ml_debug ml_defd ml_e0 ml_e0_bfgs ml_e0_cycle ml_e0_dfp ml_e0i ml_e1 ml_e1_bfgs ml_e1_bhhh ml_e1_cycle ml_e1_dfp ml_e2 ml_e2_cycle ml_ebfg0 ml_ebfr0 ml_ebfr1 ml_ebh0q ml_ebhh0 ml_ebhr0 ml_ebr0i ml_ecr0i ml_edfp0 ml_edfr0 ml_edfr1 ml_edr0i ml_eds ml_eer0i ml_egr0i ml_elf ml_elf_bfgs ml_elf_bhhh ml_elf_cycle ml_elf_dfp ml_elfi ml_elfs ml_enr0i ml_enrr0 ml_erdu0 ml_erdu0_bfgs ml_erdu0_bhhh ml_erdu0_bhhhq ml_erdu0_cycle ml_erdu0_dfp ml_erdu0_nrbfgs ml_exde ml_footnote ml_geqnr ml_grad0 ml_graph ml_hbhhh ml_hd0 ml_hold ml_init ml_inv ml_log ml_max ml_mlout ml_mlout_8 ml_model ml_nb0 ml_opt ml_p ml_plot ml_query ml_rdgrd ml_repor ml_s_e ml_score ml_searc ml_technique ml_unhold mleval mlf_ mlmatbysum mlmatsum mlog mlogi mlogit mlogit_footnote mlogit_p mlopts mlsum mlvecsum mnl0_ mor more mov move mprobit mprobit_lf mprobit_p mrdu0_ mrdu1_ mvdecode mvencode mvreg mvreg_estat n|0 nbreg nbreg_al nbreg_lf nbreg_p nbreg_sw nestreg net newey newey_7 newey_p news nl nl_7 nl_9 nl_9_p nl_p nl_p_7 nlcom nlcom_p nlexp2 nlexp2_7 nlexp2a nlexp2a_7 nlexp3 nlexp3_7 nlgom3 nlgom3_7 nlgom4 nlgom4_7 nlinit nllog3 nllog3_7 nllog4 nllog4_7 nlog_rd nlogit nlogit_p nlogitgen nlogittree nlpred no nobreak noi nois noisi noisil noisily note notes notes_dlg nptrend numlabel numlist odbc old_ver olo olog ologi ologi_sw ologit ologit_p ologitp on one onew onewa oneway op_colnm op_comp op_diff op_inv op_str opr opro oprob oprob_sw oprobi oprobi_p oprobit oprobitp opts_exclusive order orthog orthpoly ou out outf outfi outfil outfile outs outsh outshe outshee outsheet ovtest pac pac_7 palette parse parse_dissim pause pca pca_8 pca_display pca_estat pca_p pca_rotate pcamat pchart pchart_7 pchi pchi_7 pcorr pctile pentium pergram pergram_7 permute permute_8 personal peto_st pkcollapse pkcross pkequiv pkexamine pkexamine_7 pkshape pksumm pksumm_7 pl plo plot plugin pnorm pnorm_7 poisgof poiss_lf poiss_sw poisso_p poisson poisson_estat post postclose postfile postutil pperron pr prais prais_e prais_e2 prais_p predict predictnl preserve print pro prob probi probit probit_estat probit_p proc_time procoverlay procrustes procrustes_estat procrustes_p profiler prog progr progra program prop proportion prtest prtesti pwcorr pwd q\\s qby qbys qchi qchi_7 qladder qladder_7 qnorm qnorm_7 qqplot qqplot_7 qreg qreg_c qreg_p qreg_sw qu quadchk quantile quantile_7 que quer query range ranksum ratio rchart rchart_7 rcof recast reclink recode reg reg3 reg3_p regdw regr regre regre_p2 regres regres_p regress regress_estat regriv_p remap ren rena renam rename renpfix repeat replace report reshape restore ret retu retur return rm rmdir robvar roccomp roccomp_7 roccomp_8 rocf_lf rocfit rocfit_8 rocgold rocplot rocplot_7 roctab roctab_7 rolling rologit rologit_p rot rota rotat rotate rotatemat rreg rreg_p ru run runtest rvfplot rvfplot_7 rvpplot rvpplot_7 sa safesum sample sampsi sav save savedresults saveold sc sca scal scala scalar scatter scm_mine sco scob_lf scob_p scobi_sw scobit scor score scoreplot scoreplot_help scree screeplot screeplot_help sdtest sdtesti se search separate seperate serrbar serrbar_7 serset set set_defaults sfrancia sh she shel shell shewhart shewhart_7 signestimationsample signrank signtest simul simul_7 simulate simulate_8 sktest sleep slogit slogit_d2 slogit_p smooth snapspan so sor sort spearman spikeplot spikeplot_7 spikeplt spline_x split sqreg sqreg_p sret sretu sretur sreturn ssc st st_ct st_hc st_hcd st_hcd_sh st_is st_issys st_note st_promo st_set st_show st_smpl st_subid stack statsby statsby_8 stbase stci stci_7 stcox stcox_estat stcox_fr stcox_fr_ll stcox_p stcox_sw stcoxkm stcoxkm_7 stcstat stcurv stcurve stcurve_7 stdes stem stepwise stereg stfill stgen stir stjoin stmc stmh stphplot stphplot_7 stphtest stphtest_7 stptime strate strate_7 streg streg_sw streset sts sts_7 stset stsplit stsum sttocc sttoct stvary stweib su suest suest_8 sum summ summa summar summari summariz summarize sunflower sureg survcurv survsum svar svar_p svmat svy svy_disp svy_dreg svy_est svy_est_7 svy_estat svy_get svy_gnbreg_p svy_head svy_header svy_heckman_p svy_heckprob_p svy_intreg_p svy_ivreg_p svy_logistic_p svy_logit_p svy_mlogit_p svy_nbreg_p svy_ologit_p svy_oprobit_p svy_poisson_p svy_probit_p svy_regress_p svy_sub svy_sub_7 svy_x svy_x_7 svy_x_p svydes svydes_8 svygen svygnbreg svyheckman svyheckprob svyintreg svyintreg_7 svyintrg svyivreg svylc svylog_p svylogit svymarkout svymarkout_8 svymean svymlog svymlogit svynbreg svyolog svyologit svyoprob svyoprobit svyopts svypois svypois_7 svypoisson svyprobit svyprobt svyprop svyprop_7 svyratio svyreg svyreg_p svyregress svyset svyset_7 svyset_8 svytab svytab_7 svytest svytotal sw sw_8 swcnreg swcox swereg swilk swlogis swlogit swologit swoprbt swpois swprobit swqreg swtobit swweib symmetry symmi symplot symplot_7 syntax sysdescribe sysdir sysuse szroeter ta tab tab1 tab2 tab_or tabd tabdi tabdis tabdisp tabi table tabodds tabodds_7 tabstat tabu tabul tabula tabulat tabulate te tempfile tempname tempvar tes test testnl testparm teststd tetrachoric time_it timer tis tob tobi tobit tobit_p tobit_sw token tokeni tokeniz tokenize tostring total translate translator transmap treat_ll treatr_p treatreg trim trimfill trnb_cons trnb_mean trpoiss_d2 trunc_ll truncr_p truncreg tsappend tset tsfill tsline tsline_ex tsreport tsrevar tsrline tsset tssmooth tsunab ttest ttesti tut_chk tut_wait tutorial tw tware_st two twoway twoway__fpfit_serset twoway__function_gen twoway__histogram_gen twoway__ipoint_serset twoway__ipoints_serset twoway__kdensity_gen twoway__lfit_serset twoway__normgen_gen twoway__pci_serset twoway__qfit_serset twoway__scatteri_serset twoway__sunflower_gen twoway_ksm_serset ty typ type typeof u|0 unab unabbrev unabcmd update us use uselabel var var_mkcompanion var_p varbasic varfcast vargranger varirf varirf_add varirf_cgraph varirf_create varirf_ctable varirf_describe varirf_dir varirf_drop varirf_erase varirf_graph varirf_ograph varirf_rename varirf_set varirf_table varlist varlmar varnorm varsoc varstable varstable_w varstable_w2 varwle vce vec vec_fevd vec_mkphi vec_p vec_p_w vecirf_create veclmar veclmar_w vecnorm vecnorm_w vecrank vecstable verinst vers versi versio version view viewsource vif vwls wdatetof webdescribe webseek webuse weib1_lf weib2_lf weib_lf weib_lf0 weibhet_glf weibhet_glf_sh weibhet_glfa weibhet_glfa_sh weibhet_gp weibhet_ilf weibhet_ilf_sh weibhet_ilfa weibhet_ilfa_sh weibhet_ip weibu_sw weibul_p weibull weibull_c weibull_s weibullhet wh whelp whi which whil while wilc_st wilcoxon win wind windo window winexec wntestb wntestb_7 wntestq xchart xchart_7 xcorr xcorr_7 xi xi_6 xmlsav xmlsave xmluse xpose xsh xshe xshel xshell xt_iis xt_tis xtab_p xtabond xtbin_p xtclog xtcloglog xtcloglog_8 xtcloglog_d2 xtcloglog_pa_p xtcloglog_re_p xtcnt_p xtcorr xtdata xtdes xtfront_p xtfrontier xtgee xtgee_elink xtgee_estat xtgee_makeivar xtgee_p xtgee_plink xtgls xtgls_p xthaus xthausman xtht_p xthtaylor xtile xtint_p xtintreg xtintreg_8 xtintreg_d2 xtintreg_p xtivp_1 xtivp_2 xtivreg xtline xtline_ex xtlogit xtlogit_8 xtlogit_d2 xtlogit_fe_p xtlogit_pa_p xtlogit_re_p xtmixed xtmixed_estat xtmixed_p xtnb_fe xtnb_lf xtnbreg xtnbreg_pa_p xtnbreg_refe_p xtpcse xtpcse_p xtpois xtpoisson xtpoisson_d2 xtpoisson_pa_p xtpoisson_refe_p xtpred xtprobit xtprobit_8 xtprobit_d2 xtprobit_re_p xtps_fe xtps_lf xtps_ren xtps_ren_8 xtrar_p xtrc xtrc_p xtrchh xtrefe_p xtreg xtreg_be xtreg_fe xtreg_ml xtreg_pa_p xtreg_re xtregar xtrere_p xtset xtsf_ll xtsf_llti xtsum xttab xttest0 xttobit xttobit_8 xttobit_p xttrans yx yxview__barlike_draw yxview_area_draw yxview_bar_draw yxview_dot_draw yxview_dropline_draw yxview_function_draw yxview_iarrow_draw yxview_ilabels_draw yxview_normal_draw yxview_pcarrow_draw yxview_pcbarrow_draw yxview_pccapsym_draw yxview_pcscatter_draw yxview_pcspike_draw yxview_rarea_draw yxview_rbar_draw yxview_rbarm_draw yxview_rcap_draw yxview_rcapsym_draw yxview_rconnected_draw yxview_rline_draw yxview_rscatter_draw yxview_rspike_draw yxview_spike_draw yxview_sunflower_draw zap_s zinb zinb_llf zinb_plf zip zip_llf zip_p zip_plf zt_ct_5 zt_hc_5 zt_hcd_5 zt_is_5 zt_iss_5 zt_sho_5 zt_smp_5 ztbase_5 ztcox_5 ztdes_5 ztereg_5 ztfill_5 ztgen_5 ztir_5 ztjoin_5 ztnb ztnb_p ztp ztp_p zts_5 ztset_5 ztspli_5 ztsum_5 zttoct_5 ztvary_5 ztweib_5",contains:[{className:"symbol",begin:/`[a-zA-Z0-9_]+'/},{className:"variable",begin:/\$\{?[a-zA-Z0-9_]+\}?/},{className:"string",variants:[{begin:'`"[^\r\n]*?"\''},{begin:'"[^\r\n"]*"'}]},{className:"built_in",variants:[{begin:"\\b(abs|acos|asin|atan|atan2|atanh|ceil|cloglog|comb|cos|digamma|exp|floor|invcloglog|invlogit|ln|lnfact|lnfactorial|lngamma|log|log10|max|min|mod|reldif|round|sign|sin|sqrt|sum|tan|tanh|trigamma|trunc|betaden|Binomial|binorm|binormal|chi2|chi2tail|dgammapda|dgammapdada|dgammapdadx|dgammapdx|dgammapdxdx|F|Fden|Ftail|gammaden|gammap|ibeta|invbinomial|invchi2|invchi2tail|invF|invFtail|invgammap|invibeta|invnchi2|invnFtail|invnibeta|invnorm|invnormal|invttail|nbetaden|nchi2|nFden|nFtail|nibeta|norm|normal|normalden|normd|npnchi2|tden|ttail|uniform|abbrev|char|index|indexnot|length|lower|ltrim|match|plural|proper|real|regexm|regexr|regexs|reverse|rtrim|string|strlen|strlower|strltrim|strmatch|strofreal|strpos|strproper|strreverse|strrtrim|strtrim|strupper|subinstr|subinword|substr|trim|upper|word|wordcount|_caller|autocode|byteorder|chop|clip|cond|e|epsdouble|epsfloat|group|inlist|inrange|irecode|matrix|maxbyte|maxdouble|maxfloat|maxint|maxlong|mi|minbyte|mindouble|minfloat|minint|minlong|missing|r|recode|replay|return|s|scalar|d|date|day|dow|doy|halfyear|mdy|month|quarter|week|year|d|daily|dofd|dofh|dofm|dofq|dofw|dofy|h|halfyearly|hofd|m|mofd|monthly|q|qofd|quarterly|tin|twithin|w|weekly|wofd|y|yearly|yh|ym|yofd|yq|yw|cholesky|colnumb|colsof|corr|det|diag|diag0cnt|el|get|hadamard|I|inv|invsym|issym|issymmetric|J|matmissing|matuniform|mreldif|nullmat|rownumb|rowsof|sweep|syminv|trace|vec|vecdiag)(?=\\(|$)"}]},e.COMMENT("^[ \t]*\\*.*$",!1),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]}}},qqQO:function(e,t,r){"use strict";function n(){return(n=Object.assign||function(e){for(var t=1;t1&&void 0!==arguments[1]?arguments[1]:{},r=arguments.length>2?arguments[2]:void 0;return e.reduce((function(e,t){return S()({},e,r[t])}),t)}function a(e){return e.join(" ")}function i(e){var t=e.node,r=e.stylesheet,s=e.style,l=void 0===s?{}:s,c=e.useInlineStyles,_=e.key,d=t.properties,u=t.tagName;if("text"===t.type)return t.value;if(u){var p=function(e,t){var r=0;return function(n){return r+=1,n.map((function(n,o){return i({node:n,stylesheet:e,useInlineStyles:t,key:"code-segment-".concat(r,"-").concat(o)})}))}}(r,c),m=c&&d.className&&d.className.filter((function(e){return!r[e]})),g=m&&m.length?m:void 0,f=c?S()({},d,{className:g&&a(g)},{style:o(d.className,n({},d.style,l),r)}):S()({},d,{className:a(d.className)}),h=p(t.children);return b.a.createElement(u,E()({key:_},f),h)}}function s(){return(s=Object.assign||function(e){for(var t=1;t1&&void 0!==arguments[1]?arguments[1]:[],n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:[],o=0;o|<-"}]}}},rpfY:function(e){e.exports=function(e){var t="exports register file shl array record property for mod while set ally label uses raise not stored class safecall var interface or private static exit index inherited to else stdcall override shr asm far resourcestring finalization packed virtual out and protected library do xorwrite goto near function end div overload object unit begin string on inline repeat until destructor write message program with read initialization except default nil if case cdecl in downto threadvar of try pascal const external constructor type public then implementation finally published procedure absolute reintroduce operator as is abstract alias assembler bitpacked break continue cppdecl cvar enumerator experimental platform deprecated unimplemented dynamic export far16 forward generic helper implements interrupt iochecks local name nodefault noreturn nostackframe oldfpccall otherwise saveregisters softfloat specialize strict unaligned varargs ",r=[e.C_LINE_COMMENT_MODE,e.COMMENT(/\{/,/\}/,{relevance:0}),e.COMMENT(/\(\*/,/\*\)/,{relevance:10})],n={className:"meta",variants:[{begin:/\{\$/,end:/\}/},{begin:/\(\*\$/,end:/\*\)/}]},o={className:"string",begin:/'/,end:/'/,contains:[{begin:/''/}]},a={className:"string",begin:/(#\d+)+/},i={begin:e.IDENT_RE+"\\s*=\\s*class\\s*\\(",returnBegin:!0,contains:[e.TITLE_MODE]},s={className:"function",beginKeywords:"function constructor destructor procedure",end:/[:;]/,keywords:"function constructor|10 destructor|10 procedure|10",contains:[e.TITLE_MODE,{className:"params",begin:/\(/,end:/\)/,keywords:t,contains:[o,a,n].concat(r)},n].concat(r)};return{aliases:["dpr","dfm","pas","pascal","freepascal","lazarus","lpr","lfm"],case_insensitive:!0,keywords:t,illegal:/"|\$[G-Zg-z]|\/\*|<\/|\|/,contains:[o,a,e.NUMBER_MODE,i,s,n].concat(r)}}},rsTH:function(e){e.exports=function(e){var t={className:"literal",begin:"[\\+\\-]",relevance:0};return{aliases:["bf"],contains:[e.COMMENT("[^\\[\\]\\.,\\+\\-<> \r\n]","[\\[\\]\\.,\\+\\-<> \r\n]",{returnEnd:!0,relevance:0}),{className:"title",begin:"[\\[\\]]",relevance:0},{className:"string",begin:"[\\.,]",relevance:0},{begin:/\+\+|\-\-/,returnBegin:!0,contains:[t]},t]}}},rv8P:function(e){e.exports=function(e){var t=e.COMMENT("%","$"),r=e.inherit(e.APOS_STRING_MODE,{relevance:0}),n=e.inherit(e.QUOTE_STRING_MODE,{relevance:0});n.contains.push({className:"subst",begin:"\\\\[abfnrtv]\\|\\\\x[0-9a-fA-F]*\\\\\\|%[-+# *.0-9]*[dioxXucsfeEgGp]",relevance:0});return{aliases:["m","moo"],keywords:{keyword:"module use_module import_module include_module end_module initialise mutable initialize finalize finalise interface implementation pred mode func type inst solver any_pred any_func is semidet det nondet multi erroneous failure cc_nondet cc_multi typeclass instance where pragma promise external trace atomic or_else require_complete_switch require_det require_semidet require_multi require_nondet require_cc_multi require_cc_nondet require_erroneous require_failure",meta:"inline no_inline type_spec source_file fact_table obsolete memo loop_check minimal_model terminates does_not_terminate check_termination promise_equivalent_clauses foreign_proc foreign_decl foreign_code foreign_type foreign_import_module foreign_export_enum foreign_export foreign_enum may_call_mercury will_not_call_mercury thread_safe not_thread_safe maybe_thread_safe promise_pure promise_semipure tabled_for_io local untrailed trailed attach_to_io_state can_pass_as_mercury_type stable will_not_throw_exception may_modify_trail will_not_modify_trail may_duplicate may_not_duplicate affects_liveness does_not_affect_liveness doesnt_affect_liveness no_sharing unknown_sharing sharing",built_in:"some all not if then else true fail false try catch catch_any semidet_true semidet_false semidet_fail impure_true impure semipure"},contains:[{className:"built_in",variants:[{begin:"<=>"},{begin:"<=",relevance:0},{begin:"=>",relevance:0},{begin:"/\\\\"},{begin:"\\\\/"}]},{className:"built_in",variants:[{begin:":-\\|--\x3e"},{begin:"=",relevance:0}]},t,e.C_BLOCK_COMMENT_MODE,{className:"number",begin:"0'.\\|0[box][0-9a-fA-F]*"},e.NUMBER_MODE,r,n,{begin:/:-/}]}}},s4ix:function(e){e.exports=function(e){var t={begin:/\|[A-Za-z]+:?/,keywords:{name:"truncatewords removetags linebreaksbr yesno get_digit timesince random striptags filesizeformat escape linebreaks length_is ljust rjust cut urlize fix_ampersands title floatformat capfirst pprint divisibleby add make_list unordered_list urlencode timeuntil urlizetrunc wordcount stringformat linenumbers slice date dictsort dictsortreversed default_if_none pluralize lower join center default truncatewords_html upper length phone2numeric wordwrap time addslashes slugify first escapejs force_escape iriencode last safe safeseq truncatechars localize unlocalize localtime utc timezone"},contains:[e.QUOTE_STRING_MODE,e.APOS_STRING_MODE]};return{aliases:["jinja"],case_insensitive:!0,subLanguage:"xml",contains:[e.COMMENT(/\{%\s*comment\s*%}/,/\{%\s*endcomment\s*%}/),e.COMMENT(/\{#/,/#}/),{className:"template-tag",begin:/\{%/,end:/%}/,contains:[{className:"name",begin:/\w+/,keywords:{name:"comment endcomment load templatetag ifchanged endifchanged if endif firstof for endfor ifnotequal endifnotequal widthratio extends include spaceless endspaceless regroup ifequal endifequal ssi now with cycle url filter endfilter debug block endblock else autoescape endautoescape csrf_token empty elif endwith static trans blocktrans endblocktrans get_static_prefix get_media_prefix plural get_current_language language get_available_languages get_current_language_bidi get_language_info get_language_info_list localize endlocalize localtime endlocaltime timezone endtimezone get_current_timezone verbatim"},starts:{endsWithParent:!0,keywords:"in by as",contains:[t],relevance:0}}]},{className:"template-variable",begin:/\{\{/,end:/}}/,contains:[t]}]}}},s7vy:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#878573"},"hljs-quote":{color:"#878573"},"hljs-variable":{color:"#ba6236"},"hljs-template-variable":{color:"#ba6236"},"hljs-attribute":{color:"#ba6236"},"hljs-tag":{color:"#ba6236"},"hljs-name":{color:"#ba6236"},"hljs-regexp":{color:"#ba6236"},"hljs-link":{color:"#ba6236"},"hljs-selector-id":{color:"#ba6236"},"hljs-selector-class":{color:"#ba6236"},"hljs-number":{color:"#ae7313"},"hljs-meta":{color:"#ae7313"},"hljs-built_in":{color:"#ae7313"},"hljs-builtin-name":{color:"#ae7313"},"hljs-literal":{color:"#ae7313"},"hljs-type":{color:"#ae7313"},"hljs-params":{color:"#ae7313"},"hljs-string":{color:"#7d9726"},"hljs-symbol":{color:"#7d9726"},"hljs-bullet":{color:"#7d9726"},"hljs-title":{color:"#36a166"},"hljs-section":{color:"#36a166"},"hljs-keyword":{color:"#5f9182"},"hljs-selector-tag":{color:"#5f9182"},"hljs-deletion":{color:"#22221b",display:"inline-block",width:"100%",backgroundColor:"#ba6236"},"hljs-addition":{color:"#22221b",display:"inline-block",width:"100%",backgroundColor:"#7d9726"},hljs:{display:"block",overflowX:"auto",background:"#22221b",color:"#929181",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},sEJB:function(e){e.exports=function(e){var t={className:"variable",variants:[{begin:/\$[\w\d#@][\w\d_]*/},{begin:/\$\{(.*?)}/}]},r={className:"string",begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,t,{className:"variable",begin:/\$\(/,end:/\)/,contains:[e.BACKSLASH_ESCAPE]}]};return{aliases:["sh","zsh"],lexemes:/\b-?[a-z\._]+\b/,keywords:{keyword:"if then else elif fi for while in do done case esac function",literal:"true false",built_in:"break cd continue eval exec exit export getopts hash pwd readonly return shift test times trap umask unset alias bind builtin caller command declare echo enable help let local logout mapfile printf read readarray source type typeset ulimit unalias set shopt autoload bg bindkey bye cap chdir clone comparguments compcall compctl compdescribe compfiles compgroups compquote comptags comptry compvalues dirs disable disown echotc echoti emulate fc fg float functions getcap getln history integer jobs kill limit log noglob popd print pushd pushln rehash sched setcap setopt stat suspend ttyctl unfunction unhash unlimit unsetopt vared wait whence where which zcompile zformat zftp zle zmodload zparseopts zprof zpty zregexparse zsocket zstyle ztcp",_:"-ne -eq -lt -gt -f -d -e -s -l -a"},contains:[{className:"meta",begin:/^#![^\n]+sh\s*$/,relevance:10},{className:"function",begin:/\w[\w\d_]*\s*\(\s*\)\s*\{/,returnBegin:!0,contains:[e.inherit(e.TITLE_MODE,{begin:/\w[\w\d_]*/})],relevance:0},e.HASH_COMMENT_MODE,r,{className:"",begin:/\\"/},{className:"string",begin:/'/,end:/'/},t]}}},sThc:function(e){e.exports=function(e){var t="abstract add and array as asc aspect assembly async begin break block by case class concat const copy constructor continue create default delegate desc distinct div do downto dynamic each else empty end ensure enum equals event except exit extension external false final finalize finalizer finally flags for forward from function future global group has if implementation implements implies in index inherited inline interface into invariants is iterator join locked locking loop matching method mod module namespace nested new nil not notify nullable of old on operator or order out override parallel params partial pinned private procedure property protected public queryable raise read readonly record reintroduce remove repeat require result reverse sealed select self sequence set shl shr skip static step soft take then to true try tuple type union unit unsafe until uses using var virtual raises volatile where while with write xor yield await mapped deprecated stdcall cdecl pascal register safecall overload library platform reference packed strict published autoreleasepool selector strong weak unretained",r=e.COMMENT("{","}",{relevance:0}),n=e.COMMENT("\\(\\*","\\*\\)",{relevance:10}),o={className:"string",begin:"'",end:"'",contains:[{begin:"''"}]},a={className:"string",begin:"(#\\d+)+"},i={className:"function",beginKeywords:"function constructor destructor procedure method",end:"[:;]",keywords:"function constructor|10 destructor|10 procedure|10 method|10",contains:[e.TITLE_MODE,{className:"params",begin:"\\(",end:"\\)",keywords:t,contains:[o,a]},r,n]};return{case_insensitive:!0,lexemes:/\.?\w+/,keywords:t,illegal:'("|\\$[G-Zg-z]|\\/\\*||->)',contains:[r,n,e.C_LINE_COMMENT_MODE,o,a,e.NUMBER_MODE,i,{className:"class",begin:"=\\bclass\\b",end:"end;",keywords:t,contains:[o,a,r,n,e.C_LINE_COMMENT_MODE,i]}]}}},sbTZ:function(e){e.exports=function(e){var t={keyword:"in if for while finally new do return else break catch instanceof throw try this switch continue typeof delete debugger super yield import export from as default await then unless until loop of by when and or is isnt not",literal:"true false null undefined yes no on off",built_in:"npm require console print module global window document"},r="[A-Za-z$_][0-9A-Za-z$_]*",n={className:"subst",begin:/#\{/,end:/}/,keywords:t},o=[e.BINARY_NUMBER_MODE,e.inherit(e.C_NUMBER_MODE,{starts:{end:"(\\s*/)?",relevance:0}}),{className:"string",variants:[{begin:/'''/,end:/'''/,contains:[e.BACKSLASH_ESCAPE]},{begin:/'/,end:/'/,contains:[e.BACKSLASH_ESCAPE]},{begin:/"""/,end:/"""/,contains:[e.BACKSLASH_ESCAPE,n]},{begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,n]}]},{className:"regexp",variants:[{begin:"///",end:"///",contains:[n,e.HASH_COMMENT_MODE]},{begin:"//[gim]*",relevance:0},{begin:/\/(?![ *])(\\\/|.)*?\/[gim]*(?=\W|$)/}]},{begin:"@"+r},{subLanguage:"javascript",excludeBegin:!0,excludeEnd:!0,variants:[{begin:"```",end:"```"},{begin:"`",end:"`"}]}];n.contains=o;var a=e.inherit(e.TITLE_MODE,{begin:r}),i={className:"params",begin:"\\([^\\(]",returnBegin:!0,contains:[{begin:/\(/,end:/\)/,keywords:t,contains:["self"].concat(o)}]};return{aliases:["coffee","cson","iced"],keywords:t,illegal:/\/\*/,contains:o.concat([e.COMMENT("###","###"),e.HASH_COMMENT_MODE,{className:"function",begin:"^\\s*"+r+"\\s*=\\s*(\\(.*\\))?\\s*\\B[-=]>",end:"[-=]>",returnBegin:!0,contains:[a,i]},{begin:/[:\(,=]\s*/,relevance:0,contains:[{className:"function",begin:"(\\(.*\\))?\\s*\\B[-=]>",end:"[-=]>",returnBegin:!0,contains:[i]}]},{className:"class",beginKeywords:"class",end:"$",illegal:/[:="\[\]]/,contains:[{beginKeywords:"extends",endsWithParent:!0,illegal:/[:="\[\]]/,contains:[a]},a]},{begin:r+":",end:":",returnBegin:!0,returnEnd:!0,relevance:0}])}}},smNm:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#000000",color:"#aaaaaa"},"hljs-subst":{color:"#aaaaaa"},"hljs-tag":{color:"#aaaaaa"},"hljs-title":{color:"#aaaaaa"},"hljs-strong":{color:"#a8a8a2"},"hljs-emphasis":{color:"#a8a8a2",fontStyle:"italic"},"hljs-bullet":{color:"#ff55ff"},"hljs-quote":{color:"#ff55ff"},"hljs-number":{color:"#ff55ff"},"hljs-regexp":{color:"#ff55ff"},"hljs-literal":{color:"#ff55ff"},"hljs-code\n.hljs-selector-class":{color:"#aaaaff"},"hljs-stronge":{fontStyle:"italic"},"hljs-type":{fontStyle:"italic",color:"#ff55ff"},"hljs-keyword":{color:"#ffff55"},"hljs-selector-tag":{color:"#ffff55"},"hljs-function":{color:"#ffff55"},"hljs-section":{color:"#ffff55"},"hljs-symbol":{color:"#ffff55"},"hljs-name":{color:"#ffff55"},"hljs-attribute":{color:"#ff5555"},"hljs-variable":{color:"#8888ff"},"hljs-params":{color:"#8888ff"},"hljs-class .hljs-title":{color:"#8888ff"},"hljs-string":{color:"#ff55ff"},"hljs-selector-id":{color:"#ff55ff"},"hljs-selector-attr":{color:"#ff55ff"},"hljs-selector-pseudo":{color:"#ff55ff"},"hljs-built_in":{color:"#ff55ff"},"hljs-builtin-name":{color:"#ff55ff"},"hljs-template-tag":{color:"#ff55ff"},"hljs-template-variable":{color:"#ff55ff"},"hljs-addition":{color:"#ff55ff"},"hljs-link":{color:"#ff55ff"},"hljs-comment":{color:"#55ffff"},"hljs-meta":{color:"#55ffff"},"hljs-deletion":{color:"#55ffff"}}},"t+fX":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",color:"#eaeaea",background:"#000",padding:"0.5"},"hljs-subst":{color:"#eaeaea"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"},"hljs-builtin-name":{color:"#eaeaea"},"hljs-type":{color:"#eaeaea"},"hljs-params":{color:"#da0000"},"hljs-literal":{color:"#ff0000",fontWeight:"bolder"},"hljs-number":{color:"#ff0000",fontWeight:"bolder"},"hljs-name":{color:"#ff0000",fontWeight:"bolder"},"hljs-comment":{color:"#969896"},"hljs-selector-id":{color:"#00ffff"},"hljs-quote":{color:"#00ffff"},"hljs-template-variable":{color:"#00ffff",fontWeight:"bold"},"hljs-variable":{color:"#00ffff",fontWeight:"bold"},"hljs-title":{color:"#00ffff",fontWeight:"bold"},"hljs-selector-class":{color:"#fff000"},"hljs-keyword":{color:"#fff000"},"hljs-symbol":{color:"#fff000"},"hljs-string":{color:"#00ff00"},"hljs-bullet":{color:"#00ff00"},"hljs-tag":{color:"#000fff"},"hljs-section":{color:"#000fff"},"hljs-selector-tag":{color:"#000fff",fontWeight:"bold"},"hljs-attribute":{color:"#ff00ff"},"hljs-built_in":{color:"#ff00ff"},"hljs-regexp":{color:"#ff00ff"},"hljs-link":{color:"#ff00ff"},"hljs-meta":{color:"#fff",fontWeight:"bolder"}}},tWsw:function(e){e.exports=function(e){var t={begin:/\(/,end:/\)/,relevance:0},r={begin:/\[/,end:/\]/},n=[{begin:/[a-z][A-Za-z0-9_]*/,relevance:0},{className:"symbol",variants:[{begin:/[A-Z][a-zA-Z0-9_]*/},{begin:/_[A-Za-z0-9_]*/}],relevance:0},t,{begin:/:-/},r,{className:"comment",begin:/%/,end:/$/,contains:[e.PHRASAL_WORDS_MODE]},e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,{className:"string",begin:/`/,end:/`/,contains:[e.BACKSLASH_ESCAPE]},{className:"string",begin:/0\'(\\\'|.)/},{className:"string",begin:/0\'\\s/},e.C_NUMBER_MODE];return t.contains=n,r.contains=n,{contains:n.concat([{begin:/\.$/}])}}},tZ4O:function(e,t,r){"use strict";(function(e){function n(e,t,r){if(t in e){var n=e[t],o=r(n);if("function"==typeof o)try{o.prototype=o.prototype||{},Object.defineProperties(o,{__sentry_original__:{enumerable:!1,value:n}})}catch(e){}e[t]=o}}function o(e){return Object.keys(e).map((function(t){return encodeURIComponent(t)+"="+encodeURIComponent(e[t])})).join("&")}function a(e){if(Object(g.d)(e)){var t=e,r={message:t.message,name:t.name,stack:t.stack};for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(r[n]=t[n]);return r}if(Object(g.f)(e)){var o=e,a={};a.type=o.type;try{a.target=Object(g.c)(o.target)?Object(m.a)(o.target):Object.prototype.toString.call(o.target)}catch(e){a.target=""}try{a.currentTarget=Object(g.c)(o.currentTarget)?Object(m.a)(o.currentTarget):Object.prototype.toString.call(o.currentTarget)}catch(e){a.currentTarget=""}for(var n in"undefined"!=typeof CustomEvent&&Object(g.g)(e,CustomEvent)&&(a.detail=o.detail),o)Object.prototype.hasOwnProperty.call(o,n)&&(a[n]=o);return a}return e}function i(e){return function(e){return~-encodeURI(e).split(/%..|./).length}(JSON.stringify(e))}function s(e,t,r){void 0===t&&(t=3),void 0===r&&(r=102400);var n=_(e,t);return i(n)>r?s(e,t-1,r):n}function l(t,r){return"domain"===r&&t&&"object"==typeof t&&t._events?"[Domain]":"domainEmitter"===r?"[DomainEmitter]":void 0!==e&&t===e?"[Global]":"undefined"!=typeof window&&t===window?"[Window]":"undefined"!=typeof document&&t===document?"[Document]":Object(g.l)(t)?"[SyntheticEvent]":"number"==typeof t&&t!=t?"[NaN]":void 0===t?"[undefined]":"function"==typeof t?"[Function: "+Object(E.a)(t)+"]":"symbol"==typeof t?"["+String(t)+"]":"bigint"==typeof t?"[BigInt: "+String(t)+"]":t}function c(e,t,r,n){if(void 0===r&&(r=1/0),void 0===n&&(n=new f.a),0===r)return function(e){var t=Object.prototype.toString.call(e);if("string"==typeof e)return e;if("[object Object]"===t)return"[Object]";if("[object Array]"===t)return"[Array]";var r=l(e);return Object(g.i)(r)?r:t}(t);if(null!=t&&"function"==typeof t.toJSON)return t.toJSON();var o=l(t,e);if(Object(g.i)(o))return o;var i=a(t),s=Array.isArray(t)?[]:{};if(n.memoize(t))return"[Circular ~]";for(var _ in i)Object.prototype.hasOwnProperty.call(i,_)&&(s[_]=c(_,i[_],r-1,n));return n.unmemoize(t),s}function _(e,t){try{return JSON.parse(JSON.stringify(e,(function(e,r){return c(e,r,t)})))}catch(e){return"**non-serializable**"}}function d(e,t){void 0===t&&(t=40);var r=Object.keys(a(e));if(r.sort(),!r.length)return"[object has no keys]";if(r[0].length>=t)return Object(b.d)(r[0],t);for(var n=r.length;n>0;n--){var o=r.slice(0,n).join(", ");if(!(o.length>t))return n===r.length?o:Object(b.d)(o,t)}return""}function u(e){var t,r;if(Object(g.h)(e)){var n=e,o={};try{for(var a=Object(p.f)(Object.keys(n)),i=a.next();!i.done;i=a.next()){var s=i.value;void 0!==n[s]&&(o[s]=u(n[s]))}}catch(e){t={error:e}}finally{try{i&&!i.done&&(r=a.return)&&r.call(a)}finally{if(t)throw t.error}}return o}return Array.isArray(e)?e.map(u):e}r.d(t,"c",(function(){return n})),r.d(t,"f",(function(){return o})),r.d(t,"e",(function(){return s})),r.d(t,"d",(function(){return _})),r.d(t,"b",(function(){return d})),r.d(t,"a",(function(){return u}));var p=r("bb6g"),m=r("VPep"),g=r("E6vx"),f=r("7UEW"),E=r("WgIG"),b=r("dbjm")}).call(this,r("pCvA"))},tutY:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#655f6d"},"hljs-quote":{color:"#655f6d"},"hljs-variable":{color:"#be4678"},"hljs-template-variable":{color:"#be4678"},"hljs-attribute":{color:"#be4678"},"hljs-tag":{color:"#be4678"},"hljs-name":{color:"#be4678"},"hljs-regexp":{color:"#be4678"},"hljs-link":{color:"#be4678"},"hljs-selector-id":{color:"#be4678"},"hljs-selector-class":{color:"#be4678"},"hljs-number":{color:"#aa573c"},"hljs-meta":{color:"#aa573c"},"hljs-built_in":{color:"#aa573c"},"hljs-builtin-name":{color:"#aa573c"},"hljs-literal":{color:"#aa573c"},"hljs-type":{color:"#aa573c"},"hljs-params":{color:"#aa573c"},"hljs-string":{color:"#2a9292"},"hljs-symbol":{color:"#2a9292"},"hljs-bullet":{color:"#2a9292"},"hljs-title":{color:"#576ddb"},"hljs-section":{color:"#576ddb"},"hljs-keyword":{color:"#955ae7"},"hljs-selector-tag":{color:"#955ae7"},"hljs-deletion":{color:"#19171c",display:"inline-block",width:"100%",backgroundColor:"#be4678"},"hljs-addition":{color:"#19171c",display:"inline-block",width:"100%",backgroundColor:"#2a9292"},hljs:{display:"block",overflowX:"auto",background:"#efecf4",color:"#585260",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},uOpT:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#5a7b8c"},"hljs-quote":{color:"#5a7b8c"},"hljs-variable":{color:"#d22d72"},"hljs-template-variable":{color:"#d22d72"},"hljs-attribute":{color:"#d22d72"},"hljs-tag":{color:"#d22d72"},"hljs-name":{color:"#d22d72"},"hljs-regexp":{color:"#d22d72"},"hljs-link":{color:"#d22d72"},"hljs-selector-id":{color:"#d22d72"},"hljs-selector-class":{color:"#d22d72"},"hljs-number":{color:"#935c25"},"hljs-meta":{color:"#935c25"},"hljs-built_in":{color:"#935c25"},"hljs-builtin-name":{color:"#935c25"},"hljs-literal":{color:"#935c25"},"hljs-type":{color:"#935c25"},"hljs-params":{color:"#935c25"},"hljs-string":{color:"#568c3b"},"hljs-symbol":{color:"#568c3b"},"hljs-bullet":{color:"#568c3b"},"hljs-title":{color:"#257fad"},"hljs-section":{color:"#257fad"},"hljs-keyword":{color:"#6b6bb8"},"hljs-selector-tag":{color:"#6b6bb8"},hljs:{display:"block",overflowX:"auto",background:"#ebf8ff",color:"#516d7b",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},uYOp:function(e){e.exports=function(e){var t=[e.C_NUMBER_MODE,{className:"string",begin:"'|\"",end:"'|\"",contains:[e.BACKSLASH_ESCAPE,{begin:"''"}]}];return{aliases:["sci"],lexemes:/%?\w+/,keywords:{keyword:"abort break case clear catch continue do elseif else endfunction end for function global if pause return resume select try then while",literal:"%f %F %t %T %pi %eps %inf %nan %e %i %z %s",built_in:"abs and acos asin atan ceil cd chdir clearglobal cosh cos cumprod deff disp error exec execstr exists exp eye gettext floor fprintf fread fsolve imag isdef isempty isinfisnan isvector lasterror length load linspace list listfiles log10 log2 log max min msprintf mclose mopen ones or pathconvert poly printf prod pwd rand real round sinh sin size gsort sprintf sqrt strcat strcmps tring sum system tanh tan type typename warning zeros matrix"},illegal:'("|#|/\\*|\\s+/\\w+)',contains:[{className:"function",beginKeywords:"function",end:"$",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",begin:"\\(",end:"\\)"}]},{begin:"[a-zA-Z_][a-zA-Z_0-9]*('+[\\.']*|[\\.']+)",end:"",relevance:0},{begin:"\\[",end:"\\]'*[\\.']*",relevance:0,contains:t},e.COMMENT("//","$")].concat(t)}}},umAW:function(e){e.exports=function(){return{contains:[{className:"function",begin:"#+[A-Za-z_0-9]*\\(",end:" {",returnBegin:!0,excludeEnd:!0,contains:[{className:"keyword",begin:"#+"},{className:"title",begin:"[A-Za-z_][A-Za-z_0-9]*"},{className:"params",begin:"\\(",end:"\\)",endsParent:!0,contains:[{className:"string",begin:'"',end:'"'},{className:"variable",begin:"[A-Za-z_][A-Za-z_0-9]*"}]}]}]}}},vT3H:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#474949",color:"#d1d9e1"},"hljs-comment":{color:"#969896",fontStyle:"italic"},"hljs-quote":{color:"#969896",fontStyle:"italic"},"hljs-keyword":{color:"#cc99cc"},"hljs-selector-tag":{color:"#cc99cc"},"hljs-literal":{color:"#cc99cc"},"hljs-type":{color:"#cc99cc"},"hljs-addition":{color:"#cc99cc"},"hljs-number":{color:"#f99157"},"hljs-selector-attr":{color:"#f99157"},"hljs-selector-pseudo":{color:"#f99157"},"hljs-string":{color:"#8abeb7"},"hljs-doctag":{color:"#8abeb7"},"hljs-regexp":{color:"#8abeb7"},"hljs-title":{color:"#b5bd68"},"hljs-name":{color:"#b5bd68",fontWeight:"bold"},"hljs-section":{color:"#b5bd68",fontWeight:"bold"},"hljs-built_in":{color:"#b5bd68"},"hljs-variable":{color:"#ffcc66"},"hljs-template-variable":{color:"#ffcc66"},"hljs-selector-id":{color:"#ffcc66"},"hljs-class .hljs-title":{color:"#ffcc66"},"hljs-strong":{fontWeight:"bold"},"hljs-symbol":{color:"#f99157"},"hljs-bullet":{color:"#f99157"},"hljs-subst":{color:"#f99157"},"hljs-meta":{color:"#f99157"},"hljs-link":{color:"#f99157"},"hljs-deletion":{color:"#dc322f"},"hljs-formula":{background:"#eee8d5"},"hljs-attr":{color:"#81a2be"},"hljs-attribute":{color:"#81a2be"},"hljs-emphasis":{fontStyle:"italic"}}},ve3R:function(e,t,r){"use strict";function n(){return(n=Object.assign||function(e){for(var t=1;t=0;u--){var p=i[u];"."===p?a(i,u):".."===p?(a(i,u),d++):d&&(a(i,u),d--)}if(!c)for(;d--;d)i.unshift("..");!c||""===i[0]||i[0]&&o(i[0])||i.unshift("");var m=i.join("/");return r&&"/"!==m.substr(-1)&&(m+="/"),m},h=function(e){if(!e)throw new Error("Invariant failed")},S=!("undefined"==typeof window||!window.document||!window.document.createElement),T={hashbang:{encodePath:function(e){return"!"===e.charAt(0)?e:"!/"+s(e)},decodePath:function(e){return"!"===e.charAt(0)?e.substr(1):e}},noslash:{encodePath:s,decodePath:i},slash:{encodePath:i,decodePath:i}}},vk9i:function(e){e.exports=function(e){var t="~?[a-z$_][0-9a-zA-Z$_]*",r="`?[A-Z$_][0-9a-zA-Z$_]*",n="("+(["||","&&","++","**","+.","*","/","*.","/.","...","|>"].map((function(e){return e.split("").map((function(e){return"\\"+e})).join("")})).join("|")+"|==|===)"),o="\\s+"+n+"\\s+",a={keyword:"and as asr assert begin class constraint do done downto else end exception externalfor fun function functor if in include inherit initializerland lazy let lor lsl lsr lxor match method mod module mutable new nonrecobject of open or private rec sig struct then to try type val virtual when while with",built_in:"array bool bytes char exn|5 float int int32 int64 list lazy_t|5 nativeint|5 ref string unit ",literal:"true false"},i="\\b(0[xX][a-fA-F0-9_]+[Lln]?|0[oO][0-7_]+[Lln]?|0[bB][01_]+[Lln]?|[0-9][0-9_]*([Lln]|(\\.[0-9_]*)?([eE][-+]?[0-9_]+)?)?)",s={className:"number",relevance:0,variants:[{begin:i},{begin:"\\(\\-"+i+"\\)"}]},l={className:"operator",relevance:0,begin:n},c=[{className:"identifier",relevance:0,begin:t},l,s],_=[e.QUOTE_STRING_MODE,l,{className:"module",begin:"\\b"+r,returnBegin:!0,end:".",contains:[{className:"identifier",begin:r,relevance:0}]}],d=[{className:"module",begin:"\\b"+r,returnBegin:!0,end:".",relevance:0,contains:[{className:"identifier",begin:r,relevance:0}]}],u={className:"function",relevance:0,keywords:a,variants:[{begin:"\\s(\\(\\.?.*?\\)|"+t+")\\s*=>",end:"\\s*=>",returnBegin:!0,relevance:0,contains:[{className:"params",variants:[{begin:t},{begin:"~?[a-z$_][0-9a-zA-Z$_]*(s*:s*[a-z$_][0-9a-z$_]*((s*('?[a-z$_][0-9a-z$_]*s*(,'?[a-z$_][0-9a-z$_]*)*)?s*))?)?(s*:s*[a-z$_][0-9a-z$_]*((s*('?[a-z$_][0-9a-z$_]*s*(,'?[a-z$_][0-9a-z$_]*)*)?s*))?)?"},{begin:/\(\s*\)/}]}]},{begin:"\\s\\(\\.?[^;\\|]*\\)\\s*=>",end:"\\s=>",returnBegin:!0,relevance:0,contains:[{className:"params",relevance:0,variants:[{begin:t,end:"(,|\\n|\\))",relevance:0,contains:[l,{className:"typing",begin:":",end:"(,|\\n)",returnBegin:!0,relevance:0,contains:d}]}]}]},{begin:"\\(\\.\\s"+t+"\\)\\s*=>"}]};_.push(u);var p={className:"constructor",begin:r+"\\(",end:"\\)",illegal:"\\n",keywords:a,contains:[e.QUOTE_STRING_MODE,l,{className:"params",begin:"\\b"+t}]},m={className:"pattern-match",begin:"\\|",returnBegin:!0,keywords:a,end:"=>",relevance:0,contains:[p,l,{relevance:0,className:"constructor",begin:r}]},g={className:"module-access",keywords:a,returnBegin:!0,variants:[{begin:"\\b("+r+"\\.)+"+t},{begin:"\\b("+r+"\\.)+\\(",end:"\\)",returnBegin:!0,contains:[u,{begin:"\\(",end:"\\)",skip:!0}].concat(_)},{begin:"\\b("+r+"\\.)+{",end:"}"}],contains:_};return d.push(g),{aliases:["re"],keywords:a,illegal:"(:\\-|:=|\\${|\\+=)",contains:[e.COMMENT("/\\*","\\*/",{illegal:"^(\\#,\\/\\/)"}),{className:"character",begin:"'(\\\\[^']+|[^'])'",illegal:"\\n",relevance:0},e.QUOTE_STRING_MODE,{className:"literal",begin:"\\(\\)",relevance:0},{className:"literal",begin:"\\[\\|",end:"\\|\\]",relevance:0,contains:c},{className:"literal",begin:"\\[",end:"\\]",relevance:0,contains:c},p,{className:"operator",begin:o,illegal:"\\-\\->",relevance:0},s,e.C_LINE_COMMENT_MODE,m,u,{className:"module-def",begin:"\\bmodule\\s+"+t+"\\s+"+r+"\\s+=\\s+{",end:"}",returnBegin:!0,keywords:a,relevance:0,contains:[{className:"module",relevance:0,begin:r},{begin:"{",end:"}",skip:!0}].concat(_)},g]}}},w97a:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#65737e"},"hljs-quote":{color:"#65737e"},"hljs-variable":{color:"#bf616a"},"hljs-template-variable":{color:"#bf616a"},"hljs-tag":{color:"#bf616a"},"hljs-name":{color:"#bf616a"},"hljs-selector-id":{color:"#bf616a"},"hljs-selector-class":{color:"#bf616a"},"hljs-regexp":{color:"#bf616a"},"hljs-deletion":{color:"#bf616a"},"hljs-number":{color:"#d08770"},"hljs-built_in":{color:"#d08770"},"hljs-builtin-name":{color:"#d08770"},"hljs-literal":{color:"#d08770"},"hljs-type":{color:"#d08770"},"hljs-params":{color:"#d08770"},"hljs-meta":{color:"#d08770"},"hljs-link":{color:"#d08770"},"hljs-attribute":{color:"#ebcb8b"},"hljs-string":{color:"#a3be8c"},"hljs-symbol":{color:"#a3be8c"},"hljs-bullet":{color:"#a3be8c"},"hljs-addition":{color:"#a3be8c"},"hljs-title":{color:"#8fa1b3"},"hljs-section":{color:"#8fa1b3"},"hljs-keyword":{color:"#b48ead"},"hljs-selector-tag":{color:"#b48ead"},hljs:{display:"block",overflowX:"auto",background:"#2b303b",color:"#c0c5ce",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},wOLQ:function(e){e.exports=function(e){var t={begin:"\\[=*\\[",end:"\\]=*\\]",contains:["self"]},r=[e.COMMENT("--(?!\\[=*\\[)","$"),e.COMMENT("--\\[=*\\[","\\]=*\\]",{contains:[t],relevance:10})];return{lexemes:e.UNDERSCORE_IDENT_RE,keywords:{literal:"true false nil",keyword:"and break do else elseif end for goto if in local not or repeat return then until while",built_in:"_G _ENV _VERSION __index __newindex __mode __call __metatable __tostring __len __gc __add __sub __mul __div __mod __pow __concat __unm __eq __lt __le assert collectgarbage dofile error getfenv getmetatable ipairs load loadfile loadstringmodule next pairs pcall print rawequal rawget rawset require select setfenvsetmetatable tonumber tostring type unpack xpcall arg selfcoroutine resume yield status wrap create running debug getupvalue debug sethook getmetatable gethook setmetatable setlocal traceback setfenv getinfo setupvalue getlocal getregistry getfenv io lines write close flush open output type read stderr stdin input stdout popen tmpfile math log max acos huge ldexp pi cos tanh pow deg tan cosh sinh random randomseed frexp ceil floor rad abs sqrt modf asin min mod fmod log10 atan2 exp sin atan os exit setlocale date getenv difftime remove time clock tmpname rename execute package preload loadlib loaded loaders cpath config path seeall string sub upper len gfind rep find match char dump gmatch reverse byte format gsub lower table setn insert getn foreachi maxn foreach concat sort remove"},contains:r.concat([{className:"function",beginKeywords:"function",end:"\\)",contains:[e.inherit(e.TITLE_MODE,{begin:"([_a-zA-Z]\\w*\\.)*([_a-zA-Z]\\w*:)?[_a-zA-Z]\\w*"}),{className:"params",begin:"\\(",endsWithParent:!0,contains:r}].concat(r)},e.C_NUMBER_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{className:"string",begin:"\\[=*\\[",end:"\\]=*\\]",contains:[t],relevance:5}])}}},ws46:function(e){e.exports=function(e){var t="[A-Za-z](_?[A-Za-z0-9.])*",r=e.COMMENT("--","$"),n={begin:"\\s+:\\s+",end:"\\s*(:=|;|\\)|=>|$)",illegal:"[]{}%#'\"",contains:[{beginKeywords:"loop for declare others",endsParent:!0},{className:"keyword",beginKeywords:"not null constant access function procedure in out aliased exception"},{className:"type",begin:t,endsParent:!0,relevance:0}]};return{case_insensitive:!0,keywords:{keyword:"abort else new return abs elsif not reverse abstract end accept entry select access exception of separate aliased exit or some all others subtype and for out synchronized array function overriding at tagged generic package task begin goto pragma terminate body private then if procedure type case in protected constant interface is raise use declare range delay limited record when delta loop rem while digits renames with do mod requeue xor",literal:"True False"},contains:[r,{className:"string",begin:/"/,end:/"/,contains:[{begin:/""/,relevance:0}]},{className:"string",begin:/'.'/},{className:"number",begin:"\\b(\\d(_|\\d)*#\\w+(\\.\\w+)?#([eE][-+]?\\d(_|\\d)*)?|\\d(_|\\d)*(\\.\\d(_|\\d)*)?([eE][-+]?\\d(_|\\d)*)?)",relevance:0},{className:"symbol",begin:"'"+t},{className:"title",begin:"(\\bwith\\s+)?(\\bprivate\\s+)?\\bpackage\\s+(\\bbody\\s+)?",end:"(is|$)",keywords:"package body",excludeBegin:!0,excludeEnd:!0,illegal:"[]{}%#'\""},{begin:"(\\b(with|overriding)\\s+)?\\b(function|procedure)\\s+",end:"(\\bis|\\bwith|\\brenames|\\)\\s*;)",keywords:"overriding function procedure with is renames return",returnBegin:!0,contains:[r,{className:"title",begin:"(\\bwith\\s+)?\\b(function|procedure)\\s+",end:"(\\(|\\s+|$)",excludeBegin:!0,excludeEnd:!0,illegal:"[]{}%#'\""},n,{className:"type",begin:"\\breturn\\s+",end:"(\\s+|;|$)",keywords:"return",excludeBegin:!0,excludeEnd:!0,endsParent:!0,illegal:"[]{}%#'\""}]},{className:"type",begin:"\\b(sub)?type\\s+",end:"\\s+",keywords:"type",excludeBegin:!0,illegal:"[]{}%#'\""},n]}}},x9fF:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#776977"},"hljs-quote":{color:"#776977"},"hljs-variable":{color:"#ca402b"},"hljs-template-variable":{color:"#ca402b"},"hljs-attribute":{color:"#ca402b"},"hljs-tag":{color:"#ca402b"},"hljs-name":{color:"#ca402b"},"hljs-regexp":{color:"#ca402b"},"hljs-link":{color:"#ca402b"},"hljs-selector-id":{color:"#ca402b"},"hljs-selector-class":{color:"#ca402b"},"hljs-number":{color:"#a65926"},"hljs-meta":{color:"#a65926"},"hljs-built_in":{color:"#a65926"},"hljs-builtin-name":{color:"#a65926"},"hljs-literal":{color:"#a65926"},"hljs-type":{color:"#a65926"},"hljs-params":{color:"#a65926"},"hljs-string":{color:"#918b3b"},"hljs-symbol":{color:"#918b3b"},"hljs-bullet":{color:"#918b3b"},"hljs-title":{color:"#516aec"},"hljs-section":{color:"#516aec"},"hljs-keyword":{color:"#7b59c0"},"hljs-selector-tag":{color:"#7b59c0"},hljs:{display:"block",overflowX:"auto",background:"#f7f3f7",color:"#695d69",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},xAlp:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#444",color:"#ddd"},"hljs-keyword":{color:"white",fontWeight:"bold"},"hljs-selector-tag":{color:"white",fontWeight:"bold"},"hljs-literal":{color:"white",fontWeight:"bold"},"hljs-section":{color:"white",fontWeight:"bold"},"hljs-link":{color:"white"},"hljs-subst":{color:"#ddd"},"hljs-string":{color:"#d88"},"hljs-title":{color:"#d88",fontWeight:"bold"},"hljs-name":{color:"#d88",fontWeight:"bold"},"hljs-type":{color:"#d88",fontWeight:"bold"},"hljs-attribute":{color:"#d88"},"hljs-symbol":{color:"#d88"},"hljs-bullet":{color:"#d88"},"hljs-built_in":{color:"#d88"},"hljs-addition":{color:"#d88"},"hljs-variable":{color:"#d88"},"hljs-template-tag":{color:"#d88"},"hljs-template-variable":{color:"#d88"},"hljs-comment":{color:"#777"},"hljs-quote":{color:"#777"},"hljs-deletion":{color:"#777"},"hljs-meta":{color:"#777"},"hljs-doctag":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},xGjh:function(){},xJGe:function(e){e.exports=function(){return{subLanguage:"xml",contains:[{begin:"<%",end:"%>",subLanguage:"vbscript"}]}}},xQYA:function(e){e.exports=function(e){var t={variants:[e.COMMENT(";","$",{relevance:0}),e.COMMENT("#cs","#ce"),e.COMMENT("#comments-start","#comments-end")]},r={begin:"\\$[A-z0-9_]+"},n={className:"string",variants:[{begin:/"/,end:/"/,contains:[{begin:/""/,relevance:0}]},{begin:/'/,end:/'/,contains:[{begin:/''/,relevance:0}]}]},o={variants:[e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE]};return{case_insensitive:!0,illegal:/\/\*/,keywords:{keyword:"ByRef Case Const ContinueCase ContinueLoop Default Dim Do Else ElseIf EndFunc EndIf EndSelect EndSwitch EndWith Enum Exit ExitLoop For Func Global If In Local Next ReDim Return Select Static Step Switch Then To Until Volatile WEnd While With",built_in:"Abs ACos AdlibRegister AdlibUnRegister Asc AscW ASin Assign ATan AutoItSetOption AutoItWinGetTitle AutoItWinSetTitle Beep Binary BinaryLen BinaryMid BinaryToString BitAND BitNOT BitOR BitRotate BitShift BitXOR BlockInput Break Call CDTray Ceiling Chr ChrW ClipGet ClipPut ConsoleRead ConsoleWrite ConsoleWriteError ControlClick ControlCommand ControlDisable ControlEnable ControlFocus ControlGetFocus ControlGetHandle ControlGetPos ControlGetText ControlHide ControlListView ControlMove ControlSend ControlSetText ControlShow ControlTreeView Cos Dec DirCopy DirCreate DirGetSize DirMove DirRemove DllCall DllCallAddress DllCallbackFree DllCallbackGetPtr DllCallbackRegister DllClose DllOpen DllStructCreate DllStructGetData DllStructGetPtr DllStructGetSize DllStructSetData DriveGetDrive DriveGetFileSystem DriveGetLabel DriveGetSerial DriveGetType DriveMapAdd DriveMapDel DriveMapGet DriveSetLabel DriveSpaceFree DriveSpaceTotal DriveStatus EnvGet EnvSet EnvUpdate Eval Execute Exp FileChangeDir FileClose FileCopy FileCreateNTFSLink FileCreateShortcut FileDelete FileExists FileFindFirstFile FileFindNextFile FileFlush FileGetAttrib FileGetEncoding FileGetLongName FileGetPos FileGetShortcut FileGetShortName FileGetSize FileGetTime FileGetVersion FileInstall FileMove FileOpen FileOpenDialog FileRead FileReadLine FileReadToArray FileRecycle FileRecycleEmpty FileSaveDialog FileSelectFolder FileSetAttrib FileSetEnd FileSetPos FileSetTime FileWrite FileWriteLine Floor FtpSetProxy FuncName GUICreate GUICtrlCreateAvi GUICtrlCreateButton GUICtrlCreateCheckbox GUICtrlCreateCombo GUICtrlCreateContextMenu GUICtrlCreateDate GUICtrlCreateDummy GUICtrlCreateEdit GUICtrlCreateGraphic GUICtrlCreateGroup GUICtrlCreateIcon GUICtrlCreateInput GUICtrlCreateLabel GUICtrlCreateList GUICtrlCreateListView GUICtrlCreateListViewItem GUICtrlCreateMenu GUICtrlCreateMenuItem GUICtrlCreateMonthCal GUICtrlCreateObj GUICtrlCreatePic GUICtrlCreateProgress GUICtrlCreateRadio GUICtrlCreateSlider GUICtrlCreateTab GUICtrlCreateTabItem GUICtrlCreateTreeView GUICtrlCreateTreeViewItem GUICtrlCreateUpdown GUICtrlDelete GUICtrlGetHandle GUICtrlGetState GUICtrlRead GUICtrlRecvMsg GUICtrlRegisterListViewSort GUICtrlSendMsg GUICtrlSendToDummy GUICtrlSetBkColor GUICtrlSetColor GUICtrlSetCursor GUICtrlSetData GUICtrlSetDefBkColor GUICtrlSetDefColor GUICtrlSetFont GUICtrlSetGraphic GUICtrlSetImage GUICtrlSetLimit GUICtrlSetOnEvent GUICtrlSetPos GUICtrlSetResizing GUICtrlSetState GUICtrlSetStyle GUICtrlSetTip GUIDelete GUIGetCursorInfo GUIGetMsg GUIGetStyle GUIRegisterMsg GUISetAccelerators GUISetBkColor GUISetCoord GUISetCursor GUISetFont GUISetHelp GUISetIcon GUISetOnEvent GUISetState GUISetStyle GUIStartGroup GUISwitch Hex HotKeySet HttpSetProxy HttpSetUserAgent HWnd InetClose InetGet InetGetInfo InetGetSize InetRead IniDelete IniRead IniReadSection IniReadSectionNames IniRenameSection IniWrite IniWriteSection InputBox Int IsAdmin IsArray IsBinary IsBool IsDeclared IsDllStruct IsFloat IsFunc IsHWnd IsInt IsKeyword IsNumber IsObj IsPtr IsString Log MemGetStats Mod MouseClick MouseClickDrag MouseDown MouseGetCursor MouseGetPos MouseMove MouseUp MouseWheel MsgBox Number ObjCreate ObjCreateInterface ObjEvent ObjGet ObjName OnAutoItExitRegister OnAutoItExitUnRegister Ping PixelChecksum PixelGetColor PixelSearch ProcessClose ProcessExists ProcessGetStats ProcessList ProcessSetPriority ProcessWait ProcessWaitClose ProgressOff ProgressOn ProgressSet Ptr Random RegDelete RegEnumKey RegEnumVal RegRead RegWrite Round Run RunAs RunAsWait RunWait Send SendKeepActive SetError SetExtended ShellExecute ShellExecuteWait Shutdown Sin Sleep SoundPlay SoundSetWaveVolume SplashImageOn SplashOff SplashTextOn Sqrt SRandom StatusbarGetText StderrRead StdinWrite StdioClose StdoutRead String StringAddCR StringCompare StringFormat StringFromASCIIArray StringInStr StringIsAlNum StringIsAlpha StringIsASCII StringIsDigit StringIsFloat StringIsInt StringIsLower StringIsSpace StringIsUpper StringIsXDigit StringLeft StringLen StringLower StringMid StringRegExp StringRegExpReplace StringReplace StringReverse StringRight StringSplit StringStripCR StringStripWS StringToASCIIArray StringToBinary StringTrimLeft StringTrimRight StringUpper Tan TCPAccept TCPCloseSocket TCPConnect TCPListen TCPNameToIP TCPRecv TCPSend TCPShutdown, UDPShutdown TCPStartup, UDPStartup TimerDiff TimerInit ToolTip TrayCreateItem TrayCreateMenu TrayGetMsg TrayItemDelete TrayItemGetHandle TrayItemGetState TrayItemGetText TrayItemSetOnEvent TrayItemSetState TrayItemSetText TraySetClick TraySetIcon TraySetOnEvent TraySetPauseIcon TraySetState TraySetToolTip TrayTip UBound UDPBind UDPCloseSocket UDPOpen UDPRecv UDPSend VarGetType WinActivate WinActive WinClose WinExists WinFlash WinGetCaretPos WinGetClassList WinGetClientSize WinGetHandle WinGetPos WinGetProcess WinGetState WinGetText WinGetTitle WinKill WinList WinMenuSelectItem WinMinimizeAll WinMinimizeAllUndo WinMove WinSetOnTop WinSetState WinSetTitle WinSetTrans WinWait",literal:"True False And Null Not Or"},contains:[t,r,n,o,{className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"comments include include-once NoTrayIcon OnAutoItStartRegister pragma compile RequireAdmin"},contains:[{begin:/\\\n/,relevance:0},{beginKeywords:"include",keywords:{"meta-keyword":"include"},end:"$",contains:[n,{className:"meta-string",variants:[{begin:"<",end:">"},{begin:/"/,end:/"/,contains:[{begin:/""/,relevance:0}]},{begin:/'/,end:/'/,contains:[{begin:/''/,relevance:0}]}]}]},n,t]},{className:"symbol",begin:"@[A-z0-9_]+"},{className:"function",beginKeywords:"Func",end:"$",illegal:"\\$|\\[|%",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",begin:"\\(",end:"\\)",contains:[r,n,o]}]}]}}},xc7R:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",backgroundColor:"#f4f4f4",color:"black"},"hljs-subst":{color:"black"},"hljs-string":{color:"#050"},"hljs-title":{color:"navy",fontWeight:"bold"},"hljs-symbol":{color:"#050"},"hljs-bullet":{color:"#050"},"hljs-attribute":{color:"#050"},"hljs-addition":{color:"#050"},"hljs-variable":{color:"#050"},"hljs-template-tag":{color:"#050"},"hljs-template-variable":{color:"#050"},"hljs-comment":{color:"#777"},"hljs-quote":{color:"#777"},"hljs-number":{color:"#800"},"hljs-regexp":{color:"#800"},"hljs-literal":{color:"#800"},"hljs-type":{color:"#800"},"hljs-link":{color:"#800"},"hljs-deletion":{color:"#00e"},"hljs-meta":{color:"#00e"},"hljs-keyword":{fontWeight:"bold",color:"navy"},"hljs-selector-tag":{fontWeight:"bold",color:"navy"},"hljs-doctag":{fontWeight:"bold",color:"navy"},"hljs-section":{fontWeight:"bold",color:"navy"},"hljs-built_in":{fontWeight:"bold",color:"navy"},"hljs-tag":{fontWeight:"bold",color:"navy"},"hljs-name":{fontWeight:"bold",color:"navy"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},xhzY:function(e,t,r){(function(e){("undefined"!=typeof window?window:void 0!==e?e:"undefined"!=typeof self?self:{}).SENTRY_RELEASE={id:"0.10.6"}}).call(this,r("pCvA"))},xzDO:function(e){e.exports=function(){return{aliases:["patch"],contains:[{className:"meta",relevance:10,variants:[{begin:/^@@ +\-\d+,\d+ +\+\d+,\d+ +@@$/},{begin:/^\*\*\* +\d+,\d+ +\*\*\*\*$/},{begin:/^\-\-\- +\d+,\d+ +\-\-\-\-$/}]},{className:"comment",variants:[{begin:/Index: /,end:/$/},{begin:/={3,}/,end:/$/},{begin:/^\-{3}/,end:/$/},{begin:/^\*{3} /,end:/$/},{begin:/^\+{3}/,end:/$/},{begin:/\*{5}/,end:/\*{5}$/}]},{className:"addition",begin:"^\\+",end:"$"},{className:"deletion",begin:"^\\-",end:"$"},{className:"addition",begin:"^\\!",end:"$"}]}}},y2h4:function(e){e.exports=function(e){var t=e.COMMENT("#","$"),r=e.inherit(e.TITLE_MODE,{begin:"([A-Za-z_]|::)(\\w|::)*"}),n={className:"variable",begin:"\\$([A-Za-z_]|::)(\\w|::)*"},o={className:"string",contains:[e.BACKSLASH_ESCAPE,n],variants:[{begin:/'/,end:/'/},{begin:/"/,end:/"/}]};return{aliases:["pp"],contains:[t,n,o,{beginKeywords:"class",end:"\\{|;",illegal:/=/,contains:[r,t]},{beginKeywords:"define",end:/\{/,contains:[{className:"section",begin:e.IDENT_RE,endsParent:!0}]},{begin:e.IDENT_RE+"\\s+\\{",returnBegin:!0,end:/\S/,contains:[{className:"keyword",begin:e.IDENT_RE},{begin:/\{/,end:/\}/,keywords:{keyword:"and case default else elsif false if in import enherits node or true undef unless main settings $string ",literal:"alias audit before loglevel noop require subscribe tag owner ensure group mode name|0 changes context force incl lens load_path onlyif provider returns root show_diff type_check en_address ip_address realname command environment hour monute month monthday special target weekday creates cwd ogoutput refresh refreshonly tries try_sleep umask backup checksum content ctime force ignore links mtime purge recurse recurselimit replace selinux_ignore_defaults selrange selrole seltype seluser source souirce_permissions sourceselect validate_cmd validate_replacement allowdupe attribute_membership auth_membership forcelocal gid ia_load_module members system host_aliases ip allowed_trunk_vlans description device_url duplex encapsulation etherchannel native_vlan speed principals allow_root auth_class auth_type authenticate_user k_of_n mechanisms rule session_owner shared options device fstype enable hasrestart directory present absent link atboot blockdevice device dump pass remounts poller_tag use message withpath adminfile allow_virtual allowcdrom category configfiles flavor install_options instance package_settings platform responsefile status uninstall_options vendor unless_system_user unless_uid binary control flags hasstatus manifest pattern restart running start stop allowdupe auths expiry gid groups home iterations key_membership keys managehome membership password password_max_age password_min_age profile_membership profiles project purge_ssh_keys role_membership roles salt shell uid baseurl cost descr enabled enablegroups exclude failovermethod gpgcheck gpgkey http_caching include includepkgs keepalive metadata_expire metalink mirrorlist priority protect proxy proxy_password proxy_username repo_gpgcheck s3_enabled skip_if_unavailable sslcacert sslclientcert sslclientkey sslverify mounted",built_in:"architecture augeasversion blockdevices boardmanufacturer boardproductname boardserialnumber cfkey dhcp_servers domain ec2_ ec2_userdata facterversion filesystems ldom fqdn gid hardwareisa hardwaremodel hostname id|0 interfaces ipaddress ipaddress_ ipaddress6 ipaddress6_ iphostnumber is_virtual kernel kernelmajversion kernelrelease kernelversion kernelrelease kernelversion lsbdistcodename lsbdistdescription lsbdistid lsbdistrelease lsbmajdistrelease lsbminordistrelease lsbrelease macaddress macaddress_ macosx_buildversion macosx_productname macosx_productversion macosx_productverson_major macosx_productversion_minor manufacturer memoryfree memorysize netmask metmask_ network_ operatingsystem operatingsystemmajrelease operatingsystemrelease osfamily partitions path physicalprocessorcount processor processorcount productname ps puppetversion rubysitedir rubyversion selinux selinux_config_mode selinux_config_policy selinux_current_mode selinux_current_mode selinux_enforced selinux_policyversion serialnumber sp_ sshdsakey sshecdsakey sshrsakey swapencrypted swapfree swapsize timezone type uniqueid uptime uptime_days uptime_hours uptime_seconds uuid virtual vlans xendomains zfs_version zonenae zones zpool_version"},relevance:0,contains:[o,t,{begin:"[a-zA-Z_]+\\s*=>",returnBegin:!0,end:"=>",contains:[{className:"attr",begin:e.IDENT_RE}]},{className:"number",begin:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",relevance:0},n]}],relevance:0}]}}},yOHu:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(6).then(function(){var t=r("2QOB");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},ySsl:function(e){e.exports=function(e){return{aliases:["k","kdb"],keywords:{keyword:"do while select delete by update from",literal:"0b 1b",built_in:"neg not null string reciprocal floor ceiling signum mod xbar xlog and or each scan over prior mmu lsq inv md5 ltime gtime count first var dev med cov cor all any rand sums prds mins maxs fills deltas ratios avgs differ prev next rank reverse iasc idesc asc desc msum mcount mavg mdev xrank mmin mmax xprev rotate distinct group where flip type key til get value attr cut set upsert raze union inter except cross sv vs sublist enlist read0 read1 hopen hclose hdel hsym hcount peach system ltrim rtrim trim lower upper ssr view tables views cols xcols keys xkey xcol xasc xdesc fkeys meta lj aj aj0 ij pj asof uj ww wj wj1 fby xgroup ungroup ej save load rsave rload show csv parse eval min max avg wavg wsum sin cos tan sum",type:"`float `double int `timestamp `timespan `datetime `time `boolean `symbol `char `byte `short `long `real `month `date `minute `second `guid"},lexemes:/(`?)[A-Za-z0-9_]+\b/,contains:[e.C_LINE_COMMENT_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE]}}},z8zl:function(e,t,r){"use strict";function n(){var e=Object(Ee.e)();return e.__SENTRY__=e.__SENTRY__||{},e.__SENTRY__.globalEventProcessors=e.__SENTRY__.globalEventProcessors||[],e.__SENTRY__.globalEventProcessors}function o(e){n().push(e)}function a(){var e=Object(Ee.e)();return e.__SENTRY__=e.__SENTRY__||{extensions:{},hub:void 0},e}function i(e){var t=a(),r=c(t);return _(t,e),r}function s(){var e=a();return l(e)&&!c(e).isOlderThan(3)||_(e,new we),Object(ye.b)()?function(e){try{var t=(n=a().__SENTRY__)&&n.extensions&&n.extensions.domain&&n.extensions.domain.active;if(!t)return c(e);if(!l(t)||c(t).isOlderThan(3)){var r=c(e).getStackTop();_(t,new we(r.client,be.clone(r.scope)))}return c(t)}catch(t){return c(e)}var n}(e):c(e)}function l(e){return!!(e&&e.__SENTRY__&&e.__SENTRY__.hub)}function c(e){return e&&e.__SENTRY__&&e.__SENTRY__.hub||(e.__SENTRY__=e.__SENTRY__||{},e.__SENTRY__.hub=new we),e.__SENTRY__.hub}function _(e,t){return!!e&&(e.__SENTRY__=e.__SENTRY__||{},e.__SENTRY__.hub=t,!0)}function d(e){for(var t=[],r=1;r]+)>|([^)]+))\((.*)\))? in (.*):\s*$/i,o=e.stacktrace.split("\n"),a=[],i=0;i eval")>-1&&(t=He.exec(r[3]))?(r[1]=r[1]||"eval",r[3]=t[1],r[4]=t[2],r[5]=""):0!==i||r[5]||void 0===e.columnNumber||(o[0].column=e.columnNumber+1),n={url:r[3],func:r[1]||"?",args:r[2]?r[2].split(","):[],line:r[4]?+r[4]:null,column:r[5]?+r[5]:null}}!n.func&&n.line&&(n.func="?"),o.push(n)}if(!o.length)return null;return{message:w(e),name:e.name,stack:o}}(e))return D(t,r)}catch(e){}return{message:w(e),name:e&&e.name,stack:[],failed:!0}}function D(e,t){try{return Object(ue.a)(Object(ue.a)({},e),{stack:e.stack.slice(t)})}catch(t){return e}}function w(e){var t=e&&e.message;return t?t.error&&"string"==typeof t.error.message?t.error.message:t:"No error message"}function x(e){var t=L(e.stack),r={type:e.name,value:e.message};return t&&t.length&&(r.stacktrace={frames:t}),void 0===r.type&&""===r.value&&(r.value="Unrecoverable error caught"),r}function M(e){return{exception:{values:[x(e)]}}}function L(e){if(!e||!e.length)return[];var t=e,r=t[0].func||"",n=t[t.length-1].func||"";return-1===r.indexOf("captureMessage")&&-1===r.indexOf("captureException")||(t=t.slice(1)),-1!==n.indexOf("sentryWrapped")&&(t=t.slice(0,-1)),t.slice(0,50).map((function(e){return{colno:null===e.column?void 0:e.column,filename:e.url||t[0].url,function:e.func||"?",in_app:!0,lineno:null===e.line?void 0:e.line}})).reverse()}function P(e,t,r){var n=j(t,r&&r.syntheticException||void 0,{attachStacktrace:e.attachStacktrace});return Object(Ee.a)(n,{handled:!0,type:"generic"}),n.level=_e.Error,r&&r.event_id&&(n.event_id=r.event_id),fe.resolve(n)}function k(e,t,r,n){void 0===r&&(r=_e.Info);var o=U(t,n&&n.syntheticException||void 0,{attachStacktrace:e.attachStacktrace});return o.level=r,n&&n.event_id&&(o.event_id=n.event_id),fe.resolve(o)}function j(e,t,r){var n;if(void 0===r&&(r={}),Object(me.e)(e)&&e.error)return n=M(I(e=e.error));if(Object(me.a)(e)||Object(me.b)(e)){var o=e,a=o.name||(Object(me.a)(o)?"DOMError":"DOMException"),i=o.message?a+": "+o.message:a;return n=U(i,t,r),Object(Ee.b)(n,i),"code"in o&&(n.tags=Object(ue.a)(Object(ue.a)({},n.tags),{"DOMException.code":""+o.code})),n}return Object(me.d)(e)?n=M(I(e)):Object(me.h)(e)||Object(me.f)(e)?(n=function(e,t,r){var n={exception:{values:[{type:Object(me.f)(e)?e.constructor.name:r?"UnhandledRejection":"Error",value:"Non-Error "+(r?"promise rejection":"exception")+" captured with keys: "+Object(Ie.b)(e)}]},extra:{__serialized__:Object(Ie.e)(e)}};if(t){var o=L(I(t).stack);n.stacktrace={frames:o}}return n}(e,t,r.rejection),Object(Ee.a)(n,{synthetic:!0}),n):(n=U(e,t,r),Object(Ee.b)(n,""+e,void 0),Object(Ee.a)(n,{synthetic:!0}),n)}function U(e,t,r){void 0===r&&(r={});var n={message:e};if(r.attachStacktrace&&t){var o=L(I(t).stack);n.stacktrace={frames:o}}return n}function F(e,t){return{body:JSON.stringify({sent_at:(new Date).toISOString()})+"\n"+JSON.stringify({type:"session"})+"\n"+JSON.stringify(e),type:"session",url:t.getEnvelopeEndpointWithUrlEncodedAuth()}}function G(e,t){var r=e.tags||{},n=r.__sentry_samplingMethod,o=r.__sentry_sampleRate,a=Object(ue.d)(r,["__sentry_samplingMethod","__sentry_sampleRate"]);e.tags=a;var i="transaction"===e.type,s={body:JSON.stringify(e),type:e.type||"event",url:i?t.getEnvelopeEndpointWithUrlEncodedAuth():t.getStoreEndpointWithUrlEncodedAuth()};if(i){var l=JSON.stringify({event_id:e.event_id,sent_at:(new Date).toISOString()}),c=JSON.stringify({type:e.type,sample_rates:[{id:n,rate:o}]});s.body=l+"\n"+c+"\n"+s.body}return s}function B(){return(B=Object.assign||function(e){for(var t=1;t0}function V(){et+=1,setTimeout((function(){et-=1}))}function H(e,t,r){if(void 0===t&&(t={}),"function"!=typeof e)return e;try{if(e.__sentry__)return e;if(e.__sentry_wrapped__)return e.__sentry_wrapped__}catch(t){return e}var n=function(){var n=Array.prototype.slice.call(arguments);try{r&&"function"==typeof r&&r.apply(this,arguments);var o=n.map((function(e){return H(e,t)}));return e.handleEvent?e.handleEvent.apply(this,o):e.apply(this,o)}catch(e){throw V(),C((function(r){r.addEventProcessor((function(e){var r=Object(ue.a)({},e);return t.mechanism&&(Object(Ee.b)(r,void 0,void 0),Object(Ee.a)(r,t.mechanism)),r.extra=Object(ue.a)(Object(ue.a)({},r.extra),{arguments:n}),r})),u(e)})),e}};try{for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(n[o]=e[o])}catch(e){}e.prototype=e.prototype||{},n.prototype=e.prototype,Object.defineProperty(e,"__sentry_wrapped__",{enumerable:!1,value:n}),Object.defineProperties(n,{__sentry__:{enumerable:!1,value:!0},__sentry_original__:{enumerable:!1,value:e}});try{Object.getOwnPropertyDescriptor(n,"name").configurable&&Object.defineProperty(n,"name",{get:function(){return e.name}})}catch(e){}return n}function z(e){if(void 0===e&&(e={}),e.eventId)if(e.dsn){var t=document.createElement("script");t.async=!0,t.src=new We(e.dsn).getReportDialogEndpoint(e),e.onLoad&&(t.onload=e.onLoad),(document.head||document.body).appendChild(t)}else Ce.error("Missing dsn option in showReportDialog call");else Ce.error("Missing eventId option in showReportDialog call")}function q(e){if(!ot[e])switch(ot[e]=!0,e){case"console":!function(){if(!("console"in rt))return;["debug","info","warn","error","log","assert"].forEach((function(e){e in rt.console&&Object(Ie.c)(rt.console,e,(function(t){return function(){for(var r=[],n=0;n2?t[2]:void 0;if(n){var o=Re,a=String(n);Re=a,Q("history",{from:o,to:a})}return e.apply(this,t)}}if(t=Object(Ee.e)(),r=t.chrome,r&&r.app&&r.app.runtime||!("history"in t)||!t.history.pushState||!t.history.replaceState)return;var t,r;var n=rt.onpopstate;rt.onpopstate=function(){for(var e=[],t=0;t=200&&t<300?e.Success:429===t?e.RateLimit:t>=400&&t<500?e.Invalid:t>=500?e.Failed:e.Unknown}}(de||(de={}));var pe,me=r("E6vx"),ge=r("cMcT");!function(e){e.PENDING="PENDING",e.RESOLVED="RESOLVED",e.REJECTED="REJECTED"}(pe||(pe={}));var fe=function(){function e(e){var t=this;this._state=pe.PENDING,this._handlers=[],this._resolve=function(e){t._setResult(pe.RESOLVED,e)},this._reject=function(e){t._setResult(pe.REJECTED,e)},this._setResult=function(e,r){t._state===pe.PENDING&&(Object(me.m)(r)?r.then(t._resolve,t._reject):(t._state=e,t._value=r,t._executeHandlers()))},this._attachHandler=function(e){t._handlers=t._handlers.concat(e),t._executeHandlers()},this._executeHandlers=function(){if(t._state!==pe.PENDING){var e=t._handlers.slice();t._handlers=[],e.forEach((function(e){e.done||(t._state===pe.RESOLVED&&e.onfulfilled&&e.onfulfilled(t._value),t._state===pe.REJECTED&&e.onrejected&&e.onrejected(t._value),e.done=!0)}))}};try{e(this._resolve,this._reject)}catch(e){this._reject(e)}}return e.resolve=function(t){return new e((function(e){e(t)}))},e.reject=function(t){return new e((function(e,r){r(t)}))},e.all=function(t){return new e((function(r,n){if(Array.isArray(t))if(0!==t.length){var o=t.length,a=[];t.forEach((function(t,i){e.resolve(t).then((function(e){a[i]=e,0===(o-=1)&&r(a)})).then(null,n)}))}else r([]);else n(new TypeError("Promise.all requires an array as input."))}))},e.prototype.then=function(t,r){var n=this;return new e((function(e,o){n._attachHandler({done:!1,onfulfilled:function(r){if(t)try{return void e(t(r))}catch(e){return void o(e)}else e(r)},onrejected:function(t){if(r)try{return void e(r(t))}catch(e){return void o(e)}else o(t)}})}))},e.prototype.catch=function(e){return this.then((function(e){return e}),e)},e.prototype.finally=function(t){var r=this;return new e((function(e,n){var o,a;return r.then((function(e){a=!1,o=e,t&&t()}),(function(e){a=!0,o=e,t&&t()})).then((function(){a?n(o):e(o)}))}))},e.prototype.toString=function(){return"[object SyncPromise]"},e}(),Ee=r("3ZRO"),be=function(){function e(){this._notifyingListeners=!1,this._scopeListeners=[],this._eventProcessors=[],this._breadcrumbs=[],this._user={},this._tags={},this._extra={},this._contexts={}}return e.clone=function(t){var r=new e;return t&&(r._breadcrumbs=Object(ue.e)(t._breadcrumbs),r._tags=Object(ue.a)({},t._tags),r._extra=Object(ue.a)({},t._extra),r._contexts=Object(ue.a)({},t._contexts),r._user=t._user,r._level=t._level,r._span=t._span,r._session=t._session,r._transactionName=t._transactionName,r._fingerprint=t._fingerprint,r._eventProcessors=Object(ue.e)(t._eventProcessors)),r},e.prototype.addScopeListener=function(e){this._scopeListeners.push(e)},e.prototype.addEventProcessor=function(e){return this._eventProcessors.push(e),this},e.prototype.setUser=function(e){return this._user=e||{},this._session&&this._session.update({user:e}),this._notifyScopeListeners(),this},e.prototype.getUser=function(){return this._user},e.prototype.setTags=function(e){return this._tags=Object(ue.a)(Object(ue.a)({},this._tags),e),this._notifyScopeListeners(),this},e.prototype.setTag=function(e,t){var r;return this._tags=Object(ue.a)(Object(ue.a)({},this._tags),((r={})[e]=t,r)),this._notifyScopeListeners(),this},e.prototype.setExtras=function(e){return this._extra=Object(ue.a)(Object(ue.a)({},this._extra),e),this._notifyScopeListeners(),this},e.prototype.setExtra=function(e,t){var r;return this._extra=Object(ue.a)(Object(ue.a)({},this._extra),((r={})[e]=t,r)),this._notifyScopeListeners(),this},e.prototype.setFingerprint=function(e){return this._fingerprint=e,this._notifyScopeListeners(),this},e.prototype.setLevel=function(e){return this._level=e,this._notifyScopeListeners(),this},e.prototype.setTransactionName=function(e){return this._transactionName=e,this._notifyScopeListeners(),this},e.prototype.setTransaction=function(e){return this.setTransactionName(e)},e.prototype.setContext=function(e,t){var r;return null===t?delete this._contexts[e]:this._contexts=Object(ue.a)(Object(ue.a)({},this._contexts),((r={})[e]=t,r)),this._notifyScopeListeners(),this},e.prototype.setSpan=function(e){return this._span=e,this._notifyScopeListeners(),this},e.prototype.getSpan=function(){return this._span},e.prototype.getTransaction=function(){var e,t,r,n,o=this.getSpan();return(null===(e=o)||void 0===e?void 0:e.transaction)?null===(t=o)||void 0===t?void 0:t.transaction:(null===(n=null===(r=o)||void 0===r?void 0:r.spanRecorder)||void 0===n?void 0:n.spans[0])?o.spanRecorder.spans[0]:void 0},e.prototype.setSession=function(e){return e?this._session=e:delete this._session,this._notifyScopeListeners(),this},e.prototype.getSession=function(){return this._session},e.prototype.update=function(t){if(!t)return this;if("function"==typeof t){var r=t(this);return r instanceof e?r:this}return t instanceof e?(this._tags=Object(ue.a)(Object(ue.a)({},this._tags),t._tags),this._extra=Object(ue.a)(Object(ue.a)({},this._extra),t._extra),this._contexts=Object(ue.a)(Object(ue.a)({},this._contexts),t._contexts),t._user&&Object.keys(t._user).length&&(this._user=t._user),t._level&&(this._level=t._level),t._fingerprint&&(this._fingerprint=t._fingerprint)):Object(me.h)(t)&&(t=t,this._tags=Object(ue.a)(Object(ue.a)({},this._tags),t.tags),this._extra=Object(ue.a)(Object(ue.a)({},this._extra),t.extra),this._contexts=Object(ue.a)(Object(ue.a)({},this._contexts),t.contexts),t.user&&(this._user=t.user),t.level&&(this._level=t.level),t.fingerprint&&(this._fingerprint=t.fingerprint)),this},e.prototype.clear=function(){return this._breadcrumbs=[],this._tags={},this._extra={},this._user={},this._contexts={},this._level=void 0,this._transactionName=void 0,this._fingerprint=void 0,this._span=void 0,this._session=void 0,this._notifyScopeListeners(),this},e.prototype.addBreadcrumb=function(e,t){var r=Object(ue.a)({timestamp:Object(ge.a)()},e);return this._breadcrumbs=void 0!==t&&t>=0?Object(ue.e)(this._breadcrumbs,[r]).slice(-t):Object(ue.e)(this._breadcrumbs,[r]),this._notifyScopeListeners(),this},e.prototype.clearBreadcrumbs=function(){return this._breadcrumbs=[],this._notifyScopeListeners(),this},e.prototype.applyToEvent=function(e,t){var r;if(this._extra&&Object.keys(this._extra).length&&(e.extra=Object(ue.a)(Object(ue.a)({},this._extra),e.extra)),this._tags&&Object.keys(this._tags).length&&(e.tags=Object(ue.a)(Object(ue.a)({},this._tags),e.tags)),this._user&&Object.keys(this._user).length&&(e.user=Object(ue.a)(Object(ue.a)({},this._user),e.user)),this._contexts&&Object.keys(this._contexts).length&&(e.contexts=Object(ue.a)(Object(ue.a)({},this._contexts),e.contexts)),this._level&&(e.level=this._level),this._transactionName&&(e.transaction=this._transactionName),this._span){e.contexts=Object(ue.a)({trace:this._span.getTraceContext()},e.contexts);var o=null===(r=this._span.transaction)||void 0===r?void 0:r.name;o&&(e.tags=Object(ue.a)({transaction:o},e.tags))}return this._applyFingerprint(e),e.breadcrumbs=Object(ue.e)(e.breadcrumbs||[],this._breadcrumbs),e.breadcrumbs=e.breadcrumbs.length>0?e.breadcrumbs:void 0,this._notifyEventProcessors(Object(ue.e)(n(),this._eventProcessors),e,t)},e.prototype._notifyEventProcessors=function(e,t,r,n){var o=this;return void 0===n&&(n=0),new fe((function(a,i){var s=e[n];if(null===t||"function"!=typeof s)a(t);else{var l=s(Object(ue.a)({},t),r);Object(me.m)(l)?l.then((function(t){return o._notifyEventProcessors(e,t,r,n+1).then(a)})).then(null,i):o._notifyEventProcessors(e,l,r,n+1).then(a).then(null,i)}}))},e.prototype._notifyScopeListeners=function(){var e=this;this._notifyingListeners||(this._notifyingListeners=!0,this._scopeListeners.forEach((function(t){t(e)})),this._notifyingListeners=!1)},e.prototype._applyFingerprint=function(e){e.fingerprint=e.fingerprint?Array.isArray(e.fingerprint)?e.fingerprint:[e.fingerprint]:[],this._fingerprint&&(e.fingerprint=e.fingerprint.concat(this._fingerprint)),e.fingerprint&&!e.fingerprint.length&&delete e.fingerprint},e}(),he=Object(Ee.e)(),Se="Sentry Logger ",Te=function(){function e(){this._enabled=!1}return e.prototype.disable=function(){this._enabled=!1},e.prototype.enable=function(){this._enabled=!0},e.prototype.log=function(){for(var e=[],t=0;t1&&(_=u.slice(0,-1).join("/"),d=u.pop()),d){var p=d.match(/^\d+/);p&&(d=p[0])}this._fromComponents({host:s,pass:i,path:_,projectId:d,port:c,protocol:n,user:o})},e.prototype._fromComponents=function(e){this.protocol=e.protocol,this.user=e.user,this.pass=e.pass||"",this.host=e.host,this.port=e.port||"",this.path=e.path||"",this.projectId=e.projectId},e.prototype._validate=function(){var e=this;if(["protocol","user","host","projectId"].forEach((function(t){if(!e[t])throw new Me("Invalid Dsn: "+t+" missing")})),!this.projectId.match(/^\d+$/))throw new Me("Invalid Dsn: Invalid projectId "+this.projectId);if("http"!==this.protocol&&"https"!==this.protocol)throw new Me("Invalid Dsn: Invalid protocol "+this.protocol);if(this.port&&isNaN(parseInt(this.port,10)))throw new Me("Invalid Dsn: Invalid port "+this.port)},e}(),ke=r("dbjm"),je=[],Ue=function(){function e(e,t){this._integrations={},this._processing=0,this._backend=new e(t),this._options=t,t.dsn&&(this._dsn=new Pe(t.dsn))}return e.prototype.captureException=function(e,t,r){var n=this,o=t&&t.event_id;return this._process(this._getBackend().eventFromException(e,t).then((function(e){return n._captureEvent(e,t,r)})).then((function(e){o=e}))),o},e.prototype.captureMessage=function(e,t,r,n){var o=this,a=r&&r.event_id,i=Object(me.i)(e)?this._getBackend().eventFromMessage(String(e),t,r):this._getBackend().eventFromException(e,r);return this._process(i.then((function(e){return o._captureEvent(e,r,n)})).then((function(e){a=e}))),a},e.prototype.captureEvent=function(e,t,r){var n=t&&t.event_id;return this._process(this._captureEvent(e,t,r).then((function(e){n=e}))),n},e.prototype.captureSession=function(e){e.release?this._sendSession(e):Ce.warn("Discarded session because of missing release")},e.prototype.getDsn=function(){return this._dsn},e.prototype.getOptions=function(){return this._options},e.prototype.flush=function(e){var t=this;return this._isClientProcessing(e).then((function(r){return t._getBackend().getTransport().close(e).then((function(e){return r&&e}))}))},e.prototype.close=function(e){var t=this;return this.flush(e).then((function(e){return t.getOptions().enabled=!1,e}))},e.prototype.setupIntegrations=function(){this._isEnabled()&&(this._integrations=R(this._options))},e.prototype.getIntegration=function(e){try{return this._integrations[e.id]||null}catch(t){return Ce.warn("Cannot retrieve integration "+e.id+" from the current Client"),null}},e.prototype._updateSessionFromEvent=function(e,t){var r,n,o,a=!1,i=!1,s=t.exception&&t.exception.values;if(s){i=!0;try{for(var l=Object(ue.f)(s),c=l.next();!c.done;c=l.next()){var _=c.value.mechanism;if(_&&!1===_.handled){a=!0;break}}}catch(e){r={error:e}}finally{try{c&&!c.done&&(n=l.return)&&n.call(l)}finally{if(r)throw r.error}}}var d=t.user;if(!e.userAgent){var u=t.request?t.request.headers:{};for(var p in u)if("user-agent"===p.toLowerCase()){o=u[p];break}}e.update(Object(ue.a)(Object(ue.a)({},a&&{status:ve.Crashed}),{user:d,userAgent:o,errors:e.errors+Number(i||a)}))},e.prototype._sendSession=function(e){this._getBackend().sendSession(e)},e.prototype._isClientProcessing=function(e){var t=this;return new fe((function(r){var n=0,o=setInterval((function(){0==t._processing?(clearInterval(o),r(!0)):(n+=1,e&&n>=e&&(clearInterval(o),r(!1)))}),1)}))},e.prototype._getBackend=function(){return this._backend},e.prototype._isEnabled=function(){return!1!==this.getOptions().enabled&&void 0!==this._dsn},e.prototype._prepareEvent=function(e,t,r){var n=this,o=this.getOptions().normalizeDepth,a=void 0===o?3:o,i=Object(ue.a)(Object(ue.a)({},e),{event_id:e.event_id||(r&&r.event_id?r.event_id:Object(Ee.i)()),timestamp:e.timestamp||Object(ge.a)()});this._applyClientOptions(i),this._applyIntegrationsMetadata(i);var s=t;r&&r.captureContext&&(s=be.clone(s).update(r.captureContext));var l=fe.resolve(i);return s&&(l=s.applyToEvent(i,r)),l.then((function(e){return"number"==typeof a&&a>0?n._normalizeEvent(e,a):e}))},e.prototype._normalizeEvent=function(e,t){if(!e)return null;var r=Object(ue.a)(Object(ue.a)(Object(ue.a)(Object(ue.a)(Object(ue.a)({},e),e.breadcrumbs&&{breadcrumbs:e.breadcrumbs.map((function(e){return Object(ue.a)(Object(ue.a)({},e),e.data&&{data:Object(Ie.d)(e.data,t)})}))}),e.user&&{user:Object(Ie.d)(e.user,t)}),e.contexts&&{contexts:Object(Ie.d)(e.contexts,t)}),e.extra&&{extra:Object(Ie.d)(e.extra,t)});return e.contexts&&e.contexts.trace&&(r.contexts.trace=e.contexts.trace),r},e.prototype._applyClientOptions=function(e){var t=this.getOptions(),r=t.release,n=t.dist,o=t.maxValueLength,a=void 0===o?250:o;"environment"in e||(e.environment="environment"in t?t.environment:"production"),void 0===e.release&&void 0!==r&&(e.release=r),void 0===e.dist&&void 0!==n&&(e.dist=n),e.message&&(e.message=Object(ke.d)(e.message,a));var i=e.exception&&e.exception.values&&e.exception.values[0];i&&i.value&&(i.value=Object(ke.d)(i.value,a));var s=e.request;s&&s.url&&(s.url=Object(ke.d)(s.url,a))},e.prototype._applyIntegrationsMetadata=function(e){var t=e.sdk,r=Object.keys(this._integrations);t&&r.length>0&&(t.integrations=r)},e.prototype._sendEvent=function(e){this._getBackend().sendEvent(e)},e.prototype._captureEvent=function(e,t,r){return this._processEvent(e,t,r).then((function(e){return e.event_id}),(function(e){Ce.error(e)}))},e.prototype._processEvent=function(e,t,r){var n=this,o=this.getOptions(),a=o.beforeSend,i=o.sampleRate;if(!this._isEnabled())return fe.reject(new Me("SDK not enabled, will not send event."));var s="transaction"===e.type;return!s&&"number"==typeof i&&Math.random()>i?fe.reject(new Me("Discarding event because it's not included in the random sample (sampling rate = "+i+")")):this._prepareEvent(e,r,t).then((function(e){if(null===e)throw new Me("An event processor returned null, will not send event.");if(t&&t.data&&!0===t.data.__sentry__||s||!a)return e;var r=a(e,t);if(void 0===r)throw new Me("`beforeSend` method has to return `null` or a valid event.");return Object(me.m)(r)?r.then((function(e){return e}),(function(e){throw new Me("beforeSend rejected with "+e)})):r})).then((function(e){if(null===e)throw new Me("`beforeSend` returned `null`, will not send event.");var t=r&&r.getSession&&r.getSession();return!s&&t&&n._updateSessionFromEvent(t,e),n._sendEvent(e),e})).then(null,(function(e){if(e instanceof Me)throw e;throw n.captureException(e,{data:{__sentry__:!0},originalException:e}),new Me("Event processing pipeline threw an error, original event will not be sent. Details have been sent as a new event.\nReason: "+e)}))},e.prototype._process=function(e){var t=this;this._processing+=1,e.then((function(e){return t._processing-=1,e}),(function(e){return t._processing-=1,e}))},e}(),Fe=function(){function e(){}return e.prototype.sendEvent=function(){return fe.resolve({reason:"NoopTransport: Event has been skipped because no Dsn is configured.",status:de.Skipped})},e.prototype.close=function(){return fe.resolve(!0)},e}(),Ge=function(){function e(e){this._options=e,this._options.dsn||Ce.warn("No DSN provided, backend will not do anything."),this._transport=this._setupTransport()}return e.prototype.eventFromException=function(){throw new Me("Backend has to implement `eventFromException` method")},e.prototype.eventFromMessage=function(){throw new Me("Backend has to implement `eventFromMessage` method")},e.prototype.sendEvent=function(e){this._transport.sendEvent(e).then(null,(function(e){Ce.error("Error while sending event: "+e)}))},e.prototype.sendSession=function(e){this._transport.sendSession?this._transport.sendSession(e).then(null,(function(e){Ce.error("Error while sending session: "+e)})):Ce.warn("Dropping session because custom transport doesn't implement sendSession")},e.prototype.getTransport=function(){return this._transport},e.prototype._setupTransport=function(){return new Fe},e}(),Be=/^\s*at (?:(.*?) ?\()?((?:file|https?|blob|chrome-extension|address|native|eval|webpack||[-a-z]+:|.*bundle|\/).*?)(?::(\d+))?(?::(\d+))?\)?\s*$/i,Ye=/^\s*(.*?)(?:\((.*?)\))?(?:^|@)?((?:file|https?|blob|chrome|webpack|resource|moz-extension|capacitor).*?:\/.*?|\[native code\]|[^@]*(?:bundle|\d+\.js)|\/[\w\-. /=]+)(?::(\d+))?(?::(\d+))?\s*$/i,Ve=/^\s*at (?:((?:\[object object\])?.+) )?\(?((?:file|ms-appx|https?|webpack|blob):.*?):(\d+)(?::(\d+))?\)?\s*$/i,He=/(\S+) line (\d+)(?: > eval line \d+)* > eval/i,ze=/\((\S*)(?::(\d+))(?::(\d+))\)/,qe=/Minified React error #\d+;/i,We=function(){function e(e){this.dsn=e,this._dsnObject=new Pe(e)}return e.prototype.getDsn=function(){return this._dsnObject},e.prototype.getBaseApiEndpoint=function(){var e=this._dsnObject;return(e.protocol?e.protocol+":":"")+"//"+e.host+(e.port?":"+e.port:"")+(e.path?"/"+e.path:"")+"/api/"},e.prototype.getStoreEndpoint=function(){return this._getIngestEndpoint("store")},e.prototype.getStoreEndpointWithUrlEncodedAuth=function(){return this.getStoreEndpoint()+"?"+this._encodedAuth()},e.prototype.getEnvelopeEndpointWithUrlEncodedAuth=function(){return this._getEnvelopeEndpoint()+"?"+this._encodedAuth()},e.prototype.getStoreEndpointPath=function(){var e=this._dsnObject;return(e.path?"/"+e.path:"")+"/api/"+e.projectId+"/store/"},e.prototype.getRequestHeaders=function(e,t){var r=this._dsnObject,n=["Sentry sentry_version=7"];return n.push("sentry_client="+e+"/"+t),n.push("sentry_key="+r.user),r.pass&&n.push("sentry_secret="+r.pass),{"Content-Type":"application/json","X-Sentry-Auth":n.join(", ")}},e.prototype.getReportDialogEndpoint=function(e){void 0===e&&(e={});var t=this._dsnObject,r=this.getBaseApiEndpoint()+"embed/error-page/",n=[];for(var o in n.push("dsn="+t.toString()),e)if("dsn"!==o)if("user"===o){if(!e.user)continue;e.user.name&&n.push("name="+encodeURIComponent(e.user.name)),e.user.email&&n.push("email="+encodeURIComponent(e.user.email))}else n.push(encodeURIComponent(o)+"="+encodeURIComponent(e[o]));return n.length?r+"?"+n.join("&"):r},e.prototype._getEnvelopeEndpoint=function(){return this._getIngestEndpoint("envelope")},e.prototype._getIngestEndpoint=function(e){return""+this.getBaseApiEndpoint()+this._dsnObject.projectId+"/"+e+"/"},e.prototype._encodedAuth=function(){var e={sentry_key:this._dsnObject.user,sentry_version:"7"};return Object(Ie.f)(e)},e}(),Qe=function(){function e(e){this._limit=e,this._buffer=[]}return e.prototype.isReady=function(){return void 0===this._limit||this.length()0&&r(!1)}),e);fe.all(t._buffer).then((function(){clearTimeout(n),r(!0)})).then(null,(function(){r(!0)}))}))},e}(),Ke=function(){function e(e){this.options=e,this._buffer=new Qe(30),this._rateLimits={},this._api=new We(this.options.dsn),this.url=this._api.getStoreEndpointWithUrlEncodedAuth()}return e.prototype.sendEvent=function(){throw new Me("Transport Class has to implement `sendEvent` method")},e.prototype.close=function(e){return this._buffer.drain(e)},e.prototype._handleResponse=function(e){var t=e.requestType,r=e.response,n=e.headers,o=e.resolve,a=e.reject,i=de.fromHttpCode(r.status);this._handleRateLimit(n)&&Ce.warn("Too many requests, backing off until: "+this._disabledUntil(t)),i!==de.Success?a(r):o({status:i})},e.prototype._disabledUntil=function(e){return this._rateLimits[e]||this._rateLimits.all},e.prototype._isRateLimited=function(e){return this._disabledUntil(e)>new Date(Date.now())},e.prototype._handleRateLimit=function(e){var t,r,n,o,a=Date.now(),i=e["x-sentry-rate-limits"],s=e["retry-after"];if(i){try{for(var l=Object(ue.f)(i.trim().split(",")),c=l.next();!c.done;c=l.next()){var _=c.value.split(":",2),d=parseInt(_[0],10),u=1e3*(isNaN(d)?60:d);try{for(var p=(n=void 0,Object(ue.f)(_[1].split(";"))),m=p.next();!m.done;m=p.next()){this._rateLimits[m.value||"all"]=new Date(a+u)}}catch(e){n={error:e}}finally{try{m&&!m.done&&(o=p.return)&&o.call(p)}finally{if(n)throw n.error}}}}catch(e){t={error:e}}finally{try{c&&!c.done&&(r=l.return)&&r.call(l)}finally{if(t)throw t.error}}return!0}return!!s&&(this._rateLimits.all=new Date(a+Object(Ee.g)(a,s)),!0)},e}(),$e=Object(Ee.e)(),Xe=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return Object(ue.b)(t,e),t.prototype.sendEvent=function(e){return this._sendRequest(G(e,this._api),e)},t.prototype.sendSession=function(e){return this._sendRequest(F(e,this._api),e)},t.prototype._sendRequest=function(e,t){var r=this;if(this._isRateLimited(e.type))return Promise.reject({event:t,type:e.type,reason:"Transport locked till "+this._disabledUntil(e.type)+" due to too many requests.",status:429});var n={body:e.body,method:"POST",referrerPolicy:A()?"origin":""};return void 0!==this.options.fetchParameters&&B(n,this.options.fetchParameters),void 0!==this.options.headers&&(n.headers=this.options.headers),this._buffer.add(new fe((function(t,o){$e.fetch(e.url,n).then((function(n){var a={"x-sentry-rate-limits":n.headers.get("X-Sentry-Rate-Limits"),"retry-after":n.headers.get("Retry-After")};r._handleResponse({requestType:e.type,response:n,headers:a,resolve:t,reject:o})})).catch(o)})))},t}(Ke),Ze=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return Object(ue.b)(t,e),t.prototype.sendEvent=function(e){return this._sendRequest(G(e,this._api),e)},t.prototype.sendSession=function(e){return this._sendRequest(F(e,this._api),e)},t.prototype._sendRequest=function(e,t){var r=this;return this._isRateLimited(e.type)?Promise.reject({event:t,type:e.type,reason:"Transport locked till "+this._disabledUntil(e.type)+" due to too many requests.",status:429}):this._buffer.add(new fe((function(t,n){var o=new XMLHttpRequest;for(var a in o.onreadystatechange=function(){if(4===o.readyState){var a={"x-sentry-rate-limits":o.getResponseHeader("X-Sentry-Rate-Limits"),"retry-after":o.getResponseHeader("Retry-After")};r._handleResponse({requestType:e.type,response:o,headers:a,resolve:t,reject:n})}},o.open("POST",e.url),r.options.headers)r.options.headers.hasOwnProperty(a)&&o.setRequestHeader(a,r.options.headers[a]);o.send(e.body)})))},t}(Ke),Je=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return Object(ue.b)(t,e),t.prototype.eventFromException=function(e,t){return P(this._options,e,t)},t.prototype.eventFromMessage=function(e,t,r){return void 0===t&&(t=_e.Info),k(this._options,e,t,r)},t.prototype._setupTransport=function(){if(!this._options.dsn)return e.prototype._setupTransport.call(this);var t=Object(ue.a)(Object(ue.a)({},this._options.transportOptions),{dsn:this._options.dsn});return this._options.transport?new this._options.transport(t):N()?new Xe(t):new Ze(t)},t}(Ge),et=0,tt=r("WgIG"),rt=Object(Ee.e)(),nt={},ot={},at=0,it=null,st=null,lt=r("VPep"),ct=function(){function e(t){this.name=e.id,this._options=Object(ue.a)({console:!0,dom:!0,fetch:!0,history:!0,sentry:!0,xhr:!0},t)}return e.prototype.addSentryBreadcrumb=function(e){this._options.sentry&&s().addBreadcrumb({category:"sentry."+("transaction"===e.type?"transaction":"event"),event_id:e.event_id,level:e.level,message:Object(Ee.d)(e)},{event:e})},e.prototype.setupOnce=function(){var e=this;this._options.console&&W({callback:function(){for(var t=[],r=0;r"}0!==t.length&&s().addBreadcrumb({category:"ui."+e.name,message:t},{event:e.event,name:e.name})},e.prototype._xhrBreadcrumb=function(e){if(e.endTimestamp){if(e.xhr.__sentry_own_request__)return;var t=e.xhr.__sentry_xhr__||{},r=t.method,n=t.url,o=t.status_code,a=t.body;s().addBreadcrumb({category:"xhr",data:{method:r,url:n,status_code:o},type:"http"},{xhr:e.xhr,input:a})}else;},e.prototype._fetchBreadcrumb=function(e){e.endTimestamp&&(e.fetchData.url.match(/sentry_key/)&&"POST"===e.fetchData.method||(e.error?s().addBreadcrumb({category:"fetch",data:e.fetchData,level:_e.Error,type:"http"},{data:e.error,input:e.args}):s().addBreadcrumb({category:"fetch",data:Object(ue.a)(Object(ue.a)({},e.fetchData),{status_code:e.response.status}),type:"http"},{input:e.args,response:e.response})))},e.prototype._historyBreadcrumb=function(e){var t=Object(Ee.e)(),r=e.from,n=e.to,o=Object(Ee.h)(t.location.href),a=Object(Ee.h)(r),i=Object(Ee.h)(n);a.path||(a=o),o.protocol===i.protocol&&o.host===i.host&&(n=i.relative),o.protocol===a.protocol&&o.host===a.host&&(r=a.relative),s().addBreadcrumb({category:"navigation",data:{from:r,to:n}})},e.id="Breadcrumbs",e}(),_t="sentry.javascript.browser",dt="5.30.0",ut=function(e){function t(t){return void 0===t&&(t={}),e.call(this,Je,t)||this}return Object(ue.b)(t,e),t.prototype.showReportDialog=function(e){void 0===e&&(e={}),Object(Ee.e)().document&&(this._isEnabled()?z(Object(ue.a)(Object(ue.a)({},e),{dsn:e.dsn||this.getDsn()})):Ce.error("Trying to call showReportDialog with Sentry Client disabled"))},t.prototype._prepareEvent=function(t,r,n){return t.platform=t.platform||"javascript",t.sdk=Object(ue.a)(Object(ue.a)({},t.sdk),{name:_t,packages:Object(ue.e)(t.sdk&&t.sdk.packages||[],[{name:"npm:@sentry/browser",version:dt}]),version:dt}),e.prototype._prepareEvent.call(this,t,r,n)},t.prototype._sendEvent=function(t){var r=this.getIntegration(ct);r&&r.addSentryBreadcrumb(t),e.prototype._sendEvent.call(this,t)},t}(Ue),pt=function(){function e(){this.name=e.id}return e.prototype.setupOnce=function(){Ae=Function.prototype.toString,Function.prototype.toString=function(){for(var e=[],t=0;t0?t:Object(Ee.f)();return 0===e.exception.values[0].stacktrace.frames.length&&e.exception.values[0].stacktrace.frames.push({colno:o,filename:i,function:"?",in_app:!0,lineno:a}),e},e.id="GlobalHandlers",e}(),ht=function(){function e(t){void 0===t&&(t={}),this.name=e.id,this._key=t.key||"cause",this._limit=t.limit||5}return e.prototype.setupOnce=function(){o((function(t,r){var n=s().getIntegration(e);return n?n._handler(t,r):t}))},e.prototype._handler=function(e,t){if(!(e.exception&&e.exception.values&&t&&Object(me.g)(t.originalException,Error)))return e;var r=this._walkErrorTree(t.originalException,this._key);return e.exception.values=Object(ue.e)(r,e.exception.values),e},e.prototype._walkErrorTree=function(e,t,r){if(void 0===r&&(r=[]),!Object(me.g)(e[t],Error)||r.length+1>=this._limit)return r;var n=x(I(e[t]));return this._walkErrorTree(e[t],t,Object(ue.e)([n],r))},e.id="LinkedErrors",e}(),St=Object(Ee.e)(),Tt=function(){function e(){this.name=e.id}return e.prototype.setupOnce=function(){o((function(t){var r,n,o;if(s().getIntegration(e)){if(!St.navigator&&!St.location&&!St.document)return t;var a=(null===(r=t.request)||void 0===r?void 0:r.url)||(null===(n=St.location)||void 0===n?void 0:n.href),i=(St.document||{}).referrer,l=(St.navigator||{}).userAgent,c=Object(ue.a)(Object(ue.a)(Object(ue.a)({},null===(o=t.request)||void 0===o?void 0:o.headers),i&&{Referer:i}),l&&{"User-Agent":l}),_=Object(ue.a)(Object(ue.a)({},a&&{url:a}),{headers:c});return Object(ue.a)(Object(ue.a)({},t),{request:_})}return t}))},e.id="UserAgent",e}(),vt=[new se.InboundFilters,new se.FunctionToString,new Et,new ct,new bt,new ht,new Tt],Ct={},yt=Object(Ee.e)();yt.Sentry&&yt.Sentry.Integrations&&(Ct=yt.Sentry.Integrations);var Rt=Object(ue.a)(Object(ue.a)(Object(ue.a)({},Ct),se),le)},"z9+T":function(e){e.exports=function(e){var t={keyword:"rec with let in inherit assert if else then",literal:"true false or and null",built_in:"import abort baseNameOf dirOf isNull builtins map removeAttrs throw toString derivation"},r={className:"subst",begin:/\$\{/,end:/}/,keywords:t},n=[e.NUMBER_MODE,e.HASH_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"string",contains:[r],variants:[{begin:"''",end:"''"},{begin:'"',end:'"'}]},{begin:/[a-zA-Z0-9-_]+(\s*=)/,returnBegin:!0,relevance:0,contains:[{className:"attr",begin:/\S+/}]}];return r.contains=n,{aliases:["nixos"],keywords:t,contains:n}}},z9KT:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#002b36",color:"#839496"},"hljs-comment":{color:"#586e75"},"hljs-quote":{color:"#586e75"},"hljs-keyword":{color:"#859900"},"hljs-selector-tag":{color:"#859900"},"hljs-addition":{color:"#859900"},"hljs-number":{color:"#2aa198"},"hljs-string":{color:"#2aa198"},"hljs-meta .hljs-meta-string":{color:"#2aa198"},"hljs-literal":{color:"#2aa198"},"hljs-doctag":{color:"#2aa198"},"hljs-regexp":{color:"#2aa198"},"hljs-title":{color:"#268bd2"},"hljs-section":{color:"#268bd2"},"hljs-name":{color:"#268bd2"},"hljs-selector-id":{color:"#268bd2"},"hljs-selector-class":{color:"#268bd2"},"hljs-attribute":{color:"#b58900"},"hljs-attr":{color:"#b58900"},"hljs-variable":{color:"#b58900"},"hljs-template-variable":{color:"#b58900"},"hljs-class .hljs-title":{color:"#b58900"},"hljs-type":{color:"#b58900"},"hljs-symbol":{color:"#cb4b16"},"hljs-bullet":{color:"#cb4b16"},"hljs-subst":{color:"#cb4b16"},"hljs-meta":{color:"#cb4b16"},"hljs-meta .hljs-keyword":{color:"#cb4b16"},"hljs-selector-attr":{color:"#cb4b16"},"hljs-selector-pseudo":{color:"#cb4b16"},"hljs-link":{color:"#cb4b16"},"hljs-built_in":{color:"#dc322f"},"hljs-deletion":{color:"#dc322f"},"hljs-formula":{background:"#073642"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},z9jV:function(e){e.exports=function(e){return{aliases:["p21","step","stp"],case_insensitive:!0,lexemes:"[A-Z_][A-Z0-9_.]*",keywords:{keyword:"HEADER ENDSEC DATA"},contains:[{className:"meta",begin:"ISO-10303-21;",relevance:10},{className:"meta",begin:"END-ISO-10303-21;",relevance:10},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.COMMENT("/\\*\\*!","\\*/"),e.C_NUMBER_MODE,e.inherit(e.APOS_STRING_MODE,{illegal:null}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),{className:"string",begin:"'",end:"'"},{className:"symbol",variants:[{begin:"#",end:"\\d+",illegal:"\\W"}]}]}}}}); +//# sourceMappingURL=bundle.45225.esm.js.map \ No newline at end of file diff --git a/docs/bundle.45225.esm.js.map b/docs/bundle.45225.esm.js.map new file mode 100644 index 0000000..2e550e1 --- /dev/null +++ b/docs/bundle.45225.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///webpack/bootstrap","webpack:///../node_modules/highlight.js/lib/languages/irpf90.js","webpack:///../node_modules/highlight.js/lib/languages/xml.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/a11y-light.js","webpack:///../node_modules/highlight.js/lib/languages/mel.js","webpack:///../node_modules/highlight.js/lib/languages/x86asm.js","webpack:///../node_modules/highlight.js/lib/languages/rsl.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-dune-light.js","webpack:///../node_modules/highlight.js/lib/languages/xl.js","webpack:///../node_modules/highlight.js/lib/languages/cmake.js","webpack:///../node_modules/highlight.js/lib/languages/crystal.js","webpack:///../node_modules/highlight.js/lib/languages/actionscript.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/arduino-light.js","webpack:///../node_modules/highlight.js/lib/languages/julia.js","webpack:///../node_modules/highlight.js/lib/languages/ldif.js","webpack:///../node_modules/highlight.js/lib/languages/nimrod.js","webpack:///../node_modules/lowlight/index.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/tomorrow.js","webpack:///../node_modules/highlight.js/lib/languages/erlang.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/hybrid.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/an-old-hope.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/hopscotch.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atom-one-light.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-plateau-light.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-sulphurpool-dark.js","webpack:///../node_modules/highlight.js/lib/languages/cal.js","webpack:///../node_modules/highlight.js/lib/languages/vim.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/gruvbox-light.js","webpack:///../node_modules/highlight.js/lib/languages/typescript.js","webpack:///../src/misc.ts","webpack:///./components/ErrorAbbr.less","webpack:///../node_modules/highlight.js/lib/languages/arcade.js","webpack:///../node_modules/highlight.js/lib/languages/asciidoc.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/pojoaque.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-sulphurpool-light.js","webpack:///../node_modules/highlight.js/lib/languages/tp.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/purebasic.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/tomorrow-night-blue.js","webpack:///../node_modules/highlight.js/lib/languages/perl.js","webpack:///../node_modules/highlight.js/lib/languages/nsis.js","webpack:///../node_modules/highlight.js/lib/languages/dts.js","webpack:///../node_modules/process/browser.js","webpack:///../node_modules/highlight.js/lib/highlight.js","webpack:///../node_modules/highlight.js/lib/languages/ruby.js","webpack:///../node_modules/@babel/runtime/helpers/interopRequireDefault.js","webpack:///./routes/NetLogo.js?fbd6","webpack:///../node_modules/highlight.js/lib/languages/shell.js","webpack:///../node_modules/highlight.js/lib/languages/r.js","webpack:///./routes/VlDiGeometria.js?ee6b","webpack:///../node_modules/highlight.js/lib/languages/llvm.js","webpack:///../src/memo.ts","webpack:///../node_modules/format/format.js","webpack:///../node_modules/highlight.js/lib/languages/coq.js","webpack:///../node_modules/highlight.js/lib/languages/lisp.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/vs.js","webpack:///../node_modules/highlight.js/lib/languages/flix.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/railscasts.js","webpack:///../node_modules/@babel/runtime/helpers/extends.js","webpack:///./components/Footer.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/school-book.js","webpack:///../node_modules/highlight.js/lib/languages/php.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/arta.js","webpack:///../node_modules/highlight.js/lib/languages/applescript.js","webpack:///../node_modules/highlight.js/lib/languages/cs.js","webpack:///../node_modules/highlight.js/lib/languages/mipsasm.js","webpack:///../node_modules/highlight.js/lib/languages/css.js","webpack:///../node_modules/highlight.js/lib/languages/inform7.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/color-brewer.js","webpack:///../node_modules/highlight.js/lib/languages/dust.js","webpack:///../node_modules/highlight.js/lib/languages/python.js","webpack:///../node_modules/highlight.js/lib/languages/n1ql.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atom-one-dark-reasonable.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-lakeside-dark.js","webpack:///../node_modules/highlight.js/lib/languages/glsl.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/googlecode.js","webpack:///../node_modules/highlight.js/lib/languages/livescript.js","webpack:///../node_modules/highlight.js/lib/languages/excel.js","webpack:///../node_modules/highlight.js/lib/languages/sql.js","webpack:///../node_modules/highlight.js/lib/languages/json.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/github-gist.js","webpack:///./routes/BasiDiDati.js?c53d","webpack:///../node_modules/highlight.js/lib/languages/vbscript.js","webpack:///../node_modules/highlight.js/lib/languages/htmlbars.js","webpack:///../node_modules/highlight.js/lib/languages/haxe.js","webpack:///../node_modules/highlight.js/lib/languages/armasm.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/monokai.js","webpack:///../node_modules/highlight.js/lib/languages/matlab.js","webpack:///../node_modules/highlight.js/lib/languages/clean.js","webpack:///../node_modules/highlight.js/lib/languages/scheme.js","webpack:///../node_modules/highlight.js/lib/languages/fix.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/monokai-sublime.js","webpack:///../node_modules/prop-types/lib/ReactPropTypesSecret.js","webpack:///../src/is.ts","webpack:///../node_modules/highlight.js/lib/languages/subunit.js","webpack:///../node_modules/highlight.js/lib/languages/moonscript.js","webpack:///../node_modules/highlight.js/lib/languages/clojure.js","webpack:///../node_modules/highlight.js/lib/languages/ruleslanguage.js","webpack:///../node_modules/highlight.js/lib/languages/scala.js","webpack:///../node_modules/highlight.js/lib/languages/xquery.js","webpack:///../node_modules/highlight.js/lib/languages/objectivec.js","webpack:///../node_modules/highlight.js/lib/languages/dockerfile.js","webpack:///../node_modules/highlight.js/lib/languages/go.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-savanna-dark.js","webpack:///../node_modules/highlight.js/lib/languages/powershell.js","webpack:///../node_modules/highlight.js/lib/languages/protobuf.js","webpack:///../node_modules/highlight.js/lib/languages/sml.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/vs2015.js","webpack:///../node_modules/highlight.js/lib/languages/zephir.js","webpack:///./components/ErrorAbbr.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/obsidian.js","webpack:///../node_modules/@fortawesome/react-fontawesome/index.es.js","webpack:///../node_modules/highlight.js/lib/languages/groovy.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/paraiso-dark.js","webpack:///../node_modules/highlight.js/lib/languages/stan.js","webpack:///../node_modules/highlight.js/lib/languages/lsl.js","webpack:///./components/PrintBox.js","webpack:///../node_modules/highlight.js/lib/languages/processing.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/ascetic.js","webpack:///../node_modules/highlight.js/lib/languages/clojure-repl.js","webpack:///../node_modules/highlight.js/lib/languages/sas.js","webpack:///../node_modules/highlight.js/lib/languages/swift.js","webpack:///../node_modules/highlight.js/lib/languages/livecodeserver.js","webpack:///../node_modules/highlight.js/lib/languages/rust.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/xcode.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/mono-blue.js","webpack:///../node_modules/highlight.js/lib/languages/ebnf.js","webpack:///../node_modules/highlight.js/lib/languages/vhdl.js","webpack:///../node_modules/highlight.js/lib/languages/profile.js","webpack:///../node_modules/highlight.js/lib/languages/roboconf.js","webpack:///../node_modules/highlight.js/lib/languages/qml.js","webpack:///../node_modules/highlight.js/lib/languages/routeros.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/darcula.js","webpack:///../node_modules/highlight.js/lib/languages/hy.js","webpack:///../node_modules/highlight.js/lib/languages/bnf.js","webpack:///../node_modules/@fortawesome/free-brands-svg-icons/index.es.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-plateau-dark.js","webpack:///../node_modules/highlight.js/lib/languages/ceylon.js","webpack:///../node_modules/highlight.js/lib/languages/elixir.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-dune-dark.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-forest-dark.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/qtcreator_light.js","webpack:///../node_modules/highlight.js/lib/languages/gauss.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/agate.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/gruvbox-dark.js","webpack:///../node_modules/dequal/dist/index.mjs","webpack:///../node_modules/use-deep-compare-effect/dist/use-deep-compare-effect.esm.js","webpack:///../node_modules/highlight.js/lib/languages/maxima.js","webpack:///../node_modules/highlight.js/lib/languages/java.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/androidstudio.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-estuary-light.js","webpack:///../node_modules/highlight.js/lib/languages/abnf.js","webpack:///../node_modules/highlight.js/lib/languages/makefile.js","webpack:///../node_modules/highlight.js/lib/languages/tcl.js","webpack:///../node_modules/prop-types/factoryWithThrowingShims.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/gml.js","webpack:///../node_modules/highlight.js/lib/languages/csp.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-seaside-light.js","webpack:///../node_modules/highlight.js/lib/languages/erb.js","webpack:///../node_modules/highlight.js/lib/languages/lasso.js","webpack:///./routes/MingwInstall.js?ed77","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/isbl-editor-dark.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/routeros.js","webpack:///../node_modules/webpack/buildin/harmony-module.js","webpack:///../node_modules/@babel/runtime/helpers/defineProperty.js","webpack:///../node_modules/highlight.js/lib/languages/pf.js","webpack:///../node_modules/@babel/runtime/helpers/objectWithoutPropertiesLoose.js","webpack:///../node_modules/highlight.js/lib/languages/mizar.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/lightfair.js","webpack:///../node_modules/highlight.js/lib/languages/ini.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-savanna-light.js","webpack:///../node_modules/highlight.js/lib/languages/dns.js","webpack:///../src/index.js","webpack:///./index.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/nord.js","webpack:///../node_modules/highlight.js/lib/languages/tap.js","webpack:///./routes/GestioneDellInformazione/index.js?bacd","webpack:///./components/Footer.less","webpack:///../node_modules/highlight.js/lib/languages/ocaml.js","webpack:///../node_modules/@babel/runtime/helpers/objectWithoutProperties.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/isbl-editor-light.js","webpack:///../node_modules/highlight.js/lib/languages/parser3.js","webpack:///../node_modules/highlight.js/lib/languages/javascript.js","webpack:///../node_modules/highlight.js/lib/languages/hsp.js","webpack:///../node_modules/highlight.js/lib/languages/markdown.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/grayscale.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/sunburst.js","webpack:///../node_modules/highlight.js/lib/languages/rib.js","webpack:///../node_modules/highlight.js/lib/languages/less.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/zenburn.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/docco.js","webpack:///./routes/LinguaggiDinamici/index.js?4ba5","webpack:///../node_modules/highlight.js/lib/languages/sqf.js","webpack:///../node_modules/highlight.js/lib/languages/awk.js","webpack:///../node_modules/highlight.js/lib/languages/axapta.js","webpack:///../node_modules/highlight.js/lib/languages/nginx.js","webpack:///../node_modules/highlight.js/lib/languages/pgsql.js","webpack:///../src/browser.ts","webpack:///../node_modules/highlight.js/lib/languages/cpp.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/brown-paper.js","webpack:///../node_modules/highlight.js/lib/languages/capnproto.js","webpack:///../node_modules/highlight.js/lib/languages/vbnet.js","webpack:///../node_modules/prop-types/index.js","webpack:///../src/options.js","webpack:///../src/showdown.js","webpack:///../src/helpers.js","webpack:///../src/converter.js","webpack:///../src/subParsers/anchors.js","webpack:///../src/subParsers/autoLinks.js","webpack:///../src/subParsers/blockGamut.js","webpack:///../src/subParsers/blockQuotes.js","webpack:///../src/subParsers/codeBlocks.js","webpack:///../src/subParsers/codeSpans.js","webpack:///../src/subParsers/completeHTMLDocument.js","webpack:///../src/subParsers/detab.js","webpack:///../src/subParsers/ellipsis.js","webpack:///../src/subParsers/emoji.js","webpack:///../src/subParsers/encodeAmpsAndAngles.js","webpack:///../src/subParsers/encodeBackslashEscapes.js","webpack:///../src/subParsers/encodeCode.js","webpack:///../src/subParsers/escapeSpecialCharsWithinTagAttributes.js","webpack:///../src/subParsers/githubCodeBlocks.js","webpack:///../src/subParsers/hashBlock.js","webpack:///../src/subParsers/hashCodeTags.js","webpack:///../src/subParsers/hashElement.js","webpack:///../src/subParsers/hashHTMLBlocks.js","webpack:///../src/subParsers/hashHTMLSpans.js","webpack:///../src/subParsers/hashPreCodeTags.js","webpack:///../src/subParsers/headers.js","webpack:///../src/subParsers/horizontalRule.js","webpack:///../src/subParsers/images.js","webpack:///../src/subParsers/italicsAndBold.js","webpack:///../src/subParsers/lists.js","webpack:///../src/subParsers/metadata.js","webpack:///../src/subParsers/outdent.js","webpack:///../src/subParsers/paragraphs.js","webpack:///../src/subParsers/runExtension.js","webpack:///../src/subParsers/spanGamut.js","webpack:///../src/subParsers/strikethrough.js","webpack:///../src/subParsers/stripLinkDefinitions.js","webpack:///../src/subParsers/tables.js","webpack:///../src/subParsers/underline.js","webpack:///../src/subParsers/unescapeSpecialChars.js","webpack:///../src/subParsers/makeMarkdown/blockquote.js","webpack:///../src/subParsers/makeMarkdown/codeBlock.js","webpack:///../src/subParsers/makeMarkdown/codeSpan.js","webpack:///../src/subParsers/makeMarkdown/emphasis.js","webpack:///../src/subParsers/makeMarkdown/header.js","webpack:///../src/subParsers/makeMarkdown/hr.js","webpack:///../src/subParsers/makeMarkdown/image.js","webpack:///../src/subParsers/makeMarkdown/links.js","webpack:///../src/subParsers/makeMarkdown/list.js","webpack:///../src/subParsers/makeMarkdown/listItem.js","webpack:///../src/subParsers/makeMarkdown/node.js","webpack:///../src/subParsers/makeMarkdown/paragraph.js","webpack:///../src/subParsers/makeMarkdown/pre.js","webpack:///../src/subParsers/makeMarkdown/strikethrough.js","webpack:///../src/subParsers/makeMarkdown/strong.js","webpack:///../src/subParsers/makeMarkdown/table.js","webpack:///../src/subParsers/makeMarkdown/tableCell.js","webpack:///../src/subParsers/makeMarkdown/txt.js","webpack:///../src/loader.js","webpack:///../node_modules/@fortawesome/free-solid-svg-icons/index.es.js","webpack:///./routes/RipassoDiAlgebraLineare.js?e297","webpack:///../node_modules/highlight.js/lib/languages/fortran.js","webpack:///../src/stacktrace.ts","webpack:///../node_modules/highlight.js/lib/languages/arduino.js","webpack:///../node_modules/@fortawesome/fontawesome-svg-core/index.es.js","webpack:///../node_modules/highlight.js/lib/languages/erlang-repl.js","webpack:///../node_modules/fault/index.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/shades-of-purple.js","webpack:///../node_modules/highlight.js/lib/languages/jboss-cli.js","webpack:///../node_modules/highlight.js/lib/languages/gherkin.js","webpack:///../node_modules/highlight.js/lib/languages/accesslog.js","webpack:///../node_modules/highlight.js/lib/languages/1c.js","webpack:///../src/util.js","webpack:///../node_modules/highlight.js/lib/languages/elm.js","webpack:///./components/Link.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-seaside-dark.js","webpack:///../node_modules/highlight.js/lib/languages/properties.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/codepen-embed.js","webpack:///../node_modules/highlight.js/lib/languages/openscad.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/ir-black.js","webpack:///../node_modules/highlight.js/lib/languages/dos.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/tomorrow-night-eighties.js","webpack:///../node_modules/lowlight/lib/core.js","webpack:///./routes/OttimizzazioneLineare/GMPL/index.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/foundation.js","webpack:///./routes/ApprendimentoSistemiArtificiali.js?c6e2","webpack:///../node_modules/highlight.js/lib/languages/smali.js","webpack:///../node_modules/tslib/tslib.es6.js","webpack:///../node_modules/highlight.js/lib/languages/dsconfig.js","webpack:///./routes/OttimizzazioneLineare/index.js?4662","webpack:///../src/time.ts","webpack:///./routes/AlgoritmiEStruttureDati.js?c5c8","webpack:///../node_modules/highlight.js/lib/languages/dart.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/dracula.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/github.js","webpack:///../node_modules/highlight.js/lib/languages/scss.js","webpack:///../src/string.ts","webpack:///../node_modules/highlight.js/lib/languages/yaml.js","webpack:///../node_modules/highlight.js/lib/languages/handlebars.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/default-style.js","webpack:///../node_modules/highlight.js/lib/languages/gams.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/tomorrow-night.js","webpack:///../node_modules/@preact/async-loader/async.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/idea.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/index.js","webpack:///../node_modules/highlight.js/lib/languages/fsharp.js","webpack:///../src/node.ts","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/darkula.js","webpack:///../node_modules/highlight.js/lib/languages/golo.js","webpack:///../node_modules/highlight.js/lib/languages/verilog.js","webpack:///../node_modules/@babel/runtime/helpers/objectSpread.js","webpack:///../node_modules/highlight.js/lib/languages/autohotkey.js","webpack:///./routes/Home.js?4f4b","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/tomorrow-night-bright.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/kimbie.dark.js","webpack:///../src/create-element.js","webpack:///../src/component.js","webpack:///../src/diff/children.js","webpack:///../src/diff/props.js","webpack:///../src/diff/index.js","webpack:///../src/render.js","webpack:///../src/clone-element.js","webpack:///../src/create-context.js","webpack:///../src/constants.js","webpack:///../src/diff/catch-error.js","webpack:///../node_modules/highlight.js/lib/languages/tex.js","webpack:///../node_modules/highlight.js/lib/languages/plaintext.js","webpack:///../node_modules/highlight.js/lib/languages/crmsh.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/kimbie.light.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/a11y-dark.js","webpack:///../node_modules/highlight.js/lib/languages/cos.js","webpack:///../node_modules/highlight.js/lib/languages/apache.js","webpack:///../node_modules/highlight.js/lib/languages/gradle.js","webpack:///../node_modules/highlight.js/lib/languages/kotlin.js","webpack:///../node_modules/highlight.js/lib/languages/haml.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-cave-dark.js","webpack:///../src/PureComponent.js","webpack:///../src/suspense.js","webpack:///../src/suspense-list.js","webpack:///../src/portals.js","webpack:///../src/forwardRef.js","webpack:///../src/Children.js","webpack:///../src/memo.js","webpack:///../node_modules/highlight.js/lib/languages/twig.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/far.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-heath-dark.js","webpack:///../node_modules/highlight.js/lib/languages/monkey.js","webpack:///./routes/CalcoloNumerico/index.js?8d43","webpack:///../src/utils/concatClass.js","webpack:///../src/contexts/CurrentPage.js","webpack:///../src/components/Elements/BaseLink.js","webpack:///../src/components/Layout/BasicContainer.js","webpack:///../src/contexts/LatexDefaultDisplay.js","webpack:///../src/utils/stripTabs.js","webpack:///../src/components/Rendering/Latex.js","webpack:///../src/components/Rendering/BLatex.js","webpack:///../src/components/Panels/Box.js","webpack:///../src/contexts/CodeDefaultStyle.js","webpack:///../src/components/Rendering/Code.js","webpack:///../src/utils/getEventValue.js","webpack:///../src/components/Rendering/ILatex.js","webpack:///../src/components/Elements/Image.js","webpack:///../src/components/Layout/LeftRight.js","webpack:///../src/components/Rendering/Markdown.js","webpack:///../src/components/Layout/Unmargin.js","webpack:///../src/components/Panels/Panel.js","webpack:///../src/components/Rendering/PLatex.js","webpack:///../src/contexts/RoyalnetLoginStatus.js","webpack:///../src/components/Layout/Split.js","webpack:///../src/components/Panels/Section.js","webpack:///../src/components/Panels/TablePanel.js","webpack:///../src/components/Elements/Timer.js","webpack:///../src/components/Elements/Todo.js","webpack:///../src/hooks/useRoyalnetInstanceValidator.js","webpack:///../src/components/Bluelib.js","webpack:///../src/contexts/LatexRenderColor.js","webpack:///../src/contexts/LatexDefaultInline.js","webpack:///../src/contexts/CodeDefaultLanguage.js","webpack:///../src/components/Forms/FormRow.js","webpack:///../src/contexts/RoyalnetInstanceUrl.js","webpack:///../src/utils/royalnetApiRequest.js","webpack:///../node_modules/preact-cli/lib/lib/entry.js","webpack:///../node_modules/highlight.js/lib/languages/stylus.js","webpack:///../node_modules/highlight.js/lib/languages/avrasm.js","webpack:///../node_modules/highlight.js/lib/languages/http.js","webpack:///../node_modules/highlight.js/lib/languages/mathematica.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/paraiso-light.js","webpack:///../node_modules/highlight.js/lib/languages/gcode.js","webpack:///./routes/Statistica.js?b5fb","webpack:///../node_modules/highlight.js/lib/languages/thrift.js","webpack:///../node_modules/highlight.js/lib/languages/vala.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/solarized-light.js","webpack:///../node_modules/highlight.js/lib/languages/mojolicious.js","webpack:///../node_modules/highlight.js/lib/languages/taggerscript.js","webpack:///./routes/ProtocolliDiRete/index.js?cbdb","webpack:///../node_modules/highlight.js/lib/languages/gml.js","webpack:///../node_modules/highlight.js/lib/languages/angelscript.js","webpack:///../node_modules/webpack/buildin/global.js","webpack:///../node_modules/highlight.js/lib/languages/purebasic.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-forest-light.js","webpack:///../node_modules/highlight.js/lib/languages/julia-repl.js","webpack:///../node_modules/highlight.js/lib/languages/aspectj.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atom-one-dark.js","webpack:///../node_modules/highlight.js/lib/languages/d.js","webpack:///../node_modules/highlight.js/lib/languages/stata.js","webpack:///../node_modules/react-syntax-highlighter/dist/esm/create-element.js","webpack:///../node_modules/react-syntax-highlighter/dist/esm/highlight.js","webpack:///../node_modules/react-syntax-highlighter/dist/esm/default-highlight.js","webpack:///../node_modules/react-syntax-highlighter/dist/esm/styles/hljs/default-style.js","webpack:///../node_modules/react-syntax-highlighter/dist/esm/languages/hljs/supported-languages.js","webpack:///../node_modules/highlight.js/lib/languages/isbl.js","webpack:///../node_modules/highlight.js/lib/languages/smalltalk.js","webpack:///../node_modules/highlight.js/lib/languages/basic.js","webpack:///../node_modules/highlight.js/lib/languages/pony.js","webpack:///../node_modules/highlight.js/lib/languages/haskell.js","webpack:///../node_modules/highlight.js/lib/languages/delphi.js","webpack:///../node_modules/highlight.js/lib/languages/brainfuck.js","webpack:///../node_modules/highlight.js/lib/languages/mercury.js","webpack:///../node_modules/highlight.js/lib/languages/django.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-estuary-dark.js","webpack:///../node_modules/highlight.js/lib/languages/bash.js","webpack:///../node_modules/highlight.js/lib/languages/oxygene.js","webpack:///../node_modules/highlight.js/lib/languages/coffeescript.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/qtcreator_dark.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/xt256.js","webpack:///../node_modules/highlight.js/lib/languages/prolog.js","webpack:///../src/object.ts","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-cave-light.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-lakeside-light.js","webpack:///../node_modules/highlight.js/lib/languages/scilab.js","webpack:///../node_modules/highlight.js/lib/languages/leaf.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/rainbow.js","webpack:///../node_modules/@babel/runtime/helpers/esm/extends.js","webpack:///../node_modules/resolve-pathname/esm/resolve-pathname.js","webpack:///../node_modules/history/esm/history.js","webpack:///../node_modules/tiny-invariant/dist/tiny-invariant.esm.js","webpack:///../node_modules/highlight.js/lib/languages/reasonml.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/ocean.js","webpack:///../node_modules/highlight.js/lib/languages/lua.js","webpack:///../node_modules/highlight.js/lib/languages/ada.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-heath-light.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/dark.js","webpack:///../node_modules/highlight.js/lib/languages/vbscript-html.js","webpack:///../node_modules/highlight.js/lib/languages/autoit.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/magula.js","webpack:///../node_modules/@sentry/webpack-plugin/src/sentry-webpack.module.js","webpack:///../node_modules/highlight.js/lib/languages/diff.js","webpack:///../node_modules/highlight.js/lib/languages/puppet.js","webpack:///./routes/Fisica.js?f845","webpack:///../node_modules/highlight.js/lib/languages/q.js","webpack:///../src/scope.ts","webpack:///../src/hub.ts","webpack:///../src/index.ts","webpack:///../src/integration.ts","webpack:///../src/supports.ts","webpack:///../src/tracekit.ts","webpack:///../src/parsers.ts","webpack:///../src/eventbuilder.ts","webpack:///../src/request.ts","webpack:///../src/helpers.ts","webpack:///../src/instrument.ts","webpack:///../src/sdk.ts","webpack:///../src/severity.ts","webpack:///../src/status.ts","webpack:///../src/syncpromise.ts","webpack:///../src/logger.ts","webpack:///../src/session.ts","webpack:///../../src/integrations/functiontostring.ts","webpack:///../src/polyfill.ts","webpack:///../src/error.ts","webpack:///../src/dsn.ts","webpack:///../src/baseclient.ts","webpack:///../../src/transports/noop.ts","webpack:///../src/basebackend.ts","webpack:///../src/api.ts","webpack:///../src/promisebuffer.ts","webpack:///../../src/transports/base.ts","webpack:///../../src/transports/fetch.ts","webpack:///../../src/transports/xhr.ts","webpack:///../src/backend.ts","webpack:///../../src/integrations/breadcrumbs.ts","webpack:///../src/version.ts","webpack:///../src/client.ts","webpack:///../../src/integrations/inboundfilters.ts","webpack:///../../src/integrations/trycatch.ts","webpack:///../../src/integrations/globalhandlers.ts","webpack:///../../src/integrations/linkederrors.ts","webpack:///../../src/integrations/useragent.ts","webpack:///../node_modules/highlight.js/lib/languages/nix.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/solarized-dark.js","webpack:///../node_modules/highlight.js/lib/languages/step21.js"],"names":["webpackJsonpCallback","data","moduleId","chunkId","chunkIds","moreModules","i","resolves","length","Object","prototype","hasOwnProperty","call","installedChunks","push","modules","parentJsonpFunction","shift","__webpack_require__","installedModules","exports","module","l","installedCssChunks","0","e","promises","Promise","resolve","reject","href","fullhref","p","existingLinkTags","document","getElementsByTagName","dataHref","tag","getAttribute","rel","existingStyleTags","linkTag","createElement","type","onload","onerror","event","request","target","src","err","Error","code","parentNode","removeChild","appendChild","then","installedChunkData","promise","onScriptComplete","script","charset","timeout","nc","setAttribute","jsonpScriptSrc","error","clearTimeout","chunk","errorType","realSrc","message","name","undefined","setTimeout","head","all","m","c","d","getter","o","defineProperty","enumerable","get","r","Symbol","toStringTag","value","t","mode","__esModule","ns","create","key","bind","n","object","property","oe","console","jsonpArray","window","oldJsonpFunction","slice","s","hljs","case_insensitive","keywords","literal","keyword","built_in","illegal","contains","inherit","APOS_STRING_MODE","className","relevance","QUOTE_STRING_MODE","beginKeywords","UNDERSCORE_TITLE_MODE","begin","end","COMMENT","TAG_INTERNALS","endsWithParent","endsParent","variants","aliases","subLanguage","skip","starts","returnEnd","default","C_NUMBER_MODE","BACKSLASH_ESCAPE","C_LINE_COMMENT_MODE","C_BLOCK_COMMENT_MODE","lexemes","IDENT_RE","meta","XL_KEYWORDS","DOUBLE_QUOTE_TEXT","IMPORT","FUNCTION_DEFINITION","returnBegin","TITLE_MODE","NUMBER_MODE","HASH_COMMENT_MODE","recursiveParen","INT_SUFFIX","CRYSTAL_METHOD_RE","CRYSTAL_KEYWORDS","SUBST","EXPANSION","STRING","Q_STRING","REGEXP","RE_STARTERS_RE","CRYSTAL_DEFAULT_CONTAINS","UNDERSCORE_IDENT_RE","excludeEnd","METHOD_GUARD","KEYWORDS","VARIABLE_NAME_RE","DEFAULT","INTERPOLATION","INTERPOLATED_VARIABLE","low","require","registerLanguage","BASIC_ATOM_RE","FUNCTION_NAME_RE","ERLANG_RESERVED","NUMBER","NAMED_FUN","FUNCTION_CALL","TUPLE","VAR1","VAR2","RECORD_ACCESS","BLOCK_STATEMENTS","BASIC_MODES","PARAMS","COMMENT_MODES","CHAR_STRING","PROCEDURE","concat","DECORATOR","ARGS","excludeBegin","C_NUMBER_RE","HTML_TEMPLATE","CSS_TEMPLATE","TEMPLATE_STRING","REGEXP_MODE","getGlobalObject","global","self","fallbackGlobalObject","uuid4","crypto","msCrypto","getRandomValues","arr","Uint16Array","pad","num","v","toString","replace","Math","random","parseUrl","url","match","host","path","protocol","relative","getEventDescription","exception","values","event_id","consoleSandbox","callback","originalConsole","wrappedLevels","forEach","level","__sentry_original__","result","keys","addExceptionTypeValue","addExceptionMechanism","mechanism","_oO","getLocationHref","location","oO","parseRetryAfterHeader","now","header","headerDelay","parseInt","isNaN","headerDate","Date","parse","PARAMS_CONTAINS","TPID","TPLABEL","PERL_KEYWORDS","METHOD","VAR","STRING_CONTAINS","PERL_DEFAULT_CONTAINS","DEFINES","VARIABLES","LANGUAGES","STRINGS","NUMBERS","PREPROCESSOR","DTS_REFERENCE","DTS_KEYWORD","DTS_LABEL","DTS_CELL_PROPERTY","DTS_NODE","defaultSetTimout","defaultClearTimeout","runTimeout","fun","cachedSetTimeout","this","cleanUpNextTick","draining","currentQueue","queue","queueIndex","drainQueue","len","run","marker","cachedClearTimeout","runClearTimeout","Item","array","noop","process","nextTick","args","Array","arguments","apply","title","browser","env","argv","version","versions","on","addListener","once","off","removeListener","removeAllListeners","emit","prependListener","prependOnceListener","listeners","binding","cwd","chdir","umask","factory","globalObject","escape","node","nodeName","toLowerCase","testRe","re","lexeme","exec","index","isNotHighlighted","language","noHighlightRe","test","parent","objects","obj","nodeStream","_nodeStream","offset","child","firstChild","nextSibling","nodeType","nodeValue","compileLanguage","reStr","source","langRe","RegExp","compileMode","compiled","compiled_keywords","flatten","str","split","kw","pair","Number","objectKeys","lexemesRe","join","beginRe","endSameAsBegin","endRe","terminator_end","illegalRe","map","cached_variants","variant","expand_mode","terminators","filter","Boolean","regexps","separator","backreferenceRe","numCaptures","ret","substring","String","joinRe","highlight","ignore_illegals","continuation","escapeRe","keywordMatch","match_str","buildSpan","classname","insideSpan","leaveOpen","noPrefix","openSpan","options","classPrefix","processBuffer","top","explicit","languages","mode_buffer","continuations","highlightAuto","processSubLanguage","keyword_match","last_index","lastIndex","substr","processKeywords","startNewMode","processLexeme","buffer","new_mode","subMode","end_mode","endOfMode","origin","isIllegal","getLanguage","current","count","indexOf","text","languageSubset","second_best","autoDetection","fixMarkup","tabReplace","useBR","fixMarkupRe","p1","highlightBlock","block","originalStream","resultNode","_class","classes","languagePrefixRe","blockLanguage","createElementNS","innerHTML","textContent","original","highlighted","selectStream","open","ArrayProto","attributes","a","close","render","processed","nodeStack","stream","reverse","splice","pop","mergeStreams","prevClassName","currentLang","resultLang","trim","buildClassName","initHighlighting","called","blocks","querySelectorAll","lang","disableAutodetect","configure","user_options","initHighlightingOnLoad","addEventListener","alias","listLanguages","NUMBER_RE","BINARY_NUMBER_RE","PHRASAL_WORDS_MODE","inherits","BINARY_NUMBER_MODE","CSS_NUMBER_MODE","RUBY_METHOD_RE","RUBY_KEYWORDS","YARDOCTAG","IRB_OBJECT","RUBY_DEFAULT_CONTAINS","cb","identifier","_hasWeakSet","WeakSet","_inner","memoize","has","add","unmemoize","delete","format","fmt","arg","tmp","precision","argIndex","escaped","leadingZero","nextArg","slurpNumber","digits","fromCharCode","parseFloat","toFixed","JSON","stringify","toUpperCase","namespace","vsprintf","replacements","log","printf","LISP_IDENT_RE","LISP_SIMPLE_NUMBER_RE","LITERAL","VARIABLE","KEYWORD","IDENT","MEC","QUOTED","QUOTED_ATOM","LIST","BODY","_extends","assign","class","style","footer","getFullYear","COMMENT_MODE_1","COMMENT_MODE_2","VERBATIM_STRING","VERBATIM_STRING_NO_LF","SUBST_NO_LF","INTERPOLATED_STRING","INTERPOLATED_VERBATIM_STRING","INTERPOLATED_VERBATIM_STRING_NO_LF","TYPE_IDENT_RE","PROMPT","JS_IDENT_RE","TITLE","SUBST_SIMPLE","EXPRESSIONS","COMMENT_MODE","LITERALS","TYPES","VALUE_CONTAINER","OBJECT","ARRAY","BUILT_INS","TAG_INNARDS","TRANSPOSE","SCHEME_IDENT_RE","SCHEME_SIMPLE_NUMBER_RE","QUOTED_IDENT","QUOTED_LIST","NAME","isError","wat","isInstanceOf","isErrorEvent","isDOMError","isDOMException","isString","isPrimitive","isPlainObject","isEvent","Event","isElement","Element","isRegExp","isThenable","isSyntheticEvent","base","_e","SYMBOL_RE","SYMBOL","COLLECTION","HINT","HINT_COL","KEY","DEFAULT_CONTAINS","TYPE","CONTAINS","LEXEMES","CLASS_KEYWORDS","GO_KEYWORDS","BACKTICK_ESCAPE","QUOTE_STRING","PS_COMMENT","nomarkup","props","errorabbr","icon","faExclamationCircle","children","_typeof","iterator","constructor","_defineProperty","configurable","writable","ownKeys","enumerableOnly","getOwnPropertySymbols","symbols","sym","getOwnPropertyDescriptor","_objectSpread2","getOwnPropertyDescriptors","defineProperties","_objectWithoutProperties","excluded","sourceKeys","_objectWithoutPropertiesLoose","sourceSymbolKeys","propertyIsEnumerable","_toConsumableArray","isArray","arr2","_arrayWithoutHoles","iter","from","_iterableToArray","TypeError","_nonIterableSpread","camelize","string","chr","styleToObject","reduce","acc","val","prop","startsWith","charAt","normalizeIconArgs","prefix","iconName","objectWithKey","FontAwesomeIcon","_ref","forwardedRef","maskArgs","mask","symbol","titleId","iconLookup","_classes","flip","size","rotation","pull","spin","pulse","fixedWidth","inverse","border","listItem","swapOpacity","classList","transform","renderedIcon","_console","PRODUCTION","abstract","extraProps","ref","defaultProps","convertCurry","displayName","propTypes","PropTypes","bool","oneOfType","oneOf","convert","element","mixins","attrs","_extraProps$style","existingStyle","remaining","React","LSL_NUMBERS","currentPage","useContext","CurrentPage","latexColor","LatexRenderColor","supported","setSupported","useState","print","color","BoxColors","CYAN","onClick","setLatexColor","faAdjust","faChevronRight","disabled","faClock","faPrint","ORANGE","faExclamationTriangle","SWIFT_KEYWORDS","BLOCK_COMMENT","TITLE1","TITLE2","NUM_SUFFIX","BUILTINS","commentMode","PROPERTY","QML_IDENT_RE","ID_ID","QML_ATTRIBUTE","QML_OBJECT","STATEMENTS","APOS_STRING","faDiscord","faGithub","faGoogleDrive","faRedditAlien","faSteam","faTelegram","faTwitch","faTwitter","faWikipediaW","faXbox","faYoutube","ELIXIR_IDENT_RE","ELIXIR_KEYWORDS","FUNCTION","CLASS","ELIXIR_DEFAULT_CONTAINS","AT_COMMENT_MODE","STRUCT_TYPE","PARSE_PARAMS","FUNCTION_DEF","DEFINITION","BUILT_IN_REF","STRING_REF","FUNCTION_REF","FUNCTION_REF_PARAMS","find","tar","dequal","foo","bar","ctor","getTime","Set","Map","ArrayBuffer","Uint8Array","DataView","byteLength","getInt8","isView","useDeepCompareMemoize","useRef","signalRef","useDeepCompareEffect","dependencies","useEffect","JAVA_NUMBER_MODE","regexes","ruleDeclarationMode","emptyFunction","emptyFunctionWithReset","ReactPropTypesSecret","resetWarningCache","shim","propName","componentName","propFullName","secret","getShim","isRequired","ReactPropTypes","func","number","any","arrayOf","elementType","instanceOf","objectOf","shape","exact","checkPropTypes","LASSO_CLOSE_RE","LASSO_KEYWORDS","HTML_COMMENT","LASSO_NOPROCESS","LASSO_START","LASSO_DATAMEMBER","LASSO_CODE","LASSO_IDENT_RE","originalModule","webpackPolyfill","getHookState","currentComponent","currentHook","hooks","initialState","useReducer","invokeOrReturn","reducer","init","hookState","currentIndex","_reducer","nextValue","action","setState","state","argsChanged","useLayoutEffect","initialValue","useMemo","useImperativeHandle","createHandle","useCallback","context","provider","sub","useDebugValue","formatter","flushAfterPaintEffects","afterPaintEffects","component","invokeCleanup","invokeEffect","hook","comp","oldArgs","newArgs","some","f","prevRaf","oldBeforeDiff","oldBeforeRender","oldAfterDiff","diffed","oldCommit","oldBeforeUnmount","unmount","vnode","requestAnimationFrame","raf","done","HAS_RAF","cancelAnimationFrame","commitQueue","Sentry","debug","dsn","release","environment","beforeSend","showReportDialog","eventId","setCurrentPage","hash","Provider","history","createHashHistory","onChange","RED","objectWithoutPropertiesLoose","CURLY_SUBCOMMENT","RULES","VALUE","STRING_MODE","IDENT_MODE","PARENS_MODE","VALUE_WITH_RULESETS","MIXIN_GUARD_MODE","RULE_MODE","INTERP_IDENT_RE","AT_RULE_MODE","VAR_RULE_MODE","SELECTOR_MODE","CPP","preprocessor","TYPES_RE","FUNCTIONS_RE","SQL_KW","SQL_BI","htmlTreeAsString","elem","currentElem","out","height","sepLength","nextStr","_htmlElementAsString","el","attr","tagName","id","allowedAttrs","CPP_PRIMITIVE_TYPES","FUNCTION_TITLE","CPP_KEYWORDS","EXPRESSION_CONTAINS","strings","validate","extension","errMsg","valid","showdown","helper","baseMsg","ext","isUndefined","regex","ln","escapeCharactersCallback","wholeMatch","m1","charCodeAt","parsers","extensions","globalOptions","getDefaultOpts","setFlavor","flavor","github","omitExtraWLInCodeBlocks","simplifiedAutoLink","excludeTrailingPunctuationFromURLs","literalMidWordUnderscores","strikethrough","tables","tablesHeaderId","ghCodeBlocks","tasklists","disableForced4SpacesIndentedSublists","simpleLineBreaks","requireSpaceBeforeHeadingText","ghCompatibleHeaderId","ghMentions","backslashEscapesHTMLTags","emoji","splitAdjacentBlockquotes","noHeaderId","ghost","parseImgDimensions","smoothLivePreview","encodeEmails","vanilla","allOn","allOptionsOn","setOption","getOption","getOptions","resetOptions","preset","option","getFlavor","getFlavorOptions","getDefaultOptions","simple","subParser","stdExtName","validExtension","getAllExtensions","removeExtension","resetExtensions","validateExtension","warn","isFunction","escapeCharacters","charsToEscape","afterBackslash","regexString","unescapeHTMLEntities","txt","rgxFindMatchPos","left","right","flags","start","g","x","pos","matchRecursiveRegExp","matchPos","results","replaceRecursiveRegExp","replacement","repStr","finalStr","lng","bits","regexIndexOf","fromIndex","search","splitAtIndex","encodeEmailAddress","mail","encode","ch","floor","padEnd","targetLength","padString","repeat","msg","alert","asteriskDashAndColon","emojis","Converter","converterOptions","_parseExtension","langExtensions","outputModifiers","legacyExtensionLoading","validExt","listen","setConvFlavor","metadata","parsed","raw","gOpt","opt","_constructor","_dispatch","evtName","globals","ei","nText","makeHtml","gHtmlBlocks","gHtmlMdBlocks","gHtmlSpans","gUrls","gTitles","gDimensions","gListLevel","hashLinkCounts","converter","smartIndentationFix","rsp","rgx","rTrimInputText","makeMarkdown","makeMd","HTMLParser","doc","preList","pres","presPH","childElementCount","content","matches","outerHTML","substitutePreCodeTags","clean","childNodes","nodes","mdDoc","addExtension","useExtension","extensionName","output","getMetadata","getMetadataFormat","_setMetadataPair","_setMetadataFormat","_setMetadataRaw","writeAnchorTag","linkText","linkId","m5","m6","openLinksInNewWindow","wm","st","mentions","username","ghMentionsLink","lnk","simpleURLRegex","simpleURLRegex2","delimUrlRegex","simpleMailRegex","delimMailRegex","replaceLink","leadingMagicChars","link","m2","m3","trailingPunctuation","trailingMagicChars","lnkTxt","append","lmc","tmc","replaceMail","b","bq","pre","codeblock","nextChar","completeHTMLDocument","doctype","doctypeParsed","leadingText","numSpaces","emojiCode","delim","blockText","blockTags","repFunc","inside","opTagPos","rgx1","patLeft","patRight","subTexts","newSubText1","hashHTMLSpan","html","repText","limit","$1","headerId","customizedHeaderId","prefixHeaderId","rawPrefixHeaderId","rawHeaderId","headerLevelStart","setextRegexH2","spanGamut","hID","hashBlock","matchFound","hLevel","hText","span","writeImageTag","altText","width","gDims","parseInside","literalMidWordAsterisks","lead","processListItems","listStr","trimTrailing","isParagraphed","m4","taskbtn","checked","item","bulletStyle","otp","wm2","styleStartNumber","list","listType","res","parseConsecutiveLists","olRgx","ulRgx","counterRxg","parseCL","parseMetadataContents","wholematch","grafs","grafsOut","grafsOutIt","codeFlag","$2","replaceFunc","blankLines","parseCells","cell","parseTable","rawTable","tableLines","sLine","rawHeaders","rawStyles","rawCells","headers","styles","cells","tableHeaderId","row","ii","tb","tblLgn","buildTable","underline","charCodeToReplace","hasChildNodes","childrenLength","innerTxt","headerLevel","headerMark","hasAttribute","listItems","listItemsLenght","listNum","listItemTxt","childrenLenght","spansOnly","tableArray","headings","rows","headContent","allign","cols","cellContent","cellSpacesCount","strLen","faAddressCard","faBug","faCheck","faCircle","faCross","faDownload","faEnvelope","faExternalLinkAlt","faHouseUser","faLockOpen","faMagnet","faMugHot","faQuestion","faRadiation","faSpinner","getFunctionName","fn","_defineProperties","descriptor","_objectSpread","_slicedToArray","_arrayWithHoles","_arr","_n","_d","_s","_i","next","_iterableToArrayLimit","_nonIterableRest","asyncFlush","asyncQueue","asyncTimer","asyncCall","asyncSetTimer","invokeCallback","subscriber","owner","settled","_state","_data","handleThenable","resolved","fulfill","reason","publishFulfillment","publishRejection","publish","_then","_handled","isNode","notifyRejectionHandled","P","resolver","rejectPromise","invokeResolver","insertCss","css","IS_DOM","DOCUMENT","headChildren","beforeChild","insertBefore","nextUniqueId","htmlEscape","joinStyles","styleName","transformIsMeaningful","meaninglessTransform","y","rotate","flipX","flipY","transformForSvg","iconWidth","outer","containerWidth","innerTranslate","innerScale","innerRotate","inner","fillBlack","force","fill","makeInlineSvgAbstract","params","_params$icons","icons","main","maskId","extra","_params$watchable","watchable","found","isUploadedIcon","widthClass","ceil","attrClass","config","replacementClass","familyPrefix","role","uploadedIconWidthStyle","_ref2","explicitMaskId","mainPath","maskPath","trans","maskRect","ALL_SPACE","maskInnerGroupChildrenMixin","maskInnerGroup","maskOuterGroup","clipId","maskTag","maskUnits","maskContentUnits","defs","makeIconMasking","styleString","makeIconStandard","asSymbol","asIcon","defineIcons","_params$skipHooks","skipHooks","normalized","addPack","iconFromMapping","mapping","toHtml","abstractNodes","_abstractNodes$attrib","_abstractNodes$childr","attributeName","joinAttributes","MissingIcon","stack","asFoundIcon","vectorData","DUOTONE_CLASSES","GROUP","SECONDARY","PRIMARY","drc","fp","rc","dPatt","customPropPatt","rPatt","ensureCss","autoAddCss","_cssInserted","apiObject","abstractCreator","container","findIconDefinition","_iconLookup$prefix","library","definitions","_WINDOW","_DOCUMENT","MutationObserver","performance","_ref$userAgent","navigator","userAgent","WINDOW","documentElement","oneToTen","oneToTwenty","SWAP_OPACITY","initial","FontAwesomeConfig","querySelector","coerce","getAttrConfig","_config","autoReplaceSvg","autoA11y","searchPseudoElements","observeMutations","mutateApproach","keepOriginalSource","measurePerformance","showMissingIcons","w","shims","functions","doScroll","readyState","listener","removeEventListener","NOOP","setImmediate","onFulfillment","onRejection","fulfilled","rejected","catch","race","subject","thisContext","bindInternal4","build","lookup","ligatures","ligature","hasRegular","parseTransformString","transformString","parts","first","rest","FILL","ANIMATION_BASE","attributeType","repeatCount","dur","RING","OPACITY_ANIMATE","cx","cy","opacity","Library","Constructor","protoProps","staticProps","_this","_len","_key","additions","_pullDefinitions","definition","_normalized$key","iconDefinition","_params$transform","_params$symbol","_params$mask","_params$maskId","_params$title","_params$titleId","_params$classes","_params$attributes","_params$styles","maybeIconDefinition","EConstructor","FormattedError","fault","eval","EvalError","range","RangeError","reference","ReferenceError","syntax","SyntaxError","uri","URIError","v7_keywords","DATE","COMMENTS","v7_system_constants","v8_system_sets_of_values","v8_shared_object","v7_meta_keywords","let","EMPTY","super","const","CONSTRUCTOR","freeze","URL","iconEl","iconObj","WS0","DELIM","KEY_OTHER","DELIM_AND_VALUE","SPECIAL_VARS","High","autoHighlight","secondBest","settings","subset","languageNames","normalize","coreHighlight","registerAlias","ignore","newMode","endMode","modeBuffer","addSiblings","currentChildren","addText","subvalue","buildText","submatch","siblings","sibling","tail","contents","properties","own","pairs","compiledKeywords","terminatorEnd","expandMode","execNoop","expression","high","smali_instr_low_prio","__extends","__","extendStatics","__rest","__values","__read","ar","__spread","setPrototypeOf","__proto__","__assign","dateTimestampSource","nowSeconds","platformPerformance","_","getNodePerformance","timeOrigin","getBrowserPerformance","timestampSource","dateTimestampInSeconds","timing","navigationStart","BRACED_SUBST","HEXCOLOR","truncate","max","snipLine","line","colno","newLine","ll","min","safeJoin","input","delimiter","isMatchingPattern","pattern","keyName","keyPrefix","SYMBOLS","QSTR","ASSIGNMENT","DESCTEXT","async","load","AsyncComponent","Component","componentWillMount","mod","shouldComponentUpdate","h","prev","getPreviousSibling","__k","dom","__e","__v","me","__P","_parentDom","localName","dangerouslySetInnerHTML","PENDING","preload","_interopRequireDefault","_a11yDark","_a11yLight","_agate","_anOldHope","_androidstudio","_arduinoLight","_arta","_ascetic","_atelierCaveDark","_atelierCaveLight","_atelierDuneDark","_atelierDuneLight","_atelierEstuaryDark","_atelierEstuaryLight","_atelierForestDark","_atelierForestLight","_atelierHeathDark","_atelierHeathLight","_atelierLakesideDark","_atelierLakesideLight","_atelierPlateauDark","_atelierPlateauLight","_atelierSavannaDark","_atelierSavannaLight","_atelierSeasideDark","_atelierSeasideLight","_atelierSulphurpoolDark","_atelierSulphurpoolLight","_atomOneDarkReasonable","_atomOneDark","_atomOneLight","_brownPaper","_codepenEmbed","_colorBrewer","_darcula","_dark","_darkula","_defaultStyle","_docco","_dracula","_far","_foundation","_githubGist","_github","_gml","_googlecode","_grayscale","_gruvboxDark","_gruvboxLight","_hopscotch","_hybrid","_idea","_irBlack","_isblEditorDark","_isblEditorLight","_kimbie","_kimbie2","_lightfair","_magula","_monoBlue","_monokaiSublime","_monokai","_nord","_obsidian","_ocean","_paraisoDark","_paraisoLight","_pojoaque","_purebasic","_qtcreator_dark","_qtcreator_light","_railscasts","_rainbow","_routeros","_schoolBook","_shadesOfPurple","_solarizedDark","_solarizedLight","_sunburst","_tomorrowNightBlue","_tomorrowNightBright","_tomorrowNightEighties","_tomorrowNight","_tomorrow","_vs","_vs2","_xcode","_xt","_zenburn","TYPEPARAM","isNodeEnv","dynamicRequire","removeNode","normalizedProps","createVNode","createRef","Fragment","getDomSibling","childIndex","updateParentDomPointers","enqueueRender","rerenderQueue","prevDebounce","debounceRendering","defer","sort","oldVNode","newDom","oldDom","parentDom","diff","ownerSVGElement","commitRoot","diffChildren","renderResult","newParentVNode","oldParentVNode","globalContext","isSvg","excessDomChildren","isHydrating","j","childVNode","firstChildDom","refs","oldChildren","EMPTY_ARR","oldChildrenLength","EMPTY_OBJ","placeChild","applyRef","toChildArray","nextDom","sibDom","setStyle","setProperty","IS_NON_DIMENSIONAL","oldValue","useCapture","nameLower","proxy","cssText","_listeners","eventProxyCapture","eventProxy","removeAttributeNS","setAttributeNS","removeAttribute","reorderChildren","newVNode","isNew","oldProps","oldState","snapshot","clearProcessingException","newProps","componentContext","newType","contextType","doRender","getDerivedStateFromProps","componentDidMount","componentWillReceiveProps","componentWillUpdate","componentDidUpdate","getChildContext","getSnapshotBeforeUpdate","diffElementNodes","root","oldHtml","newHtml","createTextNode","is","hydrate","diffProps","parentVNode","skipRemove","componentWillUnmount","replaceNode","IS_HYDRATE","cloneElement","createContext","defaultValue","contextId","Consumer","contextValue","subs","ctx","_props","old","isValidElement","handled","wasHydrating","getDerivedStateFromError","componentDidCatch","update","forceUpdate","COMMAND","COMMANDS","LABEL","ANNOTATION_USE_SITE","ANNOTATION","KOTLIN_NUMBER_MODE","KOTLIN_NESTED_COMMENT","KOTLIN_PAREN_TYPE","KOTLIN_PAREN_TYPE2","shallowDiffers","PureComponent","detachedClone","effect","removeOriginal","Suspense","_suspenders","suspended","SuspenseList","_next","_map","ContextProvider","Portal","_container","wrap","_temp","_unmount","_wrap","_hasMounted","empty","isPropagationStopped","cancelBubble","isDefaultPrevented","defaultPrevented","$$typeof","REACT_ELEMENT_TYPE","isPureReactComponent","oldDiffHook","REACT_FORWARD_SYMBOL","for","mapFn","Children","only","toArray","oldCatchError","suspendingVNode","suspendingComponent","onResolved","onSuspensionComplete","fallback","revealOrder","delegated","u","wrappedUnsuspend","unsuspend","set","CAMEL_PROPS","ONCHANGE_INPUT_TYPES","isReactComponent","oldEventHook","persist","nativeEvent","classNameDescriptor","oldVNodeHook","multiple","selected","preactRender","preactHydrate","unmountComponentAtNode","createPortal","createFactory","preactCloneElement","findDOMNode","memo","comparer","shouldUpdate","nextProps","updateRef","Memoed","forwardRef","Forwarded","clone","unstable_batchedUpdates","StrictMode","lazy","loader","Lazy","prom","__SECRET_INTERNALS_DO_NOT_USE_OR_YOU_WILL_BE_FIRED","ReactCurrentDispatcher","readContext","FUNCTION_NAMES","FUNCTIONS","FILTER","TAGS","concatClass","indent_regex","lines","inline","display","renderColor","defaultInline","LatexDefaultInline","defaultDisplay","LatexDefaultDisplay","LatexDisplay","INLINE","stripTabs","alt","latex","Latex","BLOCK","tomorrowNightBlue","CodeDefaultLanguage","CodeDefaultStyle","SyntaxHighlighter","aClass","imgClass","__html","Box","Unmargin","BLatex","splitchild","splitparent","Split","instanceUrlStatus","theme","bluelib","YELLOW","LIME","BLUE","MAGENTA","Timer","timer","setInterval","_this2","clearInterval","dateTo","milliseconds","seconds","minutes","hours","days","to","timeLeft","RoyalnetApiError","errorCode","errorArgs","captureStackTrace","Preact","interopDefault","serviceWorker","register","__webpack_public_path__","getElementById","body","firstElementChild","app","preRenderData","inlineDataElement","decodeURI","CLI_DATA","HEX_COLOR","TAG_END","GCODE_CODE","builtInTypeMode","objectHandleMode","genericMode","Function","integer_re","escape_sequence_re","D_INTEGER_MODE","D_FLOAT_MODE","D_CHARACTER_MODE","D_STRING_MODE","D_NESTING_COMMENT_MODE","createStyleObject","classNames","elementStyle","stylesheet","styleObject","createClassNameString","_ref$style","useInlineStyles","TagName","childrenCreator","childrenCount","createChildren","nonStylesheetClassNames","LineNumbers","codeString","codeStyle","_ref2$containerProps","containerProps","numberProps","startingLineNumber","float","paddingRight","_ref$numberProps","getLineNumbers","createLineElement","_ref3","lineProps","_ref3$className","lineNumber","wrapLinesInSpan","codeTree","tree","flattenCodeTree","newTree","lastLineBreakIndex","_loop","newLineRegex","splitValue","newChild","_children","newElem","defaultRenderer","_ref4","defaultAstGenerator","defaultStyle","highlighter","lowlight","_ref6","_ref6$style","_ref6$customStyle","customStyle","_ref6$codeTagProps","codeTagProps","_ref6$useInlineStyles","_ref6$showLineNumbers","showLineNumbers","_ref6$startingLineNum","lineNumberContainerProps","lineNumberProps","wrapLines","_ref6$lineProps","renderer","_ref6$PreTag","PreTag","_ref6$CodeTag","CodeTag","_ref6$code","astGenerator","lineNumbers","preProps","backgroundColor","defaultCodeValue","_ref5","hasLanguage","getCodeTree","supportedLanguages","DOCTAGS","CONSTANTS","METHODS","FUNCTION_NAME_IDENT_RE","CHAR","VAR_IDENT_RE","PRAGMA","DIRECTIVE","ATOM","OXYGENE_KEYWORDS","CURLY_COMMENT","PAREN_COMMENT","PARENTED","replacementFactory","wrapped","_Oo","urlEncode","encodeURIComponent","getWalkSource","currentTarget","CustomEvent","detail","jsonSize","encodeURI","utf8Length","normalizeToSize","depth","maxSize","serialized","normalizeValue","_events","walk","Infinity","serializeValue","toJSON","innerKey","extractExceptionKeysForMessage","maxLength","includedKeys","dropUndefinedKeys","rv","COMMON_CONTAINS","isAbsolute","pathname","spliceOne","k","addLeadingSlash","stripLeadingSlash","stripBasename","hasBasename","stripTrailingSlash","createPath","createLocation","currentLocation","hashIndex","searchIndex","parsePath","resolvePathname","createTransitionManager","prompt","setPrompt","nextPrompt","confirmTransitionTo","getUserConfirmation","appendListener","isActive","notifyListeners","getConfirmation","confirm","stripHash","getHashPath","replaceHashPath","getDOMLocation","decodePath","basename","nextState","globalHistory","transitionManager","handleHashChange","encodedPath","encodePath","forceNextPop","ignorePath","ok","fromLocation","toIndex","allPaths","lastIndexOf","delta","go","revertPop","handlePop","checkDOMListeners","listenerCount","canUseDOM","invariant","_props$getUserConfirm","_props$hashType","hashType","_HashPathCoders$hashT","HashPathCoders","initialLocation","isBlocked","createHref","baseTag","pushHashPath","prevIndex","nextPaths","goBack","goForward","unblock","unlisten","hasTrailingSlash","toParts","fromParts","isToAbs","isFromAbs","mustEndAbs","last","up","part","unshift","condition","hashbang","noslash","slash","RE_IDENT","RE_MODULE_IDENT","RE_OPERATOR","op","char","RE_OPERATOR_SPACED","RE_NUMBER","OPERATOR_MODE","LIST_CONTENTS_MODES","MODULE_ACCESS_CONTENTS","PARAMS_CONTENTS","FUNCTION_BLOCK_MODE","CONSTRUCTOR_MODE","PATTERN_MATCH_BLOCK_MODE","MODULE_ACCESS_MODE","LONG_BRACKETS","ID_REGEX","VAR_DECLS","getGlobalEventProcessors","__SENTRY__","globalEventProcessors","addGlobalEventProcessor","getMainCarrier","carrier","hub","makeMain","registry","oldHub","getHubFromCarrier","setHubOnCarrier","getCurrentHub","hasHubOnCarrier","isOlderThan","activeDomain","sentry","domain","active","registryHubTopStack","getStackTop","client","scope","getHubFromActiveDomain","setupIntegrations","integrations","defaultIntegrations","userIntegrations","defaultIntegration","userIntegration","integrationsNames","getIntegrationsToSetup","integration","installedIntegrations","setupOnce","logger","setupIntegration","supportsFetch","Headers","Request","Response","isNativeFetch","supportsReferrerPolicy","referrerPolicy","computeStackTrace","ex","popSize","framesToPop","reactMinifiedRegexp","stacktrace","opera10Regex","opera11Regex","column","extractMessage","computeStackTraceFromStacktraceProp","popFrames","isNative","chromeEval","winjs","gecko","geckoEval","columnNumber","computeStackTraceFromStackProp","failed","exceptionFromStacktrace","frames","prepareFramesForEvent","eventFromStacktrace","localStack","firstFrameFunction","lastFrameFunction","frame","filename","function","in_app","lineno","eventFromException","hint","eventFromUnknownInput","syntheticException","attachStacktrace","Severity","eventFromMessage","Info","eventFromString","domException","tags","rejection","__serialized__","eventFromPlainObject","synthetic","sessionToSentryRequest","session","api","sent_at","toISOString","getEnvelopeEndpointWithUrlEncodedAuth","eventToSentryRequest","__sentry_samplingMethod","__sentry_sampleRate","otherTags","useEnvelope","req","getStoreEndpointWithUrlEncodedAuth","envelopeHeaders","itemHeaders","sample_rates","samplingMethod","rate","sampleRate","shouldIgnoreOnError","ignoreOnError","ignoreNextOnError","before","__sentry__","__sentry_wrapped__","sentryWrapped","wrappedArguments","handleEvent","withScope","addEventProcessor","processedEvent","captureException","injectReportDialog","getReportDialogEndpoint","onLoad","instrument","instrumented","originalConsoleLevel","triggerHandlers","instrumentConsole","domEventHandler","keypressEventHandler","proto","eventName","innerOriginal","instrumentDOM","requestKeys","requestValues","xhrproto","XMLHttpRequest","originalOpen","xhr","__sentry_xhr__","method","__sentry_own_request__","onreadystatechangeHandler","status_code","status","requestPos","endTimestamp","startTimestamp","onreadystatechange","readyStateArgs","originalSend","instrumentXHR","fetch","sandbox","hidden","contentWindow","supportsNativeFetch","originalFetch","handlerData","fetchData","getFetchMethod","getFetchUrl","response","instrumentFetch","historyReplacementFunction","originalHistoryFunction","lastHref","chrome","runtime","pushState","replaceState","oldOnPopState","onpopstate","instrumentHistory","_oldOnErrorHandler","_oldOnUnhandledRejectionHandler","onunhandledrejection","addInstrumentationHandler","handler","handlers","fetchArgs","debounce","keypressTimeout","lastCapturedEvent","debounceTimer","isContentEditable","SENTRY_RELEASE","autoSessionTracking","initAndBind","loadResolved","fcpResolved","possiblyEndSession","endSession","startSession","resolveWindowLoaded","po","PerformanceObserver","entryList","getEntries","entry","startTime","disconnect","visibilityState","timeStamp","observe","buffered","startSessionTracking","lastEventId","getClient","forceLoad","flush","Status","fromString","Debug","Warning","Fatal","Critical","Log","fromHttpCode","Success","RateLimit","Invalid","Failed","Unknown","States","executor","_handlers","_resolve","_setResult","RESOLVED","_reject","REJECTED","_value","_executeHandlers","_attachHandler","cachedHandlers","onfulfilled","onrejected","SyncPromise","collection","counter","resolvedCollection","finally","onfinally","isRejected","_notifyingListeners","_scopeListeners","_eventProcessors","_breadcrumbs","_user","_tags","_extra","_contexts","newScope","Scope","_level","_span","_session","_transactionName","_fingerprint","addScopeListener","setUser","user","_notifyScopeListeners","getUser","setTags","setTag","setExtras","extras","setExtra","setFingerprint","fingerprint","setLevel","setTransactionName","setTransaction","setContext","setSpan","getSpan","getTransaction","transaction","spanRecorder","spans","setSession","getSession","captureContext","updatedScope","contexts","clear","addBreadcrumb","breadcrumb","maxBreadcrumbs","mergedBreadcrumb","timestamp","clearBreadcrumbs","applyToEvent","trace","getTraceContext","transactionName","_applyFingerprint","breadcrumbs","_notifyEventProcessors","processors","processor","final","PREFIX","_enabled","disable","enable","originalFunctionToString","errors","sid","started","duration","SessionStatus","Ok","ip_address","ipAddress","did","email","Exited","user_agent","_version","_stack","bindClient","pushScope","getScope","getStack","popScope","_lastEventId","finalHint","originalException","_invokeClient","captureMessage","captureEvent","beforeBreadcrumb","finalBreadcrumb","configureScope","getIntegration","startSpan","_callExtensionMethod","startTransaction","customSamplingContext","traceHeaders","captureSession","DSN_REGEX","_fromString","_fromComponents","_validate","withPassword","pass","port","projectId","projectMatch","components","ERROR_MESSAGE","backendClass","_integrations","_processing","_backend","_options","_dsn","_process","_getBackend","_captureEvent","promisedEvent","_sendSession","getDsn","_isClientProcessing","ready","getTransport","transportFlushed","enabled","_isEnabled","_updateSessionFromEvent","crashed","errored","exceptions","Crashed","sendSession","ticked","interval","_prepareEvent","normalizeDepth","prepared","_applyClientOptions","_applyIntegrationsMetadata","finalScope","evt","_normalizeEvent","dist","maxValueLength","sdkInfo","sdk","integrationsArray","_sendEvent","sendEvent","_processEvent","finalEvent","isTransaction","beforeSendResult","Skipped","_transport","_setupTransport","_dsnObject","getBaseApiEndpoint","getStoreEndpoint","_getIngestEndpoint","_encodedAuth","_getEnvelopeEndpoint","getStoreEndpointPath","getRequestHeaders","clientName","clientVersion","dialogOptions","endpoint","encodedOptions","auth","sentry_key","sentry_version","_limit","_buffer","isReady","task","remove","drain","capturedSetTimeout","_rateLimits","_api","_handleResponse","requestType","_handleRateLimit","_disabledUntil","category","_isRateLimited","rlHeader","raHeader","parameters","delay","_sendRequest","sentryRequest","originalPayload","fetchParameters","getResponseHeader","setRequestHeader","send","transportOptions","transport","Breadcrumbs","addSentryBreadcrumb","_consoleBreadcrumb","_domBreadcrumb","_xhrBreadcrumb","_fetchBreadcrumb","_historyBreadcrumb","parsedLoc","parsedFrom","parsedTo","SDK_NAME","SDK_VERSION","platform","packages","FunctionToString","DEFAULT_IGNORE_ERRORS","InboundFilters","clientOptions","_mergeOptions","_shouldDropEvent","_isSentryError","_isIgnoredError","_isDeniedUrl","_getEventFilterUrl","_isAllowedUrl","ignoreInternal","ignoreErrors","_getPossibleEventMessages","denyUrls","allowUrls","whitelistUrls","blacklistUrls","DEFAULT_EVENT_TARGET","TryCatch","eventTarget","_wrapTimeFunction","_wrapRAF","_wrapXHR","_wrapEventTarget","originalCallback","originalRemoveEventListener","wrappedEventHandler","originalEventHandler","xmlHttpRequestProps","wrapOptions","GlobalHandlers","_onErrorHandlerInstalled","_onUnhandledRejectionHandlerInstalled","stackTraceLimit","_installGlobalOnErrorHandler","_installGlobalOnUnhandledRejectionHandler","currentHub","hasIntegration","isFailedOwnDelivery","_eventFromIncompleteOnError","_enhanceEventWithInitialFrame","_eventFromRejectionWithPrimitive","groups","LinkedErrors","_handler","linkedErrors","_walkErrorTree","UserAgent","referrer","Referer","windowIntegrations","_window","Integrations","INTEGRATIONS","NIX_KEYWORDS","ANTIQUOTE"],"mappings":"aACE,SAASA,EAAqBC,GAQ7B,IAPA,IAMIC,EAAUC,EANVC,EAAWH,EAAK,GAChBI,EAAcJ,EAAK,GAKAK,EAAI,EAAGC,EAAW,GACpCD,EAAIF,EAASI,OAAQF,IACzBH,EAAUC,EAASE,GAChBG,OAAOC,UAAUC,eAAeC,KAAKC,EAAiBV,IAAYU,EAAgBV,IACpFI,EAASO,KAAKD,EAAgBV,GAAS,IAExCU,EAAgBV,GAAW,EAE5B,IAAID,KAAYG,EACZI,OAAOC,UAAUC,eAAeC,KAAKP,EAAaH,KACpDa,EAAQb,GAAYG,EAAYH,IAKlC,IAFGc,GAAqBA,EAAoBf,GAEtCM,EAASC,QACdD,EAASU,OAATV,GA6BF,SAASW,EAAoBhB,GAG5B,GAAGiB,EAAiBjB,GACnB,OAAOiB,EAAiBjB,GAAUkB,QAGnC,IAAIC,EAASF,EAAiBjB,GAAY,CACzCI,EAAGJ,EACHoB,GAAG,EACHF,QAAS,IAUV,OANAL,EAAQb,GAAUU,KAAKS,EAAOD,QAASC,EAAQA,EAAOD,QAASF,GAG/DG,EAAOC,GAAI,EAGJD,EAAOD,QA1Cf,IAAID,EAAmB,GAGnBI,EAAqB,CACxBC,EAAG,GAMAX,EAAkB,CACrBW,EAAG,GAoCJN,EAAoBO,EAAI,SAAuBtB,GAC9C,IAAIuB,EAAW,GAKZH,EAAmBpB,GAAUuB,EAASZ,KAAKS,EAAmBpB,IACzB,IAAhCoB,EAAmBpB,IAFX,CAAC,EAAI,EAAE,EAAI,EAAE,EAAI,EAAE,EAAI,EAAE,EAAI,EAAE,EAAI,EAAE,GAAK,EAAE,GAAK,EAAE,GAAK,EAAE,GAAK,GAExBA,IACtDuB,EAASZ,KAAKS,EAAmBpB,GAAW,IAAIwB,SAAQ,SAASC,EAASC,GAIzE,IAHA,IAAIC,GAAa,CAAC,EAAI,gCAAgC,EAAI,wCAAwC,EAAI,mBAAmB,EAAI,wBAAwB,EAAI,eAAe,EAAI,iCAAiC,EAAI,aAAa,EAAI,0BAA0B,GAAK,qBAAqB,GAAK,gBAAgB,GAAK,8BAA8B,GAAK,yBAAyB,GAAK,gCAAgC,GAAK,mBAAmB,GAAK,uBAAuB3B,IAAUA,GAAW,UAAY,CAAC,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,SAASA,GAAW,OAC1qB4B,EAAWb,EAAoBc,EAAIF,EACnCG,EAAmBC,SAASC,qBAAqB,QAC7C7B,EAAI,EAAGA,EAAI2B,EAAiBzB,OAAQF,IAAK,CAChD,IACI8B,GADAC,EAAMJ,EAAiB3B,IACRgC,aAAa,cAAgBD,EAAIC,aAAa,QACjE,GAAe,eAAZD,EAAIE,MAAyBH,IAAaN,GAAQM,IAAaL,GAAW,OAAOH,IAErF,IAAIY,EAAoBN,SAASC,qBAAqB,SACtD,IAAQ7B,EAAI,EAAGA,EAAIkC,EAAkBhC,OAAQF,IAAK,CACjD,IAAI+B,EAEJ,IADID,GADAC,EAAMG,EAAkBlC,IACTgC,aAAa,gBAChBR,GAAQM,IAAaL,EAAU,OAAOH,IAEvD,IAAIa,EAAUP,SAASQ,cAAc,QACrCD,EAAQF,IAAM,aACdE,EAAQE,KAAO,WACfF,EAAQG,OAAShB,EACjBa,EAAQI,QAAU,SAASC,GAC1B,IAAIC,EAAUD,GAASA,EAAME,QAAUF,EAAME,OAAOC,KAAOlB,EACvDmB,EAAM,IAAIC,MAAM,qBAAuBhD,EAAU,cAAgB4C,EAAU,KAC/EG,EAAIE,KAAO,wBACXF,EAAIH,QAAUA,SACPxB,EAAmBpB,GAC1BsC,EAAQY,WAAWC,YAAYb,GAC/BZ,EAAOqB,IAERT,EAAQX,KAAOC,EAEJG,SAASC,qBAAqB,QAAQ,GAC5CoB,YAAYd,MACfe,MAAK,WACPjC,EAAmBpB,GAAW,MAMhC,IAAIsD,EAAqB5C,EAAgBV,GACzC,GAA0B,IAAvBsD,EAGF,GAAGA,EACF/B,EAASZ,KAAK2C,EAAmB,QAC3B,CAEN,IAAIC,EAAU,IAAI/B,SAAQ,SAASC,EAASC,GAC3C4B,EAAqB5C,EAAgBV,GAAW,CAACyB,EAASC,MAE3DH,EAASZ,KAAK2C,EAAmB,GAAKC,GAGtC,IACIC,EADAC,EAAS1B,SAASQ,cAAc,UAGpCkB,EAAOC,QAAU,QACjBD,EAAOE,QAAU,IACb5C,EAAoB6C,IACvBH,EAAOI,aAAa,QAAS9C,EAAoB6C,IAElDH,EAAOX,IAnGV,SAAwB9C,GACvB,OAAOe,EAAoBc,EAAI,IAAM,CAAC,EAAI,gCAAgC,EAAI,wCAAwC,EAAI,mBAAmB,EAAI,wBAAwB,EAAI,eAAe,EAAI,iCAAiC,EAAI,aAAa,EAAI,0BAA0B,GAAK,qBAAqB,GAAK,gBAAgB,GAAK,8BAA8B,GAAK,yBAAyB,GAAK,gCAAgC,GAAK,mBAAmB,GAAK,uBAAuB7B,IAAUA,GAAW,UAAY,CAAC,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,SAASA,GAAW,UAkGnrB8D,CAAe9D,GAG5B,IAAI+D,EAAQ,IAAIf,MAChBQ,EAAmB,SAAUb,GAE5Bc,EAAOf,QAAUe,EAAOhB,OAAS,KACjCuB,aAAaL,GACb,IAAIM,EAAQvD,EAAgBV,GAC5B,GAAa,IAAViE,EAAa,CACf,GAAGA,EAAO,CACT,IAAIC,EAAYvB,IAAyB,SAAfA,EAAMH,KAAkB,UAAYG,EAAMH,MAChE2B,EAAUxB,GAASA,EAAME,QAAUF,EAAME,OAAOC,IACpDiB,EAAMK,QAAU,iBAAmBpE,EAAU,cAAgBkE,EAAY,KAAOC,EAAU,IAC1FJ,EAAMM,KAAO,iBACbN,EAAMvB,KAAO0B,EACbH,EAAMnB,QAAUuB,EAChBF,EAAM,GAAGF,GAEVrD,EAAgBV,QAAWsE,IAG7B,IAAIX,EAAUY,YAAW,WACxBf,EAAiB,CAAEhB,KAAM,UAAWK,OAAQY,MAC1C,MACHA,EAAOf,QAAUe,EAAOhB,OAASe,EACjCzB,SAASyC,KAAKpB,YAAYK,GAG5B,OAAOjC,QAAQiD,IAAIlD,IAIpBR,EAAoB2D,EAAI9D,EAGxBG,EAAoB4D,EAAI3D,EAGxBD,EAAoB6D,EAAI,SAAS3D,EAASoD,EAAMQ,GAC3C9D,EAAoB+D,EAAE7D,EAASoD,IAClC/D,OAAOyE,eAAe9D,EAASoD,EAAM,CAAEW,YAAY,EAAMC,IAAKJ,KAKhE9D,EAAoBmE,EAAI,SAASjE,GACX,oBAAXkE,QAA0BA,OAAOC,aAC1C9E,OAAOyE,eAAe9D,EAASkE,OAAOC,YAAa,CAAEC,MAAO,WAE7D/E,OAAOyE,eAAe9D,EAAS,aAAc,CAAEoE,OAAO,KAQvDtE,EAAoBuE,EAAI,SAASD,EAAOE,GAEvC,GADU,EAAPA,IAAUF,EAAQtE,EAAoBsE,IAC/B,EAAPE,EAAU,OAAOF,EACpB,GAAW,EAAPE,GAA8B,iBAAVF,GAAsBA,GAASA,EAAMG,WAAY,OAAOH,EAChF,IAAII,EAAKnF,OAAOoF,OAAO,MAGvB,GAFA3E,EAAoBmE,EAAEO,GACtBnF,OAAOyE,eAAeU,EAAI,UAAW,CAAET,YAAY,EAAMK,MAAOA,IACtD,EAAPE,GAA4B,iBAATF,EAAmB,IAAI,IAAIM,KAAON,EAAOtE,EAAoB6D,EAAEa,EAAIE,EAAK,SAASA,GAAO,OAAON,EAAMM,IAAQC,KAAK,KAAMD,IAC9I,OAAOF,GAIR1E,EAAoB8E,EAAI,SAAS3E,GAChC,IAAI2D,EAAS3D,GAAUA,EAAOsE,WAC7B,WAAwB,OAAOtE,EAAgB,SAC/C,WAA8B,OAAOA,GAEtC,OADAH,EAAoB6D,EAAEC,EAAQ,IAAKA,GAC5BA,GAIR9D,EAAoB+D,EAAI,SAASgB,EAAQC,GAAY,OAAOzF,OAAOC,UAAUC,eAAeC,KAAKqF,EAAQC,IAGzGhF,EAAoBc,EAAI,IAGxBd,EAAoBiF,GAAK,SAASjD,GAA2B,MAApBkD,QAAQlC,MAAMhB,GAAYA,GAEnE,IAAImD,EAAaC,OAAqB,aAAIA,OAAqB,cAAK,GAChEC,EAAmBF,EAAWvF,KAAKiF,KAAKM,GAC5CA,EAAWvF,KAAOd,EAClBqG,EAAaA,EAAWG,QACxB,IAAI,IAAIlG,EAAI,EAAGA,EAAI+F,EAAW7F,OAAQF,IAAKN,EAAqBqG,EAAW/F,IAC3E,IAAIU,EAAsBuF,EAInBrF,EAAoBA,EAAoBuF,EAAI,G,qBCnPrDpF,EAAOD,QAAU,SAASsF,GAoDxB,MAAO,CACLC,kBAAkB,EAClBC,SAhDe,CACfC,QAAS,iBACTC,QAAS,o6DAuBTC,SAAU,o+DAwBVC,QAAS,OACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACC,UAAW,SAAUC,UAAW,IACrEX,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACF,UAAW,SAAUC,UAAW,IACtE,CACED,UAAW,WACXG,cAAe,8BACfP,QAAS,WACTC,SAAU,CAACP,EAAKc,sBA9DT,CACXJ,UAAW,SACXK,MAAO,MAAOC,IAAK,SA8DjBhB,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IACnCX,EAAKiB,QAAQ,YAAa,UAAW,CAACN,UAAW,KACjD,CACED,UAAW,SACXK,MAAO,kFACPJ,UAAW,O,mBCtEnBhG,EAAOD,QAAU,SAASsF,GACxB,IACIkB,EAAgB,CAClBC,gBAAgB,EAChBb,QAAS,IACTK,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,OACXK,MARa,qBASbJ,UAAW,GAEb,CACEI,MAAO,OACPJ,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXU,YAAY,EACZC,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,sBAOpB,MAAO,CACLO,QAAS,CAAC,OAAQ,QAAS,MAAO,OAAQ,MAAO,MAAO,MAAO,QAAS,OACxErB,kBAAkB,EAClBM,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,YAAaC,IAAK,IACzBL,UAAW,GACXJ,SAAU,CAAC,CAACQ,MAAO,MAAOC,IAAK,SAEjChB,EAAKiB,QACH,UACA,SACA,CACEN,UAAW,KAGf,CACEI,MAAO,kBAAmBC,IAAK,UAC/BL,UAAW,IAEb,CACED,UAAW,OACXK,MAAO,SAAUC,IAAK,MAAOL,UAAW,IAE1C,CACEI,MAAO,YAAaC,IAAK,MACzBO,YAAa,MACbhB,SAAU,CAGR,CAACQ,MAAO,OAAQC,IAAK,OAAQQ,MAAM,GACnC,CAACT,MAAO,KAAMC,IAAK,IAAKQ,MAAM,GAC9B,CAACT,MAAO,KAAOC,IAAK,IAAMQ,MAAM,GAChCxB,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,KAAMI,UAAW,KAAMH,SAAU,KAAMiB,MAAM,IAC3FxB,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,KAAMI,UAAW,KAAMH,SAAU,KAAMiB,MAAM,MAGhG,CACEd,UAAW,MAOXK,MAAO,oBAAqBC,IAAK,IACjCd,SAAU,CAACpC,KAAM,SACjByC,SAAU,CAACW,GACXO,OAAQ,CACNT,IAAK,WAAYU,WAAW,EAC5BH,YAAa,CAAC,MAAO,SAGzB,CACEb,UAAW,MAEXK,MAAO,qBAAsBC,IAAK,IAClCd,SAAU,CAACpC,KAAM,UACjByC,SAAU,CAACW,GACXO,OAAQ,CACNT,IAAK,aAAgBU,WAAW,EAChCH,YAAa,CAAC,eAAgB,aAAc,aAAc,MAAO,cAGrE,CACEb,UAAW,MACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CACR,CACEG,UAAW,OAAQK,MAAO,aAAcJ,UAAW,GAErDO,Q,kCCnGVnH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SACE,o0fA2MFI,QAAS,KACTC,SAAU,CACRP,EAAK4B,cACL5B,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,uDAETf,EAAK8B,oBACL9B,EAAK+B,yB,mBC5NXpH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClB+B,QAAS,QAAUhC,EAAKiC,SACxB/B,SAAU,CACRE,QACE,qteAEFC,SAEE,i5CAyCF6B,KACE,0/BAcJ3B,SAAU,CACRP,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGf,CACED,UAAW,SACXW,SAAU,CAER,CACEN,MAAO,qHAEPJ,UAAW,GAIb,CAAEI,MAAO,uBAAwBJ,UAAW,GAG5C,CAAEI,MAAO,oGAGT,CAAEA,MAAO,+EAIbf,EAAKY,kBACL,CACEF,UAAW,SACXW,SAAU,CAER,CAAEN,MAAO,IAAMC,IAAK,YAEpB,CAAED,MAAO,IAAKC,IAAK,aAErBL,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CAER,CAAEN,MAAO,oDAET,CAAEA,MAAO,gCAEXJ,UAAW,GAGb,CACED,UAAW,QACXK,MAAO,UACPJ,UAAW,GAGb,CACED,UAAW,QACXK,MAAO,OACPJ,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,qB,mBClIfpG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QACE,2FACFC,SACE,2iBAQJC,QAAS,KACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBACLT,EAAK4B,cACL,CACElB,UAAW,OACXK,MAAO,IAAKC,IAAK,KAEnB,CACEN,UAAW,QACXG,cAAe,2CAA4CG,IAAK,OAElE,CACEH,cAAe,gCAAiCG,IAAK,W,kCC5B7DjH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,IAIImC,EAAc,CAChB/B,QACE,2JAEFD,QACE,iBACFE,SACE,8vBAYA+B,EAAoB,CACtB1B,UAAW,SACXK,MAAO,IAAKC,IAAK,IAAKV,QAAS,OAc7B+B,EAAS,CACXxB,cAAe,SAAUG,IAAK,IAC9Bd,SAAUiC,EACV5B,SAAU,CAAC6B,IAETE,EAAsB,CACxB5B,UAAW,WACXK,MAAO,gBAAiBwB,aAAa,EAAMvB,IAAK,KAChDT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACf,OAAQ,CACrCN,gBAAgB,EAChBjB,SAAUiC,OAIhB,MAAO,CACLb,QAAS,CAAC,OACVU,QAAS,yBACT9B,SAAUiC,EACV5B,SAAU,CACVP,EAAK8B,oBACL9B,EAAK+B,qBACLK,EAlCsB,CACtB1B,UAAW,SACXK,MAAO,IAAMC,IAAK,IAAMV,QAAS,OAEnB,CACdI,UAAW,SACXK,MAAO,KAAMC,IAAK,MA+BlBsB,EACAD,EA9BiB,CACjB3B,UAAW,SACXK,MAAO,0DA8BPf,EAAKyC,gB,mBCpET9H,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,YACVrB,kBAAkB,EAClBC,SAAU,CACRE,QAEE,woEAkCJG,SAAU,CACR,CACEG,UAAW,WACXK,MAAO,OAAQC,IAAK,KAEtBhB,EAAK0C,kBACL1C,EAAKY,kBACLZ,EAAKyC,gB,mBChDX9H,EAAOD,QAAU,SAASsF,GA4BxB,SAAS2C,EAAe5B,EAAOC,GAC7B,IACAT,EAAW,CAAC,CAACQ,MAAOA,EAAOC,IAAKA,IAEhC,OADAT,EAAS,GAAGA,SAAWA,EAChBA,EA/BT,IAAIqC,EAAa,4BAGbC,EAAoB,+GAEpBC,EAAmB,CACrB1C,QACE,yYAIFD,QAAS,kBAEP4C,EAAQ,CACVrC,UAAW,QACXK,MAAO,KAAMC,IAAK,IAClBd,SAAU4C,GAERE,EAAY,CACdtC,UAAW,oBACXW,SAAU,CACR,CAACN,MAAO,SAAUC,IAAK,UACvB,CAACD,MAAO,OAAQC,IAAK,SAEvBd,SAAU4C,GASRG,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,aAAcC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAClE,CAAC5B,MAAO,aAAcC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAClE,CAAC5B,MAAO,WAAYC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MAC5D,CAAC5B,MAAO,WAAYC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MAC5D,CAAC5B,MAAO,aAAcC,IAAK,OAC3B,CAACD,MAAO,UAAWC,IAAK,aAE1BL,UAAW,GAETuC,EAAW,CACbxC,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,QAASC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAC7D,CAAC5B,MAAO,QAASC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAC7D,CAAC5B,MAAO,MAAOC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MACvD,CAAC5B,MAAO,MAAOC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MACvD,CAAC5B,MAAO,QAASC,IAAK,OACtB,CAACD,MAAO,YAAaC,IAAK,aAE5BL,UAAW,GAETwC,EAAS,CACXpC,MAAO,UAAYf,EAAKoD,eAAiB,2DACzClD,SAAU,yCACVK,SAAU,CACR,CACEG,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CAACN,MAAO,WAAYJ,UAAW,GAC/B,CAACI,MAAO,WAAYC,IAAK,cAI/BL,UAAW,GAqBT0C,EAA2B,CAC7BL,EACAC,EACAC,EAtBY,CACZxC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CAACN,MAAO,QAASC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAC7D,CAAC5B,MAAO,QAASC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAC7D,CAAC5B,MAAO,MAAOC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MACvD,CAAC5B,MAAO,MAAOC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MACvD,CAAC5B,MAAO,QAASC,IAAK,QAExBL,UAAW,GAcXwC,EAZc,CACdzC,UAAW,OACXK,MAAO,OAAQC,IAAK,MACpBT,SAAU,CACRP,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACF,UAAW,kBAUnDV,EAAK0C,kBACL,CACEhC,UAAW,QACXG,cAAe,sBAAuBG,IAAK,MAC3CV,QAAS,IACTC,SAAU,CACRP,EAAK0C,kBACL1C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAzGf,qCA0GhB,CAACA,MAAO,OAGZ,CACEL,UAAW,QACXG,cAAe,iBAAkBG,IAAK,MACtCV,QAAS,IACTC,SAAU,CACRP,EAAK0C,kBACL1C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAnHf,sCAqHlBJ,UAAW,IAEb,CACEE,cAAe,aAAcG,IAAK,MAClCV,QAAS,IACTC,SAAU,CACRP,EAAK0C,kBACL1C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MA5Hf,sCA8HlBJ,UAAW,IAEb,CACED,UAAW,WACXG,cAAe,MAAOG,IAAK,OAC3BT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5BzB,MAAO8B,EACPzB,YAAY,MAIlB,CACEV,UAAW,WACXG,cAAe,YAAaG,IAAK,OACjCT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5BzB,MAAO8B,EACPzB,YAAY,KAGhBT,UAAW,GAEb,CACED,UAAW,SACXK,MAAOf,EAAKsD,oBAAsB,cAClC3C,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,IACPR,SAAU,CAAC0C,EAAQ,CAAClC,MAAO8B,IAC3BlC,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,gBAAkB6B,GAC3B,CAAE7B,MAAO,iBAAmB6B,GAC5B,CAAE7B,MAAO,uBAAyB6B,GAClC,CAAE7B,MAAO,yFACT,CAAEA,MAAO,sBAAwB6B,IAEnCjC,UAAW,IAMf,OAHAoC,EAAMxC,SAAW8C,EACjBL,EAAUzC,SAAW8C,EAAyBvD,MAAM,GAE7C,CACLwB,QAAS,CAAC,MACVU,QAnLqB,sBAoLrB9B,SAAU4C,EACVvC,SAAU8C,K,mBCxLd1I,EAAOD,QAAU,SAASsF,GAUxB,MAAO,CACLsB,QAAS,CAAC,MACVpB,SAAU,CACRE,QAAS,mUAKTD,QAAS,6BAEXI,SAAU,CACRP,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAK4B,cACL,CACElB,UAAW,QACXG,cAAe,UAAWG,IAAK,IAC/BT,SAAU,CAACP,EAAKwC,aAElB,CACE9B,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IAAKuC,YAAY,EACxDhD,SAAU,CACR,CACEM,cAAe,sBAEjBb,EAAKwC,aAGT,CACE9B,UAAW,OACXG,cAAe,iBAAkBG,IAAK,IACtCd,SAAU,CAAC,eAAgB,mBAE7B,CACEQ,UAAW,WACXG,cAAe,WAAYG,IAAK,OAAQuC,YAAY,EACpDjD,QAAS,MACTC,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CACRP,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK8B,oBACL9B,EAAK+B,qBAvDO,CACtBrB,UAAW,WACXK,MAAO,SAAUC,IALJ,2BAMbL,UAAW,MAwDL,CACEI,MAAO,yCAIbf,EAAKwD,cAEPlD,QAAS,O,kCCpEbvG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAkHlBjH,EAAQiH,QAjHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,wBAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,a,mBCpHbhH,EAAOD,QAAU,SAASsF,GAMxB,IAAIyD,EAAW,CAQbrD,QACE,sPAiBFD,QACE,uVAeFE,SACE,yhFA2BAqD,EAAmB,uDAGnBC,EAAU,CACZ3B,QAAS0B,EAAkBxD,SAAUuD,EAAUnD,QAAS,OAsBtDsD,EAAgB,CAClBlD,UAAW,QACXK,MAAO,OAAQC,IAAK,KACpBd,SAAUuD,GAGRI,EAAwB,CAC1BnD,UAAW,WACXK,MAAO,MAAQ2C,GAiDjB,OAjBAC,EAAQpD,SAAW,CA1DN,CACXG,UAAW,SAQXK,MAAO,qIACPJ,UAAW,GAGF,CACTD,UAAW,SACXK,MAAO,8BAeI,CACXL,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkB+B,EAAeC,GACjDxC,SAAU,CACR,CAAEN,MAAO,SAAUC,IAAK,SAAUL,UAAW,IAC7C,CAAEI,MAAO,OAAQC,IAAK,UAIZ,CACZN,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkB+B,EAAeC,GACjD9C,MAAO,IAAKC,IAAK,KAGH,CACdN,UAAW,OACXK,MAAO,IAAM2C,GAGD,CACZhD,UAAW,UACXW,SAAU,CACR,CAAEN,MAAO,KAAMC,IAAK,KAAML,UAAW,IACrC,CAAEI,MAAO,IAAKC,IAAK,OAWrBhB,EAAK0C,kBACL,CACEhC,UAAW,UACXK,MACE,+DAEJ,CAACA,MAAO,OAEV6C,EAAcrD,SAAWoD,EAAQpD,SAE1BoD,I,mBC/JThJ,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLO,SAAU,CACR,CACEG,UAAW,YACXK,MAAO,MAAOC,IAAK,KAAMuC,YAAY,EACrC9B,OAAQ,CAACT,IAAK,IAAKL,UAAW,GAC9BA,UAAW,IAEb,CACED,UAAW,YACXK,MAAO,OAAQC,IAAK,KAAMuC,YAAY,EACtC9B,OAAQ,CAACT,IAAK,IAAKL,UAAW,IAEhC,CACED,UAAW,UACXK,MAAO,KAAMC,IAAK,KAEpBhB,EAAK0C,sB,mBClBX/H,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,OACVpB,SAAU,CACRE,QACE,gXAMFD,QACE,uDACFE,SACE,4TAMJE,SAAU,CAAE,CACRG,UAAW,OACXK,MAAO,MACPC,IAAK,MACLL,UAAW,IACV,CACDD,UAAW,SACXK,MAAO,eACPC,IAAK,IACLT,SAAU,CAAC,CAACQ,MAAO,QAClB,CACDL,UAAW,SACXK,MAAO,oBACPC,IAAK,OAEPhB,EAAKY,kBACL,CACEF,UAAW,OACXK,MAAO,eACPJ,UAAW,GACV,CACDD,UAAW,SACXC,UAAW,EACXU,SAAU,CACR,CAACN,MAAO,4DACR,CAACA,MAAO,+CACR,CAACA,MAAO,iDACR,CAACA,MAAO,2CAGZf,EAAK0C,sB,qFChDX,IAAIoB,EAAMC,EAAQ,QAElBpJ,EAAOD,QAAUoJ,EAEjBA,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBACF,eACAD,EAAQ,SAEVD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,cACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBACF,cACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBACF,eACAD,EAAQ,SAEVD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBACF,eACAD,EAAQ,SAEVD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,IAAKD,EAAQ,SAClCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,cACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,iBACAD,EAAQ,SAEVD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBACF,cACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,cACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,IAAKD,EAAQ,SAClCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,IAAKD,EAAQ,SAClCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,gBACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBACF,eACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBACF,gBACAD,EAAQ,SAEVD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,U,kCCzRvChK,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,QACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIiE,EAAgB,uBAChBC,EAAmB,IAAMD,EAAgB,IAAMA,EAAgB,IAAMA,EAAgB,IACrFE,EAAkB,CACpB/D,QACE,2IAEFD,QACE,cAGAc,EAAUjB,EAAKiB,QAAQ,IAAK,KAC5BmD,EAAS,CACX1D,UAAW,SACXK,MAAO,wDACPJ,UAAW,GAET0D,EAAY,CACdtD,MAAO,UAAYkD,EAAgB,SAEjCK,EAAgB,CAClBvD,MAAOmD,EAAmB,MAAOlD,IAAK,MACtCuB,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACR,CACEQ,MAAOmD,EAAkBvD,UAAW,GAEtC,CACEI,MAAO,MAAOC,IAAK,MAAOG,gBAAgB,EAC1CO,WAAW,EACXf,UAAW,KAKb4D,EAAQ,CACVxD,MAAO,IAAKC,IAAK,IACjBL,UAAW,GAGT6D,EAAO,CACTzD,MAAO,4BACPJ,UAAW,GAET8D,EAAO,CACT1D,MAAO,qBACPJ,UAAW,GAET+D,EAAgB,CAClB3D,MAAO,IAAMf,EAAKsD,oBAClB3C,UAAW,EACX4B,aAAa,EACbhC,SAAU,CACR,CACEQ,MAAO,IAAMf,EAAKsD,oBAClB3C,UAAW,GAEb,CACEI,MAAO,IAAKC,IAAK,IACjBL,UAAW,KAMbgE,EAAmB,CACrB9D,cAAe,0BAA2BG,IAAK,MAC/Cd,SAAUiE,GAEZQ,EAAiBpE,SAAW,CAC1BU,EACAoD,EACArE,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACC,UAAW,KAChDiE,EACAL,EACAtE,EAAKY,kBACLwD,EACAG,EACAC,EAAMC,EACNC,GAGF,IAAIE,EAAc,CAChB3D,EACAoD,EACAM,EACAL,EACAtE,EAAKY,kBACLwD,EACAG,EACAC,EAAMC,EACNC,GAEFJ,EAAc/D,SAAS,GAAGA,SAAWqE,EACrCL,EAAMhE,SAAWqE,EACjBF,EAAcnE,SAAS,GAAGA,SAAWqE,EAErC,IAAIC,EAAS,CACXnE,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAUqE,GAEZ,MAAO,CACLtD,QAAS,CAAC,OACVpB,SAAUiE,EACV7D,QAAS,4CACTC,SAAU,CACR,CACEG,UAAW,WACXK,MAAO,IAAMkD,EAAgB,UAAWjD,IAAK,KAC7CuB,aAAa,EACbjC,QAAS,yBACTC,SAAU,CACRsE,EACA7E,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOkD,KAExCxC,OAAQ,CACNT,IAAK,QACLd,SAAUiE,EACV5D,SAAUqE,IAGd3D,EACA,CACEF,MAAO,KAAMC,IAAK,MAClBL,UAAW,EACX4C,YAAY,EACZhB,aAAa,EACbP,QAAS,IAAMhC,EAAKiC,SACpB/B,SACE,0KAGFK,SAAU,CAACsE,IAEbT,EACApE,EAAKY,kBACL8D,EACAF,EAAMC,EACNF,EACA,CAACxD,MAAO,W,kCC3IdhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA+HlBjH,EAAQiH,QA9HO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,kBAAmB,CACjB,WAAc,WAEhB,uBAAwB,CACtB,WAAc,WAEhB,uBAAwB,CACtB,WAAc,WAEhB,4BAA6B,CAC3B,WAAc,WAEhB,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,0BAA2B,CACzB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCC/HlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCjGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAsGlBjH,EAAQiH,QArGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCtGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmHlBjH,EAAQiH,QAlHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,UACT,WAAc,WAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,UACT,eAAkB,aAEpB,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCnHlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCvGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EACF,yHAGEqB,EAAgB,CAClB9E,EAAK8B,oBACL9B,EAAKiB,QACH,KACA,KACA,CACEN,UAAW,IAGfX,EAAKiB,QACH,OACA,OACA,CACEN,UAAW,MAIbsC,EAAS,CACXvC,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAAC,CAACQ,MAAO,QAEjBgE,EAAc,CAChBrE,UAAW,SAAUK,MAAO,WAa1BiE,EAAY,CACdtE,UAAW,WACXG,cAAe,YAAaG,IAAK,OACjCd,SAAU,eACVK,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVlD,SAAU,CAAC0C,EAAQ8B,KAErBE,OAAOH,IAaX,MAAO,CACL7E,kBAAkB,EAClBC,SAAU,CAAEE,QAASqD,EAAUtD,QAhElB,cAiEbG,QAAS,OACTC,SAAU,CACR0C,EAAQ8B,EAzCD,CACPrE,UAAW,SACXK,MAAO,4BACPJ,UAAW,GAEW,CACtBD,UAAW,SACXK,MAAO,IACPC,IAAK,KAmCLhB,EAAKyC,YAjBI,CACX/B,UAAW,QACXK,MAAO,gGACPwB,aAAa,EACbhC,SAAU,CACRP,EAAKwC,WACHwC,IAaFA,M,mBC3ENrK,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLgC,QAAS,WACT9B,SAAU,CACRE,QAEE,mwLAkBFC,SACE,+nEAoCJC,QAAS,IACTC,SAAU,CACRP,EAAKyC,YACL,CACE/B,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBV,QAAS,OAaX,CACEI,UAAW,SACXK,MAAO,wBAETf,EAAKiB,QAAQ,IAAK,KAElB,CACEP,UAAW,WACXK,MAAO,uBAET,CACEL,UAAW,WACXG,cAAe,qBAAsBG,IAAK,IAC1CL,UAAW,EACXJ,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,MAAOC,IAAK,SAIzB,CACEN,UAAW,SACXK,MAAO,gB,kCCtGfhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAgJlBjH,EAAQiH,QA/IO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,qBAAsB,CACpB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,WAAY,CACV,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,kBAAmB,CACjB,MAAS,a,mBClJbhH,EAAOD,QAAU,SAASsF,GACxB,IACIyD,EAAW,CACbrD,QACE,mTAKFD,QACE,yCACFE,SACE,6fASA6E,EAAY,CACdxE,UAAW,OACXK,MAAO,6BAGLoE,EACJ,CACEpE,MAAO,MACPC,IAAK,KACLd,SAAUuD,EACVlD,SAAU,CACR,OACAP,EAAKY,kBACLZ,EAAKS,iBACLT,EAAKyC,cAILoC,EAAS,CACXnE,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZrD,SAAUuD,EACVlD,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACLmD,EACAC,IAGAf,EAAS,CACX1D,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,mBACT,CAAEA,MAAO,oBACT,CAAEA,MAAOf,EAAKqF,cAEhB1E,UAAW,GAEToC,EAAQ,CACVrC,UAAW,QACXK,MAAO,SAAUC,IAAK,MACtBd,SAAUuD,EACVlD,SAAU,IAER+E,EAAgB,CAClBvE,MAAO,QAASC,IAAK,GACrBS,OAAQ,CACNT,IAAK,IAAKU,WAAW,EACrBnB,SAAU,CACRP,EAAK6B,iBACLkB,GAEFxB,YAAa,QAGbgE,EAAe,CACjBxE,MAAO,OAAQC,IAAK,GACpBS,OAAQ,CACNT,IAAK,IAAKU,WAAW,EACrBnB,SAAU,CACRP,EAAK6B,iBACLkB,GAEFxB,YAAa,QAGbiE,EAAkB,CACpB9E,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACLkB,IAeJ,OAZAA,EAAMxC,SAAW,CACfP,EAAKS,iBACLT,EAAKY,kBACL0E,EACAC,EACAC,EACApB,EACApE,EAAKyF,aAKA,CACLnE,QAAS,CAAC,MACVpB,SAAUuD,EACVlD,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,0BAETf,EAAKS,iBACLT,EAAKY,kBACL0E,EACAC,EACAC,EACAxF,EAAK8B,oBACL9B,EAAK+B,qBACLqC,EACA,CACErD,MAAO,IAAMf,EAAKoD,eAAiB,kCACnClD,SAAU,oBACVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKyF,YACL,CACE/E,UAAW,WACXK,MAAO,cAAgBf,EAAKiC,SAAW,UAAWM,aAAa,EAC/DvB,IAAK,SACLT,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CACEN,MAAOf,EAAKiC,UAEd,CACElB,MAAO,WAET,CACEA,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EAAM7B,YAAY,EAChCrD,SAAUuD,EACVlD,SAAU,CACR,OACAP,EAAK8B,oBACL9B,EAAK+B,4BAQnBpB,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,WAAYC,IAAK,QAASuC,YAAY,EAC7CrD,SAAUuD,EACVlD,SAAU,CACR,OACAP,EAAKQ,QAAQR,EAAKwC,WAAY,CAAEzB,MAxKtB,6BAyKV8D,GAEFvE,QAAS,IACTK,UAAW,GAEb,CACEE,cAAe,cAAeG,IAAK,KAAMuC,YAAY,EACrDhD,SAAU,CACR,OACAsE,IAGJ,CACE9D,MAAO,WACPb,SAAU,CAAEG,SAAU,UACtBM,UAAW,GAEb,CACEE,cAAe,SAAUG,IAAK,KAAMuC,YAAY,GAElD,CACE1C,cAAe,YAAaG,IAAK,KAAMuC,YAAY,EACnDrD,SAAU,qBAEZ,CACEa,MAAO,UAET,CACEA,MAAO,MAAQf,EAAKiC,SAAUtB,UAAW,GAE3CuE,EACAC,M,qCCtMN,YA2BM,SAAUO,IACd,OAAQ,cACJC,EACkB,oBAAX/F,OACPA,OACgB,oBAATgG,KACPA,KACAC,EAeA,SAAUC,IACd,IAAMH,EAASD,IACTK,EAASJ,EAAOI,QAAUJ,EAAOK,SAEvC,QAAiB,IAAXD,GAAsBA,EAAOE,gBAAiB,CAElD,IAAMC,EAAM,IAAIC,YAAY,GAC5BJ,EAAOE,gBAAgBC,GAIvBA,EAAI,GAAe,KAATA,EAAI,GAAc,MAG5BA,EAAI,GAAe,MAATA,EAAI,GAAe,MAE7B,IAAME,EAAM,SAACC,GAEX,IADA,IAAIC,EAAID,EAAIE,SAAS,IACdD,EAAExM,OAAS,GAChBwM,EAAI,IAAIA,EAEV,OAAOA,GAGT,OACEF,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAI9G,MAAO,mCAAmCM,QAAQ,SAAS,SAAApI,GAEzD,IAAMO,EAAqB,GAAhB8H,KAAKC,SAAiB,EAGjC,OADgB,MAANtI,EAAYO,EAAS,EAAJA,EAAW,GAC7B4H,SAAS,OAWhB,SAAUI,EACdC,GAOA,IAAKA,EACH,MAAO,GAGT,IAAMC,EAAQD,EAAIC,MAAM,gEAExB,OAAKA,EAOE,CACLC,KAAMD,EAAM,GACZE,KAAMF,EAAM,GACZG,SAAUH,EAAM,GAChBI,SAAUJ,EAAM,IANJA,EAAM,IAAM,KACTA,EAAM,IAAM,KALpB,GAkBL,SAAUK,EAAoB9K,GAClC,GAAIA,EAAMyB,QACR,OAAOzB,EAAMyB,QAEf,GAAIzB,EAAM+K,WAAa/K,EAAM+K,UAAUC,QAAUhL,EAAM+K,UAAUC,OAAO,GAAI,CAC1E,IAAMD,EAAY/K,EAAM+K,UAAUC,OAAO,GAEzC,OAAID,EAAUlL,MAAQkL,EAAUrI,MACpBqI,EAAUlL,KAAI,KAAKkL,EAAUrI,MAElCqI,EAAUlL,MAAQkL,EAAUrI,OAAS1C,EAAMiL,UAAY,YAEhE,OAAOjL,EAAMiL,UAAY,YASrB,SAAUC,EAAeC,GAC7B,IAAM5B,EAASD,IAGf,KAAM,YAAaC,GACjB,OAAO4B,IAIT,IAAMC,EAAmB7B,EAAejG,QAClC+H,EAAwC,GAR/B,CAAC,QAAS,OAAQ,OAAQ,QAAS,MAAO,UAWlDC,SAAQ,SAAAC,GAETA,KAAUhC,EAAejG,SAAY8H,EAAgBG,GAA2BC,sBAClFH,EAAcE,GAASH,EAAgBG,GACvCH,EAAgBG,GAAUH,EAAgBG,GAA2BC,wBAKzE,IAAMC,EAASN,IAOf,OAJAxN,OAAO+N,KAAKL,GAAeC,SAAQ,SAAAC,GACjCH,EAAgBG,GAASF,EAAcE,MAGlCE,EAUH,SAAUE,EAAsB3L,EAAc0C,EAAgB7C,GAClEG,EAAM+K,UAAY/K,EAAM+K,WAAa,GACrC/K,EAAM+K,UAAUC,OAAShL,EAAM+K,UAAUC,QAAU,GACnDhL,EAAM+K,UAAUC,OAAO,GAAKhL,EAAM+K,UAAUC,OAAO,IAAM,GACzDhL,EAAM+K,UAAUC,OAAO,GAAGtI,MAAQ1C,EAAM+K,UAAUC,OAAO,GAAGtI,OAASA,GAAS,GAC9E1C,EAAM+K,UAAUC,OAAO,GAAGnL,KAAOG,EAAM+K,UAAUC,OAAO,GAAGnL,MAAQA,GAAQ,QASvE,SAAU+L,EACd5L,EACA6L,QAAA,IAAAA,MAAA,IAKA,IAGE7L,EAAM+K,UAAWC,OAAQ,GAAGa,UAAY7L,EAAM+K,UAAWC,OAAQ,GAAGa,WAAa,GACjFlO,OAAO+N,KAAKG,GAAWP,SAAQ,SAAAtI,GAG7BhD,EAAM+K,UAAWC,OAAQ,GAAGa,UAAU7I,GAAO6I,EAAU7I,MAEzD,MAAO8I,KAQL,SAAUC,IACd,IACE,OAAO3M,SAAS4M,SAAShN,KACzB,MAAOiN,GACP,MAAO,IA2CL,SAAUC,EAAsBC,EAAaC,GACjD,IAAKA,EACH,OATsB,IAYxB,IAAMC,EAAcC,SAAS,GAAGF,EAAU,IAC1C,IAAKG,MAAMF,GACT,OAAqB,IAAdA,EAGT,IAAMG,EAAaC,KAAKC,MAAM,GAAGN,GACjC,OAAKG,MAAMC,GAlBa,IAmBfA,EAAaL,EA5RxB,kUAoBM1C,GApBN,UAoB6B,M,yCCtB7BlL,EAAOD,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,UAAY,qB,mBCD7LC,EAAOD,QAAU,SAASsF,GACxB,IAAIiC,EAAW,yBACXwB,EAAW,CACbrD,QACE,0DACFD,QACE,uGACFE,SACE,oyBAgBA+D,EAAS,CACX1D,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,mBACT,CAAEA,MAAO,oBACT,CAAEA,MAAOf,EAAKqF,cAEhB1E,UAAW,GAEToC,EAAQ,CACVrC,UAAW,QACXK,MAAO,SAAUC,IAAK,MACtBd,SAAUuD,EACVlD,SAAU,IAERiF,EAAkB,CACpB9E,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACLkB,IAGJA,EAAMxC,SAAW,CACfP,EAAKS,iBACLT,EAAKY,kBACL4E,EACApB,EACApE,EAAKyF,aAEP,IAAIsD,EAAkBhG,EAAMxC,SAAS0E,OAAO,CAC1CjF,EAAK+B,qBACL/B,EAAK8B,sBAGP,MAAO,CACLR,QAAS,CAAC,UACVpB,SAAUuD,EACVlD,SAAU,CACRP,EAAKS,iBACLT,EAAKY,kBACL4E,EACAxF,EAAK8B,oBACL9B,EAAK+B,qBA/CI,CACXrB,UAAW,SACXK,MAAO,sCA+CLqD,EACA,CACErD,MAAO,UAAWJ,UAAW,EAC7BJ,SAAU,CACR,CACEQ,MAAOkB,EAAW,QAASM,aAAa,EACxC5B,UAAW,EACXJ,SAAU,CAAC,CAACG,UAAW,OAAQK,MAAOkB,EAAUtB,UAAW,OAIjE,CACEI,MAAO,IAAMf,EAAKoD,eAAiB,uBACnClD,SAAU,SACVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKyF,YACL,CACE/E,UAAW,WACXK,MAAO,cAAgBkB,EAAW,UAAWM,aAAa,EAC1DvB,IAAK,SACLT,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CACEN,MAAOkB,GAET,CACElB,MAAO,WAET,CACEA,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EAAM7B,YAAY,EAChCrD,SAAUuD,EACVlD,SAAUwI,QAOtBpI,UAAW,GAEb,CACED,UAAW,WACXG,cAAe,WAAYG,IAAK,KAAMuC,YAAY,EAClDhD,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOkB,IACtC,CACEvB,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZhD,SAAUwI,IAGdzI,QAAS,QAEX,CACES,MAAO,WAGXT,QAAS,Y,mBCrIb3F,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,QACVf,SAAU,CAERP,EAAKiB,QACH,YACA,YAIA,CACEN,UAAW,KAIfX,EAAKiB,QACH,MACA,IACA,CACEN,UAAW,IAIf,CACED,UAAW,QACXK,MAAO,cAGT,CACEA,MAAO,iBACPC,IAAK,kBACLL,UAAW,IAGb,CACED,UAAW,UACXC,UAAW,GACXU,SAAU,CACR,CAACN,MAAO,yBACR,CAACA,MAAO,0CAIZ,CACEL,UAAW,OACXK,MAAO,SACPC,IAAK,MACLuC,YAAY,EACZ5C,UAAW,IAGb,CACED,UAAW,OACXK,MAAO,cACPJ,UAAW,GAGb,CACED,UAAW,QACXK,MAAO,YACPC,IAAK,YACLL,UAAW,IAGb,CACED,UAAW,OACXK,MAAO,mBACPC,IAAK,mBACLL,UAAW,IAGb,CACEI,MAAO,cACPC,IAAK,cACLT,SAAU,CACR,CACEQ,MAAO,IAAKC,IAAK,IACjBO,YAAa,MACbZ,UAAW,IAGfA,UAAW,IAGb,CACED,UAAW,SACXK,MAAO,oCAGT,CACEL,UAAW,SACXK,MAAO,6CACPJ,UAAW,IAGb,CACED,UAAW,SAEXK,MAAO,qBACPC,IAAK,eAELT,SAAU,CACR,CACEQ,MAAO,WACPJ,UAAW,KAKjB,CACED,UAAW,WAEXK,MAAO,iBACPC,IAAK,aAELT,SAAU,CACR,CACEQ,MAAO,WACPJ,UAAW,IAGfA,UAAW,GAGb,CACED,UAAW,WAEXK,MAAO,cACPC,IAAK,aACLL,UAAW,GAGb,CACED,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,WACR,CAACA,MAAO,WAIZ,CACEL,UAAW,OACXK,MAAO,oBACPJ,UAAW,GAGb,CACED,UAAW,OACXK,MAAO,UACPC,IAAK,IACLL,UAAW,GAGb,CACEI,MAAO,iBACPJ,UAAW,IAGb,CACEI,MAAO,0DACPwB,aAAa,EACbhC,SAAU,CACR,CACEQ,MAAO,kBACPJ,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,MACPC,IAAK,UACLL,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,MACPC,IAAK,MACLoE,cAAc,EACd7B,YAAY,EACZ5C,UAAW,IAGfA,UAAW,Q,kCCpLnB5G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAyGlBjH,EAAQiH,QAxGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,UACT,WAAc,sDAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,WAAc,WAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCzGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIgJ,EAAO,CACTtI,UAAW,SACXK,MAAO,cACPJ,UAAW,GAETsI,EAAU,CACZvI,UAAW,SACXK,MAAO,YAuBT,MAAO,CACLb,SAAU,CACRE,QACE,2XAMFD,QACE,8DAEJI,SAAU,CAjCC,CACXG,UAAW,WACXK,MAAO,2HACoDC,IAAK,MAChET,SAAU,CACR,OACAyI,EACAC,IAGO,CACTvI,UAAW,WACXK,MAAO,6CAA8CC,IAAK,MAC1DT,SAAU,CACR,OACAyI,EACAhJ,EAAKY,kBACLqI,IAmBA,CACEvI,UAAW,UACXK,MAAO,8BAET,CAEEL,UAAW,UACXK,MAAO,iCAET,CAGEL,UAAW,UACXK,MAAO,yDAET,CAEEL,UAAW,SACXK,MAAO,6DACPJ,UAAW,GAEbX,EAAKiB,QAAQ,KAAM,QACnBjB,EAAKiB,QAAQ,IAAK,QAClBjB,EAAKiB,QAAQ,QAAS,KACtBjB,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IAAMC,IAAK,KAEpBhB,EAAK4B,cACL,CACElB,UAAW,WACXK,MAAO,wB,kCC5EfhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuHlBjH,EAAQiH,QAtHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,sBAAuB,CACrB,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,mBAAoB,CAClB,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,kCCvHjB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,QACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIkJ,EAAgB,2iDAmBhBnG,EAAQ,CACVrC,UAAW,QACXK,MAAO,UAAWC,IAAK,MACvBd,SAAUgJ,GAERC,EAAS,CACXpI,MAAO,MAAOC,IAAK,KAGjBoI,EAAM,CACR/H,SAAU,CACR,CAACN,MAAO,QACR,CAACA,MAAO,iDACR,CAACA,MAAO,iBAAkBJ,UAAW,KAGrC0I,EAAkB,CAACrJ,EAAK6B,iBAAkBkB,EAAOqG,GACjDE,EAAwB,CAC1BF,EACApJ,EAAK0C,kBACL1C,EAAKiB,QACH,UACA,SACA,CACEE,gBAAgB,IAGpBgI,EACA,CACEzI,UAAW,SACXH,SAAU8I,EACVhI,SAAU,CACR,CACEN,MAAO,kBAAmBC,IAAK,MAC/BL,UAAW,GAEb,CACEI,MAAO,kBAAmBC,IAAK,MAC/BL,UAAW,GAEb,CACEI,MAAO,kBAAmBC,IAAK,MAC/BL,UAAW,GAEb,CACEI,MAAO,kBAAmBC,IAAK,MAC/BL,UAAW,GAEb,CACEI,MAAO,kBAAmBC,IAAK,MAC/BL,UAAW,GAEb,CACEI,MAAO,UAAWC,IAAK,IACvBL,UAAW,GAEb,CACEI,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAKC,IAAK,KAEnB,CACED,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,SACPR,SAAU,GACVI,UAAW,GAEb,CACEI,MAAO,mBACPR,SAAU,GACVI,UAAW,KAIjB,CACED,UAAW,SACXK,MAAO,4EACPJ,UAAW,GAEb,CACEI,MAAO,WAAaf,EAAKoD,eAAiB,gDAC1ClD,SAAU,kCACVS,UAAW,EACXJ,SAAU,CACRP,EAAK0C,kBACL,CACEhC,UAAW,SACXK,MAAO,8CACPJ,UAAW,IAEb,CACED,UAAW,SACXK,MAAO,WAAYC,IAAK,UACxBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,KAIjB,CACED,UAAW,WACXG,cAAe,MAAOG,IAAK,uBAAwBuC,YAAY,EAC/D5C,UAAW,EACXJ,SAAU,CAACP,EAAKwC,aAElB,CACEzB,MAAO,UACPJ,UAAW,GAEb,CACEI,MAAO,aACPC,IAAK,YACLO,YAAa,cACbhB,SAAU,CACR,CACIQ,MAAO,QACPC,IAAK,IACLN,UAAW,cAQrB,OAHAqC,EAAMxC,SAAW+I,EACjBH,EAAO5I,SAAW+I,EAEX,CACLhI,QAAS,CAAC,KAAM,MAChBU,QAAS,UACT9B,SAAUgJ,EACV3I,SAAU+I,K,mBCzJd3O,EAAOD,QAAU,SAASsF,GACxB,IAKIuJ,EAAU,CAEZ7I,UAAW,WACXK,MAAO,kBAGLyI,EAAY,CAEd9I,UAAW,WACXK,MAAO,SACPT,QAAS,UAGPmJ,EAAY,CAEd/I,UAAW,WACXK,MAAO,sBA2BHkC,EAAS,CACXvC,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,KAEnB,CACED,MAAO,IAAMC,IAAK,KAEpB,CACED,MAAO,IAAKC,IAAK,MAGrBV,QAAS,KACTC,SAAU,CA1BE,CAEdG,UAAW,OACXK,MAAO,kBAvCO,CACdL,UAAW,WACXK,MAAO,wbA+DHwI,EACAC,EACAC,IAIN,MAAO,CACLxJ,kBAAkB,EAClBC,SAAU,CACRE,QACA,68EACAD,QACA,kYAEFI,SAAU,CACRP,EAAK0C,kBACL1C,EAAK+B,qBACL/B,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGf,CACED,UAAW,WACXG,cAAe,uCAAwCG,IAAK,KAE9DiC,EA/DW,CAEbvC,UAAW,UACXK,MAAO,6RA8DLwI,EACAC,EACAC,EAzEa,CAEf/I,UAAW,SACXK,MAAO,qpBAeK,CAEZL,UAAW,QACXK,MAAO,cAuDLf,EAAKyC,gB,mBCrGX9H,EAAOD,QAAU,SAASsF,GACxB,IAAI0J,EAAU,CACZhJ,UAAW,SACXW,SAAU,CACRrB,EAAKQ,QAAQR,EAAKY,kBAAmB,CAAEG,MAAO,kBAC9C,CACEA,MAAO,aAAcC,IAAK,IAC1BT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,UAAYC,IAAK,IACxBV,QAAS,OAKXqJ,EAAU,CACZjJ,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,kDACT,CAAEA,MAAOf,EAAKqF,cAEhB1E,UAAW,GAGTiJ,EAAe,CACjBlJ,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,gDAC3BK,SAAU,CACR,CACEQ,MAAO,OAAQJ,UAAW,GAE5B,CACEE,cAAe,UAAWG,IAAK,IAC/Bd,SAAU,CAAC,eAAgB,WAC3BK,SAAU,CACRP,EAAKQ,QAAQkJ,EAAS,CAAChJ,UAAW,gBAClC,CACEA,UAAW,cACXK,MAAO,IAAKC,IAAK,IACjBV,QAAS,SAIfoJ,EACA1J,EAAK8B,oBACL9B,EAAK+B,uBAIL8H,EAAgB,CAClBnJ,UAAW,WACXK,MAAO,oBAGL+I,EAAc,CAChBpJ,UAAW,eACXK,MAAO,qBAGLgJ,EAAY,CACdrJ,UAAW,SACXK,MAAO,gCAGLiJ,EAAoB,CACtBtJ,UAAW,SACXK,MAAO,IACPC,IAAK,IACLT,SAAU,CACRoJ,EACAE,IAIAI,EAAW,CACbvJ,UAAW,QACXK,MAAO,4BACPC,IAAK,QACLuB,aAAa,EACbgB,YAAY,GAqBd,MAAO,CACLrD,SAAU,GACVK,SAAU,CApBQ,CAClBG,UAAW,QACXK,MAAO,SACPC,IAAK,KACLL,UAAW,GACXJ,SAAU,CACRsJ,EACAC,EACAC,EACAE,EACAD,EACAhK,EAAK8B,oBACL9B,EAAK+B,qBACL4H,EACAD,IAQAG,EACAC,EACAC,EACAE,EACAD,EACAhK,EAAK8B,oBACL9B,EAAK+B,qBACL4H,EACAD,EACAE,EACA,CACE7I,MAAOf,EAAKiC,SAAW,KACvB/B,SAAU,Q,mBC3GlB,SAASgK,IACL,MAAM,IAAIzN,MAAM,mCAEpB,SAAS0N,IACL,MAAM,IAAI1N,MAAM,qCAsBpB,SAAS2N,EAAWC,GAChB,GAAIC,IAAqBtM,WAErB,OAAOA,WAAWqM,EAAK,GAG3B,IAAKC,IAAqBJ,IAAqBI,IAAqBtM,WAEhE,OADAsM,EAAmBtM,WACZA,WAAWqM,EAAK,GAE3B,IAEI,OAAOC,EAAiBD,EAAK,GAC/B,MAAMtP,GACJ,IAEI,OAAOuP,EAAiBpQ,KAAK,KAAMmQ,EAAK,GAC1C,MAAMtP,GAEJ,OAAOuP,EAAiBpQ,KAAKqQ,KAAMF,EAAK,KAsCpD,SAASG,IACAC,GAAaC,IAGlBD,GAAW,EACPC,EAAa5Q,OACb6Q,EAAQD,EAAazF,OAAO0F,GAE5BC,GAAc,EAEdD,EAAM7Q,QACN+Q,KAIR,SAASA,IACL,IAAIJ,EAAJ,CAGA,IAAIrN,EAAUgN,EAAWI,GACzBC,GAAW,EAGX,IADA,IAAIK,EAAMH,EAAM7Q,OACVgR,GAAK,CAGP,IAFAJ,EAAeC,EACfA,EAAQ,KACCC,EAAaE,GACdJ,GACAA,EAAaE,GAAYG,MAGjCH,GAAc,EACdE,EAAMH,EAAM7Q,OAEhB4Q,EAAe,KACfD,GAAW,EAnEf,SAAyBO,GACrB,GAAIC,IAAuBxN,aAEvB,OAAOA,aAAauN,GAGxB,IAAKC,IAAuBd,IAAwBc,IAAuBxN,aAEvE,OADAwN,EAAqBxN,aACdA,aAAauN,GAExB,IAEWC,EAAmBD,GAC5B,MAAOjQ,GACL,IAEI,OAAOkQ,EAAmB/Q,KAAK,KAAM8Q,GACvC,MAAOjQ,GAGL,OAAOkQ,EAAmB/Q,KAAKqQ,KAAMS,KAgD7CE,CAAgB9N,IAiBpB,SAAS+N,EAAKd,EAAKe,GACfb,KAAKF,IAAMA,EACXE,KAAKa,MAAQA,EAYjB,SAASC,KAhKT,IAOIf,EACAW,EARAK,EAAU3Q,EAAOD,QAAU,IAgB9B,WACG,IAEQ4P,EADsB,mBAAftM,WACYA,WAEAkM,EAEzB,MAAOnP,GACLuP,EAAmBJ,EAEvB,IAEQe,EADwB,mBAAjBxN,aACcA,aAEA0M,EAE3B,MAAOpP,GACLkQ,EAAqBd,GAjB5B,GAwED,IAEIO,EAFAC,EAAQ,GACRF,GAAW,EAEXG,GAAc,EAyClBU,EAAQC,SAAW,SAAUlB,GACzB,IAAImB,EAAO,IAAIC,MAAMC,UAAU5R,OAAS,GACxC,GAAI4R,UAAU5R,OAAS,EACnB,IAAK,IAAIF,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAClC4R,EAAK5R,EAAI,GAAK8R,UAAU9R,GAGhC+Q,EAAMvQ,KAAK,IAAI+Q,EAAKd,EAAKmB,IACJ,IAAjBb,EAAM7Q,QAAiB2Q,GACvBL,EAAWS,IASnBM,EAAKnR,UAAU+Q,IAAM,WACjBR,KAAKF,IAAIsB,MAAM,KAAMpB,KAAKa,QAE9BE,EAAQM,MAAQ,UAChBN,EAAQO,SAAU,EAClBP,EAAQQ,IAAM,GACdR,EAAQS,KAAO,GACfT,EAAQU,QAAU,GAClBV,EAAQW,SAAW,GAInBX,EAAQY,GAAKb,EACbC,EAAQa,YAAcd,EACtBC,EAAQc,KAAOf,EACfC,EAAQe,IAAMhB,EACdC,EAAQgB,eAAiBjB,EACzBC,EAAQiB,mBAAqBlB,EAC7BC,EAAQkB,KAAOnB,EACfC,EAAQmB,gBAAkBpB,EAC1BC,EAAQoB,oBAAsBrB,EAE9BC,EAAQqB,UAAY,WAAkB,MAAO,IAE7CrB,EAAQsB,QAAU,WACd,MAAM,IAAInQ,MAAM,qCAGpB6O,EAAQuB,IAAM,WAAc,MAAO,KACnCvB,EAAQwB,MAAQ,WACZ,MAAM,IAAIrQ,MAAM,mCAEpB6O,EAAQyB,MAAQ,WAAa,OAAO,I,qBCvLpC,MAKUC,EAGJC,EAHID,EAwBR,SAAShN,GAgCT,SAASkN,EAAOpO,GACd,OAAOA,EAAM0H,QAAQ,KAAM,SAASA,QAAQ,KAAM,QAAQA,QAAQ,KAAM,QAG1E,SAAS7K,EAAIwR,GACX,OAAOA,EAAKC,SAASC,cAGvB,SAASC,EAAOC,EAAIC,GAClB,IAAI3G,EAAQ0G,GAAMA,EAAGE,KAAKD,GAC1B,OAAO3G,GAAyB,IAAhBA,EAAM6G,MAGxB,SAASC,EAAiBC,GACxB,OAAOC,EAAcC,KAAKF,GA0B5B,SAASpN,EAAQuN,GACf,IAAI3O,EACAyI,EAAS,GACTmG,EAAUvC,MAAMzR,UAAU8F,MAAM5F,KAAKwR,UAAW,GAEpD,IAAKtM,KAAO2O,EACVlG,EAAOzI,GAAO2O,EAAO3O,GAKvB,OAJA4O,EAAQtG,SAAQ,SAASuG,GACvB,IAAK7O,KAAO6O,EACVpG,EAAOzI,GAAO6O,EAAI7O,MAEfyI,EAKT,SAASqG,EAAWf,GAClB,IAAItF,EAAS,GA0Bb,OAzBA,SAAUsG,EAAYhB,EAAMiB,GAC1B,IAAK,IAAIC,EAAQlB,EAAKmB,WAAYD,EAAOA,EAAQA,EAAME,YAC9B,IAAnBF,EAAMG,SACRJ,GAAUC,EAAMI,UAAU3U,OACA,IAAnBuU,EAAMG,WACb3G,EAAOzN,KAAK,CACVgC,MAAO,QACPgS,OAAQA,EACRjB,KAAMkB,IAERD,EAASD,EAAYE,EAAOD,GAIvBzS,EAAI0S,GAAOxH,MAAM,oBACpBgB,EAAOzN,KAAK,CACVgC,MAAO,OACPgS,OAAQA,EACRjB,KAAMkB,KAKd,OAAOD,EAvBT,CAwBGjB,EAAM,GACFtF,EAgGT,SAAS6G,EAAgBd,GAEvB,SAASe,EAAMpB,GACX,OAAQA,GAAMA,EAAGqB,QAAWrB,EAGhC,SAASsB,EAAO/P,EAAO6G,GACrB,OAAO,IAAImJ,OACTH,EAAM7P,GACN,KAAO8O,EAAS3N,iBAAmB,IAAM,KAAO0F,EAAS,IAAM,MA6CnE,SAASoJ,EAAY/P,EAAM+O,GACzB,IAAI/O,EAAKgQ,SAAT,CAKA,GAHAhQ,EAAKgQ,UAAW,EAEhBhQ,EAAKkB,SAAWlB,EAAKkB,UAAYlB,EAAK6B,cAClC7B,EAAKkB,SAAU,CACjB,IAAI+O,EAAoB,GAEpBC,EAAU,SAASxO,EAAWyO,GAC5BvB,EAAS3N,mBACXkP,EAAMA,EAAI9B,eAEZ8B,EAAIC,MAAM,KAAK1H,SAAQ,SAAS2H,GAC9B,IAAIC,EAAOD,EAAGD,MAAM,KACpBH,EAAkBK,EAAK,IAAM,CAAC5O,EAAW4O,EAAK,GAAKC,OAAOD,EAAK,IAAM,OAI5C,iBAAlBtQ,EAAKkB,SACdgP,EAAQ,UAAWlQ,EAAKkB,UAExBsP,EAAWxQ,EAAKkB,UAAUwH,SAAQ,SAAUhH,GAC1CwO,EAAQxO,EAAW1B,EAAKkB,SAASQ,OAGrC1B,EAAKkB,SAAW+O,EAElBjQ,EAAKyQ,UAAYZ,EAAO7P,EAAKgD,SAAW,OAAO,GAE3C+L,IACE/O,EAAK6B,gBACP7B,EAAK+B,MAAQ,OAAS/B,EAAK6B,cAAcuO,MAAM,KAAKM,KAAK,KAAO,QAE7D1Q,EAAK+B,QACR/B,EAAK+B,MAAQ,SACf/B,EAAK2Q,QAAUd,EAAO7P,EAAK+B,OACvB/B,EAAK4Q,iBACP5Q,EAAKgC,IAAMhC,EAAK+B,OACb/B,EAAKgC,KAAQhC,EAAKmC,iBACrBnC,EAAKgC,IAAM,SACThC,EAAKgC,MACPhC,EAAK6Q,MAAQhB,EAAO7P,EAAKgC,MAC3BhC,EAAK8Q,eAAiBnB,EAAM3P,EAAKgC,MAAQ,GACrChC,EAAKmC,gBAAkB4M,EAAO+B,iBAChC9Q,EAAK8Q,iBAAmB9Q,EAAKgC,IAAM,IAAM,IAAM+M,EAAO+B,iBAEtD9Q,EAAKsB,UACPtB,EAAK+Q,UAAYlB,EAAO7P,EAAKsB,UACT,MAAlBtB,EAAK2B,YACP3B,EAAK2B,UAAY,GACd3B,EAAKuB,WACRvB,EAAKuB,SAAW,IAElBvB,EAAKuB,SAAWkL,MAAMzR,UAAUiL,OAAO0G,MAAM,GAAI3M,EAAKuB,SAASyP,KAAI,SAAS5R,GAC1E,OA/HN,SAAqBY,GAMnB,OALIA,EAAKqC,WAAarC,EAAKiR,kBACzBjR,EAAKiR,gBAAkBjR,EAAKqC,SAAS2O,KAAI,SAASE,GAChD,OAAO1P,EAAQxB,EAAM,CAACqC,SAAU,MAAO6O,OAGpClR,EAAKiR,iBAAoBjR,EAAKmC,gBAAkB,CAACX,EAAQxB,KAAW,CAACA,GAyHjEmR,CAAkB,SAAN/R,EAAeY,EAAOZ,OAE3CY,EAAKuB,SAASmH,SAAQ,SAAStJ,GAAI2Q,EAAY3Q,EAAGY,MAE9CA,EAAKyC,QACPsN,EAAY/P,EAAKyC,OAAQsM,GAG3B,IAAIqC,EACFpR,EAAKuB,SAASyP,KAAI,SAAS5R,GACzB,OAAOA,EAAEyC,cAAgB,UAAYzC,EAAE2C,MAAQ,QAAU3C,EAAE2C,SAE5DkE,OAAO,CAACjG,EAAK8Q,eAAgB9Q,EAAKsB,UAClC0P,IAAIrB,GACJ0B,OAAOC,SACVtR,EAAKoR,YAAcA,EAAYtW,OAAS+U,EA7G1C,SAAgB0B,EAASC,GAWvB,IAHA,IAAIC,EAAkB,iDAClBC,EAAc,EACdC,EAAM,GACD/W,EAAI,EAAGA,EAAI2W,EAAQzW,OAAQF,IAAK,CACvC,IAAIwU,EAASsC,EACTnD,EAAKoB,EAAM4B,EAAQ3W,IAIvB,IAHIA,EAAI,IACN+W,GAAOH,GAEFjD,EAAGzT,OAAS,GAAG,CACpB,IAAI+M,EAAQ4J,EAAgBhD,KAAKF,GACjC,GAAa,MAAT1G,EAAe,CACjB8J,GAAOpD,EACP,MAEFoD,GAAOpD,EAAGqD,UAAU,EAAG/J,EAAM6G,OAC7BH,EAAKA,EAAGqD,UAAU/J,EAAM6G,MAAQ7G,EAAM,GAAG/M,QACtB,MAAf+M,EAAM,GAAG,IAAcA,EAAM,GAE/B8J,GAAO,KAAOE,OAAOtB,OAAO1I,EAAM,IAAMuH,IAExCuC,GAAO9J,EAAM,GACG,KAAZA,EAAM,IACR6J,MAKR,OAAOC,EAyEwCG,CAAOV,EAAa,MAAM,GAAQ,CAAC3C,KAAM,WAAiB,OAAO,QAGlHsB,CAAYnB,GAYd,SAASmD,EAAUjT,EAAMgB,EAAOkS,EAAiBC,GAE/C,SAASC,EAASpS,GAChB,OAAO,IAAIgQ,OAAOhQ,EAAM0H,QAAQ,yBAA0B,QAAS,KAgCrE,SAAS2K,EAAanS,EAAM6H,GAC1B,IAAIuK,EAAYxD,EAAS3N,iBAAmB4G,EAAM,GAAGwG,cAAgBxG,EAAM,GAC3E,OAAO7H,EAAKkB,SAASjG,eAAemX,IAAcpS,EAAKkB,SAASkR,GAGlE,SAASC,EAAUC,EAAWC,EAAYC,EAAWC,GACnD,IACIC,EAAc,iBADAD,EAAW,GAAKE,EAAQC,aAM1C,OAAKN,GAFLI,GAAYJ,EAAY,MAGNC,GALAC,EAAY,GAvXjB,WA2XUD,EAqDzB,SAASM,IACPhK,GAA8B,MAAnBiK,EAAIvQ,YAxBjB,WACE,IAAIwQ,EAAsC,iBAApBD,EAAIvQ,YAC1B,GAAIwQ,IAAaC,EAAUF,EAAIvQ,aAC7B,OAAO2L,EAAO+E,GAGhB,IAAIpK,EAASkK,EACAhB,EAAUe,EAAIvQ,YAAa0Q,GAAa,EAAMC,EAAcJ,EAAIvQ,cAChE4Q,EAAcF,EAAaH,EAAIvQ,YAAYzH,OAASgY,EAAIvQ,iBAAcxD,GAYnF,OANI+T,EAAInR,UAAY,IAClBA,GAAakH,EAAOlH,WAElBoR,IACFG,EAAcJ,EAAIvQ,aAAesG,EAAOiK,KAEnCT,EAAUxJ,EAAO+F,SAAU/F,EAAO/I,OAAO,GAAO,GAIlBsT,GAlDvC,WACE,IAAIC,EAAeC,EAAYzL,EAAOgB,EAEtC,IAAKiK,EAAI5R,SACP,OAAOgN,EAAO+E,GAOhB,IALApK,EAAS,GACTyK,EAAa,EACbR,EAAIrC,UAAU8C,UAAY,EAC1B1L,EAAQiL,EAAIrC,UAAUhC,KAAKwE,GAEpBpL,GACLgB,GAAUqF,EAAO+E,EAAYrB,UAAU0B,EAAYzL,EAAM6G,SACzD2E,EAAgBlB,EAAaW,EAAKjL,KAEhClG,GAAa0R,EAAc,GAC3BxK,GAAUwJ,EAAUgB,EAAc,GAAInF,EAAOrG,EAAM,MAEnDgB,GAAUqF,EAAOrG,EAAM,IAEzByL,EAAaR,EAAIrC,UAAU8C,UAC3B1L,EAAQiL,EAAIrC,UAAUhC,KAAKwE,GAE7B,OAAOpK,EAASqF,EAAO+E,EAAYO,OAAOF,IA2BkBG,GAC5DR,EAAc,GAGhB,SAASS,EAAa1T,GACpB6I,GAAU7I,EAAK0B,UAAW2Q,EAAUrS,EAAK0B,UAAW,IAAI,GAAO,GAC/DoR,EAAM/X,OAAOoF,OAAOH,EAAM,CAAC+O,OAAQ,CAACjP,MAAOgT,KAG7C,SAASa,EAAcC,EAAQpF,GAI7B,GAFAyE,GAAeW,EAED,MAAVpF,EAEF,OADAqE,IACO,EAGT,IAAIgB,EAjHN,SAAiBrF,EAAQxO,GACvB,IAAIpF,EAAGE,EAEP,IAAKF,EAAI,EAAGE,EAASkF,EAAKuB,SAASzG,OAAQF,EAAIE,EAAQF,IACrD,GAAI0T,EAAOtO,EAAKuB,SAAS3G,GAAG+V,QAASnC,GAInC,OAHIxO,EAAKuB,SAAS3G,GAAGgW,iBACnB5Q,EAAKuB,SAAS3G,GAAGiW,MAAQqB,EAAUlS,EAAKuB,SAAS3G,GAAG+V,QAAQlC,KAAKD,GAAQ,KAEpExO,EAAKuB,SAAS3G,GAyGVkZ,CAAQtF,EAAQsE,GAC/B,GAAIe,EAaF,OAZIA,EAASrR,KACXyQ,GAAezE,GAEXqF,EAASzN,eACX6M,GAAezE,GAEjBqE,IACKgB,EAAStQ,aAAgBsQ,EAASzN,eACrC6M,EAAczE,IAGlBkF,EAAaG,GACNA,EAAStQ,YAAc,EAAIiL,EAAO1T,OAG3C,IAAIiZ,EArHN,SAASC,EAAUhU,EAAMwO,GACvB,GAAIF,EAAOtO,EAAK6Q,MAAOrC,GAAS,CAC9B,KAAOxO,EAAKoC,YAAcpC,EAAK+O,QAC7B/O,EAAOA,EAAK+O,OAEd,OAAO/O,EAET,GAAIA,EAAKmC,eACP,OAAO6R,EAAUhU,EAAK+O,OAAQP,GA6GjBwF,CAAUlB,EAAKtE,GAC9B,GAAIuF,EAAU,CACZ,IAAIE,EAASnB,EACTmB,EAAOzR,KACTyQ,GAAezE,GAETyF,EAAOvR,WAAauR,EAAO1P,aAC/B0O,GAAezE,GAEjBqE,IACIoB,EAAO1P,aACT0O,EAAczE,IAGlB,GACMsE,EAAIpR,YACNmH,GApeO,WAseJiK,EAAItQ,MAASsQ,EAAIvQ,cACpBZ,GAAamR,EAAInR,WAEnBmR,EAAMA,EAAI/D,aACH+D,IAAQiB,EAAShF,QAO1B,OANIgF,EAAStR,SACPsR,EAASnD,iBACXmD,EAAStR,OAAOoO,MAAQkD,EAASlD,OAEnC6C,EAAaK,EAAStR,SAEjBwR,EAAOvR,UAAY,EAAI8L,EAAO1T,OAGvC,GAzIF,SAAmB0T,EAAQxO,GACzB,OAAQgS,GAAmB1D,EAAOtO,EAAK+Q,UAAWvC,GAwI9C0F,CAAU1F,EAAQsE,GACpB,MAAM,IAAIrV,MAAM,mBAAqB+Q,EAAS,gBAAkBsE,EAAIpR,WAAa,aAAe,KAQlG,OADAuR,GAAezE,EACRA,EAAO1T,QAAU,EAG1B,IAAI8T,EAAWuF,EAAYrV,GAC3B,IAAK8P,EACH,MAAM,IAAInR,MAAM,sBAAwBqB,EAAO,KAGjD4Q,EAAgBd,GAChB,IAEiBwF,EAFbtB,EAAMb,GAAgBrD,EACtBsE,EAAgB,GAChBrK,EAAS,GACb,IAAIuL,EAAUtB,EAAKsB,IAAYxF,EAAUwF,EAAUA,EAAQrF,OACrDqF,EAAQ1S,YACVmH,EAASwJ,EAAU+B,EAAQ1S,UAAW,IAAI,GAAQmH,GAGtD,IAAIoK,EAAc,GACdtR,EAAY,EAChB,IAEE,IADA,IAAIkG,EAAOwM,EAAO3F,EAAQ,EAExBoE,EAAI1B,YAAYmC,UAAY7E,EAC5B7G,EAAQiL,EAAI1B,YAAY3C,KAAK3O,IAG7BuU,EAAQV,EAAc7T,EAAM8R,UAAUlD,EAAO7G,EAAM6G,OAAQ7G,EAAM,IACjE6G,EAAQ7G,EAAM6G,MAAQ2F,EAGxB,IADAV,EAAc7T,EAAM0T,OAAO9E,IACvB0F,EAAUtB,EAAKsB,EAAQrF,OAAQqF,EAAUA,EAAQrF,OAC/CqF,EAAQ1S,YACVmH,GA7hBS,WAgiBb,MAAO,CACLlH,UAAWA,EACX7B,MAAO+I,EACP+F,SAAU9P,EACVgU,IAAKA,GAEP,MAAO/W,GACP,GAAIA,EAAE8C,UAA6C,IAAlC9C,EAAE8C,QAAQyV,QAAQ,WACjC,MAAO,CACL3S,UAAW,EACX7B,MAAOoO,EAAOpO,IAGhB,MAAM/D,GAgBZ,SAASoX,EAAcoB,EAAMC,GAC3BA,EAAiBA,GAAkB7B,EAAQK,WAAaxC,EAAWwC,GACnE,IAAInK,EAAS,CACXlH,UAAW,EACX7B,MAAOoO,EAAOqG,IAEZE,EAAc5L,EAelB,OAdA2L,EAAenD,OAAO8C,GAAa9C,OAAOqD,GAAehM,SAAQ,SAAS5J,GACxE,IAAIsV,EAAUrC,EAAUjT,EAAMyV,GAAM,GACpCH,EAAQxF,SAAW9P,EACfsV,EAAQzS,UAAY8S,EAAY9S,YAClC8S,EAAcL,GAEZA,EAAQzS,UAAYkH,EAAOlH,YAC7B8S,EAAc5L,EACdA,EAASuL,MAGTK,EAAY7F,WACd/F,EAAO4L,YAAcA,GAEhB5L,EAUT,SAAS8L,EAAU7U,GACjB,OAAS6S,EAAQiC,YAAcjC,EAAQkC,MAEnC/U,EAAM0H,QAAQsN,GAAa,SAASjN,EAAOkN,GACzC,OAAIpC,EAAQkC,OAAmB,OAAVhN,EACZ,OACE8K,EAAQiC,WACVG,EAAGvN,QAAQ,MAAOmL,EAAQiC,YAE5B,MAPT9U,EA8BN,SAASkV,EAAeC,GACtB,IAAI9G,EAAM+G,EAAgBrM,EAAQsM,EAAYZ,EAC1C3F,EA/lBN,SAAuBqG,GACrB,IAAIra,EAAGiN,EAAO/M,EAAQsa,EAClBC,EAAUJ,EAAMvT,UAAY,IAMhC,GADAmG,EAAQyN,EAAiB7G,KAHzB4G,GAAWJ,EAAMtX,WAAasX,EAAMtX,WAAW+D,UAAY,IAKzD,OAAOyS,EAAYtM,EAAM,IAAMA,EAAM,GAAK,eAK5C,IAAKjN,EAAI,EAAGE,GAFZua,EAAUA,EAAQjF,MAAM,QAEKtV,OAAQF,EAAIE,EAAQF,IAG/C,GAAI+T,EAFJyG,EAASC,EAAQza,KAEeuZ,EAAYiB,GAC1C,OAAOA,EA6kBIG,CAAcN,GAEzBtG,EAAiBC,KAGjB+D,EAAQkC,OACV1G,EAAO3R,SAASgZ,gBAAgB,+BAAgC,QAC3DC,UAAYR,EAAMQ,UAAUjO,QAAQ,MAAO,IAAIA,QAAQ,cAAe,MAE3E2G,EAAO8G,EAETV,EAAOpG,EAAKuH,YACZ7M,EAAS+F,EAAWmD,EAAUnD,EAAU2F,GAAM,GAAQpB,EAAcoB,IAEpEW,EAAiBhG,EAAWf,IACTrT,UACjBqa,EAAa3Y,SAASgZ,gBAAgB,+BAAgC,QAC3DC,UAAY5M,EAAO/I,MAC9B+I,EAAO/I,MA5iBX,SAAsB6V,EAAUC,EAAa9V,GAK3C,SAAS+V,IACP,OAAKF,EAAS7a,QAAW8a,EAAY9a,OAGjC6a,EAAS,GAAGvG,SAAWwG,EAAY,GAAGxG,OAChCuG,EAAS,GAAGvG,OAASwG,EAAY,GAAGxG,OAAUuG,EAAWC,EAkBnC,UAAzBA,EAAY,GAAGxY,MAAoBuY,EAAWC,EArB5CD,EAAS7a,OAAS6a,EAAWC,EAwBxC,SAASE,EAAK3H,GAEZtF,GAAU,IAAMlM,EAAIwR,GAAQ4H,EAAW/E,IAAI9V,KAAKiT,EAAK6H,YADrD,SAAkBC,GAAI,MAAO,IAAMA,EAAE7H,SAAW,KAAOF,EAAO+H,EAAEnW,OAAO0H,QAAQ,IAAK,UAAY,OACrBkJ,KAAK,IAAM,IAGxF,SAASwF,EAAM/H,GACbtF,GAAU,KAAOlM,EAAIwR,GAAQ,IAG/B,SAASgI,EAAO/Y,IACG,UAAhBA,EAAMA,MAAoB0Y,EAAOI,GAAO9Y,EAAM+Q,MAGjD,IA3CA,IAAIiI,EAAY,EACZvN,EAAS,GACTwN,EAAY,GAyCTV,EAAS7a,QAAU8a,EAAY9a,QAAQ,CAC5C,IAAIwb,EAAST,IAGb,GAFAhN,GAAUqF,EAAOpO,EAAM8R,UAAUwE,EAAWE,EAAO,GAAGlH,SACtDgH,EAAYE,EAAO,GAAGlH,OAClBkH,IAAWX,EAAU,CAOvBU,EAAUE,UAAU7N,QAAQwN,GAC5B,GACEC,EAAOG,EAAOE,OAAO,EAAG,GAAG,IAC3BF,EAAST,UACFS,IAAWX,GAAYW,EAAOxb,QAAUwb,EAAO,GAAGlH,SAAWgH,GACtEC,EAAUE,UAAU7N,QAAQoN,OAEJ,UAApBQ,EAAO,GAAGlZ,MACZiZ,EAAUjb,KAAKkb,EAAO,GAAGnI,MAEzBkI,EAAUI,MAEZN,EAAOG,EAAOE,OAAO,EAAG,GAAG,IAG/B,OAAO3N,EAASqF,EAAOpO,EAAM0T,OAAO4C,IAsenBM,CAAaxB,EAAgBhG,EAAWiG,GAAaZ,IAEtE1L,EAAO/I,MAAQ6U,EAAU9L,EAAO/I,OAEhCmV,EAAMQ,UAAY5M,EAAO/I,MACzBmV,EAAMvT,UA5CR,SAAwBiV,EAAeC,EAAaC,GAClD,IAAIjI,EAAWgI,EAActU,EAAQsU,GAAeC,EAChDhO,EAAW,CAAC8N,EAAcG,QAU9B,OARKH,EAAc9O,MAAM,aACvBgB,EAAOzN,KAAK,SAG2B,IAArCub,EAAcrC,QAAQ1F,IACxB/F,EAAOzN,KAAKwT,GAGP/F,EAAO6H,KAAK,KAAKoG,OAgCNC,CAAe9B,EAAMvT,UAAWkN,EAAU/F,EAAO+F,UACnEqG,EAAMpM,OAAS,CACb+F,SAAU/F,EAAO+F,SACjBL,GAAI1F,EAAOlH,WAETkH,EAAO4L,cACTQ,EAAMR,YAAc,CAClB7F,SAAU/F,EAAO4L,YAAY7F,SAC7BL,GAAI1F,EAAO4L,YAAY9S,aAe7B,SAASqV,IACP,IAAIA,EAAiBC,OAArB,CAEAD,EAAiBC,QAAS,EAE1B,IAAIC,EAAS1a,SAAS2a,iBAAiB,YACvCpB,EAAWrN,QAAQxN,KAAKgc,EAAQlC,IAuBlC,SAASb,EAAYrV,GAEnB,OADAA,GAAQA,GAAQ,IAAIuP,cACb2E,EAAUlU,IAASkU,EAAU1Q,EAAQxD,IAG9C,SAAS4V,EAAc5V,GACrB,IAAIsY,EAAOjD,EAAYrV,GACvB,OAAOsY,IAASA,EAAKC,kBAhuBvB,IAAItB,EAAa,GACbvF,EAAazV,OAAO+N,KAGpBkK,EAAY,GACZ1Q,EAAY,GAGZuM,EAAmB,gCACnByG,EAAmB,8BACnBR,EAAmB,+BAUnBnC,EAAU,CACZC,YAAa,QACbgC,WAAY,KACZC,OAAO,EACP7B,eAAWjU,GAk0Bb,OArHAiC,EAAK+Q,UAAYA,EACjB/Q,EAAKmS,cAAgBA,EACrBnS,EAAK2T,UAAYA,EACjB3T,EAAKgU,eAAiBA,EACtBhU,EAAKsW,UApDL,SAAmBC,GACjB5E,EAAUnR,EAAQmR,EAAS4E,IAoD7BvW,EAAKgW,iBAAmBA,EACxBhW,EAAKwW,uBAnCL,WACEC,iBAAiB,mBAAoBT,GAAkB,GACvDS,iBAAiB,OAAQT,GAAkB,IAkC7ChW,EAAKgE,iBA/BL,SAA0BlG,EAAM8P,GAC9B,IAAIwI,EAAOpE,EAAUlU,GAAQ8P,EAAS5N,GAElCoW,EAAK9U,SACP8U,EAAK9U,QAAQoG,SAAQ,SAASgP,GAAQpV,EAAQoV,GAAS5Y,MA4B3DkC,EAAK2W,cAxBL,WACE,OAAOnH,EAAWwC,IAwBpBhS,EAAKmT,YAAcA,EACnBnT,EAAK0T,cAAgBA,EACrB1T,EAAKQ,QAAUA,EAGfR,EAAKiC,SAAW,eAChBjC,EAAKsD,oBAAsB,gBAC3BtD,EAAK4W,UAAY,oBACjB5W,EAAKqF,YAAc,yEACnBrF,EAAK6W,iBAAmB,eACxB7W,EAAKoD,eAAiB,+IAGtBpD,EAAK6B,iBAAmB,CACtBd,MAAO,eAAgBJ,UAAW,GAEpCX,EAAKS,iBAAmB,CACtBC,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAElB7B,EAAKY,kBAAoB,CACvBF,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAElB7B,EAAK8W,mBAAqB,CACxB/V,MAAO,8IAETf,EAAKiB,QAAU,SAAUF,EAAOC,EAAK+V,GACnC,IAAI/X,EAAOgB,EAAKQ,QACd,CACEE,UAAW,UACXK,MAAOA,EAAOC,IAAKA,EACnBT,SAAU,IAEZwW,GAAY,IAQd,OANA/X,EAAKuB,SAASnG,KAAK4F,EAAK8W,oBACxB9X,EAAKuB,SAASnG,KAAK,CACjBsG,UAAW,SACXK,MAAO,+BACPJ,UAAW,IAEN3B,GAETgB,EAAK8B,oBAAsB9B,EAAKiB,QAAQ,KAAM,KAC9CjB,EAAK+B,qBAAuB/B,EAAKiB,QAAQ,OAAQ,QACjDjB,EAAK0C,kBAAoB1C,EAAKiB,QAAQ,IAAK,KAC3CjB,EAAKyC,YAAc,CACjB/B,UAAW,SACXK,MAAOf,EAAK4W,UACZjW,UAAW,GAEbX,EAAK4B,cAAgB,CACnBlB,UAAW,SACXK,MAAOf,EAAKqF,YACZ1E,UAAW,GAEbX,EAAKgX,mBAAqB,CACxBtW,UAAW,SACXK,MAAOf,EAAK6W,iBACZlW,UAAW,GAEbX,EAAKiX,gBAAkB,CACrBvW,UAAW,SACXK,MAAOf,EAAK4W,UAAL5W,kGASPW,UAAW,GAEbX,EAAKyF,YAAc,CACjB/E,UAAW,SACXK,MAAO,KAAMC,IAAK,aAClBV,QAAS,KACTC,SAAU,CACRP,EAAK6B,iBACL,CACEd,MAAO,KAAMC,IAAK,KAClBL,UAAW,EACXJ,SAAU,CAACP,EAAK6B,qBAItB7B,EAAKwC,WAAa,CAChB9B,UAAW,QACXK,MAAOf,EAAKiC,SACZtB,UAAW,GAEbX,EAAKc,sBAAwB,CAC3BJ,UAAW,QACXK,MAAOf,EAAKsD,oBACZ3C,UAAW,GAEbX,EAAKwD,aAAe,CAElBzC,MAAO,UAAYf,EAAKsD,oBACxB3C,UAAW,GAGNX,GAj3BHiN,EAAiC,iBAAXrN,QAAuBA,QACd,iBAATgG,MAAqBA,KAKTlL,EAAQ8T,SAEpCvB,IAGRA,EAAajN,KAAOgN,EAAQ,SAIpB,kBACJ,OAAOC,EAAajN,MADhB,QAAC,OAAD,cARRgN,EAAQtS,I,mBCfZC,EAAOD,QAAU,SAASsF,GACxB,IAAIkX,EAAiB,qFACjBC,EAAgB,CAClB/W,QACE,8OAGFD,QACE,kBAEAiX,EAAY,CACd1W,UAAW,SACXK,MAAO,cAELsW,EAAa,CACftW,MAAO,KAAMC,IAAK,KAEhB8D,EAAgB,CAClB9E,EAAKiB,QACH,IACA,IACA,CACEV,SAAU,CAAC6W,KAGfpX,EAAKiB,QACH,YACA,UACA,CACEV,SAAU,CAAC6W,GACXzW,UAAW,KAGfX,EAAKiB,QAAQ,WAAY,SAEvB8B,EAAQ,CACVrC,UAAW,QACXK,MAAO,OAAQC,IAAK,IACpBd,SAAUiX,GAERlU,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,eAAgBC,IAAK,OAC7B,CAACD,MAAO,eAAgBC,IAAK,OAC7B,CAACD,MAAO,aAAcC,IAAK,KAC3B,CAACD,MAAO,aAAcC,IAAK,KAC3B,CAACD,MAAO,aAAcC,IAAK,KAC3B,CAACD,MAAO,aAAcC,IAAK,KAC3B,CAACD,MAAO,aAAcC,IAAK,KAC3B,CAACD,MAAO,eAAgBC,IAAK,OAC7B,CAGED,MAAO,iEAET,CACEA,MAAO,oCACPwB,aAAa,EACbhC,SAAU,CACR,CAAEQ,MAAO,aACT,CAAEA,MAAO,MACP6O,gBAAgB,EAChBrP,SAAU,CAACP,EAAK6B,iBAAkBkB,QAMxC8B,EAAS,CACXnE,UAAW,SACXK,MAAO,MAAOC,IAAK,MAAOI,YAAY,EACtClB,SAAUiX,GAGRG,EAAwB,CAC1BrU,EACAoU,EACA,CACE3W,UAAW,QACXG,cAAe,eAAgBG,IAAK,MACpCV,QAAS,IACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,qCACtC,CACEA,MAAO,QACPR,SAAU,CAAC,CACTQ,MAAO,IAAMf,EAAKiC,SAAW,OAASjC,EAAKiC,aAG/CgD,OAAOH,IAEX,CACEpE,UAAW,WACXG,cAAe,MAAOG,IAAK,MAC3BT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOmW,IACtCrS,GACAI,OAAOH,IAEX,CAEE/D,MAAOf,EAAKiC,SAAW,MAEzB,CACEvB,UAAW,SACXK,MAAOf,EAAKsD,oBAAsB,cAClC3C,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,WACPR,SAAU,CAAC0C,EAAQ,CAAClC,MAAOmW,IAC3BvW,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,4EACPJ,UAAW,GAEb,CACEI,MAAO,kCAET,CACEL,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAUiX,GAEZ,CACEpW,MAAO,IAAMf,EAAKoD,eAAiB,eACnClD,SAAU,SACVK,SAAU,CACR8W,EACA,CACE3W,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClCzC,QAAS,KACTe,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,WAClB,CAACD,MAAO,MAAOC,IAAK,WACpB,CAACD,MAAO,QAASC,IAAK,aACtB,CAACD,MAAO,MAAOC,IAAK,WACpB,CAACD,MAAO,QAASC,IAAK,gBAG1BiE,OAAOH,GACTnE,UAAW,IAEbsE,OAAOH,GAET/B,EAAMxC,SAAW+W,EACjBzS,EAAOtE,SAAW+W,EAsBlB,MAAO,CACLhW,QAAS,CAAC,KAAM,UAAW,UAAW,OAAQ,OAC9CpB,SAAUiX,EACV7W,QAAS,OACTC,SAAUuE,EAAcG,OApBR,CAChB,CACElE,MAAO,SACPU,OAAQ,CACNT,IAAK,IAAKT,SAAU+W,IAGxB,CACE5W,UAAW,OACXK,MAAO,gFACPU,OAAQ,CACNT,IAAK,IAAKT,SAAU+W,MASoBrS,OAAOqS,M,mBC/KvD3c,EAAOD,QANP,SAAgCuT,GAC9B,OAAOA,GAAOA,EAAIhP,WAAagP,EAAM,CACnC,QAAWA,K,oDCQE,iBAPf,SAAcsJ,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,mBCPJlN,EAAOD,QAAU,WACf,MAAO,CACL4G,QAAS,CAAC,WACVf,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,qCACPU,OAAQ,CACNT,IAAK,IAAKO,YAAa,a,mBCRjC5G,EAAOD,QAAU,SAASsF,GACxB,IAAIiC,EAAW,wCAEf,MAAO,CACL1B,SAAU,CACRP,EAAK0C,kBACL,CACE3B,MAAOkB,EACPD,QAASC,EACT/B,SAAU,CACRE,QACE,iLAGFD,QACE,6FAGJQ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,4BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,+BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,0BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,4CACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,mCACPJ,UAAW,GAGb,CAEEI,MAAO,IACPC,IAAK,IACLL,UAAW,GAGb,CACED,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,W,oDCrDX,iBAPf,SAAcuW,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,mBCPJlN,EAAOD,QAAU,SAASsF,GACxB,IAAIwX,EAAa,4BACjB,MAAO,CAELtX,SACE,ysDAqCFK,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,SAETf,EAAKiB,QACH,IAAK,MAAO,CAACN,UAAW,IAG1BX,EAAKY,kBACL,CACEF,UAAW,SACXW,SAAU,CAER,CAAEN,MAAO,IAAKC,IAAK,aAErBL,UAAW,GAEb,CACED,UAAW,QACXW,SAAU,CACR,CAAEN,MAAO,IAAMyW,GACf,CAAEzW,MAAO,SACT,CAAEA,MAAO,IAAMyW,GACf,CAAEzW,MAAO,QAAUyW,KAGvB,CACE9W,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,IAAMyW,GACf,CAAEzW,MAAO,SACT,CAAEA,MAAO,WAGb,CACEL,UAAW,SACXW,SAAU,CACN,CAAEN,MAAO,qBACT,CAAEA,MAAO,qDAEbJ,UAAW,O,oCCnFnB,kCAMA,iBAME,aACE4J,KAAKkN,YAAiC,mBAAZC,QAC1BnN,KAAKoN,OAASpN,KAAKkN,YAAc,IAAIC,QAAY,GA0CrD,OAnCS,YAAAE,QAAP,SAAe3J,GACb,GAAI1D,KAAKkN,YACP,QAAIlN,KAAKoN,OAAOE,IAAI5J,KAGpB1D,KAAKoN,OAAOG,IAAI7J,IACT,GAGT,IAAK,IAAIrU,EAAI,EAAGA,EAAI2Q,KAAKoN,OAAO7d,OAAQF,IAAK,CAE3C,GADc2Q,KAAKoN,OAAO/d,KACZqU,EACZ,OAAO,EAIX,OADA1D,KAAKoN,OAAOvd,KAAK6T,IACV,GAOF,YAAA8J,UAAP,SAAiB9J,GACf,GAAI1D,KAAKkN,YACPlN,KAAKoN,OAAOK,OAAO/J,QAEnB,IAAK,IAAIrU,EAAI,EAAGA,EAAI2Q,KAAKoN,OAAO7d,OAAQF,IACtC,GAAI2Q,KAAKoN,OAAO/d,KAAOqU,EAAK,CAC1B1D,KAAKoN,OAAOnC,OAAO5b,EAAG,GACtB,QAKV,EAlDA,I,oBCKE,WA+BA,SAASqe,EAAOC,GAsBd,IArBA,IAKI9Z,EAEA+Z,EACAC,EAEAC,EAVAC,EAAW,EACX9M,EAAO,GAAG1L,MAAM5F,KAAKwR,WACrB9R,EAAI,EACJ0F,EAAI4Y,EAAIpe,OACR+N,EAAS,GAET0Q,GAAU,EAGVC,GAAc,EAEdC,EAAU,WAAa,OAAOjN,EAAK8M,MACnCI,EAAc,WAEZ,IADA,IAAIC,EAAS,GACN,KAAK7K,KAAKoK,EAAIte,KACnB+e,GAAUT,EAAIte,KACdwE,EAAI8Z,EAAIte,GAEV,OAAO+e,EAAO7e,OAAS,EAAI4O,SAASiQ,GAAU,MAG7C/e,EAAI0F,IAAK1F,EAEd,GADAwE,EAAI8Z,EAAIte,GACJ2e,EAeF,OAdAA,GAAU,EACD,KAALna,GACFoa,GAAc,EACdpa,EAAI8Z,IAAMte,IAEE,KAALwE,GAA0B,KAAd8Z,EAAIte,EAAI,IAC3B4e,GAAc,EAEdpa,EAAI8Z,EADJte,GAAK,IAIL4e,GAAc,EAEhBH,EAAYK,IACJta,GACR,IAAK,IACHyJ,GAAUa,SAAS+P,IAAW,IAAIlS,SAAS,GAC3C,MACF,IAAK,IAGDsB,GADiB,iBADnBsQ,EAAMM,MACyBN,aAAetH,OAClCsH,EAEAtH,OAAO+H,aAAalQ,SAASyP,EAAK,KAC9C,MACF,IAAK,IACHtQ,GAAUa,SAAS+P,IAAW,IAC9B,MACF,IAAK,IACHL,EAAMvH,OAAOgI,WAAWJ,KAAWK,QAAQT,GAAa,IACxDxQ,GAAU2Q,EAAcJ,EAAMA,EAAI5R,QAAQ,KAAM,IAChD,MACF,IAAK,IACHqB,GAAUkR,KAAKC,UAAUP,KACzB,MACF,IAAK,IACH5Q,GAAU,IAAMa,SAAS+P,IAAW,IAAIlS,SAAS,GACjD,MACF,IAAK,IACHsB,GAAU4Q,IACV,MACF,IAAK,IACH5Q,GAAU,KAAOa,SAAS+P,IAAW,IAAIlS,SAAS,IAClD,MACF,IAAK,IACHsB,GAAU,KAAOa,SAAS+P,IAAW,IAAIlS,SAAS,IAAI0S,cACtD,MACF,QACEpR,GAAUzJ,MAGG,MAANA,EACTma,GAAU,EAEV1Q,GAAUzJ,EAGd,OAAOyJ,EA9GT,IAAIqR,GAIFA,EAAYve,EAAOD,QAAUud,GASrBA,OAASA,EACnBiB,EAAUC,SAUV,SAAkBjB,EAAKkB,GACrB,OAAOnB,EAAOtM,MAAM,KAAM,CAACuM,GAAKjT,OAAOmU,KATlB,oBAAZ1Z,SAAkD,mBAAhBA,QAAQ2Z,MACnDH,EAAUI,OAGZ,WACE5Z,QAAQ2Z,IAAIpB,EAAOtM,MAAM,KAAMD,cAxBjC,I,mBCXF/Q,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QACE,mvDAyBFC,SACE,y5CAsBJE,SAAU,CACRP,EAAKY,kBACLZ,EAAKiB,QAAQ,SAAU,UACvBjB,EAAK4B,cACL,CACElB,UAAW,OACX0E,cAAc,EACdrE,MAAO,UACPC,IAAK,QAEP,CAACD,MAAO,a,mBC9DdpG,EAAOD,QAAU,SAASsF,GACxB,IAAIuZ,EAAgB,gFAEhBC,EAAwB,yEAKxBC,EAAU,CACZ/Y,UAAW,UACXK,MAAO,oBAELqD,EAAS,CACX1D,UAAW,SACXW,SAAU,CACR,CAACN,MAAOyY,EAAuB7Y,UAAW,GAC1C,CAACI,MAAO,0BACR,CAACA,MAAO,0BACR,CAACA,MAAO,sCACR,CAACA,MAAO,YAAcyY,EAAwB,KAAOA,EAAuBxY,IAAK,SAGjFiC,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OACxDW,EAAUjB,EAAKiB,QACjB,IAAK,IACL,CACEN,UAAW,IAGX+Y,EAAW,CACb3Y,MAAO,MAAOC,IAAK,OAEjB2Y,EAAU,CACZjZ,UAAW,SACXK,MAAO,OAASwY,GAEdK,EAAQ,CACV7Y,MAAOwY,EACP5Y,UAAW,GAETkZ,EAAM,CACR9Y,MAvCW,eA6CT+Y,EAAS,CACXvZ,SAAU,CAAC6D,EAAQnB,EAAQyW,EAAUC,EALrB,CAChB5Y,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAAC,OAAQkZ,EAASxW,EAAQmB,EAAQwV,IAGeA,GAC3DvY,SAAU,CACR,CACEN,MAAO,UAAYC,IAAK,OAE1B,CACED,MAAO,YAAaC,IAAK,MACzBd,SAAU,CAACpC,KAAM,UAEnB,CACEiD,MAAO,kBAITgZ,EAAc,CAChB1Y,SAAU,CACR,CAACN,MAAO,IAAOwY,GACf,CAACxY,MAAO,KAAQwY,EAAgB,MAAQA,EAAgB,QAGxDS,EAAO,CACTjZ,MAAO,UAAWC,IAAK,OAErBiZ,EAAO,CACT9Y,gBAAgB,EAChBR,UAAW,GAcb,OAZAqZ,EAAKzZ,SAAW,CACd,CACEG,UAAW,OACXW,SAAU,CACR,CAACN,MAAOwY,GACR,CAACxY,MA9EM,iBAiFXkZ,GAEFA,EAAK1Z,SAAW,CAACuZ,EAAQC,EAAaC,EAAMP,EAASrV,EAAQnB,EAAQhC,EAASyY,EAAUC,EAASE,EAAKD,GAE/F,CACLtZ,QAAS,KACTC,SAAU,CACR6D,EAtFU,CACZ1D,UAAW,OACXK,MAAO,MAAOC,IAAK,KAsFjByY,EACAxW,EACAhC,EACA6Y,EACAC,EACAC,EACAJ,M,kCChGN7f,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA8FlBjH,EAAQiH,QA7FO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,QACd,MAAS,SAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,WAAY,CACV,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBChGlBhH,EAAOD,QAAU,SAAUsF,GA6BvB,MAAO,CACHE,SAAU,CACNC,QAAS,aACTC,QAAS,uGAEbG,SAAU,CACNP,EAAK8B,oBACL9B,EAAK+B,qBAlCF,CACPrB,UAAW,SACXK,MAAO,8BAGE,CACTL,UAAW,SACXW,SAAU,CACN,CACIN,MAAO,IAAKC,IAAK,OAUhB,CACTN,UAAW,WACXG,cAAe,MACfG,IAAK,cACLuC,YAAY,EACZhD,SAAU,CAVH,CACPG,UAAW,QACXK,MAAO,oFAsBHf,EAAK4B,kB,kCCtCjB7H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA6GlBjH,EAAQiH,QA5GO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,UACT,eAAkB,aAEpB,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,gBAAmB,UACnB,MAAS,UACT,QAAW,eACX,MAAS,QAEX,gBAAiB,CACf,gBAAmB,OACnB,MAAS,UACT,QAAW,eACX,MAAS,QAEX,sBAAuB,CACrB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBC/GlB,SAASuY,IAeP,OAdAvf,EAAOD,QAAUwf,EAAWngB,OAAOogB,QAAU,SAAU7d,GACrD,IAAK,IAAI1C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAAK,CACzC,IAAIgV,EAASlD,UAAU9R,GAEvB,IAAK,IAAIwF,KAAOwP,EACV7U,OAAOC,UAAUC,eAAeC,KAAK0U,EAAQxP,KAC/C9C,EAAO8C,GAAOwP,EAAOxP,IAK3B,OAAO9C,GAGF4d,EAASvO,MAAMpB,KAAMmB,WAG9B/Q,EAAOD,QAAUwf,G,qCClBjB,iDAGe,eACX,OACI,SAAKE,MAAOC,IAAMC,QAAlB,MACO,IAAIzR,MAAO0R,cADlB,MAGI,EAAC,IAAD,CAAMnf,KAAM,sBAAZ,mBAHJ,MAKI,EAAC,IAAD,CAAMA,KAAK,mDAAX,gBALJ,MAOI,EAAC,IAAD,CAAMA,KAAK,gDAAX,cAAsEkQ,UAP1E,MASI,EAAC,IAAD,CAAMlQ,KAAM,4BAAZ,kB,0DCZZrB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,wBACX,SAAY,OACZ,WAAc,OACd,MAAS,WAEX,GAAM,CACJ,WAAc,iCACd,UAAa,oBACb,aAAgB,qBAElB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,mBAAoB,CAClB,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,mBCzGjBhH,EAAOD,QAAU,SAASsF,GACxB,IAAI0Z,EAAW,CACb3Y,MAAO,oCAEL6I,EAAe,CACjBlJ,UAAW,OAAQK,MAAO,iBAExBkC,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkB+H,GAClCvI,SAAU,CACR,CACEN,MAAO,KAAMC,IAAK,KAEpB,CACED,MAAO,KAAOC,IAAK,KAErBhB,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,OAC9CN,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,SAG/C8D,EAAS,CAAC/C,SAAU,CAACrB,EAAKgX,mBAAoBhX,EAAK4B,gBACvD,MAAO,CACLN,QAAS,CAAC,MAAO,OAAQ,OAAQ,OAAQ,OAAQ,QACjDrB,kBAAkB,EAClBC,SACE,kgBAQFK,SAAU,CACRP,EAAK0C,kBACL1C,EAAKiB,QAAQ,KAAM,IAAK,CAACV,SAAU,CAACqJ,KACpC5J,EAAKiB,QACH,OACA,OACA,CACEV,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,iBAKff,EAAKiB,QACH,uBACA,EACA,CACEE,gBAAgB,EAChBjB,SAAU,kBACV8B,QAAShC,EAAKsD,sBAGlB,CACE5C,UAAW,SACXK,MAAO,oBAAqBC,IAAK,UACjCT,SAAU,CACRP,EAAK6B,iBACL,CACEnB,UAAW,QACXW,SAAU,CACR,CAACN,MAAO,SACR,CAACA,MAAO,OAAQC,IAAK,UAK7B4I,EACA,CACElJ,UAAW,UAAWK,MAAO,YAE/B2Y,EACA,CAEE3Y,MAAO,oDAET,CACEL,UAAW,WACXG,cAAe,WAAYG,IAAK,OAAQuC,YAAY,EACpDjD,QAAS,YACTC,SAAU,CACRP,EAAKc,sBACL,CACEJ,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CACR,OACAmZ,EACA1Z,EAAK+B,qBACLkB,EACAmB,MAKR,CACE1D,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IAAKuC,YAAY,EACxDjD,QAAS,WACTC,SAAU,CACR,CAACM,cAAe,sBAChBb,EAAKc,wBAGT,CACED,cAAe,YAAaG,IAAK,IACjCV,QAAS,QACTC,SAAU,CAACP,EAAKc,wBAElB,CACED,cAAe,MAAOG,IAAK,IAC3BT,SAAU,CAACP,EAAKc,wBAElB,CACEC,MAAO,MAETkC,EACAmB,M,kCCxHNrK,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAqGlBjH,EAAQiH,QApGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,mBCvGjBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIiD,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,KACxDuE,EAAS,CACXnE,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAAC,OAAQP,EAAK4B,cAAeqB,IAErCuX,EAAiBxa,EAAKiB,QAAQ,KAAM,KACpCwZ,EAAiBza,EAAKiB,QACxB,SACA,SACA,CACEV,SAAU,CAAC,OAAQia,KASvB,MAAO,CACLlZ,QAAS,CAAC,aACVpB,SAAU,CACRE,QACE,0iBAUFD,QACE,mEACFE,SACE,sUAQJE,SAAU,CACR0C,EACAjD,EAAK4B,cACL,CACElB,UAAW,WACXK,MACE,kcAUJ,CACEL,UAAW,UACXK,MACE,kEAEJ,CACEL,UAAW,UACXK,MACE,qSAMJ,CACEF,cAAe,KACfP,QAAS,YACTC,SAAU,CAACP,EAAKc,sBAAuB+D,KAEzCI,OAlEW,CACbuV,EACAC,EACAza,EAAK0C,oBAgELpC,QAAS,qB,mBClFb3F,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QAEE,mmBASFD,QACE,mBAEAwJ,EAAU,CACZjJ,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,iBACT,CAAEA,MAAO,mEACT,CAAEA,MAAO,wFAEXJ,UAAW,GAET+Z,EAAkB,CACpBha,UAAW,SACXK,MAAO,KAAMC,IAAK,IAClBT,SAAU,CAAC,CAACQ,MAAO,QAEjB4Z,EAAwB3a,EAAKQ,QAAQka,EAAiB,CAACpa,QAAS,OAChEyC,EAAQ,CACVrC,UAAW,QACXK,MAAO,IAAKC,IAAK,IACjBd,SAAUuD,GAERmX,EAAc5a,EAAKQ,QAAQuC,EAAO,CAACzC,QAAS,OAC5Cua,EAAsB,CACxBna,UAAW,SACXK,MAAO,MAAOC,IAAK,IACnBV,QAAS,KACTC,SAAU,CAAC,CAACQ,MAAO,MAAO,CAACA,MAAO,MAAOf,EAAK6B,iBAAkB+Y,IAE9DE,EAA+B,CACjCpa,UAAW,SACXK,MAAO,OAAQC,IAAK,IACpBT,SAAU,CAAC,CAACQ,MAAO,MAAO,CAACA,MAAO,MAAO,CAACA,MAAO,MAAOgC,IAEtDgY,EAAqC/a,EAAKQ,QAAQsa,EAA8B,CAClFxa,QAAS,KACTC,SAAU,CAAC,CAACQ,MAAO,MAAO,CAACA,MAAO,MAAO,CAACA,MAAO,MAAO6Z,KAE1D7X,EAAMxC,SAAW,CACfua,EACAD,EACAH,EACA1a,EAAKS,iBACLT,EAAKY,kBACL+I,EACA3J,EAAK+B,sBAEP6Y,EAAYra,SAAW,CACrBwa,EACAF,EACAF,EACA3a,EAAKS,iBACLT,EAAKY,kBACL+I,EACA3J,EAAKQ,QAAQR,EAAK+B,qBAAsB,CAACzB,QAAS,QAEpD,IAAI2C,EAAS,CACX5B,SAAU,CACRyZ,EACAD,EACAH,EACA1a,EAAKS,iBACLT,EAAKY,oBAILoa,EAAgBhb,EAAKiC,SAAW,KAAOjC,EAAKiC,SAAW,aAAejC,EAAKiC,SAAW,iBAE1F,MAAO,CACLX,QAAS,CAAC,SAAU,MACpBpB,SAAUuD,EACVnD,QAAS,KACTC,SAAU,CACRP,EAAKiB,QACH,MACA,IACA,CACEsB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,MAAOJ,UAAW,GAE3B,CACEI,MAAO,kBAET,CACEA,MAAO,MAAOC,IAAK,UAO/BhB,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CACR,eAAgB,wFAGpB+C,EACA0G,EACA,CACE9I,cAAe,kBAAmBG,IAAK,QACvCV,QAAS,UACTC,SAAU,CACRP,EAAKwC,WACLxC,EAAK8B,oBACL9B,EAAK+B,uBAGT,CACElB,cAAe,YAAaG,IAAK,QACjCV,QAAS,SACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,uBACtCf,EAAK8B,oBACL9B,EAAK+B,uBAGT,CAEErB,UAAW,OACXK,MAAO,WAAYqE,cAAc,EAAMpE,IAAK,MAAOuC,YAAY,EAC/DhD,SAAU,CACR,CAACG,UAAW,cAAeK,MAAO,IAAKC,IAAK,OAGhD,CAGEH,cAAe,8BACfF,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,IAAMia,EAAgB,SAAWhb,EAAKiC,SAAW,UAAWM,aAAa,EAChFvB,IAAK,WAAYuC,YAAY,EAC7BrD,SAAUuD,EACVlD,SAAU,CACR,CACEQ,MAAOf,EAAKiC,SAAW,UAAWM,aAAa,EAC/ChC,SAAU,CAACP,EAAKwC,YAChB7B,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZrD,SAAUuD,EACV9C,UAAW,EACXJ,SAAU,CACR0C,EACA0G,EACA3J,EAAK+B,uBAGT/B,EAAK8B,oBACL9B,EAAK+B,2B,iBClLfpH,EAAOD,QAAU,SAASsF,GAExB,MAAO,CACLC,kBAAkB,EAClBqB,QAAS,CAAC,QACVU,QAAS,OAAShC,EAAKiC,SACvB/B,SAAU,CACRgC,KAEE,6OACF7B,SACE,opBAYJE,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,6zBAqBPC,IAAK,OAEPhB,EAAKiB,QAAQ,OAAQ,KACrBjB,EAAK+B,qBACL/B,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IACPC,IAAK,WACLL,UAAW,GAEb,CACED,UAAW,QACXK,MAAO,MAAOC,IAAK,MACnBV,QAAS,MACTK,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CACN,CAACN,MAAO,eACR,CAACA,MAAO,cAEZJ,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CACN,CAACN,MAAO,sCACR,CAACA,MAAO,gBACR,CAACA,MAAO,eAEZJ,UAAW,IAGfL,QAAS,O,mBClFb3F,EAAOD,QAAU,SAASsF,GA2CxB,MAAO,CACLC,kBAAkB,EAClBK,QAAS,YACTC,SAAU,CACRP,EAAK+B,qBACL,CACErB,UAAW,cAAeK,MAAO,mBAEnC,CACEL,UAAW,iBAAkBK,MAAO,oBAEtC,CACEL,UAAW,gBACXK,MAAO,KAAMC,IAAK,KAClBV,QAAS,KAEX,CACEI,UAAW,kBACXK,MAAO,kCAET,CACEA,MAAO,oBACPiB,QAAS,UACT9B,SAAU,kBAEZ,CACEa,MAAO,IAAKC,IAAK,OAIjBV,QAAS,IACTC,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,OAET,CACEA,MAAO,KAAMI,gBAAgB,EAAMoC,YAAY,EAC/C5C,UAAW,EACXJ,SAAU,CACRP,EAAKS,iBAAkBT,EAAKY,kBAC5BZ,EAAKiX,oBAKb,CACEvW,UAAW,eAAgBK,MAzFlB,0BA0FTJ,UAAW,GAEb,CACEI,MAAO,IAAKC,IAAK,IACjBV,QAAS,KACTC,SAAU,CACRP,EAAK+B,qBA/FF,CACThB,MAAO,wCAAyCwB,aAAa,EAAMvB,IAAK,IAAKG,gBAAgB,EAC7FZ,SAAU,CACR,CACEG,UAAW,YACXK,MAAO,KAAMC,IAAK,IAAKuC,YAAY,EACnC9B,OAAQ,CACNN,gBAAgB,EAAMoC,YAAY,EAClChD,SAAU,CACR,CACEQ,MAAO,WAAYwB,aAAa,EAChChC,SAAU,CACR,CACEG,UAAW,WACXK,MAAO,UAET,CACEA,MAAO,KAAMC,IAAK,KAClBT,SAAU,CACRP,EAAKS,iBACLT,EAAKY,sBAKbZ,EAAKiX,gBACLjX,EAAKY,kBACLZ,EAAKS,iBACLT,EAAK+B,qBACL,CACErB,UAAW,SAAUK,MAAO,iBAE9B,CACEL,UAAW,OAAQK,MAAO,yB,iBCnCxCpG,EAAOD,QAAU,WAGf,MAAO,CACL4G,QAAS,CAAC,MACVrB,kBAAkB,EAClBC,SAAU,CAERE,QAEE,oJASJG,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBL,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,QACXK,MA1BU,MA0BYC,IAzBd,SA6Bd,CACEN,UAAW,UACXK,MAAO,8CACPC,IAAK,KAEP,CAGED,MAAO,mEACPC,IAAK,IACLT,SAAU,CACR,CAEEQ,MAAO,UAAWC,IAAK,SAI7B,CACEN,UAAW,UACXK,MAjDc,MAiDQC,IAhDV,MAiDZT,SAAU,CAAC,a,gCCjDnBxG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAoGlBjH,EAAQiH,QAnGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,iBAAkB,CAChB,MAAS,a,iBCtGbhH,EAAOD,QAAU,SAASsF,GAExB,MAAO,CACLsB,QAAS,CAAC,OACVrB,kBAAkB,EAClBsB,YAAa,MACbhB,SAAU,CACR,CACEG,UAAW,eACXK,MAAO,UAAWC,IAAK,KAAMV,QAAS,IACtCC,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,eACPU,OAAQ,CACNN,gBAAgB,EAAMR,UAAW,EACjCJ,SAAU,CACRP,EAAKY,uBAMf,CACEF,UAAW,oBACXK,MAAO,KAAMC,IAAK,KAAMV,QAAS,IACjCJ,SAzBoB,sD,mBCD5BvF,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QACE,8LAGFC,SACE,0BACFF,QAAS,mBAEP8a,EAAS,CACXva,UAAW,OAASK,MAAO,kBAEzBgC,EAAQ,CACVrC,UAAW,QACXK,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVnD,QAAS,KAEP2C,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CACEN,MAAO,cAAeC,IAAK,MAC3BT,SAAU,CAACP,EAAK6B,iBAAkBoZ,GAClCta,UAAW,IAEb,CACEI,MAAO,cAAeC,IAAK,MAC3BT,SAAU,CAACP,EAAK6B,iBAAkBoZ,GAClCta,UAAW,IAEb,CACEI,MAAO,eAAgBC,IAAK,MAC5BT,SAAU,CAACP,EAAK6B,iBAAkBoZ,EAAQlY,IAE5C,CACEhC,MAAO,eAAgBC,IAAK,MAC5BT,SAAU,CAACP,EAAK6B,iBAAkBoZ,EAAQlY,IAE5C,CACEhC,MAAO,YAAaC,IAAK,IACzBL,UAAW,IAEb,CACEI,MAAO,YAAaC,IAAK,IACzBL,UAAW,IAEb,CACEI,MAAO,UAAWC,IAAK,KAEzB,CACED,MAAO,UAAWC,IAAK,KAEzB,CACED,MAAO,aAAcC,IAAK,IAC1BT,SAAU,CAACP,EAAK6B,iBAAkBkB,IAEpC,CACEhC,MAAO,aAAcC,IAAK,IAC1BT,SAAU,CAACP,EAAK6B,iBAAkBkB,IAEpC/C,EAAKS,iBACLT,EAAKY,oBAGLwD,EAAS,CACX1D,UAAW,SAAUC,UAAW,EAChCU,SAAU,CACR,CAACN,MAAOf,EAAK6W,iBAAmB,WAChC,CAAC9V,MAAO,wBACR,CAACA,MAAOf,EAAKqF,YAAc,aAG3BR,EAAS,CACXnE,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBT,SAAU,CAAC,OAAQ0a,EAAQ7W,EAAQnB,IAGrC,OADAF,EAAMxC,SAAW,CAAC0C,EAAQmB,EAAQ6W,GAC3B,CACL3Z,QAAS,CAAC,KAAM,MAAO,WACvBpB,SAAUuD,EACVnD,QAAS,iBACTC,SAAU,CACR0a,EACA7W,EACAnB,EACAjD,EAAK0C,kBACL,CACErB,SAAU,CACR,CAACX,UAAW,WAAYG,cAAe,OACvC,CAACH,UAAW,QAASG,cAAe,UAEtCG,IAAK,IACLV,QAAS,YACTC,SAAU,CACRP,EAAKc,sBACL+D,EACA,CACE9D,MAAO,KAAMI,gBAAgB,EAC7BjB,SAAU,UAIhB,CACEQ,UAAW,OACXK,MAAO,WAAYC,IAAK,KAE1B,CACED,MAAO,wB,iBC/GfpG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClBM,SAAU,CACR,CACEM,cACE,+FACFG,IAAK,IAAKG,gBAAgB,EAC1BjB,SAAU,CAERE,QACE,gkCAaFD,QACE,4BAEFE,SACE,mxCAaJE,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,GAEbX,EAAK4B,cACL5B,EAAK+B,uBAGT/B,EAAK+B,yB,gCC9DXhI,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAgJlBjH,EAAQiH,QA/IO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,QACd,MAAS,UACT,WAAc,UACd,aAAgB,OAElB,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uCAAwC,CACtC,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,6BAA8B,CAC5B,MAAS,WAEX,0CAA2C,CACzC,MAAS,WAEX,kCAAmC,CACjC,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gCAAiC,CAC/B,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,UACT,eAAkB,aAEpB,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCChJlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QAEE,igCAaFnE,KACE,uwCAeFoE,SAEE,ynLAkEFF,QAAS,cAEXG,QAAS,IACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAK4B,cACL,CACElB,UAAW,OACXK,MAAO,IAAKC,IAAK,S,gCC7GzBjH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAkHlBjH,EAAQiH,QAjHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,QACd,MAAS,SAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,qBAAsB,CACpB,MAAS,QAEX,uBAAwB,CACtB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,iBAAkB,CAChB,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,gBAAmB,OACnB,UAAa,UAEf,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,gBAAiB,CACf,gBAAmB,WAErB,gBAAiB,CACf,gBAAmB,WAErB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,iBCpHjBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QAEE,8WAMFD,QAEE,uDAGFE,SACE,2DAEA6a,EAAc,8CACdC,EAAQnb,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOma,IAC9CnY,EAAQ,CACVrC,UAAW,QACXK,MAAO,MAAOC,IAAK,IACnBd,SAAUuD,GAER2X,EAAe,CACjB1a,UAAW,QACXK,MAAO,cAAeC,IAAK,qCAC3Bd,SAAUuD,GAER4X,EAAc,CAChBrb,EAAKgX,mBACL,CACEtW,UAAW,SACXK,MAAO,0GACPJ,UAAW,EACXc,OAAQ,CAACT,IAAK,WAAYL,UAAW,IAEvC,CACED,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAOqY,IAE3C,CACEra,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAOqY,IAE3C,CACEra,MAAO,KAAMC,IAAK,SAClBuC,YAAY,KAIlB,CACE7C,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,KAAMC,IAAK,WAClBT,SAAU,CAACwC,EAAO/C,EAAK0C,oBAEzB,CAGE3B,MAAO,0CAIb,CACEA,MAAO,IAAMma,GAEf,CACEna,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EAAM7B,YAAY,EAChChC,YAAa,eAGjBwB,EAAMxC,SAAW8a,EAEjB,IAAIxW,EAAS,CACXnE,UAAW,SACXK,MAAO,MAAOwB,aAAa,EAG3BhC,SAAU,CACR,CACEQ,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVlD,SAAU,CAAC,QAAQ0E,OAAOoW,MAKhC,MAAO,CACL/Z,QAAS,CAAC,MACVpB,SAAUuD,EACVnD,QAAS,OACTC,SAAU8a,EAAYpW,OAAO,CAC3BjF,EAAKiB,QAAQ,SAAU,UACvBjB,EAAK0C,kBACL,CACEhC,UAAW,WACXH,SAAU,CAAC4a,EAAOtW,GAClBtC,aAAa,EACblB,SAAU,CACR,CACEN,MAAO,IAAMma,EAAc,+CAAgDla,IAAK,YAElF,CACED,MAAO,IAAMma,EAAc,uDAAwDla,IAAK,kBAE1F,CACED,MAAO,IAAMma,EAAc,uDAAwDla,IAAK,sBAI9F,CACEN,UAAW,QACXG,cAAe,QACfG,IAAK,IACLV,QAAS,YACTC,SAAU,CACR,CACEM,cAAe,UACfM,gBAAgB,EAChBb,QAAS,YACTC,SAAU,CAAC4a,IAEbA,IAGJ,CACEpa,MAAOma,EAAc,IAAKla,IAAK,IAC/BuB,aAAa,EAAMb,WAAW,EAC9Bf,UAAW,Q,mBC/InBhG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,OAAQ,OAClBrB,kBAAkB,EAClB+B,QAAS,kBAET9B,SAAU,CACNG,SAAU,oqHAEdE,SAAU,CACR,CAEEQ,MAAO,KACPC,IAAK,OAAQU,WAAW,EAAMpB,QAAS,IACvCK,UAAW,IAGb,CAEED,UAAW,SACXK,MAAO,oBACPC,IAAK,QAASuC,YAAY,EAC1B5C,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,8BACPJ,UAAW,GAEbX,EAAK6B,iBACL7B,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAOf,EAAK4W,UAAY,OACxBjW,UAAW,GAGbX,EAAKiB,QAAQ,QAAQ,KACrB,CACEmE,cAAc,EACd7B,YAAY,EACZjD,QAAS,W,iBC1CjB3F,EAAOD,QAAU,SAASsF,GACxB,IAAIsb,EAAetb,EAAKiB,QAAQ,KAAM,KACtC,MAAO,CACLhB,kBAAkB,EAClBK,QAAS,UACTC,SAAU,CACR,CACEM,cACE,gYAKFG,IAAK,IAAKG,gBAAgB,EAC1Ba,QAAS,UACT9B,SAAU,CACRE,QACE,uyVA8GFD,QACE,0BACFE,SACE,iNAGJE,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAACP,EAAK6B,iBAAkB,CAACd,MAAO,QAE5C,CACEL,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,iBAAkB,CAACd,MAAO,QAE5C,CACEL,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB7B,EAAK4B,cACL5B,EAAK+B,qBACLuZ,EACAtb,EAAK0C,oBAGT1C,EAAK+B,qBACLuZ,EACAtb,EAAK0C,sB,mBC7JX/H,EAAOD,QAAU,SAASsF,GACxB,IAAIub,EAAW,CAACpb,QAAS,mBACrBqb,EAAQ,CACVxb,EAAKY,kBACLZ,EAAK4B,eAEH6Z,EAAkB,CACpBza,IAAK,IAAKG,gBAAgB,EAAMoC,YAAY,EAC5ChD,SAAUib,EACVtb,SAAUqb,GAERG,EAAS,CACX3a,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,kBAChBvB,QAAS,OAEXN,EAAKQ,QAAQib,EAAiB,CAAC1a,MAAO,OAExCT,QAAS,OAEPqb,EAAQ,CACV5a,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAKQ,QAAQib,IACxBnb,QAAS,OAGX,OADAkb,EAAMhG,OAAOgG,EAAM1hB,OAAQ,EAAG4hB,EAAQC,GAC/B,CACLpb,SAAUib,EACVtb,SAAUqb,EACVjb,QAAS,S,gCC/BbvG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA6FlBjH,EAAQiH,QA5FO,CACb,KAAQ,CACN,QAAW,QACX,WAAc,QACd,QAAW,QACX,MAAS,UACT,UAAa,QAEf,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,gBAAmB,WAErB,YAAa,CACX,eAAkB,e,kDCrFL,iBAPf,SAAc4V,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,OACVrB,kBAAkB,EAClBC,SAAU,CACRE,QACE,mVAIFC,SACE,mwBAUFF,QACE,iCAEJG,QAAS,KACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACL,SAAU,CAAC,CAACQ,MAAO,SACzDf,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGfX,EAAK4B,kB,iBClCXjH,EAAOD,QAAU,SAASsF,GACxB,IAAI4b,EAAY,iLA+BZC,EAAc,CAChB1a,gBAAgB,EAAMR,UAAW,EACjCT,SAAU,CAACE,QAAS,KAAMC,SAAUub,GACpCrb,SAAU,CACRP,EAAKY,kBAjCa,CACpBN,QAAS,OACTS,MAAO,iBACPwB,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,OAAQK,MAAO,mBA4B5Bf,EAAKyC,cAIT,MAAO,CACLxC,kBAAkB,EAClBsB,YAAa,MACbhB,SAAU,CACRP,EAAKiB,QAAQ,WAAY,WACzB,CACEP,UAAW,eACXK,MAAO,YAAaC,IAAK,OACzBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,gBACPb,SAAU,CAAC,eAAgB0b,GAC3Bna,OAAQoa,KAId,CACEnb,UAAW,oBACXK,MAAO,0BAA2BC,IAAK,OACvCd,SAAU,CAACE,QAAS,KAAMC,SAAUub,GACpCrb,SAAU,CACRP,EAAKY,wB,iBChEfjG,EAAOD,QAAU,SAASsF,GAMxB,MAAO,CACLsB,QAAS,CAAC,MACVpB,SAAU,CACRE,QAAS,uRAITC,SACE,aACFF,QACE,qBAEJI,SAAU,CACR,CAAEG,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CACRP,EAAK6B,iBACL,CAAEnB,UAAW,QACXK,MAAO,SAAUC,IAAK,OAExB,CAAEN,UAAW,QACXK,MAAO,MAAOC,IAAK,UAIzBhB,EAAKY,kBACLZ,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAK4B,cACL,CAAElB,UAAW,OACXK,MAAO,KAAMC,IAAK,KAEpB,CAAEN,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,6BAE7B,CAAEQ,UAAW,OACXK,MAAO,UAAWC,IAAK,uBACvBoE,cAAc,EAAM7B,YAAY,EAChC5C,UAAW,GAEb,CAAED,UAAW,OACXK,MAAO,UAAWC,IAAK,MACvBoE,cAAc,EAAM7B,YAAY,GAElC,CAAE7C,UAAW,OACXK,MAAO,QAASC,IAAK,MACrBoE,cAAc,EAAM7B,YAAY,GAElC,CAAE7C,UAAW,QACXG,cAAe,OAAQG,IAAK,MAC5BT,SAAU,CACRP,EAAKwC,aAGT,CAAE9B,UAAW,QACXG,cAAe,WAAYG,IAAK,SAChCT,SAAU,CACR,CAAEG,UAAW,OACXK,MAAO,MAAOC,IAAK,MACnBoE,cAAc,EAAM7B,YAAY,GAElC,CAAE7C,UAAW,OACXK,MAAO,SAAUC,IAAK,MACtBoE,cAAc,EAAM7B,YAAY,GAElC,CAAE7C,UAAW,OACXK,MAAO,OAAQC,IAAK,MACpBoE,cAAc,EAAM7B,YAAY,GAElCvD,EAAKwC,YAEPtC,SAAU,CACRE,QAAS,qBAGb,CAAEM,UAAW,QACXK,MAAO,yBAA0BC,IAAK,SAAWuC,YAAY,EAC7DrD,SAAU,kBACVK,SAAU,CACR,CAAEG,UAAW,UACXK,MAAO,4BACPb,SAAU,qBACVK,SAAU,CACR,CACEG,UAAW,OACXK,MAAOf,EAAKiC,SACZtB,UAAW,KAIjBX,EAAKwC,aAGT,CAAE9B,UAAW,WACXG,cAAe,WAAYG,IAAK,MAAOuC,YAAY,EACnDjD,QAAS,MACTC,SAAU,CACRP,EAAKwC,cAIXlC,QAAS,S,iBC5Gb3F,EAAOD,QAAU,SAASsF,GAExB,MAAO,CACLC,kBAAkB,EAClBqB,QAAS,CAAC,OACVU,QAAS,OAAShC,EAAKiC,SACvB/B,SAAU,CACRgC,KAEE,6tBAGF7B,SACE,21BAmBJE,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,stBAiBPC,IAAK,OAEPhB,EAAKiB,QAAQ,OAAQ,IAAK,CAACN,UAAW,IACtCX,EAAK+B,qBACL/B,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IACPC,IAAK,WACLL,UAAW,GAEb,CACED,UAAW,QACXK,MAAO,MAAOC,IAAK,MACnBV,QAAS,MACTK,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CACN,CAACN,MAAO,qBACR,CAACA,MAAO,iBACR,CAACA,MAAO,aACR,CAACA,MAAO,YAEZJ,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CACN,CAACN,MAAO,iCACR,CAACA,MAAO,sCACR,CAACA,MAAO,aAEZJ,UAAW,O,gCCpFnB5G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmHlBjH,EAAQiH,QAlHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,QAEX,WAAY,CACV,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,yBAA0B,CACxB,MAAS,SAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,mBAAoB,CAClB,WAAc,U,mBCrHlBhH,EAAOD,QAIP,SAASsF,GAEP,IACI8b,EAAY,CACdnb,UAAW,EACXJ,SAAU,CACR,CAAEQ,MAJa,eAQnB,MAAO,CACLb,SAAU,CACRE,QACE,0KAEFC,SACE,kwCAiBJC,QAAS,0BACTC,SAAU,CACR,CACEG,UAAW,WACXG,cAAe,WAAYG,IAAK,IAChCT,SAAU,CACRP,EAAKc,sBACL,CACEJ,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,MAAOC,IAAK,OACpB,CAACD,MAAO,MAAOC,IAAK,WAK5B,CACEN,UAAW,WACXK,MAAO,aACPJ,UAAW,EACXc,OAAQqa,GAEV,CACE/a,MAAO,iCACPJ,UAAW,GAEb,CACED,UAAW,SACXK,MAAOf,EAAKqF,YACZ1E,UAAW,EACXc,OAAQqa,GAEV,CACEpb,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CACRP,EAAK6B,iBACL,CAACd,MAAO,QAEZ,CACEA,MAAO,UACPJ,UAAW,EACXc,OAAQqa,GAEV,CACEpb,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACL,CAACd,MAAO,OAEVU,OAAQqa,GAEV9b,EAAKiB,QAAQ,mBAAoB,oBACjCjB,EAAKiB,QAAQ,MAAO,S,iBC3F1BtG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,QAAQ,MAAM,OACxBpB,SAAU,CACRE,QACE,6MAIFC,SACE,qBACFF,QACE,cAEJI,SAAU,CAERP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cAEL,CAACb,MAAO,kD,iBCtBdpG,EAAOD,QAAU,SAASsF,GACxB,IAAI+b,EAAkB,wCA8ClBtC,EAAU,CACZ/Y,UAAW,UACXK,MAAO,eAAiBgb,EAAkB,YAGxC3X,EAAS,CACX1D,UAAW,SACXW,SAAU,CACR,CAAEN,MArDwB,4BAqDQJ,UAAW,GAC7C,CAAEI,MArDyBib,4DAqDQrb,UAAW,GAC9C,CAAEI,MAAO,sBACT,CAAEA,MAAO,sBACT,CAAEA,MAAO,8BAITkC,EAASjD,EAAKY,kBAQdkE,EAAgB,CAClB9E,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGfX,EAAKiB,QAAQ,OAAQ,SAGnB2Y,EAAQ,CACV7Y,MAAOgb,EACPpb,UAAW,GAGTsb,EAAe,CACjBvb,UAAW,SACXK,MAAO,IAAOgb,GAGZ9B,EAAO,CACT9Y,gBAAgB,EAChBR,UAAW,GAGTub,EAAc,CAChB7a,SAAU,CACR,CAAEN,MAAO,KACT,CAAEA,MAAO,MAEXR,SAAU,CACR,CACEQ,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAAC,OAAQkZ,EAASxW,EAAQmB,EAAQwV,EAAOqC,MAKrDE,EAAO,CACTzb,UAAW,OACXK,MAAOgb,EACP/Z,QAAS+Z,EACT7b,SA9Ga,CACb,eACE,qoEA0HA8Z,EAAO,CACT3Y,SAAU,CACR,CAAEN,MAAO,MAAOC,IAAK,OACrB,CAAED,MAAO,MAAOC,IAAK,QAEvBT,SAAU,CAhBC,CACXQ,MAAO,SAAUI,gBAAgB,EAAMoB,aAAa,EACpDhC,SAAU,CACR4b,EACA,CACEpb,MAAO,KAAMC,IAAK,KAAMI,YAAY,EACpCb,SAAU,CAACqZ,MAUIuC,EAAMlC,IAK3B,OAFAA,EAAK1Z,SAAW,CAACkZ,EAASrV,EAAQnB,EAAQ2W,EAAOqC,EAAcC,EAAalC,GAAM/U,OAAOH,GAElF,CACLxE,QAAS,KACTC,SAAU,CAnGE,CACZG,UAAW,OACXK,MAAO,MACPC,IAAK,KAgGeoD,EAAQnB,EAAQgZ,EAAcC,EAAalC,GAAM/U,OAAOH,M,iBC5IhFnK,EAAOD,QAAU,WACf,MAAO,CACL6F,SAAU,CACV,CACEQ,MAAO,mBACPC,IAAK,iBACLuC,YAAY,EACZhB,aAAa,EACbb,WAAW,EACXnB,SAAU,CACV,CACEQ,MAAO,sBACPC,IAAK,uBACLU,WAAW,EACXa,aAAa,EACb7B,UAAW,QAEb,CACEK,MAAO,IACPC,IAAK,mBACLuC,YAAY,EACZ6B,cAAc,EACd1E,UAAW,aAGfT,kBAAkB,K,kCCvBtBlG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAqHlBjH,EAAQiH,QApHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,a,8BC5GbhH,EAAOD,QAFoB,gD,kCCErB,SAAU0hB,EAAQC,GACtB,OAAQtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,IACrC,IAAK,iBAEL,IAAK,qBAEL,IAAK,wBACH,OAAO,EACT,QACE,OAAOC,EAAaD,EAAK5f,QAWzB,SAAU8f,EAAaF,GAC3B,MAA+C,wBAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAUlC,SAAUG,EAAWH,GACzB,MAA+C,sBAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAUlC,SAAUI,EAAeJ,GAC7B,MAA+C,0BAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAUlC,SAAUK,EAASL,GACvB,MAA+C,oBAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAUlC,SAAUM,EAAYN,GAC1B,OAAe,OAARA,GAAgC,iBAARA,GAAmC,mBAARA,EAUtD,SAAUO,EAAcP,GAC5B,MAA+C,oBAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAUlC,SAAUQ,EAAQR,GACtB,MAAwB,oBAAVS,OAAyBR,EAAaD,EAAKS,OAUrD,SAAUC,EAAUV,GACxB,MAA0B,oBAAZW,SAA2BV,EAAaD,EAAKW,SAUvD,SAAUC,EAASZ,GACvB,MAA+C,oBAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAOlC,SAAUa,EAAWb,GAEzB,OAAO/L,QAAQ+L,GAAOA,EAAIvf,MAA4B,mBAAbuf,EAAIvf,MAUzC,SAAUqgB,EAAiBd,GAC/B,OAAOO,EAAcP,IAAQ,gBAAiBA,GAAO,mBAAoBA,GAAO,oBAAqBA,EAUjG,SAAUC,EAAaD,EAAUe,GACrC,IACE,OAAOf,aAAee,EACtB,MAAOC,GACP,OAAO,GA1JX,2b,iBCAA1iB,EAAOD,QAAU,WAuBf,MAAO,CACLuF,kBAAkB,EAClBM,SAAU,CAxBE,CACZG,UAAW,SACXK,MAAO,oBAAqBC,IAAK,SAExB,CACTN,UAAW,SACXK,MAAO,wDAEW,CAClBL,UAAW,SACXK,MAAO,eAEM,CACbL,UAAW,UACXC,UAAW,GACXU,SAAU,CACR,CAAEN,MAAO,wFACT,CAAEA,MAAO,mCACT,CAAEA,MAAO,UACT,CAAEA,MAAO,gB,iBCpBfpG,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QAEE,6IAEFD,QACE,iBACFE,SACE,qRAKA6a,EAAc,2BACdnY,EAAQ,CACVrC,UAAW,QACXK,MAAO,MAAOC,IAAK,IACnBd,SAAUuD,GAER4X,EAAc,CAChBrb,EAAKQ,QAAQR,EAAK4B,cAChB,CAACH,OAAQ,CAACT,IAAK,WAAYL,UAAW,KACxC,CACED,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,iBAAkBkB,MAIxC,CACErC,UAAW,WACXK,MAAO,MAAQf,EAAKiC,UAEtB,CACElB,MAAO,IAAMf,EAAKiC,UAEpB,CACElB,MAAOf,EAAKiC,SAAW,OAASjC,EAAKiC,WAGzCc,EAAMxC,SAAW8a,EAEjB,IAAIF,EAAQnb,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOma,IAE9CrW,EAAS,CACXnE,UAAW,SACXK,MAAO,YAAawB,aAAa,EAGjChC,SAAU,CAAC,CACTQ,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVlD,SAAU,CAAC,QAAQ0E,OAAOoW,MAI9B,MAAO,CACL/Z,QAAS,CAAC,QACVpB,SAAUuD,EACVnD,QAAS,OACTC,SAAU8a,EAAYpW,OAAO,CAC3BjF,EAAKiB,QAAQ,KAAM,KACnB,CACEP,UAAW,WACXK,MAAO,QAAUma,EAAV,mCAAiDla,IAAK,QAC7DuB,aAAa,EACbhC,SAAU,CAAC4a,EAAOtW,IAEpB,CACE9D,MAAO,aACPJ,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,WACXK,MA/BM,0BA+BYC,IAAK,QACvBuB,aAAa,EACbhC,SAAU,CAACsE,MAIjB,CACEnE,UAAW,QACXG,cAAe,QACfG,IAAK,IACLV,QAAS,YACTC,SAAU,CACR,CACEM,cAAe,UACfM,gBAAgB,EAChBb,QAAS,YACTC,SAAU,CAAC4a,IAEbA,IAGJ,CACEza,UAAW,OACXK,MAAOma,EAAc,IAAKla,IAAK,IAC/BuB,aAAa,EAAMb,WAAW,EAC9Bf,UAAW,Q,iBC1GnBhG,EAAOD,QAAU,SAASsF,GACxB,IAiCIsd,EAAY,wDAGZC,EAAS,CACXxc,MAAOuc,EACP3c,UAAW,GAETyD,EAAS,CACX1D,UAAW,SAAUK,MAPA,sBAQrBJ,UAAW,GAETsC,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OACxDW,EAAUjB,EAAKiB,QACjB,IACA,IACA,CACEN,UAAW,IAGX8Y,EAAU,CACZ/Y,UAAW,UACXK,MAAO,wBAELyc,EAAa,CACfzc,MAAO,WAAYC,IAAK,YAEtByc,EAAO,CACT/c,UAAW,UACXK,MAAO,MAAQuc,GAEbI,EAAW1d,EAAKiB,QAAQ,SAAU,OAClC0c,EAAM,CACRjd,UAAW,SACXK,MAAO,WAAauc,GAElBtD,EAAO,CACTjZ,MAAO,MAAOC,IAAK,OAEjBiZ,EAAO,CACT9Y,gBAAgB,EAChBR,UAAW,GAETwb,EAAO,CACTjc,SA5Ea,CACb,eAEE,mjFA0EF8B,QAASsb,EACT5c,UAAW,OAAQK,MAAOuc,EAC1B7b,OAAQwY,GAEN2D,EAAmB,CAAC5D,EAAM/W,EAAQwa,EAAMC,EAAUzc,EAAS0c,EAAKH,EAAYpZ,EAAQqV,EAAS8D,GAOjG,OALAvD,EAAKzZ,SAAW,CAACP,EAAKiB,QAAQ,UAAW,IAAKkb,EAAMlC,GACpDA,EAAK1Z,SAAWqd,EAChBJ,EAAWjd,SAAWqd,EACtBF,EAASnd,SAAW,CAACid,GAEd,CACLlc,QAAS,CAAC,OACVhB,QAAS,KACTC,SAAU,CAACyZ,EAAM/W,EAAQwa,EAAMC,EAAUzc,EAAS0c,EAAKH,EAAYpZ,EAAQqV,M,iBC5F/E9e,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACPE,QAAS,y/FAmCTC,SAAU,ocAMbE,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cACL,CACElB,UAAW,UACXW,SAAU,CACR,CAACN,MAAO,uBAAwBJ,UAAW,GAC3C,CAACI,MAAO,0B,iBCtDlBpG,EAAOD,QAAU,SAASsF,GAExB,IAGI+C,EAAQ,CACVrC,UAAW,QACXW,SAAU,CACR,CAACN,MAAO,oBACR,CAACA,MAAO,OAAQC,IAAK,OAoCrB6c,EAAO,CACTnd,UAAW,OACXK,MAAO,wBACPJ,UAAW,GAGTwb,EAAO,CACTzb,UAAW,QACXK,MAAO,iFACPJ,UAAW,GA0Cb,MAAO,CACLT,SAAU,CACRC,QAAS,kBACTC,QAAS,yPAEXG,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBA1FI,CACXrB,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,IACjBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,MAAOC,IAAK,MACnBL,UAAW,IAEb,CACEI,MAAO,UAAWC,IAAK,IACvBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,iBAAkBkB,IAEpC,CACErC,UAAW,SACXK,MAAO,YAAaC,IAAK,MACzBT,SAAU,CAACwC,GACXpC,UAAW,MAMJ,CACXD,UAAW,SACXK,MAAO,uBAgEL8c,EAlBS,CACXnd,UAAW,WACXG,cAAe,MACfG,IAAK,cACLuC,YAAY,EACZhD,SAAU,CAAC4b,IApCD,CACVzb,UAAW,QACXG,cAAe,0BACfG,IAAK,aACLuC,YAAY,EACZhD,SAAU,CACR,CACEM,cAAe,eACfF,UAAW,IAEb,CACEI,MAAO,KACPC,IAAK,KACLoE,cAAc,EACd7B,YAAY,EACZ5C,UAAW,EACXJ,SAAU,CAACsd,IAEb,CACEnd,UAAW,SACXK,MAAO,KACPC,IAAK,KACLoE,cAAc,EACd7B,YAAY,EACZ5C,UAAW,EACXJ,SAAU,CAACsd,IAEb1B,IAyBAnc,EAAK4B,cA3GQ,CAAElB,UAAW,OAAQK,MAAO,kB,iBCF/CpG,EAAOD,QAAU,WAEf,IAoIIojB,EAAW,CAtEL,CACRpd,UAAW,WACXK,MAAO,eA9CM,CACbL,UAAW,WACXW,SAAU,CAAC,CACTN,MAAO,YACPC,IAAK,gJACJ,CACDD,MAAO,UACPC,IAAK,sEACJ,CACDD,MAAO,WACPC,IAAK,4EACJ,CACDD,MAAO,SACPC,IAAK,KACLuC,YAAY,GACX,CACDxC,MAAO,SACPC,IAAK,KACLuC,YAAY,GAGd,CACExC,MAAO,09DACN,CACDA,MAAO,YACPC,IAAK,KACLuC,YAAY,GACX,CACDxC,MAAO,UACPC,IAAK,yEACJ,CACDD,MAAO,wCACPC,IAAK,KACLuC,YAAY,KAsBH,CACX7C,UAAW,SACXW,SAAU,CAAC,CACPN,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACTQ,MAAO,KACPJ,UAAW,KAGf,CACEI,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACTQ,MAAO,KACPJ,UAAW,OArBN,CACXD,UAAW,SACXK,MAAO,4EACPJ,UAAW,GA6BC,CACZD,UAAW,UACXK,MAAO,OACPC,IAAK,OACLL,UAAW,GACXJ,SAAU,CAAC,CACTG,UAAW,SACXK,MAAO,WAZM,CACfL,UAAW,OACXK,MAAO,YAxCG,CACVL,UAAW,QACXK,MAAO,qDACPC,IAAK,KAsDQ,CACbH,cAAe,4DACfG,IAAK,IACLuC,YAAY,GAIC,CACXxC,MAAO,yCACPC,IAAK,mBACLO,YAAa,MACbhB,SAAU,CAAC,CACTQ,MAAO,IACPC,IAAK,IACLO,YAAa,UACZ,UA0BP,MAAO,CACLD,QAAS,CAAC,QAAS,MACnBrB,kBAAkB,EAClB+B,QAAS,6BACT1B,QAAS,0CACTJ,SAAU,CACRE,QAhKW,0uBAiKXnE,KAvJO,osBAwJPkE,QArJU,gMAuJZI,SAAUud,K,iBCtKdnjB,EAAOD,QAAU,SAASsF,GACxB,IAiCI+d,EAAU,yBACVC,EAAiB,8CACrB,MAAO,CACL1c,QAAS,CAAC,KAAM,OAAQ,SACxBpB,SAjCkB,CAClBE,QACE,guCAsBFD,QACE,wCACFE,SACE,oFAOF2B,QAAS+b,EACTzd,QAAS,KACTC,SAAU,CAxCI,CACdG,UAAW,WACXK,MAAO,wEAwCLf,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAK4B,cACL5B,EAAKY,kBACL,CACEF,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,KAAMC,IAAK,IAClBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAMC,IAAK,WAClBV,QAAS,iBAIf,CACEI,UAAW,OACXK,MAAO,IACPC,IAAK,IACLT,SAAU,CACR,CACEG,UAAW,cACXW,SAAU,CACR,CAAEN,MAAO,IAAMC,IAAK,KACpB,CAAED,MAAO,IAAKC,IAAK,SAK3B,CACEN,UAAW,QACXK,MAAO,IAAMid,EAAe5O,MAAM,KAAKM,KAAK,KAAO,OAAQ1O,IAAK,QAASuC,YAAY,EACrFrD,SAAU8d,EAAgBhc,QAAS+b,EACnCxd,SAAU,CACRP,EAAKc,wBAGT,CACEC,MAAO,MAAMf,EAAKsD,oBAClB3C,UAAW,O,iBCrFnBhG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,UACVrB,kBAAkB,EAClBC,SAAU,yDACVK,SAAU,CACRP,EAAK0C,kBACL1C,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKyC,YACL,CACE5B,cAAe,qEACfY,OAAQ,CACNT,IAAK,SACLO,YAAa,UAInBjB,QAAS,Q,iBClBb3F,EAAOD,QAAU,SAASsF,GACxB,IAAIie,EAAc,CAChB7d,QACE,0RAIFD,QACG,sBACHE,SACE,2FAEJ,MAAO,CACLiB,QAAS,CAAC,UACVpB,SAAU+d,EACV3d,QAAS,KACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,SACXW,SAAU,CACRrB,EAAKY,kBACL,CAACG,MAAO,IAAMC,IAAK,YACnB,CAACD,MAAO,IAAKC,IAAK,OAGtB,CACEN,UAAW,SACXW,SAAU,CACR,CAACN,MAAOf,EAAKqF,YAAc,MAAO1E,UAAW,GAC7CX,EAAK4B,gBAGT,CACEb,MAAO,MAET,CACEL,UAAW,WACXG,cAAe,OAAQG,IAAK,QAASuC,YAAY,EACjDhD,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAU+d,EACV3d,QAAS,c,gCC5CrBvG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCzGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIke,EAAkB,CACpBnd,MAAO,YACPJ,UAAW,GAETyI,EAAM,CACR1I,UAAW,WACXW,SAAU,CAAC,CAAEN,MAAO,uBAMlBod,EAAe,CACjBzd,UAAW,SACXW,SAAU,CAAC,CAAEN,MAAO,IAAKC,IAAK,KAAO,CAAED,MAAO,KAAMC,IAAK,QACzDT,SAAU,CACR2d,EACA9U,EACA,CACE1I,UAAW,WACXK,MAAO,UACPC,IAAK,YAuBPod,EAAape,EAAKQ,QAAQR,EAAKiB,QAAQ,KAAM,MAAO,CACtDI,SAAU,CAER,CAAEN,MAAO,IAAKC,IAAK,KAEnB,CAAED,MAAO,KAAMC,IAAK,OAEtBT,SAAU,CArBM,CAChBG,UAAW,SACXW,SAAU,CAGR,CACEN,MAAO,2FAGT,CACEA,MAAO,sGAcb,MAAO,CACLO,QAAS,CAAC,MACVU,QAAS,eACT/B,kBAAkB,EAClBC,SAAU,CACRE,QACE,oXAGFC,SACE,4h6BAgMFge,SACE,2GAEJ9d,SAAU,CACR2d,EACAle,EAAKyC,YACL0b,EA7Oc,CAChBzd,UAAW,SACXW,SAAU,CAAC,CAAEN,MAAO,IAAKC,IAAK,KAAO,CAAED,MAAO,KAAMC,IAAK,SAnB7C,CACZN,UAAW,UACXK,MAAO,yBA+PLqI,EACAgV,M,iBC3QNzjB,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QAAS,+DACTC,SAAU,2GAEVF,QAAS,cAEXI,SAAU,CACRP,EAAKY,kBACLZ,EAAKyC,YACLzC,EAAK8B,oBACL,CACEpB,UAAW,QACXG,cAAe,uBAAwBG,IAAK,KAC5CV,QAAS,KACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5Bf,OAAQ,CAACN,gBAAgB,EAAMoC,YAAY,OAIjD,CACE7C,UAAW,WACXG,cAAe,MACfG,IAAK,IAAKuC,YAAY,EACtBrD,SAAU,eAEZ,CACEa,MAAO,cACPC,IAAK,OAAQuC,YAAY,O,iBC9BjC5I,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,MACVpB,SAAU,CACRE,QAEE,iPAIFC,SAEE,uFACFF,QACE,+CAEJG,QAAS,UACT0B,QAAS,eACTzB,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,mBACPJ,UAAW,GAEbX,EAAKiB,QACH,SACA,SACA,CACEV,SAAU,CAAC,UAGf,CACEG,UAAW,SACXK,MAAO,0BAGT,CACEL,UAAW,OACXK,MAAO,iBAET,CACEL,UAAW,OACXK,MAAO,kBACPJ,UAAW,GAEb,CACEI,MAAO,sBAETf,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACC,UAAW,SAAUC,UAAW,IACrEX,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/C,CACEI,UAAW,SACXK,MACE,2HAIFJ,UAAW,GAEb,CACEI,MAAO,a,gCC1DfhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAyIlBjH,EAAQiH,QAxIO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,UACT,eAAkB,aAEpB,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,QAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,gBAAmB,UACnB,QAAW,eACX,MAAS,QAEX,gBAAiB,CACf,gBAAmB,OACnB,QAAW,eACX,MAAS,U,iBC3IbhH,EAAOD,QAAU,SAASsF,GACxB,IAAIiD,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CACEN,MAAO,KAAMC,IAAK,KAEpB,CACED,MAAO,KAAOC,IAAK,KAErBhB,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,OAC9CN,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,SAG/C8D,EAAS,CAAC/C,SAAU,CAACrB,EAAKgX,mBAAoBhX,EAAK4B,gBACvD,MAAO,CACLN,QAAS,CAAC,OACVrB,kBAAkB,EAClBC,SACE,qlBASFK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK0C,kBACL1C,EAAKiB,QACH,OACA,OACA,CACEV,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,iBAKff,EAAKiB,QACH,uBACA,EACA,CACEE,gBAAgB,EAChBjB,SAAU,kBACV8B,QAAShC,EAAKsD,sBAGlB,CACE5C,UAAW,SACXK,MAAO,uBAAwBC,IAAK,SACpCT,SAAU,CAACP,EAAK6B,mBAElB,CAEEd,MAAO,oDAET,CACEL,UAAW,WACXG,cAAe,WAAYG,IAAK,OAAQuC,YAAY,EACpDjD,QAAS,YACTC,SAAU,CACRP,EAAKc,sBACL,CACEJ,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CACR,OACAP,EAAK+B,qBACLkB,EACAmB,MAKR,CACE1D,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IAAKuC,YAAY,EACxDjD,QAAS,WACTC,SAAU,CACR,CAACM,cAAe,sBAChBb,EAAKc,wBAGT,CACED,cAAe,YAAaG,IAAK,IACjCV,QAAS,QACTC,SAAU,CAACP,EAAKc,wBAElB,CACED,cAAe,MAAOG,IAAK,IAC3BT,SAAU,CAACP,EAAKc,wBAElB,CACEC,MAAO,MAETkC,EACAmB,M,mCCtGN,6DAIe,aAAUka,GACrB,OACI,UAAMlE,MAAOC,IAAMkE,UAAW3S,MAAO0S,EAAM9gB,MAAM+I,YAAY,EAAC,IAAD,CACzDiY,KAAMC,MADV,IACkCH,EAAMI,a,wDCLhD3kB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAsHlBjH,EAAQiH,QArHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,mBAAoB,CAClB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,SAEX,yBAA0B,CACxB,MAAS,SAEX,eAAgB,CACd,MAAS,QACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,aAAc,CACZ,WAAc,QAEhB,cAAe,CACb,WAAc,U,kCCpHlB,SAASgd,EAAQ1Q,GAWf,OATE0Q,EADoB,mBAAX/f,QAAoD,iBAApBA,OAAOggB,SACtC,SAAU3Q,GAClB,cAAcA,GAGN,SAAUA,GAClB,OAAOA,GAAyB,mBAAXrP,QAAyBqP,EAAI4Q,cAAgBjgB,QAAUqP,IAAQrP,OAAO5E,UAAY,gBAAkBiU,IAI9GA,GAGjB,SAAS6Q,EAAgB7Q,EAAK7O,EAAKN,GAYjC,OAXIM,KAAO6O,EACTlU,OAAOyE,eAAeyP,EAAK7O,EAAK,CAC9BN,MAAOA,EACPL,YAAY,EACZsgB,cAAc,EACdC,UAAU,IAGZ/Q,EAAI7O,GAAON,EAGNmP,EAGT,SAASgR,EAAQ1f,EAAQ2f,GACvB,IAAIpX,EAAO/N,OAAO+N,KAAKvI,GAEvB,GAAIxF,OAAOolB,sBAAuB,CAChC,IAAIC,EAAUrlB,OAAOolB,sBAAsB5f,GACvC2f,IAAgBE,EAAUA,EAAQ/O,QAAO,SAAUgP,GACrD,OAAOtlB,OAAOulB,yBAAyB/f,EAAQ8f,GAAK5gB,eAEtDqJ,EAAK1N,KAAKuR,MAAM7D,EAAMsX,GAGxB,OAAOtX,EAGT,SAASyX,EAAejjB,GACtB,IAAK,IAAI1C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAAK,CACzC,IAAIgV,EAAyB,MAAhBlD,UAAU9R,GAAa8R,UAAU9R,GAAK,GAE/CA,EAAI,EACNqlB,EAAQllB,OAAO6U,IAAS,GAAMlH,SAAQ,SAAUtI,GAC9C0f,EAAgBxiB,EAAQ8C,EAAKwP,EAAOxP,OAE7BrF,OAAOylB,0BAChBzlB,OAAO0lB,iBAAiBnjB,EAAQvC,OAAOylB,0BAA0B5Q,IAEjEqQ,EAAQllB,OAAO6U,IAASlH,SAAQ,SAAUtI,GACxCrF,OAAOyE,eAAelC,EAAQ8C,EAAKrF,OAAOulB,yBAAyB1Q,EAAQxP,OAKjF,OAAO9C,EAkBT,SAASojB,EAAyB9Q,EAAQ+Q,GACxC,GAAc,MAAV/Q,EAAgB,MAAO,GAE3B,IAEIxP,EAAKxF,EAFL0C,EAlBN,SAAuCsS,EAAQ+Q,GAC7C,GAAc,MAAV/Q,EAAgB,MAAO,GAC3B,IAEIxP,EAAKxF,EAFL0C,EAAS,GACTsjB,EAAa7lB,OAAO+N,KAAK8G,GAG7B,IAAKhV,EAAI,EAAGA,EAAIgmB,EAAW9lB,OAAQF,IAE7B+lB,EAASrM,QADblU,EAAMwgB,EAAWhmB,KACY,IAC7B0C,EAAO8C,GAAOwP,EAAOxP,IAGvB,OAAO9C,EAMMujB,CAA8BjR,EAAQ+Q,GAInD,GAAI5lB,OAAOolB,sBAAuB,CAChC,IAAIW,EAAmB/lB,OAAOolB,sBAAsBvQ,GAEpD,IAAKhV,EAAI,EAAGA,EAAIkmB,EAAiBhmB,OAAQF,IAEnC+lB,EAASrM,QADblU,EAAM0gB,EAAiBlmB,KACM,GACxBG,OAAOC,UAAU+lB,qBAAqB7lB,KAAK0U,EAAQxP,KACxD9C,EAAO8C,GAAOwP,EAAOxP,IAIzB,OAAO9C,EAGT,SAAS0jB,EAAmB9Z,GAC1B,OAGF,SAA4BA,GAC1B,GAAIuF,MAAMwU,QAAQ/Z,GAAM,CACtB,IAAK,IAAItM,EAAI,EAAGsmB,EAAO,IAAIzU,MAAMvF,EAAIpM,QAASF,EAAIsM,EAAIpM,OAAQF,IAAKsmB,EAAKtmB,GAAKsM,EAAItM,GAEjF,OAAOsmB,GAPFC,CAAmBja,IAW5B,SAA0Bka,GACxB,GAAIxhB,OAAOggB,YAAY7kB,OAAOqmB,IAAkD,uBAAzCrmB,OAAOC,UAAUuM,SAASrM,KAAKkmB,GAAgC,OAAO3U,MAAM4U,KAAKD,GAZtFE,CAAiBpa,IAerD,WACE,MAAM,IAAIqa,UAAU,mDAhBuCC,GA+D7D,SAASC,EAASC,GAChB,OAPoBzS,EAOHyS,GANjBzS,GAAY,IAEGA,EAKNyS,GAITA,EAASA,EAAOla,QAAQ,iBAAiB,SAAUK,EAAO8Z,GACxD,OAAOA,EAAMA,EAAI1H,cAAgB,OAGrBzG,OAAO,EAAG,GAAGnF,cAAgBqT,EAAOlO,OAAO,GAhB3D,IAAsBvE,EAuBtB,SAAS2S,EAAcvG,GACrB,OAAOA,EAAMjL,MAAM,KAAKY,KAAI,SAAUjQ,GACpC,OAAOA,EAAE+V,UACRzF,QAAO,SAAUtQ,GAClB,OAAOA,KACN8gB,QAAO,SAAUC,EAAKxR,GACvB,IAVgByR,EAUZnnB,EAAI0V,EAAKgE,QAAQ,KACjB0N,EAAOP,EAASnR,EAAKxP,MAAM,EAAGlG,IAC9BkF,EAAQwQ,EAAKxP,MAAMlG,EAAI,GAAGkc,OAE9B,OADAkL,EAAKC,WAAW,UAAYH,GAbZC,EAa2BC,EAZtCD,EAAIG,OAAO,GAAGjI,cAAgB8H,EAAIjhB,MAAM,KAYOhB,EAAQgiB,EAAIE,GAAQliB,EACjEgiB,IACN,IAkEL,SAASK,EAAkB3C,GACzB,OAAI1V,IAAM0V,KACD1V,IAAM0V,KAAKA,GAIP,OAATA,EACK,KAIa,WAAlBG,EAAQH,IAAsBA,EAAK4C,QAAU5C,EAAK6C,SAC7C7C,EAIL/S,MAAMwU,QAAQzB,IAAyB,IAAhBA,EAAK1kB,OAEvB,CACLsnB,OAAQ5C,EAAK,GACb6C,SAAU7C,EAAK,IAKC,iBAATA,EACF,CACL4C,OAAQ,MACRC,SAAU7C,QAHd,EAWF,SAAS8C,EAAcliB,EAAKN,GAK1B,OAAO2M,MAAMwU,QAAQnhB,IAAUA,EAAMhF,OAAS,IAAM2R,MAAMwU,QAAQnhB,IAAUA,EAAQggB,EAAgB,GAAI1f,EAAKN,GAAS,GAGxH,SAASyiB,EAAgBC,GACvB,IAAIC,EAAeD,EAAKC,aACpBnD,EAAQoB,EAAyB8B,EAAM,CAAC,iBAGxCE,EAAWpD,EAAMqD,KACjBC,EAAStD,EAAMsD,OACflhB,EAAY4d,EAAM5d,UAClBkL,EAAQ0S,EAAM1S,MACdiW,EAAUvD,EAAMuD,QAChBC,EAAaX,EANF7C,EAAME,MAOjBnK,EAAUiN,EAAc,UAAW,GAAGrc,OAAO+a,EAhMnD,SAAmB1B,GACjB,IAAIyD,EAQAC,EAAO1D,EAAM0D,KACbC,EAAO3D,EAAM2D,KACbC,EAAW5D,EAAM4D,SACjBC,EAAO7D,EAAM6D,KAEb9N,GASDyK,EATYiD,EAAW,CACxB,UAZSzD,EAAM8D,KAaf,WAZU9D,EAAM+D,MAahB,QAZe/D,EAAMgE,WAarB,aAZYhE,EAAMiE,QAalB,YAZWjE,EAAMkE,OAajB,QAZalE,EAAMmE,SAanB,qBAA+B,eAATT,GAAkC,SAATA,EAC/C,mBAA6B,aAATA,GAAgC,SAATA,GAChB,MAAM/c,OAAOgd,GAAO,MAAOA,GAAwCnD,EAAgBiD,EAAU,aAAa9c,OAAOid,GAAW,MAAOA,GAA8D,IAAbA,GAAiBpD,EAAgBiD,EAAU,WAAW9c,OAAOkd,GAAO,MAAOA,GAAwCrD,EAAgBiD,EAAU,kBAAmBzD,EAAMoE,aAAcX,GAGrY,OAAOhoB,OAAO+N,KAAKuM,GAASrE,KAAI,SAAU5Q,GACxC,OAAOiV,EAAQjV,GAAOA,EAAM,QAC3BiR,QAAO,SAAUjR,GAClB,OAAOA,KAmK2DujB,CAAUrE,IAAS0B,EAAmBtf,EAAU0O,MAAM,QACtHwT,EAAYtB,EAAc,YAAwC,iBAApBhD,EAAMsE,UAAyB9Z,IAAM8Z,UAAUtE,EAAMsE,WAAatE,EAAMsE,WACtHjB,EAAOL,EAAc,OAAQH,EAAkBO,IAC/CmB,EAAerE,YAAKsD,EAAYvC,EAAe,GAAIlL,EAAS,GAAIuO,EAAW,GAAIjB,EAAM,CACvFC,OAAQA,EACRhW,MAAOA,EACPiW,QAASA,KAGX,IAAKgB,EAEH,OA1EJ,WAEI,IAAIC,GADDC,GAAcrjB,SAAoC,mBAAlBA,QAAQlC,QAG1CslB,EAAWpjB,SAASlC,MAAMmO,MAAMmX,EAAUpX,WAqE3C2N,CAAI,sBAAuByI,GACpB,KAGT,IAAIkB,EAAWH,EAAaG,SACxBC,EAAa,CACfC,IAAKzB,GAQP,OANA1nB,OAAO+N,KAAKwW,GAAO5W,SAAQ,SAAUtI,GAE9BmiB,EAAgB4B,aAAalpB,eAAemF,KAC/C6jB,EAAW7jB,GAAOkf,EAAMlf,OAGrBgkB,EAAaJ,EAAS,GAAIC,GApVnC,mFAuPIF,GAAa,EAEjB,IACEA,GAAazX,EACb,MAAOvQ,IA2FTwmB,EAAgB8B,YAAc,kBAC9B9B,EAAgB+B,UAAY,CAC1Bd,OAAQe,IAAUC,KAClB9iB,UAAW6iB,IAAU7C,OACrBiB,KAAM4B,IAAUE,UAAU,CAACF,IAAUhkB,OAAQgkB,IAAUnY,MAAOmY,IAAU7C,SACxE4B,WAAYiB,IAAUC,KACtBjB,QAASgB,IAAUC,KACnBxB,KAAMuB,IAAUG,MAAM,CAAC,aAAc,WAAY,SACjDlF,KAAM+E,IAAUE,UAAU,CAACF,IAAUhkB,OAAQgkB,IAAUnY,MAAOmY,IAAU7C,SACxE+B,SAAUc,IAAUC,KACpBrB,KAAMoB,IAAUG,MAAM,CAAC,QAAS,SAChCrB,MAAOkB,IAAUC,KACjBtB,SAAUqB,IAAUG,MAAM,CAAC,EAAG,GAAI,IAAK,MACvCzB,KAAMsB,IAAUG,MAAM,CAAC,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,QAC/FtB,KAAMmB,IAAUC,KAChB5B,OAAQ2B,IAAUE,UAAU,CAACF,IAAUC,KAAMD,IAAU7C,SACvD9U,MAAO2X,IAAU7C,OACjBkC,UAAWW,IAAUE,UAAU,CAACF,IAAU7C,OAAQ6C,IAAUhkB,SAC5DmjB,YAAaa,IAAUC,MAEzBjC,EAAgB4B,aAAe,CAC7BX,QAAQ,EACR9hB,UAAW,GACXihB,KAAM,KACNW,YAAY,EACZC,SAAS,EACTP,KAAM,KACNxD,KAAM,KACNiE,UAAU,EACVN,KAAM,KACNE,OAAO,EACPH,SAAU,KACVD,KAAM,KACNG,MAAM,EACNR,QAAQ,EACRhW,MAAO,GACPgX,UAAW,KACXF,aAAa,GAEf,IAAIU,EAvLJ,SAASO,EAAQ3nB,EAAe4nB,GAC9B,IAAIX,EAAavX,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAErF,GAAuB,iBAAZkY,EACT,OAAOA,EAGT,IAAIlF,GAAYkF,EAAQlF,UAAY,IAAI1O,KAAI,SAAU3B,GACpD,OAAOsV,EAAQ3nB,EAAeqS,MAI5BwV,EAAS9pB,OAAO+N,KAAK8b,EAAQ5O,YAAc,IAAI6L,QAAO,SAAUC,EAAK1hB,GACvE,IAAI2hB,EAAM6C,EAAQ5O,WAAW5V,GAE7B,OAAQA,GACN,IAAK,QACH0hB,EAAIgD,MAAJ,UAAyB/C,SAClB6C,EAAQ5O,WAAR,MACP,MAEF,IAAK,QACH8L,EAAIgD,MAAJ,MAAqBlD,EAAcG,GACnC,MAEF,QAC+B,IAAzB3hB,EAAIkU,QAAQ,UAA2C,IAAzBlU,EAAIkU,QAAQ,SAC5CwN,EAAIgD,MAAM1kB,EAAIiO,eAAiB0T,EAE/BD,EAAIgD,MAAMrD,EAASrhB,IAAQ2hB,EAKjC,OAAOD,IACN,CACDgD,MAAO,KAGLC,EAAoBd,EAAW5I,MAC/B2J,OAAsC,IAAtBD,EAA+B,GAAKA,EACpDE,EAAYvE,EAAyBuD,EAAY,CAAC,UAKtD,OAHAY,EAAOC,MAAP,MAAwBvE,EAAe,GAAIsE,EAAOC,MAAP,MAAuB,GAAIE,GAG/DhoB,EAAc2P,WAAM,EAAQ,CAACiY,EAAQjoB,IAAK4jB,EAAe,GAAIsE,EAAOC,MAAO,GAAIG,IAAYhf,OAAO+a,EAAmBtB,MAyInGrf,KAAK,KAAM6kB,IAAMloB,gB,iBC7X5CrB,EAAOD,QAAU,SAASsF,GACtB,MAAO,CACHE,SAAU,CACNC,QAAU,kBACVC,QACA,wUASJG,SAAU,CACNP,EAAKiB,QACD,UACA,OACA,CACIN,UAAY,EACZJ,SAAW,CACT,CAEIQ,MAAO,OAAQJ,UAAW,GAE9B,CACID,UAAY,SACZK,MAAQ,iBAKtBf,EAAK8B,oBACL9B,EAAK+B,qBACL,CACIrB,UAAW,SACXK,MAAO,MAAOC,IAAK,OAEvB,CACIN,UAAW,SACXK,MAAO,MAAOC,IAAK,OAEvB,CACIN,UAAW,SACXK,MAAO,OAAQC,IAAK,OACpBL,UAAW,IAEfX,EAAKS,iBACL,CACIC,UAAW,SACXK,MAAO,iBACPR,SAAU,CACNP,EAAK6B,mBAGb7B,EAAKY,kBACL,CACIF,UAAW,OACXK,MAAO,kBAAmBC,IAAK,IAC/BV,QAAS,MAEbN,EAAKgX,mBACL,CACItW,UAAW,QACXG,cAAe,6BAA8BG,IAAK,IAClDV,QAAS,IACTC,SAAU,CACN,CAACM,cAAe,sBAChBb,EAAKc,wBAGbd,EAAK4B,cACL,CACIlB,UAAW,OAAQK,MAAO,cAE9B,CAEIL,UAAW,SAAUK,MAAO,6BAEhC,CAGIA,MAAO,KAAMC,IAAK,MAEtB,CAEIN,UAAW,SAAUK,MAAO,uBAC5BJ,UAAW,IAGnBL,QAAS,W,gCCxFjBvG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLO,SAAU,CACRP,EAAK0C,kBACL1C,EAAK8B,oBACL9B,EAAK+B,qBACL,CACEhB,MAAOf,EAAKsD,oBACZtB,QAAShC,EAAKsD,oBACdpD,SAAU,CAERpC,KACE,yCAIF8jB,OACE,smBAYF,eACE,iJAIFhW,MACE,mEAEFzL,QACE,cAEJQ,UAAW,GAGb,CAEED,UAAW,SACXK,MAAO,4BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,4BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,+BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,0BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,4CACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,mCACPJ,UAAW,O,iBC7EnBhG,EAAOD,QAAU,SAASsF,GAEtB,IAcImkB,EAAc,CACdzjB,UAAW,SACXK,MAAOf,EAAKqF,aAgChB,MAAO,CACH/E,QAAS,IACTC,SAAU,CA7CI,CACdG,UAAW,SACXK,MAAO,IACPC,IAAK,IACLT,SAAU,CATgB,CAC1BG,UAAW,QACXK,MAAO,eAkDH,CACIL,UAAW,UACXW,SAAU,CACNrB,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKiB,QAAQ,OAAQ,UAG7BkjB,EACA,CACIzjB,UAAW,UACXW,SAAU,CACN,CACIN,MAAO,2BAEX,CACIA,MAAO,yXAxBP,CAChBL,UAAW,WACXK,MAAO,shIA1BS,CAChBL,UAAW,UACXW,SAAU,CACN,CACIN,MAAO,6DAEX,CACIA,MAAO,+rNAEX,CACIA,MAAO,wBAEX,CACIA,MAAO,2BAEX,CACIA,MAAO,gLAEX,CACIA,MAAO,6DAmCX,CACIL,UAAW,OACXK,MAAO,0E,mCC7EvB,4EAMe,aAASud,GACpB,MAAM8F,EAAcC,YAAWC,KACzBC,EAAaF,YAAWG,MACvBC,EAAWC,GAAgBC,aAAS,GAE3C,MAAmB,MAAhBP,EACQ,UAGSrmB,IAAjB6B,OAAOglB,OAAwBH,EA0B9B,EAAC,IAAD,CAAOI,MAAOC,IAAUC,MAAxB,iBAEI,YAAQC,QApBhB,WACsB,UAAfT,EACCjG,EAAM2G,cAAc,SAED,UAAfV,GACJjG,EAAM2G,cAAc,WAee,EAAC,IAAD,CAAiBzG,KAAM0G,MAA1D,2BAFJ,IAII,EAAC,IAAD,CAAiB1G,KAAM2G,MAJ3B,IAMI,YAAQC,UAAU,GAAM,EAAC,IAAD,CAAiB5G,KAAM6G,MAA/C,qCANJ,IAQI,EAAC,IAAD,CAAiB7G,KAAM2G,MAR3B,IAUI,YAAQH,QAnBhB,WACI,IACIplB,OAAOglB,QACT,MAAO7pB,GACL2pB,GAAa,MAee,EAAC,IAAD,CAAiBlG,KAAM8G,MAAnD,YAlCA,EAAC,IAAD,CAAOT,MAAOC,IAAUS,QACpB,EAAC,IAAD,CAAiB/G,KAAMgH,MAD3B,iF,yCCjBZ7qB,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QAAS,6iBAQTD,QAAS,2CACTyL,MAAO,aACPvL,SAAU,wtEAyBZE,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,kB,gCCzCX7H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAoElBjH,EAAQiH,QAnEO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,QACd,MAAS,SAEX,cAAe,CACb,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,QAEX,iBAAkB,CAChB,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,eAAgB,CACd,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,iBCtEjBhH,EAAOD,QAAU,WACf,MAAO,CACL6F,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,sBACPU,OAAQ,CACNT,IAAK,IACLO,YAAa,gB,iBCRvB5G,EAAOD,QAAU,SAASsF,GAyEtB,MAAO,CACHsB,QAAS,CAAC,MAAO,OACjBrB,kBAAkB,EAClBC,SAAU,CACNC,QACI,kGAEJ+B,KA7EW,yrBAgFf3B,SAAU,CACN,CAEIG,UAAW,UACXK,MAAO,2CAEX,CAEIL,UAAW,WACXK,MAAO,iCAEX,CAEIL,UAAW,WACXK,MAAO,yBACPC,IAAK,aAET,CACIN,UAAW,WACXK,MAAO,gZAEX,CAEIL,UAAW,OACXK,MAAO,2BAEX,CACIL,UAAW,OACXK,MAAO,y2DAEX,CACIL,UAAW,SACXW,SAAU,CACNrB,EAAKS,iBACLT,EAAKY,oBAGbZ,EAAKiB,QAAQ,MAAO,KACpBjB,EAAK+B,yB,iBCzHjBpH,EAAOD,QAAU,SAASsF,GACxB,IAAIylB,EAAiB,CACjBrlB,QAAS,gvBAUTD,QAAS,iBACTE,SAAU,+kCA2BVqlB,EAAgB1lB,EAAKiB,QACvB,OACA,OACA,CACEV,SAAU,CAAC,UAGXwC,EAAQ,CACVrC,UAAW,QACXK,MAAO,OAAQC,IAAK,MACpBd,SAAUulB,EACVllB,SAAU,IAER0C,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CAACN,MAAO,MAAOC,IAAK,OACpB,CAACD,MAAO,IAAKC,IAAK,OAGlB2I,EAAU,CACVjJ,UAAW,SACXK,MAAO,wFACPJ,UAAW,GAIf,OAFAoC,EAAMxC,SAAW,CAACoJ,GAEX,CACLzJ,SAAUulB,EACVllB,SAAU,CACR0C,EACAjD,EAAK8B,oBACL4jB,EArCsB,CACxBhlB,UAAW,OACXK,MAAO,0BARE,CACTL,UAAW,OACXK,MAAO,qBACPJ,UAAW,GA2CTgJ,EACA,CACEjJ,UAAW,WACXG,cAAe,OAAQG,IAAK,IAAKuC,YAAY,EAC7ChD,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5BzB,MAAO,6BAET,CACEA,MAAO,IAAKC,IAAK,KAEnB,CACEN,UAAW,SACXK,MAAO,KAAMC,IAAK,KAAMI,YAAY,EACpClB,SAAUulB,EACVllB,SAAU,CACR,OACAoJ,EACA1G,EACAjD,EAAK+B,qBACL,CAAChB,MAAO,MAEVT,QAAS,SAGbA,QAAS,QAEX,CACEI,UAAW,QACXG,cAAe,uCACfX,SAAUulB,EACVzkB,IAAK,MACLuC,YAAY,EACZhD,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,4CAG1C,CACEL,UAAW,OACXK,MAAO,ySAOT,CACEF,cAAe,SAAUG,IAAK,IAC9BT,SAAU,CAACP,EAAK8B,oBAAqB4jB,Q,iBC5H7C/qB,EAAOD,QAAU,SAASsF,GACxB,IAAI0Z,EAAW,CACbhZ,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,uDACR,CAACA,MAAO,eAEVJ,UAAW,GAETmE,EAAgB,CAClB9E,EAAK+B,qBACL/B,EAAK0C,kBACL1C,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKiB,QAAQ,SAAU,MAErB0kB,EAAS3lB,EAAKQ,QAAQR,EAAKwC,WAAY,CACzCnB,SAAU,CACR,CAACN,MAAO,kCACR,CAACA,MAAO,uBAGR6kB,EAAS5lB,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,6BACnD,MAAO,CACLd,kBAAkB,EAClBC,SAAU,CACRE,QACE,4/BAYFD,QACE,gfAMFE,SACE,o4KAqDJE,SAAU,CACRmZ,EACA,CACEhZ,UAAW,UACXK,MAAO,kBAET,CACEL,UAAW,WACXG,cAAe,WAAYG,IAAK,IAChCT,SAAU,CACRmZ,EACAkM,EACA5lB,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKgX,mBACLhX,EAAK4B,cACL+jB,IAGJ,CACEjlB,UAAW,WACXK,MAAO,aAAcC,IAAK,IAC1Bd,SAAU,MACVK,SAAU,CACRqlB,EACAD,GAEFhlB,UAAW,GAEb,CACEE,cAAe,aAAcG,IAAK,IAClCT,SAAU,CACRmZ,EACAkM,EACA5lB,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKgX,mBACLhX,EAAK4B,cACL+jB,IAGJ,CACEjlB,UAAW,OACXW,SAAU,CACR,CACEN,MAAO,wBACPJ,UAAW,IAEb,CAAEI,MAAO,QACT,CAAEA,MAAO,UAGbf,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKgX,mBACLhX,EAAK4B,cACL+jB,GACA1gB,OAAOH,GACTxE,QAAS,oB,mBC7Jb3F,EAAOD,QAAU,SAASsF,GACxB,IAAI6lB,EAAa,wCAMbC,EAEF,upBAkBF,MAAO,CACLxkB,QAAS,CAAC,MACVpB,SAAU,CACRE,QA3BF,2RA6BED,QACE,8BACFE,SACEylB,GAEJ9jB,QAAShC,EAAKiC,SAAW,KACzB3B,QAAS,KACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAKiB,QAAQ,OAAQ,OAAQ,CAACV,SAAU,CAAC,UACzCP,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACG,MAAO,MAAOT,QAAS,OAC7D,CACEI,UAAW,SACXW,SAAU,CACP,CAAEN,MAAO,0BACT,CAAEA,MAAO,qCAGd,CACEL,UAAW,SACXK,MAAO,2BAET,CACEL,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,gBAAkB8kB,GAC3B,CAAE9kB,MAAO,iBAAmB8kB,GAC5B,CAAE9kB,MAAO,uBAAyB8kB,GAClC,CAAE9kB,MAAO,kDACA8kB,IAGXllB,UAAW,GAEb,CACED,UAAW,WACXG,cAAe,KAAMG,IAAK,UAAWuC,YAAY,EACjDhD,SAAU,CAACP,EAAKc,wBAElB,CACEJ,UAAW,OACXK,MAAO,WAAYC,IAAK,MACxBT,SAAU,CACR,CACEG,UAAW,cACXK,MAAO,IAAKC,IAAK,OAIvB,CACEN,UAAW,QACXG,cAAe,OAAQG,IAAK,IAC5BT,SAAU,CACRP,EAAKQ,QAAQR,EAAKc,sBAAuB,CAACM,YAAY,KAExDd,QAAS,OAEX,CACEI,UAAW,QACXG,cAAe,0BAA2BG,IAAK,IAC/CT,SAAU,CACRP,EAAKQ,QAAQR,EAAKc,sBAAuB,CAACM,YAAY,KAExDd,QAAS,YAEX,CACES,MAAOf,EAAKiC,SAAW,KACvB/B,SAAU,CAACG,SAAUylB,IAEvB,CACE/kB,MAAO,U,gCCpGfhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA0HlBjH,EAAQiH,QAzHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,SAEX,iBAAkB,CAChB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,gBAAmB,OACnB,UAAa,UAEf,gBAAiB,CACf,gBAAmB,WAErB,gBAAiB,CACf,gBAAmB,WAErB,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,gCC1HjB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,aAAc,CACZ,WAAc,OACd,MAAS,WAEX,eAAgB,CACd,WAAc,OACd,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,WAAc,OACd,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,UAAa,Y,iBCnGjBhH,EAAOD,QAAU,SAASsF,GACtB,IAAI+lB,EAAc/lB,EAAKiB,QAAQ,OAAQ,QAsBvC,MAAO,CACHX,QAAS,KACTC,SAAU,CACNwlB,EAvBc,CAClBrlB,UAAW,YACXK,MAAO,qDAQQ,CACfA,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACNwlB,EARkB,CACtBrlB,UAAW,OACXK,MAAO,UASHf,EAAKS,iBAAkBT,EAAKY,wB,iBCnBxCjG,EAAOD,QAAU,SAASsF,GAaxB,MAAO,CACLC,kBAAkB,EAClBC,SAAU,CACRE,QACE,4vBASFC,SACE,6SAMFF,QACE,8DAGJG,QAAS,IACTC,SAAU,CACRP,EAAK+B,qBACL/B,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKY,kBACL,CACEF,UAAW,SACXK,MAjCU,8GAkCVJ,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,wBACPR,SAAU,CAACP,EAAK6B,mBAElB,CACEnB,UAAW,SACXK,MAAO,4BACPR,SAAU,CAACP,EAAK6B,uB,iBCvDxBlH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLO,SAAU,CACRP,EAAK4B,cACL,CACEb,MAAO,6CAA8CC,IAAK,IAC1DuC,YAAY,GAEd,CACExC,MAAO,2BAA4BC,IAAK,IACxCd,SAAU,wCACVS,UAAW,IAEb,CACEI,MAAO,iBAAkBC,IAAK,IAC9BT,SAAU,CAACP,EAAK4B,eAChBjB,UAAW,IAEbX,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,MAAOC,IAAK,OACnBoE,cAAc,EAAM7B,YAAY,EAChC5C,UAAW,O,iBCxBnBhG,EAAOD,QAAU,SAASsF,GACxB,IAEIgmB,EAAW,CACbtlB,UAAW,YACXK,MAAO,cAAeC,IAAK,OAAQuC,YAAY,EAC/C9B,OAAQ,CACNT,IAAK,IACLL,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,WACXK,MAAO,iBAET,CACEL,UAAW,UACXK,MAAO,mBAMf,MAAO,CACLO,QAAS,CAAC,QAAS,aACnBrB,kBAAkB,EAClBC,SAAU,SACVK,SAAU,CAER,CACEQ,MAAO,+BACPC,IAAK,IACLd,SAAU,QACVK,SAAU,CACRylB,EACAhmB,EAAK0C,oBAKT,CACE3B,MAAO,yCACPC,IAAK,IACLd,SAAU,+DACVI,QAAS,KACTC,SAAU,CACR,OACAylB,EACAhmB,EAAK0C,oBAKT,CACE3B,MAAO,yBACPC,IAAK,IACLT,SAAU,CACRylB,EACAhmB,EAAK0C,oBAKT1C,EAAK0C,sB,iBC9DX/H,EAAOD,QAAU,SAASsF,GACxB,IAqBIimB,EAAe,4BA4BfC,EAAQ,CACRxlB,UAAW,YACXK,MAAO,aACPU,OAAQ,CACNf,UAAW,SACXM,IAAKilB,EACLvkB,WAAW,IAQbykB,EAAgB,CAClBplB,MAAOklB,EAAe,QACtB1jB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,YACXK,MAAOklB,EACPjlB,IAAK,QACLuC,YAAY,EACZ5C,UAAW,IAGfA,UAAW,GAKTylB,EAAa,CACfrlB,MAAOklB,EAAe,QAASjlB,IAAK,IACpCuB,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOklB,MAI1C,MAAO,CACL3kB,QAAS,CAAC,MACVrB,kBAAkB,EAClBC,SA5Fa,CACXE,QACE,uNAGFD,QACE,yCACFE,SACE,8sBAqFJE,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,gCAETf,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACL,CACEnB,UAAW,QACXK,MAAO,SAAUC,IAAK,SAI5BhB,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,mBACT,CAAEA,MAAO,oBACT,CAAEA,MAAOf,EAAKqF,cAEhB1E,UAAW,GAEb,CACEI,MAAO,IAAMf,EAAKoD,eAAiB,kCACnClD,SAAU,oBACVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKyF,YACL,CACE1E,MAAO,IAAKC,IAAK,aACjBL,UAAW,EACXY,YAAa,QAGjBZ,UAAW,GAlGJ,CACTD,UAAW,UACXK,MAAO,eACPU,OAAQ,CACNf,UAAW,SACXM,IAAK,0BACLU,WAAW,IAlBF,CACXhB,UAAW,UACXK,MAAO,iBACPU,OAAQ,CACNf,UAAW,SACXM,IAAK,sBACLU,WAAW,IA4Gb,CACEhB,UAAW,WACXG,cAAe,WAAYG,IAAK,KAAMuC,YAAY,EAClDhD,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,6BACtC,CACEL,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZhD,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,wBAIXzB,QAAS,QAEX,CACES,MAAO,MAAQf,EAAKiC,SAAUtB,UAAW,GAE3CulB,EACAC,EACAC,GAEF9lB,QAAS,O,iBCrKb3F,EAAOD,QAMP,SAASsF,GAEP,IAAIqmB,EAAa,mEAQb9K,EAAW,qCAaXnS,EAAM,CACR1I,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,sBACR,CAACA,MAAO,gBAIRod,EAAe,CACjBzd,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACLuH,EACA,CACE1I,UAAW,WACXK,MAAO,OAAQC,IAAK,KACpBT,SAAU,CAACP,EAAK6B,qBAKlBykB,EAAc,CAChB5lB,UAAW,SACXK,MAAO,IAAKC,IAAK,KAMnB,MAAO,CACLM,QAAS,CAAC,WAAY,YACtBrB,kBAAkB,EAClB+B,QAAS,WACT9B,SAAU,CACRC,QAASob,EACTnb,QAASimB,EAAa,KAAOA,EAAWjX,MAAM,KAAKM,KAAK,MAAQ,KAtD9C,mKAsDqEN,MAAM,KAAKM,KAAK,OAEzGnP,SAAU,CACR,CACEc,SAAU,CACR,CAAEN,MAAO,KAAMC,IAAK,KACpB,CAAED,MAAO,OAAQC,IAAK,QACtB,CAAED,MAAO,KAAMC,IAAK,KACpB,CAAED,MAAO,KAAMC,IAAK,KACpB,CAAED,MAAO,gBAAiBC,IAAK,KAC/B,CAAED,MAAO,OAAQC,IAAK,KACtB,CAAED,MAAO,QAASC,IAAK,SACvB,CAAED,MAAO,MAAOC,IAAK,KACrB,CAAED,MAAO,UAAWC,IAAK,MACzB,CAAED,MAAO,kBAAmBC,IAAK,MAEnCV,QAAS,KAEXN,EAAKiB,QAAQ,KAAM,KACnBkd,EACAmI,EACAld,EACA,CACErI,MAAO,+BACPJ,UAAW,EACX4B,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,YACXK,MAAO,SAET,CACEA,MAAO,IACPI,gBAAiB,EACjBR,UAAW,EACXJ,SAAU,CACR4d,EACAmI,EACAld,EACA,CACE1I,UAAW,UACXK,MAAO,OAASwa,EAASnM,MAAM,KAAKM,KAAK,KAAO,QAgBlD,CAGE3O,MAAO,gCAMjB,CAEEL,UAAW,SACXK,MAAO,kBAGT,CACEA,MAAO,OA5HS,wFA4HgBqO,MAAM,KAAKM,KAAK,KAAO,eACvDnN,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,eACXK,MAAO,SAKb,CACEL,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,oBArIF,o7BAqIgCqO,MAAM,KAAKM,KAAK,KAAO,WAAW/O,UAAW,IACnF,CAACI,MAAO,c,gCCtJlBhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2GlBjH,EAAQiH,QA1GO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,a,mBC7GbhH,EAAOD,QAAU,SAASsF,GACxB,IAmCIsd,EAAY,wDAQZC,EAAS,CACXxc,MAAOuc,EACP3c,UAAW,GAETyD,EAAS,CACX1D,UAAW,SAAUK,MAZA,sBAarBJ,UAAW,GAETsC,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OACxDW,EAAUjB,EAAKiB,QACjB,IACA,IACA,CACEN,UAAW,IAGX8Y,EAAU,CACZ/Y,UAAW,UACXK,MAAO,mCAELyc,EAAa,CACfzc,MAAO,WAAYC,IAAK,YAEtByc,EAAO,CACT/c,UAAW,UACXK,MAAO,MAAQuc,GAEbI,EAAW1d,EAAKiB,QAAQ,SAAU,OAClC0c,EAAM,CACRjd,UAAW,SACXK,MAAO,WAAauc,GAElBtD,EAAO,CACTjZ,MAAO,MAAOC,IAAK,OAEjBiZ,EAAO,CACT9Y,gBAAgB,EAChBR,UAAW,GAETwb,EAAO,CACTjc,SAnFa,CACb,eAEE,okEAiFF8B,QAASsb,EACT5c,UAAW,OAAQK,MAAOuc,EAC1B7b,OAAQwY,GAEN2D,EAAmB,CAAC5D,EAAM/W,EAAQwa,EAAMC,EAAUzc,EAAS0c,EAAKH,EAAYpZ,EAAQqV,EAAS8D,GAMjG,OAJAvD,EAAKzZ,SAAW,CAACP,EAAKiB,QAAQ,UAAW,IAAKkb,EAAMlC,GACpDA,EAAK1Z,SAAWqd,EAChBJ,EAAWjd,SAAWqd,EAEf,CACLtc,QAAS,CAAC,UACVhB,QAAS,KACTC,SAAU,CA3DE,CACZG,UAAW,OACXK,MAAO,MAAOC,IAAK,KAyDCgZ,EAAM/W,EAAQwa,EAAMC,EAAUzc,EAAS0c,EAAKH,EAAYpZ,EAAQqV,M,mBClGxF9e,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLO,SAAU,CAER,CACEG,UAAW,YACXK,MAAO,IAAKC,IAAK,KAGnB,CACED,MAAO,MACPU,OAAQ,CACNT,IAAK,IACLT,SAAU,CACR,CACEQ,MAAO,IAAKC,IAAK,KAGnBhB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,yB,kCCrBjB,sXAIA,IA6hBI2lB,EAAY,CACdnF,OAAQ,MACRC,SAAU,UACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,unCA8S3BgI,EAAW,CACbpF,OAAQ,MACRC,SAAU,SACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,6xCAyD3BiI,EAAgB,CAClBrF,OAAQ,MACRC,SAAU,eACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,8IAyrB3BkI,EAAgB,CAClBtF,OAAQ,MACRC,SAAU,eACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,m1BA8N3BmI,EAAU,CACZvF,OAAQ,MACRC,SAAU,QACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,iuBA6E3BoI,EAAa,CACfxF,OAAQ,MACRC,SAAU,WACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,6SA8D3BqI,EAAW,CACbzF,OAAQ,MACRC,SAAU,SACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,6MAE3BsI,EAAY,CACd1F,OAAQ,MACRC,SAAU,UACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,4xBAiL3BuI,EAAe,CACjB3F,OAAQ,MACRC,SAAU,cACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,8rBAyD3BwI,EAAS,CACX5F,OAAQ,MACRC,SAAU,OACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,g4BAoD3ByI,EAAY,CACd7F,OAAQ,MACRC,SAAU,UACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,4d,kCCzuE/BzkB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCzGlBhH,EAAOD,QAAU,SAASsF,GAExB,IAAIyD,EACF,iRAWEV,EAAQ,CACVrC,UAAW,QAAS0E,cAAc,EAAM7B,YAAY,EACpDxC,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACV9C,UAAW,IAET0a,EAAc,CAChB,CAEE3a,UAAW,SACXK,MAAO,MACPC,IAAK,MACLL,UAAW,IAEb,CAEED,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACwC,IAEb,CAEErC,UAAW,SACXK,MAAO,IACPC,IAAK,KAEP,CAEEN,UAAW,SACXK,MAAO,gFACPJ,UAAW,IAKf,OAFAoC,EAAMxC,SAAW8a,EAEV,CACLnb,SAAU,CACRE,QAASqD,yHACTvB,KAvCF,oCAyCA5B,QAAS,yBACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAKiB,QAAQ,OAAQ,OAAQ,CAACV,SAAU,CAAC,UACzC,CAEEG,UAAW,OACXK,MAAO,8BAETkE,OAAOoW,M,iBC/Db1gB,EAAOD,QAAU,SAASsF,GACxB,IAAIknB,EAAkB,oCAElBC,EACF,sMAGEpkB,EAAQ,CACVrC,UAAW,QACXK,MAAO,OAAQC,IAAK,IACpBgB,QAASklB,EACThnB,SAAUinB,GAERlkB,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,KAEnB,CACED,MAAO,IAAKC,IAAK,OAInBomB,EAAW,CACb1mB,UAAW,WACXG,cAAe,oBAAqBG,IAAK,OACzCT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5BzB,MAAOmmB,EACP9lB,YAAY,MAIdimB,EAAQrnB,EAAKQ,QAAQ4mB,EAAU,CACjC1mB,UAAW,QACXG,cAAe,0CAA2CG,IAAK,eAE7DsmB,EAA0B,CAC5BrkB,EACAjD,EAAK0C,kBACL2kB,EACAD,EACA,CACErmB,MAAO,MAET,CACEL,UAAW,SACXK,MAAO,cACPR,SAAU,CAAC0C,EAAQ,CAAClC,MAhDD,uFAiDnBJ,UAAW,GAEb,CACED,UAAW,SACXK,MAAOmmB,EAAkB,SACzBvmB,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,4EACPJ,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,kCAET,CACEA,MAAO,MAET,CACEA,MAAO,IAAMf,EAAKoD,eAAiB,QACnC7C,SAAU,CACRP,EAAK0C,kBACL,CACEhC,UAAW,SACXJ,QAAS,MACTC,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,WAEnB,CACED,MAAO,QAASC,IAAK,gBAK7BL,UAAW,IAKf,OAFAoC,EAAMxC,SAAW+mB,EAEV,CACLtlB,QAASklB,EACThnB,SAAUinB,EACV5mB,SAAU+mB,K,gCC9FdvtB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCC3FlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCC3FlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAwHlBjH,EAAQiH,QAvHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,kCAAmC,CACjC,MAAS,WAEX,eAAgB,CACd,UAAa,UAEf,YAAa,CACX,UAAa,SACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,a,iBC1HbhH,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QAAU,0vBAUVC,SAAU,40SAqFVF,QAAS,8dAQPonB,EAAkBvnB,EAAKiB,QAAQ,IAAK,KAEpC2I,EACJ,CACElJ,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,6HAC3BK,SAAU,CACR,CACEQ,MAAO,OAAQJ,UAAW,GAE5B,CACEE,cAAe,UAAWG,IAAK,IAC/Bd,SAAU,CAAC,eAAgB,WAC3BK,SAAU,CACR,CACEG,UAAW,cACXK,MAAO,IAAKC,IAAK,IACjBV,QAAS,SAIfN,EAAK8B,oBACL9B,EAAK+B,qBACLwlB,IAIAC,EACJ,CACEzmB,MAAO,cACPC,IAAK,KACLd,SAAU,SACVK,SAAU,CACR,CACEG,UAAW,OACXK,MAAOf,EAAKsD,oBACZ3C,UAAW,KAMb8mB,EAAe,CACjB,CACE/mB,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZpC,gBAAgB,EAChBR,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,UAETf,EAAK4B,cACL5B,EAAK+B,qBACLwlB,EACAC,KAKFE,EACJ,CACEhnB,UAAW,QACXK,MAAOf,EAAKsD,oBACZ3C,UAAW,GAGTgnB,EAAa,SAAU9mB,EAAeG,EAAK+V,GAC7C,IAAI/X,EAAOgB,EAAKQ,QACd,CACEE,UAAW,WACXG,cAAeA,EACfG,IAAKA,EACLuC,YAAY,EACZhD,SAAU,GAAG0E,OAAOwiB,IAEtB1Q,GAAY,IAMd,OAJA/X,EAAKuB,SAASnG,KAAKstB,GACnB1oB,EAAKuB,SAASnG,KAAK4F,EAAK4B,eACxB5C,EAAKuB,SAASnG,KAAK4F,EAAK+B,sBACxB/C,EAAKuB,SAASnG,KAAKmtB,GACZvoB,GAGL4oB,EACJ,CACElnB,UAAW,WACXK,MAAO,OAAS0C,EAASpD,SAAS+O,MAAM,KAAKM,KAAK,KAAO,QAGvDmY,EACJ,CACEnnB,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,GAGTmnB,EACJ,CAEE/mB,MAAOf,EAAKsD,oBAAsB,UAClCf,aAAa,EACbrC,SAAUuD,EACV9C,UAAW,EACXJ,SAAU,CACR,CACEM,cAAe4C,EAASrD,SAE1BwnB,EACA,CACElnB,UAAW,WACXK,MAAOf,EAAKsD,oBACZ3C,UAAW,KAKbonB,EACJ,CAEEhnB,MAAO,KACPC,IAAK,KACLL,UAAW,EACXT,SAAU,CAAEG,SAAUoD,EAASpD,SAAUF,QAASsD,EAAStD,SAC3DI,SAAU,CACRP,EAAK4B,cACL5B,EAAK+B,qBACLwlB,EACAK,EACAE,EACAD,EACA,SAMJ,OAFAC,EAAavnB,SAASnG,KAAK2tB,GAEpB,CACLzmB,QAAS,CAAC,OACVrB,kBAAkB,EAClBC,SAAUuD,EACVnD,QAAS,uBACTC,SAAU,CACRP,EAAK4B,cACL5B,EAAK8B,oBACL9B,EAAK+B,qBACLwlB,EACAM,EACAje,EACA,CACElJ,UAAW,UACXK,MAAO,yEAET4mB,EAAW,eAAgB,KAC3BA,EAAW,KAAM,KACjB,CACE9mB,cAAe,gBACfG,IAAK,IAELL,UAAW,EACXJ,SAAU,CACRP,EAAK+B,qBACLwlB,EACAQ,IAGJ,CAEE1mB,SAAU,CACR,CAAEN,MAAOf,EAAKsD,oBAAsB,MAAQtD,EAAKsD,qBACjD,CAAEvC,MAAOf,EAAKsD,oBAAsB,UAEtC3C,UAAW,GAEbmnB,EACAN,M,kCC5RNztB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAoGlBjH,EAAQiH,QAnGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,SAEX,YAAa,CACX,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,UAAa,SACb,MAAS,QAEX,gBAAiB,CACf,UAAa,UAEf,WAAY,CACV,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,iBAAkB,CAChB,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,QAEX,gBAAiB,CACf,MAAS,OACT,gBAAmB,WAErB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,gBAAmB,UACnB,MAAS,U,gCCpGb5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAgJlBjH,EAAQiH,QA/IO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,qBAAsB,CACpB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,WAAY,CACV,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,kBAAmB,CACjB,MAAS,a,kCChJb,SAASqmB,EAAK5H,EAAM6H,EAAK7oB,GACxB,IAAKA,KAAOghB,EAAKtY,OAChB,GAAIogB,EAAO9oB,EAAK6oB,GAAM,OAAO7oB,EAIxB,SAAS8oB,EAAOC,EAAKC,GAC3B,IAAIC,EAAMvd,EAAKsN,EACf,GAAI+P,IAAQC,EAAK,OAAO,EAExB,GAAID,GAAOC,IAAQC,EAAKF,EAAItJ,eAAiBuJ,EAAIvJ,YAAa,CAC7D,GAAIwJ,IAASxf,KAAM,OAAOsf,EAAIG,YAAcF,EAAIE,UAChD,GAAID,IAASvZ,OAAQ,OAAOqZ,EAAI5hB,aAAe6hB,EAAI7hB,WAEnD,GAAI8hB,IAAS5c,MAAO,CACnB,IAAKX,EAAIqd,EAAIruB,UAAYsuB,EAAItuB,OAC5B,KAAOgR,KAASod,EAAOC,EAAIrd,GAAMsd,EAAItd,MAEtC,OAAgB,IAATA,EAGR,GAAIud,IAASE,IAAK,CACjB,GAAIJ,EAAIlG,OAASmG,EAAInG,KACpB,OAAO,EAER,IAAKnX,KAAOqd,EAAK,CAEhB,IADA/P,EAAMtN,IACoB,iBAARsN,KACjBA,EAAM4P,EAAKI,EAAKhQ,IACN,OAAO,EAElB,IAAKgQ,EAAIvQ,IAAIO,GAAM,OAAO,EAE3B,OAAO,EAGR,GAAIiQ,IAASG,IAAK,CACjB,GAAIL,EAAIlG,OAASmG,EAAInG,KACpB,OAAO,EAER,IAAKnX,KAAOqd,EAAK,CAEhB,IADA/P,EAAMtN,EAAI,KACgB,iBAARsN,KACjBA,EAAM4P,EAAKI,EAAKhQ,IACN,OAAO,EAElB,IAAK8P,EAAOpd,EAAI,GAAIsd,EAAI1pB,IAAI0Z,IAC3B,OAAO,EAGT,OAAO,EAGR,GAAIiQ,IAASI,YACZN,EAAM,IAAIO,WAAWP,GACrBC,EAAM,IAAIM,WAAWN,QACf,GAAIC,IAASM,SAAU,CAC7B,IAAK7d,EAAIqd,EAAIS,cAAgBR,EAAIQ,WAChC,KAAO9d,KAASqd,EAAIU,QAAQ/d,KAASsd,EAAIS,QAAQ/d,KAElD,OAAgB,IAATA,EAGR,GAAI2d,YAAYK,OAAOX,GAAM,CAC5B,IAAKrd,EAAIqd,EAAIS,cAAgBR,EAAIQ,WAChC,KAAO9d,KAASqd,EAAIrd,KAASsd,EAAItd,KAElC,OAAgB,IAATA,EAGR,IAAKud,GAAuB,iBAARF,EAAkB,CAErC,IAAKE,KADLvd,EAAM,EACOqd,EAAK,CACjB,GAAItQ,EAAI3d,KAAKiuB,EAAKE,MAAWvd,IAAQ+M,EAAI3d,KAAKkuB,EAAKC,GAAO,OAAO,EACjE,KAAMA,KAAQD,KAASF,EAAOC,EAAIE,GAAOD,EAAIC,IAAQ,OAAO,EAE7D,OAAOtuB,OAAO+N,KAAKsgB,GAAKtuB,SAAWgR,GAIrC,OAAOqd,GAAQA,GAAOC,GAAQA,ECjE/B,SAASW,EAAsBjqB,GAC7B,IAAIokB,EAAM8F,cACNC,EAAYD,YAAO,GAOvB,OALKd,EAAOppB,EAAOokB,EAAI9P,WACrB8P,EAAI9P,QAAUtU,EACdmqB,EAAU7V,SAAW,GAGhB,CAAC6V,EAAU7V,S,gBD1BhByE,EAAM9d,OAAOC,UAAUC,eC2CZivB,IAdf,SAA8B3hB,EAAU4hB,GAMtC,OAAOC,YAAU7hB,EAAUwhB,EAAsBI,M,iBCnCnDxuB,EAAOD,QAAU,SAASsF,GAuWxB,MAAO,CACLgC,QAAS,2BACT9B,SAAU,CACRE,QAzWW,kEA0WXD,QAzWW,4DA0WXE,SAxWE,032BAyWFuhB,OARU,iBAUZrhB,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,OACPC,IAAK,OACLT,SAAU,CAAC,SAEbP,EAAKY,kBACL,CACEF,UAAW,SACXC,UAAW,EACXU,SAAU,CACR,CAGEN,MAAO,yDAET,CAEEA,MAAO,wDACPJ,UAAW,IAEb,CAGEI,MAAO,+BAET,CAGEA,MAAO,qCAKfT,QAAS,O,mBClZb3F,EAAOD,QAAU,SAASsF,GACxB,IAEIyD,EACF,iWAqBE4lB,EAAmB,CACrB3oB,UAAW,SACXK,MAhBmB,uNAiBnBJ,UAAW,GAGb,MAAO,CACLW,QAAS,CAAC,OACVpB,SAAUuD,EACVnD,QAAS,QACTC,SAAU,CACRP,EAAKiB,QACH,UACA,OACA,CACEN,UAAY,EACZJ,SAAW,CACT,CAEEQ,MAAO,OAAQJ,UAAW,GAE5B,CACED,UAAY,SACZK,MAAQ,iBAKhBf,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAW,QACXG,cAAe,kBAAmBG,IAAK,QAASuC,YAAY,EAC5DrD,SAAU,kBACVI,QAAS,WACTC,SAAU,CACR,CAACM,cAAe,sBAChBb,EAAKc,wBAGT,CAGED,cAAe,wBACfF,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,qHAAoCf,EAAKsD,oBAAsB,UAAWf,aAAa,EAAMvB,IAAK,QACzGuC,YAAY,EACZrD,SAAUuD,EACVlD,SAAU,CACR,CACEQ,MAAOf,EAAKsD,oBAAsB,UAAWf,aAAa,EAC1D5B,UAAW,EACXJ,SAAU,CAACP,EAAKc,wBAElB,CACEJ,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACV9C,UAAW,EACXJ,SAAU,CACRP,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cACL5B,EAAK+B,uBAGT/B,EAAK8B,oBACL9B,EAAK+B,uBAGTsnB,EACA,CACE3oB,UAAW,OAAQK,MAAO,kB,kCCpGlChH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAkFlBjH,EAAQiH,QAjFO,CACb,KAAQ,CACN,MAAS,UACT,WAAc,UACd,QAAW,QACX,UAAa,OACb,QAAW,SAEb,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCClFlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCzGlBhH,EAAOD,QAAU,SAASsF,GACtB,IAAIspB,EACiB,yBADjBA,EAEiB,mBAsBjBvD,EAAc/lB,EAAKiB,QAAQ,IAAK,KAsBhCsoB,EAAsB,CACtBxoB,MAAOuoB,EAA0B,QACjC/mB,aAAa,EACbvB,IAAK,IACLL,UAAW,EACXJ,SAAU,CAAC,CAACG,UAAW,YAAaK,MAAOuoB,KAG/C,MAAO,CACLhpB,QAASgpB,EACTppB,SAnDa,CACX,QACA,MACA,OACA,KACA,OACA,MACA,QACA,SACA,SACA,OACA,KACA,OACA,QACA,KACA,QACA,OAmCiBwP,KAAK,KACxBnP,SAAU,CACNgpB,EACAxD,EAjCmB,CACrBrlB,UAAW,SACXK,MAAO,sCAGe,CACtBL,UAAW,SACXK,MAAO,sCAGmB,CAC1BL,UAAW,SACXK,MAAO,+CAGwB,CAC/BL,UAAW,SACXK,MAAO,SAqBLf,EAAKY,kBACLZ,EAAKyC,gB,iBClEf9H,EAAOD,QAAU,SAASsF,GAExB,IAAI0Z,EAAW,CACbhZ,UAAW,WACXW,SAAU,CACR,CACEN,MAAO,SAAWf,EAAKsD,oBAAsB,MAC7C/C,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,oBAqDb,MAAO,CACLO,QAAS,CAAC,KAAM,OAChBpB,SACE,4HAEF8B,QAAS,SACTzB,SAAU,CACRP,EAAK0C,kBACLgX,EAxDe,CACjBhZ,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACL6X,IAIO,CACThZ,UAAW,WACXK,MAAO,eAAgBC,IAAK,KAC5Bd,SAAU,CACRG,SACE,kPAKJE,SAAU,CACRmZ,IAIY,CACd3Y,MAAO,IAAMf,EAAKsD,oBAAsB,cACxChD,QAAS,MACTiC,aAAa,EACbhC,SAAU,CACR,CACEQ,MAAO,IAAMf,EAAKsD,oBAAqBtC,IAAK,UAC5CuC,YAAY,KAKP,CACT7C,UAAW,OACXK,MAAO,YAAaC,IAAK,IACzBd,SAAU,CAAC,eAAgB,UAC3B8B,QAAS,WAGE,CACXtB,UAAW,UACXK,MAAO,WAAYC,IAAK,IACxBT,SAAU,CAACmZ,Q,iBC7Df/e,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,MACVpB,SAAU,+6BAYVK,SAAU,CACRP,EAAKiB,QAAQ,YAAa,KAC1BjB,EAAKiB,QAAQ,YAAa,KAC1B,CACEJ,cAAe,OACfG,IAAK,QACLuC,YAAY,EACZhD,SAAU,CACR,CACEG,UAAW,QACXK,MAAO,kDACPC,IAAK,eACLG,gBAAgB,EAChBoC,YAAY,KAIlB,CACEA,YAAY,EACZlC,SAAU,CACR,CACEN,MAAO,mEACPC,IAAK,uBAEP,CACED,MAAO,8CACPC,IAAK,+BAIX,CACEN,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACRrB,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,SAGnD,CACEI,UAAW,SACXW,SAAU,CAACrB,EAAKgX,mBAAoBhX,EAAK4B,oB,kCC3CjD,SAAS4nB,KACT,SAASC,KAHT,IAAIC,EAAuB3lB,EAAQ,QAInC0lB,EAAuBE,kBAAoBH,EAE3C7uB,EAAOD,QAAU,WACf,SAASkvB,EAAKtL,EAAOuL,EAAUC,EAAe1hB,EAAU2hB,EAAcC,GACpE,GAAIA,IAAWN,EAAf,CAIA,IAAIltB,EAAM,IAAIC,MACZ,mLAKF,MADAD,EAAIsB,KAAO,sBACLtB,GAGR,SAASytB,IACP,OAAOL,EAFTA,EAAKM,WAAaN,EAMlB,IAAIO,EAAiB,CACnB/e,MAAOwe,EACPpG,KAAMoG,EACNQ,KAAMR,EACNS,OAAQT,EACRrqB,OAAQqqB,EACRlJ,OAAQkJ,EACRhI,OAAQgI,EAERU,IAAKV,EACLW,QAASN,EACTrG,QAASgG,EACTY,YAAaZ,EACba,WAAYR,EACZ9c,KAAMyc,EACNc,SAAUT,EACVvG,MAAOuG,EACPxG,UAAWwG,EACXU,MAAOV,EACPW,MAAOX,EAEPY,eAAgBpB,EAChBE,kBAAmBH,GAKrB,OAFAW,EAAe5G,UAAY4G,EAEpBA,I,gCC5DTpwB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiHlBjH,EAAQiH,QAhHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnHlBhH,EAAOD,QAAU,WACf,MAAO,CACLuF,kBAAkB,EAClB+B,QAAS,yBACT9B,SAAU,CACRE,QAAS,+KAIXG,SAAU,CACV,CACEG,UAAW,SACXK,MAAO,IAAKC,IAAK,KAEnB,CACEN,UAAW,YACXK,MAAO,WAAYC,IAAK,IAAKuC,YAAY,O,gCCd/CxJ,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLuB,YAAa,MACbhB,SAAU,CACRP,EAAKiB,QAAQ,MAAO,MACpB,CACEF,MAAO,WAAYC,IAAK,UACxBO,YAAa,OACb6D,cAAc,EACd7B,YAAY,O,iBCTpB5I,EAAOD,QAAU,SAASsF,GACxB,IAEI8qB,EAAiB,WACjBC,EAAiB,CACnB5qB,QACE,uGAEFE,SACE,yMAGFD,QACE,2hCAkBA4qB,EAAehrB,EAAKiB,QACtB,UACA,SACA,CACEN,UAAW,IAGXsqB,EAAkB,CACpBvqB,UAAW,OACXK,MAAO,kBACPU,OAAQ,CACNT,IAAK,mBACLU,WAAW,EACXnB,SAAU,CAACyqB,KAGXE,EAAc,CAChBxqB,UAAW,OACXK,MAAO,wCAELoqB,EAAmB,CACrBzqB,UAAW,SACXK,MAAO,sBAELqqB,EAAa,CACfprB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKQ,QAAQR,EAAK4B,cAAe,CAACb,MAAOf,EAAKqF,YAAc,yBAC5DrF,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,OAC9CN,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/C,CACEI,UAAW,SACXK,MAAO,IAAKC,IAAK,KAEnB,CACEK,SAAU,CACR,CACEN,MAAO,wBAET,CACEA,MAAO,IAAKC,IAAK,OACjBV,QAAS,SAIf,CACEI,UAAW,OACXK,MAAO,SAAUC,IA7EA,mBA8EjBV,QAAS,OAEX,CACEI,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,gCACPJ,UAAW,GAEb,CACEI,MAAO,iBAIb,CACEA,MAAO,aACPJ,UAAW,EACXJ,SAAU,CAAC4qB,IAEb,CACEzqB,UAAW,QACXG,cAAe,SACfa,WAAW,EAAMV,IAAK,SACtBT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOsqB,8CAI5C,MAAO,CACL/pB,QAAS,CAAC,KAAM,eAChBrB,kBAAkB,EAClB+B,QAASqpB,2BACTnrB,SAAU6qB,EACVxqB,SAAU,CACR,CACEG,UAAW,OACXK,MAAO+pB,EACPnqB,UAAW,EACXc,OAAQ,CACNT,IAAK,6BACLU,WAAW,EACXf,UAAW,EACXJ,SAAU,CAACyqB,KAGfC,EACAC,EACA,CACExqB,UAAW,OACXK,MAAO,wBACPU,OAAQ,CACNT,IAAK,4BACLgB,QAASqpB,2BACTnrB,SAAU6qB,EACVxqB,SAAU,CACR,CACEG,UAAW,OACXK,MAAO+pB,EACPnqB,UAAW,EACXc,OAAQ,CACNT,IAAK,yCACLU,WAAW,EACXnB,SAAU,CAACyqB,KAGfC,EACAC,GACAjmB,OAAOmmB,KAGb,CACE1qB,UAAW,OACXK,MAAO,MACPJ,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,MAAOC,IAAI,UAClBL,UAAW,KAEbsE,OAAOmmB,M,kDCrJI,iBAPf,SAAc7T,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,gCCLJ9N,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiIlBjH,EAAQiH,QAhIO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,4BAA6B,CAC3B,MAAS,UACT,WAAc,UAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCjIlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAwHlBjH,EAAQiH,QAvHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC1HlBhH,EAAOD,QAAU,SAAS4wB,GACzB,IAAKA,EAAeC,gBAAiB,CACpC,IAAI5wB,EAASZ,OAAOoF,OAAOmsB,GAEtB3wB,EAAO+jB,WAAU/jB,EAAO+jB,SAAW,IACxC3kB,OAAOyE,eAAe7D,EAAQ,SAAU,CACvC8D,YAAY,EACZC,IAAK,WACJ,OAAO/D,EAAOC,KAGhBb,OAAOyE,eAAe7D,EAAQ,KAAM,CACnC8D,YAAY,EACZC,IAAK,WACJ,OAAO/D,EAAOf,KAGhBG,OAAOyE,eAAe7D,EAAQ,UAAW,CACxC8D,YAAY,IAEb9D,EAAO4wB,gBAAkB,EAE1B,OAAO5wB,I,iBCPRA,EAAOD,QAfP,SAAyBuT,EAAK7O,EAAKN,GAYjC,OAXIM,KAAO6O,EACTlU,OAAOyE,eAAeyP,EAAK7O,EAAK,CAC9BN,MAAOA,EACPL,YAAY,EACZsgB,cAAc,EACdC,UAAU,IAGZ/Q,EAAI7O,GAAON,EAGNmP,I,mBCZTtT,EAAOD,QAAU,SAASsF,GAcxB,MAAO,CACLsB,QAAS,CAAC,WACVU,QAAS,gBACT9B,SAAU,CACRG,SAGE,wDACFD,QACE,myBAgBFD,QACE,sDAEJI,SAAU,CACRP,EAAK0C,kBACL1C,EAAKyC,YACLzC,EAAKY,kBA5CG,CACVF,UAAW,WACXK,MAAO,sBAEG,CACVL,UAAW,WACXK,MAAO,UAAWC,IAAK,S,iBCQ3BrG,EAAOD,QAfP,SAAuCkU,EAAQ+Q,GAC7C,GAAc,MAAV/Q,EAAgB,MAAO,GAC3B,IAEIxP,EAAKxF,EAFL0C,EAAS,GACTsjB,EAAa7lB,OAAO+N,KAAK8G,GAG7B,IAAKhV,EAAI,EAAGA,EAAIgmB,EAAW9lB,OAAQF,IAE7B+lB,EAASrM,QADblU,EAAMwgB,EAAWhmB,KACY,IAC7B0C,EAAO8C,GAAOwP,EAAOxP,IAGvB,OAAO9C,I,iBCZT3B,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SACE,ylBAUFK,SAAU,CACRP,EAAKiB,QAAQ,KAAM,S,gCCZzBlH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAqHlBjH,EAAQiH,QApHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,QAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,WAAc,QAEhB,iBAAkB,CAChB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCvHlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIiD,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,MACnBL,UAAW,IACV,CACDI,MAAO,MAAOC,IAAK,MACnBL,UAAW,IACV,CACDI,MAAO,IAAKC,IAAK,KAChB,CACDD,MAAO,IAAKC,IAAK,OAIvB,MAAO,CACLM,QAAS,CAAC,QACVrB,kBAAkB,EAClBK,QAAS,KACTC,SAAU,CACRP,EAAKiB,QAAQ,IAAK,KAClBjB,EAAK0C,kBACL,CACEhC,UAAW,UACXK,MAAO,UAAWC,IAAK,OAEzB,CACED,MAAO,4BAA6BC,IAAK,IACzCuB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,qBAET,CACEA,MAAO,IAAKI,gBAAgB,EAC5BR,UAAW,EACXJ,SAAU,CACRP,EAAKiB,QAAQ,IAAK,KAClBjB,EAAK0C,kBACL,CACEhC,UAAW,UACXK,MAAO,gCAET,CACEL,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,qBACR,CAACA,MAAO,gBAGZkC,EACA,CACEvC,UAAW,SACXK,MAAO,0BAETf,EAAKyC,oB,gCCzDnB1I,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCzGlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,OAAQ,QAClBpB,SAAU,CACRE,QACE,2LAGJG,SAAU,CACRP,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IACnC,CACED,UAAW,OACXK,MAAO,sCAGT,CACEL,UAAW,SACXK,MAAO,+mCAGT,CACEL,UAAW,SACXK,MAAO,+FAETf,EAAKQ,QAAQR,EAAKyC,YAAa,CAAC1B,MAAO,qB,kCCyE7C,SAASyqB,EAAa9d,EAAOzR,GACxB0V,eACHA,cAAc8Z,EAAkB/d,EAAOge,GAAezvB,GAEvDyvB,EAAc,MAORC,EACLF,QACCA,MAA2B,IACpB,OACU,YAGf/d,GAASie,KAAY7xB,QACxB6xB,KAAYvxB,KAAK,IAEXuxB,KAAYje,GAMb,SAASiX,EAASiH,UACxBF,EAAc,EACPG,EAAWC,EAAgBF,GASnC,SAAgBC,EAAWE,EAASH,EAAcI,OAE3CC,EAAYT,EAAaU,IAAgB,UAC/CD,EAAUE,EAAWJ,EAChBE,QACJA,KAAmB,CACjBD,EAAiDA,EAAKJ,GAA/CE,SAA0BF,GAElC,gBACOQ,EAAYH,EAAUE,EAASF,KAAiB,GAAII,GACtDJ,KAAiB,KAAOG,IAC3BH,KAAmB,CAACG,EAAWH,KAAiB,IAChDA,MAAqBK,SAAS,OAKjCL,MAAuBR,GAGjBQ,KAOD,SAAS7C,EAAU7hB,EAAUiE,OAE7B+gB,EAAQf,EAAaU,IAAgB,IACtCva,eAAwB6a,EAAYD,MAAa/gB,KACrD+gB,KAAehlB,EACfglB,MAAc/gB,EAEdigB,UAAyCrxB,KAAKmyB,IAQzC,SAASE,EAAgBllB,EAAUiE,OAEnC+gB,EAAQf,EAAaU,IAAgB,IACtCva,eAAwB6a,EAAYD,MAAa/gB,KACrD+gB,KAAehlB,EACfglB,MAAc/gB,EAEdigB,MAAkCrxB,KAAKmyB,IAIlC,SAASvD,EAAO0D,UACtBhB,EAAc,EACPiB,GAAQ,iBAAO,CAAEvZ,QAASsZ,KAAiB,IAQnD,SAAgBE,EAAoB1J,EAAK2J,EAAcrhB,GACtDkgB,EAAc,EACde,GACC,WACmB,mBAAPvJ,EAAmBA,EAAI2J,KACzB3J,IAAKA,EAAI9P,QAAUyZ,OAErB,MAARrhB,EAAeA,EAAOA,EAAKvG,OAAOie,IAQ7B,SAASyJ,EAAQ3f,EAASxB,OAE1B+gB,EAAQf,EAAaU,IAAgB,UACvCM,EAAYD,MAAa/gB,KAC5B+gB,KAAevf,IACfuf,MAAc/gB,EACd+gB,MAAiBvf,GAGXuf,KAOD,SAASO,EAAYvlB,EAAUiE,UACrCkgB,EAAc,EACPiB,GAAQ,kBAAMplB,IAAUiE,GAMzB,SAAS6Y,EAAW0I,OACpBC,EAAWvB,EAAiBsB,QAAQA,OAIpCR,EAAQf,EAAaU,IAAgB,UAI3CK,MAAiBQ,EACZC,GAEe,MAAhBT,OACHA,QACAS,EAASC,IAAIxB,IAEPuB,EAAS1O,MAAMxf,OANAiuB,KAahB,SAASG,EAAcpuB,EAAOquB,GAChCxb,UAAQub,eACXvb,UAAQub,cAAcC,EAAYA,EAAUruB,GAASA,GAyBvD,SAASsuB,IACRC,EAAkB3lB,SAAQ,eACrB4lB,UAEFA,UAAkC5lB,QAAQ6lB,GAC1CD,UAAkC5lB,QAAQ8lB,GAC1CF,UAAoC,GACnC,MAAOvyB,GACRuyB,UAAoC,GACpC3b,cAAoB5W,EAAGuyB,WAI1BD,EAAoB,GA8CrB,SAASE,EAAcE,OAGhBC,EAAOjC,EACe,mBAAjBgC,OAA6BA,QACxChC,EAAmBiC,EAOpB,SAASF,EAAaC,OAGfC,EAAOjC,EACbgC,MAAgBA,OAChBhC,EAAmBiC,EAOpB,SAASlB,EAAYmB,EAASC,UAE3BD,GACDA,EAAQ7zB,SAAW8zB,EAAQ9zB,QAC3B8zB,EAAQC,MAAK,SAAC1V,EAAKzK,UAAUyK,IAAQwV,EAAQjgB,MAI/C,SAASoe,EAAe3T,EAAK2V,SACT,mBAALA,EAAkBA,EAAE3V,GAAO2V,E,wVAxXtC5B,EAGAT,EAsBAsC,E,YAZArC,EAAc,EAGd2B,EAAoB,GAEpBW,EAAgBrc,cAChBsc,EAAkBtc,cAClBuc,EAAevc,UAAQwc,OACvBC,EAAYzc,cACZ0c,EAAmB1c,UAAQ2c,QAK/B3c,cAAgB,YACf8Z,EAAmB,KACfuC,GAAeA,EAAcO,IAGlC5c,cAAkB,YACbsc,GAAiBA,EAAgBM,GAGrCrC,EAAe,MAETP,GAHNF,EAAmB8C,WAIf5C,IACHA,MAAsBjkB,QAAQ6lB,GAC9B5B,MAAsBjkB,QAAQ8lB,GAC9B7B,MAAwB,KAI1Bha,UAAQwc,OAAS,YACZD,GAAcA,EAAaK,OAEzBnwB,EAAImwB,MACNnwB,GAAKA,OAAaA,UAA0BtE,SA4RzB,IA3RXuzB,EAAkBjzB,KAAKgE,IA2RP2vB,IAAYpc,UAAQ6c,yBAC/CT,EAAUpc,UAAQ6c,wBAvBpB,SAAwBjnB,OAQnBknB,EAPEC,EAAO,WACZjxB,aAAaL,GACTuxB,GAASC,qBAAqBH,GAClCzwB,WAAWuJ,IAENnK,EAAUY,WAAW0wB,EAtSR,KAySfC,IACHF,EAAMD,sBAAsBE,MAcAtB,IA3R7B3B,UAGD9Z,cAAkB,SAAC4c,EAAOM,GACvBA,EAAUhB,MAAK,gBAEfP,MAA2B5lB,QAAQ6lB,GACnCD,MAA6BA,MAA2Bjd,QAAO,mBAC9DkH,MAAYiW,EAAajW,MAEzB,MAAOxc,GACR8zB,EAAYhB,MAAK,YACZzvB,QAAoBA,MAAqB,OAE9CywB,EAAc,GACdld,cAAoB5W,EAAGuyB,WAIrBc,GAAWA,EAAUG,EAAOM,IAGjCld,UAAQ2c,QAAU,YACbD,GAAkBA,EAAiBE,OAEjCnwB,EAAImwB,SACNnwB,GAAKA,UAEPA,SAAgBsJ,QAAQ6lB,GACvB,MAAOxyB,GACR4W,cAAoB5W,EAAGqD,SAyN1B,IAAIuwB,EAA0C,mBAAzBH,uB,kCC/SrB,+TAEA,IAAIM,EAAS,KAKZpvB,QAAQqvB,MAAM,0BACdD,EAAS/qB,EAAQ,QAEjB+qB,EAAO9C,KAAK,CACXgD,IAAK,2EACLC,QAAS3jB,SACT4jB,YAAa,aACbC,WAAW/yB,IACNA,EAAM+K,WACT2nB,EAAOM,iBAAiB,CAACC,QAASjzB,EAAMiL,WAElCjL,KAkCK,qBACX,IAAKgoB,EAAakL,GAAkB3K,YAAS/kB,OAAOwI,SAASmnB,KAAK/c,OAAO,IAKzE,IAAK+R,EAAYU,GAAiBN,YAAS,SAE3C,OACI,EAAC,IAAY6K,SAAb,CAAsB1wB,MAAOslB,GACzB,EAAC,IAAiBoL,SAAlB,CAA2B1wB,MAAOylB,GAE9B,EAAC,IAAD,KACI,YACI,EAAC,IAAD,CAAMnpB,KAAM,IAAKojB,MAAM,GAAvB,cAEJ,EAAC,IAAD,KACI,EAAC,IAAD,CAAUyG,cAAeA,IACzB,EAAC,IAAD,CAAQwK,QAASC,cAAqBC,SAhBpCvzB,IAClBkzB,EAAelzB,EAAMwK,OAgBD,EAAC,IAAD,CAAMG,KAAK,MACX,EAAC,IAAD,CAAQA,KAAK,YACb,EAAC,IAAD,CAAeA,KAAK,mBACpB,EAAC,IAAD,CAAcA,KAAK,kBACnB,EAAC,IAAD,CAAYA,KAAK,gBACjB,EAAC,IAAD,CAAuBA,KAAK,2BAC5B,EAAC,IAAD,CAASA,KAAM,gCACf,EAAC,IAAD,CAAYA,KAAK,gBACjB,EAAC,IAAD,CAAiBA,KAAK,qBACtB,EAAC,IAAD,CAAyBA,KAAK,6CAC9B,EAAC,IAAD,CAAiCA,KAAK,mBACtC,EAAC,IAAD,CAASA,KAAK,2BACd,EAAC,IAAD,CAAyBA,KAAK,6BAC9B,EAAC,IAAD,CAAmBA,KAAM,uBACzB,EAAC,IAAD,CAAkBA,KAAM,sBACxB,EAAC,IAAD,CAA0BA,KAAM,8BAChC,EAAC,IAAD,CAAOpF,SAAO,EAACkjB,MAAOC,IAAU8K,IAAKhkB,MAAO,UAA5C,yBAGR,EAAC,IAAD,W,wDCxFpB7R,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA6OlBjH,EAAQiH,QA5OO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,mBAAoB,CAClB,MAAS,UACT,WAAc,QAEhB,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,gBAAmB,4BAErB,gBAAiB,CACf,gBAAmB,2BAErB,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,kBAAmB,CACjB,eAAkB,aAEpB,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,wBAAyB,CACvB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,wBAAyB,CACvB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,kBAAmB,CACjB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,sCAAuC,CACrC,MAAS,WAEX,kBAAmB,CACjB,MAAS,WAEX,kBAAmB,CACjB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,kBAAmB,CACjB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,4BAA6B,CAC3B,MAAS,WAEX,wBAAyB,CACvB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,4BAA6B,CAC3B,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,qBAAsB,CACpB,MAAS,UACT,UAAa,UAEf,kBAAmB,CACjB,MAAS,a,iBC/ObhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClBM,SAAU,CACRP,EAAK0C,kBAEL,CACEhC,UAAW,OACXW,SAAU,CACR,CAAEN,MAAO,wBACT,CAAEA,MAAO,qBAIb,CACEA,MAAO,YAAcC,IAAK,aAC1BO,YAAa,OACbZ,UAAW,GAGb,CACED,UAAW,SACXK,MAAO,YAGT,CACEL,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,OACT,CAAEA,MAAO,iB,kDCnBF,iBAPf,SAAcwW,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCNJlN,EAAOD,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,OAAS,kB,iBCD1LC,EAAOD,QAAU,SAASsF,GAExB,MAAO,CACLsB,QAAS,CAAC,MACVpB,SAAU,CACRE,QACE,sVAOFC,SAEE,qHAGFF,QACE,cAEJG,QAAS,UACT0B,QAAS,eACTzB,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,yBACPJ,UAAW,GAEbX,EAAKiB,QACH,SACA,SACA,CACEV,SAAU,CAAC,UAGf,CACEG,UAAW,SACXK,MAAO,0BAGT,CACEL,UAAW,OACXK,MAAO,iBAET,CACEL,UAAW,OACXK,MAAO,kBACPJ,UAAW,GAEb,CACEI,MAAO,qBAAwBJ,UAAW,GAE5CX,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACC,UAAW,SAAUC,UAAW,IACrEX,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/C,CACEI,UAAW,SACXK,MACE,2HAIFJ,UAAW,GAEb,CACEI,MAAO,a,qBCjEf,IAAI8uB,EAA+B9rB,EAAQ,QAqB3CpJ,EAAOD,QAnBP,SAAkCkU,EAAQ+Q,GACxC,GAAc,MAAV/Q,EAAgB,MAAO,GAC3B,IACIxP,EAAKxF,EADL0C,EAASuzB,EAA6BjhB,EAAQ+Q,GAGlD,GAAI5lB,OAAOolB,sBAAuB,CAChC,IAAIW,EAAmB/lB,OAAOolB,sBAAsBvQ,GAEpD,IAAKhV,EAAI,EAAGA,EAAIkmB,EAAiBhmB,OAAQF,IAEnC+lB,EAASrM,QADblU,EAAM0gB,EAAiBlmB,KACM,GACxBG,OAAOC,UAAU+lB,qBAAqB7lB,KAAK0U,EAAQxP,KACxD9C,EAAO8C,GAAOwP,EAAOxP,IAIzB,OAAO9C,I,gCChBTvC,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiIlBjH,EAAQiH,QAhIO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,QACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,4BAA6B,CAC3B,MAAS,UACT,WAAc,UAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnIlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAI8vB,EAAmB9vB,EAAKiB,QAC1B,IACA,IACA,CACEV,SAAU,CAAC,UAGf,MAAO,CACLgB,YAAa,MAAOZ,UAAW,EAC/BJ,SAAU,CACRP,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKiB,QACH,UACA,IACA,CACEN,UAAW,GACXJ,SAAU,CACRuvB,KAIN,CACEpvB,UAAW,OACXK,MAAO,gCACPJ,UAAW,IAEb,CACED,UAAW,QACXK,MAAO,4DAET,CACEL,UAAW,WACXK,MAAO,8BAET,CACEL,UAAW,UACXK,MAAO,sBAET,CACEL,UAAW,SACXK,MAAO,oBAETf,EAAK4B,kB,iBC3CXjH,EAAOD,QAAU,SAASsF,GACxB,IAAIiC,EAAW,2BACXwB,EAAW,CACbrD,QACE,mOAMFD,QACE,yCACFE,SACE,2gBASA+D,EAAS,CACX1D,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,mBACT,CAAEA,MAAO,oBACT,CAAEA,MAAOf,EAAKqF,cAEhB1E,UAAW,GAEToC,EAAQ,CACVrC,UAAW,QACXK,MAAO,SAAUC,IAAK,MACtBd,SAAUuD,EACVlD,SAAU,IAER+E,EAAgB,CAClBvE,MAAO,QAASC,IAAK,GACrBS,OAAQ,CACNT,IAAK,IAAKU,WAAW,EACrBnB,SAAU,CACRP,EAAK6B,iBACLkB,GAEFxB,YAAa,QAGbgE,EAAe,CACjBxE,MAAO,OAAQC,IAAK,GACpBS,OAAQ,CACNT,IAAK,IAAKU,WAAW,EACrBnB,SAAU,CACRP,EAAK6B,iBACLkB,GAEFxB,YAAa,QAGbiE,EAAkB,CACpB9E,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACLkB,IAGJA,EAAMxC,SAAW,CACfP,EAAKS,iBACLT,EAAKY,kBACL0E,EACAC,EACAC,EACApB,EACApE,EAAKyF,aAEP,IAAIsD,EAAkBhG,EAAMxC,SAAS0E,OAAO,CAC1CjF,EAAK+B,qBACL/B,EAAK8B,sBAGP,MAAO,CACLR,QAAS,CAAC,KAAM,OAChBpB,SAAUuD,EACVlD,SAAU,CACR,CACEG,UAAW,OACXC,UAAW,GACXI,MAAO,gCAET,CACEL,UAAW,OACXK,MAAO,MAAOC,IAAK,KAErBhB,EAAKS,iBACLT,EAAKY,kBACL0E,EACAC,EACAC,EACAxF,EAAK8B,oBACL9B,EAAK+B,qBACLqC,EACA,CACErD,MAAO,UAAWJ,UAAW,EAC7BJ,SAAU,CACR,CACEQ,MAAOkB,EAAW,QAASM,aAAa,EACxC5B,UAAW,EACXJ,SAAU,CAAC,CAACG,UAAW,OAAQK,MAAOkB,EAAUtB,UAAW,OAIjE,CACEI,MAAO,IAAMf,EAAKoD,eAAiB,kCACnClD,SAAU,oBACVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKyF,YACL,CACE/E,UAAW,WACXK,MAAO,cAAgBkB,EAAW,UAAWM,aAAa,EAC1DvB,IAAK,SACLT,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CACEN,MAAOkB,GAET,CACElB,MAAO,WAET,CACEA,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EAAM7B,YAAY,EAChCrD,SAAUuD,EACVlD,SAAUwI,OAMpB,CACErI,UAAW,GACXK,MAAO,KACPC,IAAK,MACLQ,MAAM,GAER,CACET,MAAO,IAAKC,IAAK,+CACjBO,YAAa,MACbhB,SAAU,CACR,CAAEQ,MAAO,4BAA6BS,MAAM,GAC5C,CACET,MAAO,sBAAuBC,IAAK,+CAAgDQ,MAAM,EACzFjB,SAAU,CACR,CAAEQ,MAAO,4BAA6BS,MAAM,GAC5C,YAMVb,UAAW,GAEb,CACED,UAAW,WACXG,cAAe,WAAYG,IAAK,KAAMuC,YAAY,EAClDhD,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOkB,IACtC,CACEvB,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZhD,SAAUwI,IAGdzI,QAAS,QAEX,CACES,MAAO,UAETf,EAAKwD,aACL,CACE9C,UAAW,QACXG,cAAe,QAASG,IAAK,QAASuC,YAAY,EAClDjD,QAAS,WACTC,SAAU,CACR,CAACM,cAAe,WAChBb,EAAKc,wBAGT,CACED,cAAe,sBAAuBG,IAAK,KAAMuC,YAAY,IAGjEjD,QAAS,Y,mBCtMb3F,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClB+B,QAAS,WACT9B,SAAU,2/EACVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBAEL,CAEEC,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBT,SAAU,CAACP,EAAK6B,mBAGlB7B,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IAEnC,CAEED,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,mNAC3BK,SAAU,CACRP,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACF,UAAW,gBACjDV,EAAKyC,YACLzC,EAAK4B,cACL5B,EAAK8B,oBACL9B,EAAK+B,uBAIT,CAEErB,UAAW,SACXK,MAAO,gBAGTf,EAAKyC,YACLzC,EAAK4B,kB,iBCzCXjH,EAAOD,QAAU,WACf,MAAO,CACL4G,QAAS,CAAC,KAAM,SAAU,OAC1Bf,SAAU,CAER,CACEG,UAAW,UACXW,SAAU,CACR,CAAEN,MAAO,UAAWC,IAAK,KACzB,CAAED,MAAO,sBAIb,CACEA,MAAO,IAAKC,IAAK,IACjBO,YAAa,MACbZ,UAAW,GAGb,CACED,UAAW,SACXK,MAAO,8BAGT,CACEL,UAAW,SACXK,MAAO,qBAGT,CACEL,UAAW,WACXW,SAAU,CACR,CAAEN,MAAO,aACT,CAAEA,MAAO,QACPJ,UAAW,KAKjB,CACED,UAAW,QACXK,MAAO,SAAUC,IAAK,KAGxB,CACEN,UAAW,OACXW,SAAU,CACR,CACEN,MAAO,YAAeC,IAAK,WAE7B,CACED,MAAO,SAET,CACEA,MAAO,aAAcC,IAAK,IAC1BL,UAAW,KAKjB,CACEI,MAAO,cAAeC,IAAK,KAG7B,CACED,MAAO,+BACPwB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBoE,cAAc,EACd1D,WAAW,EACXf,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,SAAUC,IAAK,MACtBoE,cAAc,EAAM7B,YAAY,GAElC,CACE7C,UAAW,SACXK,MAAO,SAAUC,IAAK,MACtBoE,cAAc,EAAM7B,YAAY,IAGpC5C,UAAW,IAEb,CACEI,MAAO,eACPwB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EAAM7B,YAAY,GAElC,CACE7C,UAAW,OACXK,MAAO,OAAQC,IAAK,IACpBoE,cAAc,S,gCClG1BrL,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAqHlBjH,EAAQiH,QApHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,OACT,WAAc,QAEhB,eAAgB,CACd,MAAS,OACT,UAAa,UAEf,aAAc,CACZ,MAAS,OACT,UAAa,UAEf,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,OACT,WAAc,QAEhB,aAAc,CACZ,MAAS,OACT,WAAc,UAEhB,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,cAAe,CACb,MAAS,OACT,WAAc,sKAEhB,cAAe,CACb,MAAS,OACT,WAAc,sKAEhB,eAAgB,CACd,MAAS,OACT,WAAc,sKAEhB,aAAc,CACZ,MAAS,OACT,WAAc,QAEhB,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,mBAAoB,CAClB,MAAS,OACT,WAAc,QAEhB,yBAA0B,CACxB,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,WAAY,CACV,MAAS,QAEX,cAAe,CACb,MAAS,OACT,WAAc,sMAEhB,cAAe,CACb,MAAS,OACT,WAAc,0KAEhB,cAAe,CACb,MAAS,OACT,WAAc,0KAEhB,YAAa,CACX,MAAS,OACT,WAAc,0KAEhB,gBAAiB,CACf,MAAS,OACT,eAAkB,aAEpB,oBAAqB,CACnB,MAAS,OACT,eAAkB,aAEpB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,OACT,WAAc,8IAEhB,gBAAiB,CACf,MAAS,OACT,WAAc,8KAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCrHlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA0GlBjH,EAAQiH,QAzGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,yBAA0B,CACxB,eAAkB,aAEpB,cAAe,CACb,eAAkB,aAEpB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,gBAAmB,UACnB,MAAS,UACT,UAAa,UAEf,gBAAiB,CACf,gBAAmB,UACnB,MAAS,WAEX,gBAAiB,CACf,gBAAmB,UACnB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC5GlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SACE,klCAcFI,QAAS,KACTC,SAAU,CACRP,EAAK0C,kBACL1C,EAAK4B,cACL5B,EAAKS,iBACLT,EAAKY,sB,mBCtBXjG,EAAOD,QAAU,SAASsF,GACxB,IAKI+vB,EAAQ,GAAIC,EAAQ,GAEpBC,EAAc,SAAS7xB,GAAK,MAAO,CAErCsC,UAAW,SAAUK,MAAO,KAAO3C,EAAI,MAAQA,IAG7C8xB,EAAa,SAASpyB,EAAMiD,EAAOJ,GAAa,MAAO,CACzDD,UAAW5C,EAAMiD,MAAOA,EAAOJ,UAAWA,IAGxCwvB,EAAc,CAEhBpvB,MAAO,MAAOC,IAAK,MAAOT,SAAUyvB,EAAOrvB,UAAW,GAIxDqvB,EAAM51B,KACJ4F,EAAK8B,oBACL9B,EAAK+B,qBACLkuB,EAAY,KACZA,EAAY,KACZjwB,EAAKiX,gBACL,CACElW,MAAO,oBACPU,OAAQ,CAACf,UAAW,SAAUM,IAAK,WAAYuC,YAAY,IAE7D2sB,EAAW,SAAU,oBACrBC,EACAD,EAAW,WAAY,aAAkB,IACzCA,EAAW,WAAY,cACvBA,EAAW,WAAY,cACvB,CACExvB,UAAW,YAAaK,MAAOkB,eAAoBjB,IAAK,IAAKuB,aAAa,EAAMgB,YAAY,GAE9F,CACE7C,UAAW,OACXK,MAAO,eAIX,IAAIqvB,EAAsBJ,EAAM/qB,OAAO,CACrClE,MAAO,IAAKC,IAAK,IAAKT,SAAUwvB,IAG9BM,EAAmB,CACrBxvB,cAAe,OAAQM,gBAAgB,EACvCZ,SAAU,CAAC,CAACM,cAAe,YAAYoE,OAAO+qB,IAK5CM,EAAY,CACdvvB,MAAOwvB,4BAA2BhuB,aAAa,EAAMvB,IAAK,OAC1DL,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,YACXK,MA9DgB,uBA8DQC,IAAK,IAAKuC,YAAY,EAC9C9B,OAAQ,CACNN,gBAAgB,EAAMb,QAAS,QAC/BK,UAAW,EACXJ,SAAUyvB,MAMdQ,EAAe,CACjB9vB,UAAW,UACXK,MAAO,2GACPU,OAAQ,CAACT,IAAK,QAASU,WAAW,EAAMnB,SAAUyvB,EAAOrvB,UAAW,IAIlE8vB,EAAgB,CAClB/vB,UAAW,WACXW,SAAU,CAKR,CAACN,MAAO,gBAA0BJ,UAAW,IAC7C,CAACI,MAAO,aAEVU,OAAQ,CAACT,IAAK,OAAQU,WAAW,EAAMnB,SAAU6vB,IAG/CM,EAAgB,CAIlBrvB,SAAU,CAAC,CACTN,MAAO,eAAgBC,IAAK,SACzB,CACHD,MAnGkB,uBAmGMC,IAAK,MAE/BuB,aAAa,EACbb,WAAa,EACbpB,QAAS,WACTK,UAAW,EACXJ,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACLsuB,EACAH,EAAW,UAAY,UACvBA,EAAW,WAAY,cACvBA,EAAW,eAAiBK,yBAAwB,GACpDL,EAAW,cAAe,yBAC1BA,EAAW,iBAAkB,0BAAyB,GACtDA,EAAW,eAAiB,IAAK,GACjC,CAACxvB,UAAW,gBAAiBK,MAAO,MAAOC,IAAK,OAChD,CAACN,UAAW,kBAAmBK,MAAO,kCACtC,CAACA,MAAO,MAAOC,IAAK,MAAOT,SAAU6vB,GACrC,CAACrvB,MAAO,gBAaZ,OATAgvB,EAAM31B,KACJ4F,EAAK8B,oBACL9B,EAAK+B,qBACLyuB,EACAC,EACAH,EACAI,GAGK,CACLzwB,kBAAkB,EAClBK,QAAS,cACTC,SAAUwvB,K,gCCtIdh2B,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCjGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA8GlBjH,EAAQiH,QA7GO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,OACT,WAAc,WAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,QAEX,aAAc,CACZ,MAAS,OACT,WAAc,QAEhB,WAAY,CACV,MAAS,UACT,WAAc,UAEhB,YAAa,CACX,MAAS,UACT,WAAc,UAEhB,iBAAkB,CAChB,MAAS,UACT,WAAc,UAEhB,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,gBAAiB,CACf,WAAc,QAEhB,gBAAiB,CACf,WAAc,QAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kDCtGD,iBAPf,SAAc4V,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GACxB,IAAI2wB,EAAM3wB,EAAKmT,YAAY,OAAOzY,QAiClC,MAAO,CACL4G,QAAS,CAAC,OACVrB,kBAAkB,EAClBC,SAAU,CACRE,QACE,qHAEFC,SACE,418BAyVFF,QACE,8OAIJI,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKyC,YAvYM,CACb/B,UAAW,WACXK,MAAO,oBAKM,CACbL,UAAW,QACXK,MAAO,gCAKK,CACZL,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CAACQ,MAAO,KAAMJ,UAAW,KAEtC,CACEI,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CAACQ,MAAO,KAAQJ,UAAW,OAkXxCgwB,EAAIC,cAENtwB,QAAS,Y,mBCjZb3F,EAAOD,QAAU,SAASsF,GAuCxB,MAAO,CACPE,SAAU,CACRE,QAjCa,+FAmCbG,SAAU,CA1CG,CACbG,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,sBACR,CAACA,MAAO,gBAIC,CACXL,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CACEN,MAAO,cAAeC,IAAK,MAC3BL,UAAW,IAEb,CACEI,MAAO,cAAeC,IAAK,MAC3BL,UAAW,IAEb,CACEI,MAAO,YAAaC,IAAK,IACzBL,UAAW,IAEb,CACEI,MAAO,YAAaC,IAAK,IACzBL,UAAW,IAEb,CACEI,MAAO,UAAWC,IAAK,KAEzB,CACED,MAAO,UAAWC,IAAK,KAEzBhB,EAAKS,iBACLT,EAAKY,oBAULZ,EAAKyF,YACLzF,EAAK0C,kBACL1C,EAAKyC,gB,iBChDX9H,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,maAMVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cACL,CACElB,UAAW,OACXK,MAAO,IAAKC,IAAK,KAEnB,CACEN,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IAAKuC,YAAY,EACxDjD,QAAS,IACTC,SAAU,CACR,CAACM,cAAe,sBAChBb,EAAKc,4B,iBCxBfnG,EAAOD,QAAU,SAASsF,GACxB,IAAIoJ,EAAM,CACR1I,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,SACR,CAACA,MAAO,OAAQC,IAAK,KACrB,CAACD,MAAO,WAAaf,EAAKsD,uBAwD9B,MAAO,CACLhC,QAAS,CAAC,aACVf,SAAU,CACRP,EAAK0C,kBACL,CACE3B,MAAOf,EAAKsD,oBAAsB,QAASf,aAAa,EACxDvB,IAAK,IACLT,SAAU,CACR,CACEG,UAAW,UACXK,MAAOf,EAAKsD,sBAGhB3C,UAAW,GAEb,CACEI,MAAOf,EAAKsD,oBAAsB,MAAOtC,IAAK,MAAOuB,aAAa,EAClEhC,SAAU,CACR,CACEG,UAAW,YACXK,MAAOf,EAAKsD,oBACZ7B,OA1EI,CACZN,gBAAgB,EAChBa,QAAS,WACT9B,SAAU,CACRC,QACE,kJAGJQ,UAAW,EACXL,QAAS,KACTC,SAAU,CACRP,EAAK0C,kBACL,CACEhC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBuH,GAClC/H,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,OAItB,CACED,MAAO,aAAcC,IAAK,MAAOG,gBAAgB,EAAMoC,YAAY,EACnEhD,SAAU,CAAC6I,IAEb,CACE1I,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBuH,GAClC/H,SAAU,CACR,CAACN,MAAO,SAAUC,IAAK,UAAWU,WAAW,GAE7C,CAACX,MAAO,YAAaC,IAAK,UAAWU,WAAW,GAEhD,CAACX,MAAO,sBAER,CAACA,MAAO,wBAIZ,CACEL,UAAW,SACXK,MAAO,+DAGT,CACEL,UAAW,SACXK,MAAO,4BACPJ,UAAW,GAEbyI,MA4BEzI,UAAW,IAGfL,QAAS,e,iBCzFb3F,EAAOD,QAAU,SAASsF,GACxB,IAAIsb,EAAetb,EAAKiB,QAAQ,KAAM,KA4DlCua,EAEF,gxBAiBEqV,EACFrV,EAAM1F,OACA1G,MAAM,KACNY,KAAK,SAAS+Q,GAAO,OAAOA,EAAI3R,MAAM,KAAK,MAC3CM,KAAK,KAuLPohB,EAzFJ,muIA0FYhb,OACA1G,MAAM,KACNY,KAAK,SAAS+Q,GAAO,OAAOA,EAAI3R,MAAM,KAAK,MAC3CM,KAAK,KAEjB,MAAO,CACHpO,QAAS,CAAC,WAAW,cACrBrB,kBAAkB,EAClBC,SAAU,CACRE,QACE2wB,stFACF1wB,SACE2wB,i2MAIJ1wB,QAAS,2DACTC,SAAU,CAER,CACEG,UAAW,UACXW,SAAU,CACR,CAAEN,MAAO,qBACT,CAAEA,MAAO,2CACT,CAAEA,MAAO,2CACT,CAAEA,MAAO,gDACT,CAAEA,MAAO,qCACT,CAAEA,MAAO,4BACT,CAAEA,MAAO,uBACT,CAAEA,MAAO,8BACT,CAAEA,MAAO,0CACT,CAAEA,MAAO,gCACT,CAAEA,MAAO,sCACT,CAAEA,MAAO,iFACT,CAAEA,MAAO,uBACT,CAAEA,MAAO,uBACT,CAAEA,MAAO,+BACT,CAAEA,MAAO,qBACT,CAAEA,MAAO,uBACT,CAAEA,MAAO,8DACT,CAAEA,MAAO,6BACT,CAAEA,MAAO,gDACT,CAAEA,MAAO,oCACT,CAAEA,MAAO,qCACT,CAAEA,MAAO,wCACT,CAAEA,MAAO,6BACT,CAAEA,MAAO,wBACT,CAAEA,MAAO,wCACT,CAAEA,MAAO,2BACT,CAAEA,MAAO,4BACT,CAAEA,MAAO,mCACT,CAAEA,MAAO,+BACT,CAAEA,MAAO,8BACT,CAAEA,MAAO,yCACT,CAAEA,MAAO,qCACT,CAAEA,MAAO,uCACT,CAAEA,MAAO,0CACT,CAAEA,MAAO,wBACT,CAAEA,MAAO,oBACT,CAAEA,MAAO,6BACT,CAAEA,MAAO,mCACT,CAAEA,MAAO,sCACT,CAAEA,MAAO,uGACT,CAAEA,MAAO,sEAIb,CACEA,MAAO,kCAIT,CACEA,MAAO,iBACPb,SAAU,WAGZ,CACEa,MAAO,qDAIT,CACEA,MAAO,6MAGT,CAEEA,MAAO,sCACPJ,UAAW,IAGb,CACEI,MAAO,iBACPC,IAAK,WACLU,WAAW,EACXxB,SAAU,CAERjE,KAAU,2KAMd,CACE8E,MAAO,mCACPb,SAAU,CAERE,QAAU,SAId,CACEW,MAAO,sDACPb,SAAU,CAERE,QAAU,qBAMd,CACES,cAAe,oCACfG,IAAKhB,EAAKqF,YACV3D,WAAW,EACXxB,SAAU,wCAGZ,CACEQ,UAAW,OACXK,MAAO,oCAGT,CACEL,UAAW,OACXK,MAAO,2FAGT,CACEA,MAAO,kGACPb,SAAU,CACRE,QAAS,UACTnE,KAAM,oFAIV,CACE8E,MAAO,OAAS+vB,EAAe,YAIjC,CACE/vB,MAAO,OAAS8vB,EAAW,QAE7B,CACE9vB,MAAO,OAAS8vB,EAAW,eAC3B3wB,SAAU,CACRE,QAAS,OACTnE,KAAMuf,EAAMhV,QAAQ,QAAQ,MAGhC,CACE9F,UAAW,OACXK,MAAO,OAAS8vB,EAAW,QAG7B,CACEnwB,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAAC,CAACQ,MAAO,QAErB,CACEL,UAAW,SACXK,MAAO,eAAiBC,IAAK,IAC7BT,SAAU,CAAC,CAACQ,MAAO,UACnBJ,UAAW,IAEb,CACEI,MA5bU,4CA6bV6O,gBAAgB,EAChBrP,SAAU,CACR,CAGEgB,YAAa,CAAC,QAAQ,OAAO,SAAS,MAAM,IAAI,MAAM,OAAO,MAAM,OAAO,OAAO,SAAS,MAAM,QAChGJ,gBAAgB,KAKtB,CACEJ,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAAC,CAACQ,MAAO,QAGrBf,EAAK4B,cAEL5B,EAAK+B,qBACLuZ,EAGA,CACE5a,UAAW,OACXW,SAAU,CACR,CAACN,MAAO,cAAeJ,UAAW,IAClC,CAACI,MAAO,WACR,CAACA,MAAO,QAASC,IAAK,OAI1B,CACEN,UAAW,SACXK,MA7dE,sCA8dFJ,UAAW,Q,kCC1djB,SAAUswB,EAAiBC,GAS/B,IAYE,IAXA,IAAIC,EAAcD,EAGZE,EAAM,GACRC,EAAS,EACTvmB,EAAM,EAEJwmB,EADY,MACUx3B,OACxBy3B,OAAO,EAGJJ,GAAeE,IAVM,KAgBV,UALhBE,EAAUC,EAAqBL,KAKJE,EAAS,GAAKvmB,EAAMsmB,EAAIt3B,OAASw3B,EAAYC,EAAQz3B,QAf3D,KAmBrBs3B,EAAIh3B,KAAKm3B,GAETzmB,GAAOymB,EAAQz3B,OACfq3B,EAAcA,EAAYx0B,WAG5B,OAAOy0B,EAAI7b,UAAU7F,KArBH,OAsBlB,MAAOxH,GACP,MAAO,aASX,SAASspB,EAAqBC,GAC5B,IAQI/wB,EACA2T,EACAjV,EACAsyB,EACA93B,EAZEs3B,EAAOO,EAOPL,EAAM,GAOZ,IAAKF,IAASA,EAAKS,QACjB,MAAO,GAUT,GAPAP,EAAIh3B,KAAK82B,EAAKS,QAAQtkB,eAClB6jB,EAAKU,IACPR,EAAIh3B,KAAK,IAAI82B,EAAKU,KAIpBlxB,EAAYwwB,EAAKxwB,YACA,YAASA,GAExB,IADA2T,EAAU3T,EAAU0O,MAAM,OACrBxV,EAAI,EAAGA,EAAIya,EAAQva,OAAQF,IAC9Bw3B,EAAIh3B,KAAK,IAAIia,EAAQza,IAGzB,IAAMi4B,EAAe,CAAC,OAAQ,OAAQ,QAAS,OAC/C,IAAKj4B,EAAI,EAAGA,EAAIi4B,EAAa/3B,OAAQF,KAEnC83B,EAAOR,EAAKt1B,aADZwD,EAAMyyB,EAAaj4B,MAGjBw3B,EAAIh3B,KAAK,IAAIgF,EAAG,KAAKsyB,EAAI,MAG7B,OAAON,EAAI1hB,KAAK,IAhGlB,mD,iBCAA/U,EAAOD,QAAU,SAASsF,GACxB,IAAI8xB,EAAsB,CACxBpxB,UAAW,UACXK,MAAO,sBAGL2I,EAAU,CACZhJ,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,cAAeC,IAAK,IAC3BV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAElB,CAAEd,MAAO,mDACT,CACEA,MAAO,UAAYC,IAAK,IACxBV,QAAS,OAKXqJ,EAAU,CACZjJ,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,iBACT,CAAEA,MAAO,mEACT,CAAEA,MAAO,wFAEXJ,UAAW,GAGTiJ,EAAqB,CACvBlJ,UAAW,OACXK,MAAO,eAAgBC,IAAK,IAC5Bd,SAAU,CACR,eACE,kFAGJK,SAAU,CACR,CACEQ,MAAO,OAAQJ,UAAW,GAE5BX,EAAKQ,QAAQkJ,EAAS,CAAChJ,UAAW,gBAClC,CACEA,UAAW,cACXK,MAAO,YAAaC,IAAK,IACzBV,QAAS,OAEXN,EAAK8B,oBACL9B,EAAK+B,uBAILgwB,EAAiB/xB,EAAKiC,SAAW,UAEjC+vB,EAAe,CACjB5xB,QAAS,+rBAWTC,SAAU,4vBASVF,QAAS,2BAGP8xB,EAAsB,CACxBH,EACA9xB,EAAK8B,oBACL9B,EAAK+B,qBACL4H,EACAD,GAGF,MAAO,CACLpI,QAAS,CAAC,IAAK,KAAM,IAAK,MAAO,MAAO,MAAO,KAAM,MAAO,OAC5DpB,SAAU8xB,EACV1xB,QAAS,KACTC,SAAU0xB,EAAoBhtB,OAAO,CACnC2E,EACA,CACE7I,MAAO,mJAAoJC,IAAK,IAChKd,SAAU8xB,EACVzxB,SAAU,CAAC,OAAQuxB,IAErB,CACE/wB,MAAOf,EAAKiC,SAAW,KACvB/B,SAAU8xB,GAEZ,CAIE3wB,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,KAAMC,IAAK,MACnB,CAACH,cAAe,wBAAyBG,IAAK,MAEhDd,SAAU8xB,EACVzxB,SAAU0xB,EAAoBhtB,OAAO,CACnC,CACElE,MAAO,KAAMC,IAAK,KAClBd,SAAU8xB,EACVzxB,SAAU0xB,EAAoBhtB,OAAO,CAAC,SACtCtE,UAAW,KAGfA,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,IAAMf,EAAKiC,SAAW,eAAiB8vB,EAC9CxvB,aAAa,EAAMvB,IAAK,QACxBuC,YAAY,EACZrD,SAAU8xB,EACV1xB,QAAS,aACTC,SAAU,CACR,CACEQ,MAAOgxB,EAAgBxvB,aAAa,EACpChC,SAAU,CAACP,EAAKwC,YAChB7B,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAU8xB,EACVrxB,UAAW,EACXJ,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL2H,EACAC,EACAmoB,EAEA,CACE/wB,MAAO,KAAMC,IAAK,KAClBd,SAAU8xB,EACVrxB,UAAW,EACXJ,SAAU,CACR,OACAP,EAAK8B,oBACL9B,EAAK+B,qBACL2H,EACAC,EACAmoB,MAKR9xB,EAAK8B,oBACL9B,EAAK+B,qBACL6H,IAGJ,CACElJ,UAAW,QACXG,cAAe,eAAgBG,IAAK,QACpCT,SAAU,CACR,CAACQ,MAAO,IAAKC,IAAK,IAAKT,SAAU,CAAC,SAClCP,EAAKwC,eAIX9H,QAAS,CACPk2B,aAAchnB,EACdsoB,QAASxoB,EACTxJ,SAAU8xB,M,gCCnLhBj4B,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA4FlBjH,EAAQiH,QA3FO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,mCACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,iBC9FjBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,SACVpB,SAAU,CACRE,QACE,sGACFC,SACE,6HAEFF,QACE,cAEJI,SAAU,CACRP,EAAKY,kBACLZ,EAAKyC,YACLzC,EAAK0C,kBACL,CACEhC,UAAW,OACXK,MAAO,iBACPT,QAAS,MAEX,CACEI,UAAW,SACXK,MAAO,UAET,CACEL,UAAW,QACXG,cAAe,cAAeG,IAAK,KACnCV,QAAS,KACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5Bf,OAAQ,CAACN,gBAAgB,EAAMoC,YAAY,OAIjD,CACE7C,UAAW,QACXG,cAAe,YAAaG,IAAK,KACjCV,QAAS,KACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5Bf,OAAQ,CAACN,gBAAgB,EAAMoC,YAAY,W,iBCzCvD5I,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,MACVrB,kBAAkB,EAClBC,SAAU,CACRE,QACE,05BAWFC,SACE,iPAGFF,QACE,sBAEJG,QAAS,wCACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACL,SAAU,CAAC,CAACQ,MAAO,SACzDf,EAAKiB,QACH,IACA,IACA,CACEsB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,qBACPR,SAAU,CAACP,EAAK8W,qBAElB,CACEpW,UAAW,SACXK,MAAO,MAAOC,IAAK,IACnBT,SAAU,CAACP,EAAK8W,wBAKxB9W,EAAK4B,cACL,CACElB,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,iD,qBCjCjCvF,EAAOD,QAAUqJ,EAAQ,OAARA,I,uCCbnB,SAAS,EAAgB,GACvB,aAEA,IAAI,EAAiB,CACnB,wBAAyB,CACvB,cAAc,EACd,SAAU,wDACV,KAAM,WAER,WAAY,CACV,cAAc,EACd,SAAU,kCACV,KAAM,WAER,eAAgB,CACd,cAAc,EACd,SAAU,4JACV,KAAM,UAER,kBAAmB,CACjB,cAAc,EACd,SAAU,uKACV,KAAM,WAER,qBAAsB,CACpB,cAAc,EACd,SAAU,oIACV,KAAM,WAER,YAAa,CACX,cAAc,EACd,SAAU,2JACV,KAAM,WAER,iBAAkB,CAChB,cAAc,EACd,SAAU,gCACV,KAAM,WAER,mBAAoB,CAClB,cAAc,EACd,SAAU,sCACV,KAAM,WAER,mBAAoB,CAClB,cAAc,EACd,SAAU,iCACV,KAAM,WAER,mCAAoC,CAClC,cAAc,EACd,SAAU,sEACV,KAAM,WAER,0BAA2B,CACzB,cAAc,EACd,SAAU,mDACV,KAAM,WAER,wBAAyB,CACvB,cAAc,EACd,SAAU,+CACV,KAAM,WAER,cAAe,CACb,cAAc,EACd,SAAU,oCACV,KAAM,WAER,OAAQ,CACN,cAAc,EACd,SAAU,6BACV,KAAM,WAER,eAAgB,CACd,cAAc,EACd,SAAU,6BACV,KAAM,WAER,aAAc,CACZ,cAAc,EACd,SAAU,6CACV,KAAM,WAER,UAAW,CACT,cAAc,EACd,SAAU,mCACV,KAAM,WAER,kBAAmB,CACjB,cAAc,EACd,SAAU,kEACV,KAAM,WAER,oBAAqB,CACnB,cAAc,EACd,YAAa,kDACb,KAAM,WAER,qCAAsC,CACpC,cAAc,EACd,YAAa,oEACb,KAAM,WAER,iBAAkB,CAChB,cAAc,EACd,YAAa,gDACb,KAAM,WAER,8BAA+B,CAC7B,cAAc,EACd,YAAa,6EACb,KAAM,WAER,WAAY,CACV,cAAc,EACd,YAAa,2BACb,KAAM,WAER,eAAgB,CACd,aAAc,yBACd,YAAa,yFACb,KAAM,UAER,aAAc,CACZ,cAAc,EACd,YAAa,0IACb,KAAM,WAER,qBAAsB,CACpB,cAAc,EACd,YAAa,gCACb,KAAM,WAER,yBAA0B,CACxB,cAAc,EACd,YAAa,oDACb,KAAM,WAER,MAAO,CACL,cAAc,EACd,YAAa,sDACb,KAAM,WAER,UAAW,CACT,cAAc,EACd,YAAa,gLACb,KAAM,WAER,qBAAsB,CACpB,cAAc,EACd,YAAa,mFACb,KAAM,WAER,SAAU,CACR,cAAc,EACd,YAAa,gIACb,KAAM,WAER,yBAA0B,CACxB,cAAc,EACd,YAAa,mCACb,KAAM,YAGV,IAAe,IAAX,EACF,OAAO,KAAK,MAAM,KAAK,UAAU,IAEnC,IAAI,EAAM,GACV,IAAK,IAAI,KAAO,EACV,EAAe,eAAe,KAChC,EAAI,GAAO,EAAe,GAAK,cAGnC,OAAO,ECqFT,SAASouB,EAAUC,EAAWt0B,GAC5B,aAEA,IAAIu0B,EAAUv0B,EAAQ,YAAcA,EAAO,eAAiB,6BACxD6S,EAAM,CACJ2hB,OAAO,EACP90B,MAAO,IAGR+0B,EAASC,OAAOvS,QAAQmS,KAC3BA,EAAY,CAACA,IAGf,IAAK,IAAIx4B,EAAI,EAAGA,EAAIw4B,EAAUt4B,SAAUF,EAAG,CACzC,IAAI64B,EAAUJ,EAAS,kBAAoBz4B,EAAI,KAC3C84B,EAAMN,EAAUx4B,GACpB,GAAmB,iBAAR84B,EAGT,OAFA/hB,EAAI2hB,OAAQ,EACZ3hB,EAAInT,MAAQi1B,EAAU,iCAAmCC,EAAM,SACxD/hB,EAGT,IAAK4hB,EAASC,OAAO9V,SAASgW,EAAIz2B,MAGhC,OAFA0U,EAAI2hB,OAAQ,EACZ3hB,EAAInT,MAAQi1B,EAAU,gDAAkDC,EAAIz2B,KAAO,SAC5E0U,EAGT,IAAI1U,EAAOy2B,EAAIz2B,KAAOy2B,EAAIz2B,KAAKoR,cAW/B,GARa,aAATpR,IACFA,EAAOy2B,EAAIz2B,KAAO,QAGP,SAATA,IACFA,EAAOy2B,EAAIz2B,KAAO,UAGP,SAATA,GAA4B,WAATA,GAA8B,aAATA,EAG1C,OAFA0U,EAAI2hB,OAAQ,EACZ3hB,EAAInT,MAAQi1B,EAAU,QAAUx2B,EAAO,iFAChC0U,EAGT,GAAa,aAAT1U,GACF,GAAIs2B,EAASC,OAAOG,YAAYD,EAAI/lB,WAGlC,OAFAgE,EAAI2hB,OAAQ,EACZ3hB,EAAInT,MAAQi1B,EAAU,0EACf9hB,OAGT,GAAI4hB,EAASC,OAAOG,YAAYD,EAAIriB,SAAWkiB,EAASC,OAAOG,YAAYD,EAAIE,OAG7E,OAFAjiB,EAAI2hB,OAAQ,EACZ3hB,EAAInT,MAAQi1B,EAAUx2B,EAAO,yEACtB0U,EAIX,GAAI+hB,EAAI/lB,UAAW,CACjB,GAA6B,iBAAlB+lB,EAAI/lB,UAGb,OAFAgE,EAAI2hB,OAAQ,EACZ3hB,EAAInT,MAAQi1B,EAAU,qDAAuDC,EAAI/lB,UAAY,SACtFgE,EAET,IAAK,IAAIkiB,KAAMH,EAAI/lB,UACjB,GAAI+lB,EAAI/lB,UAAU1S,eAAe44B,IACE,mBAAtBH,EAAI/lB,UAAUkmB,GAIvB,OAHAliB,EAAI2hB,OAAQ,EACZ3hB,EAAInT,MAAQi1B,EAAU,+EAAiFI,EACrG,kCAAoCH,EAAI/lB,UAAUkmB,GAAM,SACnDliB,EAMf,GAAI+hB,EAAIriB,QACN,GAA0B,mBAAfqiB,EAAIriB,OAGb,OAFAM,EAAI2hB,OAAQ,EACZ3hB,EAAInT,MAAQi1B,EAAU,2CAA6CC,EAAIriB,OAAS,SACzEM,OAEJ,GAAI+hB,EAAIE,MAAO,CAIpB,GAHIL,EAASC,OAAO9V,SAASgW,EAAIE,SAC/BF,EAAIE,MAAQ,IAAI9jB,OAAO4jB,EAAIE,MAAO,QAE9BF,EAAIE,iBAAiB9jB,QAGzB,OAFA6B,EAAI2hB,OAAQ,EACZ3hB,EAAInT,MAAQi1B,EAAU,2EAA6EC,EAAIE,MAAQ,SACxGjiB,EAET,GAAI4hB,EAASC,OAAOG,YAAYD,EAAIlsB,SAGlC,OAFAmK,EAAI2hB,OAAQ,EACZ3hB,EAAInT,MAAQi1B,EAAU,iEACf9hB,GAIb,OAAOA,ECnQT,SAASmiB,EAA0BC,EAAYC,GAC7C,aAEA,MAAO,KADgBA,EAAGC,WAAW,GACJ,IDrGnC,IAAIV,EAAW,GACXW,EAAU,GACVC,EAAa,GACbC,EAAgBC,GAAe,GAC/BC,EAAY,UACZC,EAAS,CACPC,OAAQ,CACNC,yBAAsC,EACtCC,oBAAsC,EACtCC,oCAAsC,EACtCC,2BAAsC,EACtCC,eAAsC,EACtCC,QAAsC,EACtCC,gBAAsC,EACtCC,cAAsC,EACtCC,WAAsC,EACtCC,sCAAsC,EACtCC,kBAAsC,EACtCC,+BAAsC,EACtCC,sBAAsC,EACtCC,YAAsC,EACtCC,0BAAsC,EACtCC,OAAsC,EACtCC,0BAAsC,GAExC9f,SAAU,CACR+f,YAAsC,EACtCV,cAAsC,GAExCW,MAAO,CACLlB,yBAAsC,EACtCmB,oBAAsC,EACtClB,oBAAsC,EACtCC,oCAAsC,EACtCC,2BAAsC,EACtCC,eAAsC,EACtCC,QAAsC,EACtCC,gBAAsC,EACtCC,cAAsC,EACtCC,WAAsC,EACtCY,mBAAsC,EACtCV,kBAAsC,EACtCC,+BAAsC,EACtCE,YAAsC,EACtCQ,cAAsC,GAExCC,QAAS1B,GAAe,GACxB2B,MDiIN,WACE,aACA,IAAI,EAAU,GAAe,GACzB,EAAM,GACV,IAAK,IAAI,KAAO,EACV,EAAQ,eAAe,KACzB,EAAI,IAAO,GAGf,OAAO,EC1IIC,IAOb1C,EAASC,OAAS,GAMlBD,EAASY,WAAa,GAStBZ,EAAS2C,UAAY,SAAU91B,EAAKN,GAClC,aAEA,OADAs0B,EAAch0B,GAAON,EACdyL,MASTgoB,EAAS4C,UAAY,SAAU/1B,GAC7B,aACA,OAAOg0B,EAAch0B,IAQvBmzB,EAAS6C,WAAa,WACpB,aACA,OAAOhC,GAOTb,EAAS8C,aAAe,WACtB,aACAjC,EAAgBC,GAAe,IAOjCd,EAASe,UAAY,SAAUx1B,GAC7B,aACA,IAAKy1B,EAAOt5B,eAAe6D,GACzB,MAAMrB,MAAMqB,EAAO,yBAErBy0B,EAAS8C,eACT,IAAIC,EAAS/B,EAAOz1B,GAEpB,IAAK,IAAIy3B,KADTjC,EAAYx1B,EACOw3B,EACbA,EAAOr7B,eAAes7B,KACxBnC,EAAcmC,GAAUD,EAAOC,KASrChD,EAASiD,UAAY,WACnB,aACA,OAAOlC,GAQTf,EAASkD,iBAAmB,SAAU33B,GACpC,aACA,GAAIy1B,EAAOt5B,eAAe6D,GACxB,OAAOy1B,EAAOz1B,IAUlBy0B,EAASmD,kBAAoB,SAAUC,GACrC,aACA,OAAOtC,EAAesC,IAaxBpD,EAASqD,UAAY,SAAU93B,EAAMssB,GACnC,aACA,GAAImI,EAASC,OAAO9V,SAAS5e,GAAO,CAClC,QAAoB,IAATssB,EAEJ,CACL,GAAI8I,EAAQj5B,eAAe6D,GACzB,OAAOo1B,EAAQp1B,GAEf,MAAMrB,MAAM,mBAAqBqB,EAAO,oBAL1Co1B,EAAQp1B,GAAQssB,IAkBtBmI,EAASH,UAAY,SAAUt0B,EAAM40B,GACnC,aAEA,IAAKH,EAASC,OAAO9V,SAAS5e,GAC5B,MAAMrB,MAAM,qCAMd,GAHAqB,EAAOy0B,EAASC,OAAOqD,WAAW/3B,GAG9By0B,EAASC,OAAOG,YAAYD,GAAM,CACpC,IAAKS,EAAWl5B,eAAe6D,GAC7B,MAAMrB,MAAM,mBAAqBqB,EAAO,uBAE1C,OAAOq1B,EAAWr1B,GAKC,mBAAR40B,IACTA,EAAMA,KAIHH,EAASC,OAAOvS,QAAQyS,KAC3BA,EAAM,CAACA,IAGT,IAAIoD,EAAiB3D,EAASO,EAAK50B,GAEnC,IAAIg4B,EAAexD,MAGjB,MAAM71B,MAAMq5B,EAAet4B,OAF3B21B,EAAWr1B,GAAQ40B,GAWzBH,EAASwD,iBAAmB,WAC1B,aACA,OAAO5C,GAOTZ,EAASyD,gBAAkB,SAAUl4B,GACnC,oBACOq1B,EAAWr1B,IAMpBy0B,EAAS0D,gBAAkB,WACzB,aACA9C,EAAa,IAoHfZ,EAAS2D,kBAAoB,SAAUxD,GACrC,aAEA,IAAIwD,EAAoB/D,EAASO,EAAK,MACtC,QAAKwD,EAAkB5D,QACrB5yB,QAAQy2B,KAAKD,EAAkB14B,QACxB,ICpXN+0B,EAASt4B,eAAc,YAC1Bs4B,EAASC,OAAS,IASpBD,EAASC,OAAO9V,SAAW,SAAUzH,GACnC,aACA,MAAqB,iBAANA,GAAkBA,aAAapE,QAShD0hB,EAASC,OAAO4D,WAAa,SAAUnhB,GACrC,aAEA,OAAOA,GAAkC,sBAD3B,GACM1O,SAASrM,KAAK+a,IASpCsd,EAASC,OAAOvS,QAAU,SAAUhL,GAClC,aACA,OAAOxJ,MAAMwU,QAAQhL,IASvBsd,EAASC,OAAOG,YAAc,SAAU7zB,GACtC,aACA,YAAwB,IAAVA,GAUhByzB,EAASC,OAAO9qB,QAAU,SAAUuG,EAAK1G,GACvC,aAEA,GAAIgrB,EAASC,OAAOG,YAAY1kB,GAC9B,MAAM,IAAIxR,MAAK,yBAGjB,GAAI81B,EAASC,OAAOG,YAAYprB,GAC9B,MAAM,IAAI9K,MAAK,8BAGjB,IAAK81B,EAASC,OAAO4D,WAAW7uB,GAC9B,MAAM,IAAI9K,MAAK,6CAGjB,GAA2B,mBAAhBwR,EAAIvG,QACbuG,EAAIvG,QAAQH,QACP,GAAIgrB,EAASC,OAAOvS,QAAQhS,GACjC,IAAK,IAAIrU,EAAI,EAAGA,EAAIqU,EAAInU,OAAQF,IAC9B2N,EAAS0G,EAAIrU,GAAIA,EAAGqU,OAEjB,IAAqB,iBAATA,EAOjB,MAAM,IAAIxR,MAAK,0DANf,IAAK,IAAIukB,KAAQ/S,EACXA,EAAIhU,eAAe+mB,IACrBzZ,EAAS0G,EAAI+S,GAAOA,EAAM/S,KAclCskB,EAASC,OAAOqD,WAAa,SAAU91B,GACrC,aACA,OAAOA,EAAEyG,QAAO,iBAAmB,IAAIA,QAAO,MAAQ,IAAI6G,eAgB5DklB,EAASC,OAAOM,yBAA2BA,EAU3CP,EAASC,OAAO6D,iBAAmB,SAAU9iB,EAAM+iB,EAAeC,GAChE,aAGA,IAAIC,EAAc,KAAOF,EAAc9vB,QAAO,cAAgB,QAAU,KAEpE+vB,IACFC,EAAc,OAASA,GAGzB,IAAI5D,EAAQ,IAAI9jB,OAAO0nB,EAAa,KAGpC,OAFAjjB,EAAOA,EAAK/M,QAAQosB,EAAOE,IAU7BP,EAASC,OAAOiE,qBAAuB,SAAUC,GAC/C,aAEA,OAAOA,EACJlwB,QAAO,UAAY,KACnBA,QAAO,QAAU,KACjBA,QAAO,QAAU,KACjBA,QAAO,SAAW,MAGvB,IAAImwB,EAAkB,SAAUxnB,EAAKynB,EAAMC,EAAOC,GAChD,aACA,IAKI/3B,EAAGgB,EAAG5B,EAAG44B,EAAO/1B,EALhB8sB,EAAIgJ,GAAS,GACbE,EAAIlJ,EAAExa,QAAO,MAAS,EACtB2jB,EAAI,IAAInoB,OAAO8nB,EAAO,IAAMC,EAAO,IAAM/I,EAAEtnB,QAAO,KAAO,KACzD5L,EAAI,IAAIkU,OAAO8nB,EAAM9I,EAAEtnB,QAAO,KAAO,KACrC0wB,EAAM,GAGV,GAEE,IADAn4B,EAAI,EACIZ,EAAI84B,EAAExpB,KAAK0B,IACjB,GAAIvU,EAAEkT,KAAK3P,EAAE,IACLY,MAEJg4B,GADAh3B,EAAIk3B,EAAE1kB,WACMpU,EAAE,GAAGrE,aAEd,GAAIiF,EAAG,CACZ,MAAOA,EASL,GADAm4B,EAAI98B,KANM,CACRw8B,KAAM,CAACG,MAAOA,EAAO/1B,IAAKjB,GAC1B8G,MAAO,CAACkwB,MAAOh3B,EAAGiB,IAAK7C,EAAEuP,OACzBmpB,MAAO,CAACE,MAAO54B,EAAEuP,MAAO1M,IAJ1BA,EAAM7C,EAAEuP,MAAQvP,EAAE,GAAGrE,QAKnBi5B,WAAY,CAACgE,MAAOA,EAAO/1B,IAAKA,MAG7Bg2B,EACH,OAAOE,SAKRn4B,IAAMk4B,EAAE1kB,UAAYxS,IAE7B,OAAOm3B,GAgCT3E,EAASC,OAAO2E,qBAAuB,SAAUhoB,EAAKynB,EAAMC,EAAOC,GACjE,aAKA,IAHA,IAAIM,EAAWT,EAAiBxnB,EAAKynB,EAAMC,EAAOC,GAC9CO,EAAU,GAELz9B,EAAI,EAAGA,EAAIw9B,EAASt9B,SAAUF,EACrCy9B,EAAQj9B,KAAI,CACV+U,EAAIrP,MAAMs3B,EAASx9B,GAAGm5B,WAAWgE,MAAOK,EAASx9B,GAAGm5B,WAAW/xB,KAC/DmO,EAAIrP,MAAMs3B,EAASx9B,GAAGiN,MAAMkwB,MAAOK,EAASx9B,GAAGiN,MAAM7F,KACrDmO,EAAIrP,MAAMs3B,EAASx9B,GAAGg9B,KAAKG,MAAOK,EAASx9B,GAAGg9B,KAAK51B,KACnDmO,EAAIrP,MAAMs3B,EAASx9B,GAAGi9B,MAAME,MAAOK,EAASx9B,GAAGi9B,MAAM71B,OAGzD,OAAOq2B,GAYT9E,EAASC,OAAO8E,uBAAyB,SAAUnoB,EAAKooB,EAAaX,EAAMC,EAAOC,GAChF,aAEA,IAAKvE,EAASC,OAAO4D,WAAWmB,GAAc,CAC5C,IAAIC,EAASD,EACbA,EAAc,WACZ,OAAOC,GAIX,IAAIJ,EAAWT,EAAgBxnB,EAAKynB,EAAMC,EAAOC,GAC7CW,EAAWtoB,EACXuoB,EAAMN,EAASt9B,OAEnB,GAAI49B,EAAM,EAAG,CACX,IAAIC,EAAO,GAC0B,IAAjCP,EAAS,GAAGrE,WAAWgE,OACzBY,EAAKv9B,KAAK+U,EAAIrP,MAAM,EAAGs3B,EAAS,GAAGrE,WAAWgE,QAEhD,IAAK,IAAIn9B,EAAI,EAAGA,EAAI89B,IAAO99B,EACzB+9B,EAAKv9B,KACHm9B,EACEpoB,EAAIrP,MAAMs3B,EAASx9B,GAAGm5B,WAAWgE,MAAOK,EAASx9B,GAAGm5B,WAAW/xB,KAC/DmO,EAAIrP,MAAMs3B,EAASx9B,GAAGiN,MAAMkwB,MAAOK,EAASx9B,GAAGiN,MAAM7F,KACrDmO,EAAIrP,MAAMs3B,EAASx9B,GAAGg9B,KAAKG,MAAOK,EAASx9B,GAAGg9B,KAAK51B,KACnDmO,EAAIrP,MAAMs3B,EAASx9B,GAAGi9B,MAAME,MAAOK,EAASx9B,GAAGi9B,MAAM71B,OAGrDpH,EAAI89B,EAAM,GACZC,EAAKv9B,KAAK+U,EAAIrP,MAAMs3B,EAASx9B,GAAGm5B,WAAW/xB,IAAKo2B,EAASx9B,EAAI,GAAGm5B,WAAWgE,QAG3EK,EAASM,EAAM,GAAG3E,WAAW/xB,IAAMmO,EAAIrV,QACzC69B,EAAKv9B,KAAK+U,EAAIrP,MAAMs3B,EAASM,EAAM,GAAG3E,WAAW/xB,MAEnDy2B,EAAWE,EAAKjoB,KAAI,IAEtB,OAAO+nB,GAaTlF,EAASC,OAAOoF,aAAe,SAAUzoB,EAAKyjB,EAAOiF,GACnD,aACA,IAAKtF,EAASC,OAAO9V,SAASvN,GAC5B,KAAM,kGAER,GAAIyjB,aAAiB9jB,SAAW,EAC9B,KAAM,gHAER,IAAIwE,EAAUnE,EAAIyB,UAAUinB,GAAa,GAAGC,OAAOlF,GACnD,OAAQtf,GAAW,EAAMA,GAAWukB,GAAa,GAAMvkB,GAUzDif,EAASC,OAAOuF,aAAe,SAAU5oB,EAAKzB,GAC5C,aACA,IAAK6kB,EAASC,OAAO9V,SAASvN,GAC5B,KAAM,kGAER,MAAO,CAACA,EAAIyB,UAAU,EAAGlD,GAAQyB,EAAIyB,UAAUlD,KAYjD6kB,EAASC,OAAOwF,mBAAqB,SAAUC,GAC7C,aACA,IAAIC,EAAS,CACX,SAAUC,GACR,MAAO,KAAOA,EAAGlF,WAAW,GAAK,KAEnC,SAAUkF,GACR,MAAO,MAAQA,EAAGlF,WAAW,GAAG1sB,SAAS,IAAM,KAEjD,SAAU4xB,GACR,OAAOA,IAkBX,OAdAF,EAAOA,EAAKzxB,QAAO,MAAO,SAAU2xB,GAClC,GAAW,MAAPA,EAEFA,EAAKD,EAAOzxB,KAAK2xB,MAAsB,EAAhB3xB,KAAKC,WAAeyxB,OACtC,CACL,IAAIx5B,EAAI8H,KAAKC,SAEbyxB,EACEx5B,EAAI,GAAMu5B,EAAO,GAAGC,GAAMx5B,EAAI,IAAOu5B,EAAO,GAAGC,GAAMD,EAAO,GAAGC,GAGnE,OAAOA,MAaX5F,EAASC,OAAO6F,OAAS,SAAiBlpB,EAAKmpB,EAAcC,GAC3D,aAMA,OAHAD,IAA6B,EAE7BC,EAAY1nB,OAAO0nB,GAAa,KAC5BppB,EAAIrV,OAASw+B,EACRznB,OAAO1B,KAEdmpB,GAA8BnpB,EAAIrV,QACfy+B,EAAUz+B,SAC3By+B,GAAaA,EAAUC,OAAOF,EAAeC,EAAUz+B,SAElD+W,OAAO1B,GAAOopB,EAAUz4B,MAAM,EAAEw4B,KAQpB,oBAAZ54B,UACTA,QAAU,CACRy2B,KAAM,SAAUsC,GACd,aACAC,MAAMD,IAERpf,IAAK,SAAUof,GACb,aACAC,MAAMD,IAERj7B,MAAO,SAAUi7B,GACf,aACA,MAAMA,KASZlG,EAASC,OAAOlJ,QAAU,CACxBqP,qBAAsB,aAMxBpG,EAASC,OAAOoG,OAAS,CACvB,KAAG,KACH,KAAG,KACH,IAAI,KACJ,KAAK,KACL,kBAAgB,KAChB,kBAAgB,KAChB,kBAAgB,KAChB,QAAM,KACN,EAAE,MACF,GAAG,KACH,IAAI,KACJ,KAAK,KACL,OAAO,KACP,eAAe,KACf,SAAS,KACT,YAAY,IACZ,QAAQ,KACR,MAAM,KACN,UAAU,KACV,QAAQ,KACR,OAAO,KACP,MAAM,KACN,MAAM,KACN,MAAM,KACN,UAAU,KACV,IAAI,KACJ,MAAM,KACN,SAAS,KACT,MAAM,KACN,eAAe,KACf,kBAAkB,IAClB,gBAAgB,IAChB,WAAW,KACX,iBAAiB,KACjB,cAAc,KACd,mBAAmB,KACnB,iBAAiB,KACjB,WAAW,KACX,iBAAiB,KACjB,kBAAkB,KAClB,YAAY,KACZ,iBAAiB,KACjB,SAAS,KACT,cAAc,KACd,eAAe,KACf,iBAAiB,KACjB,kBAAkB,KAClB,iBAAiB,KACjB,wBAAwB,KACxB,IAAI,KACJ,kBAAkB,KAClB,qBAAqB,KACrB,WAAW,KACX,cAAc,KACd,IAAI,KACJ,YAAY,KACZ,QAAQ,KACR,EAAE,MACF,KAAK,KACL,YAAY,KACZ,WAAW,KACX,YAAY,KACZ,KAAK,KACL,MAAM,KACN,UAAU,KACV,cAAc,KACd,eAAe,KACf,cAAc,KACd,QAAQ,KACR,WAAW,KACX,sBAAsB,KACtB,OAAO,KACP,OAAO,KACP,SAAS,KACT,KAAK,KACL,UAAU,KACV,OAAO,KACP,SAAS,KACT,WAAW,KACX,eAAe,KACf,iBAAiB,YACjB,IAAI,KACJ,KAAK,KACL,QAAQ,KACR,QAAQ,KACR,eAAe,KACf,KAAK,KACL,IAAI,KACJ,IAAI,KACJ,KAAK,KACL,MAAM,KACN,OAAO,KACP,SAAS,KACT,KAAK,KACL,aAAa,KACb,MAAM,KACN,WAAW,KACX,KAAK,KACL,aAAa,YACb,OAAO,KACP,UAAU,KACV,KAAK,KACL,SAAS,KACT,aAAa,KACb,WAAW,KACX,YAAY,KACZ,YAAY,KACZ,mBAAmB,KACnB,0BAA0B,KAC1B,oBAAoB,KACpB,UAAU,KACV,mBAAmB,KACnB,oBAAoB,KACpB,WAAW,KACX,aAAa,YACb,QAAQ,KACR,SAAS,KACT,UAAU,KACV,SAAS,KACT,WAAW,KACX,MAAM,KACN,KAAK,KACL,KAAK,KACL,KAAK,KACL,KAAK,KACL,SAAS,KACT,cAAc,KACd,MAAM,KACN,KAAK,KACL,KAAK,KACL,QAAQ,KACR,WAAW,KACX,cAAc,KACd,aAAa,YACb,QAAQ,KACR,aAAa,KACb,IAAI,KACJ,MAAM,KACN,gBAAgB,KAChB,gBAAgB,KAChB,UAAU,KACV,aAAa,KACb,IAAI,KACJ,sBAAsB,KACtB,KAAK,KACL,kBAAkB,KAClB,iBAAiB,KACjB,QAAQ,KACR,IAAI,KACJ,yBAAyB,KACzB,QAAQ,KACR,mBAAmB,KACnB,oBAAoB,KACpB,UAAU,KACV,OAAO,KACP,KAAK,KACL,SAAS,KACT,aAAa,KACb,QAAQ,KACR,MAAM,KACN,OAAO,KACP,aAAa,KACb,QAAQ,KACR,OAAO,KACP,OAAO,KACP,MAAM,KACN,MAAM,KACN,aAAa,KACb,UAAU,KACV,IAAI,KACJ,cAAc,KACd,WAAW,KACX,oBAAoB,KACpB,eAAe,KACf,OAAO,KACP,IAAI,KACJ,KAAK,KACL,GAAG,KACH,OAAO,IACP,UAAU,KACV,MAAM,KACN,2BAA2B,KAC3B,yBAAyB,KACzB,eAAe,KACf,OAAO,KACP,SAAS,KACT,eAAe,KACf,SAAS,KACT,QAAQ,KACR,kBAAkB,KAClB,SAAS,KACT,cAAc,KACd,eAAe,KACf,OAAO,KACP,OAAO,KACP,YAAY,KACZ,aAAa,KACb,YAAY,KACZ,UAAU,KACV,GAAG,KACH,MAAM,KACN,KAAK,KACL,QAAQ,KACR,mBAAmB,KACnB,iBAAiB,KACjB,UAAU,KACV,OAAO,KACP,QAAQ,KACR,UAAU,KACV,QAAQ,KACR,UAAU,KACV,QAAQ,KACR,UAAU,KACV,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,YAAY,KACZ,qBAAqB,KACrB,gBAAgB,KAChB,MAAM,KACN,qBAAqB,KACrB,8BAA8B,IAC9B,gBAAgB,KAChB,gBAAgB,KAChB,WAAW,KACX,MAAM,KACN,SAAS,KACT,OAAO,KACP,OAAO,KACP,WAAW,KACX,MAAM,KACN,SAAS,KACT,eAAe,KACf,cAAc,KACd,WAAW,KACX,SAAS,KACT,gBAAgB,KAChB,aAAa,KACb,wBAAwB,KACxB,0BAA0B,YAC1B,cAAc,KACd,kBAAkB,KAClB,OAAO,KACP,KAAK,KACL,UAAU,KACV,UAAU,KACV,KAAK,KACL,eAAe,KACf,OAAO,KACP,4BAA4B,KAC5B,0BAA0B,mBAC1B,8BAA8B,mBAC9B,mBAAmB,0BACnB,qBAAqB,KACrB,uBAAuB,0BACvB,IAAI,KACJ,KAAK,KACL,gBAAgB,KAChB,KAAK,KACL,OAAO,KACP,YAAY,KACZ,cAAc,KACd,QAAQ,KACR,UAAU,KACV,UAAU,KACV,gBAAgB,KAChB,cAAc,KACd,eAAe,KACf,MAAM,KACN,IAAI,KACJ,gBAAgB,KAChB,aAAa,KACb,SAAS,KACT,MAAM,KACN,WAAW,IACX,kBAAkB,KAClB,MAAM,KACN,QAAQ,KACR,QAAQ,KACR,QAAQ,KACR,OAAO,KACP,OAAO,KACP,cAAc,KACd,YAAY,YACZ,MAAM,KACN,gBAAgB,KAChB,KAAK,KACL,KAAK,KACL,KAAK,KACL,eAAe,KACf,KAAK,KACL,iBAAiB,KACjB,eAAe,KACf,OAAO,KACP,cAAc,KACd,iBAAiB,KACjB,eAAe,MACf,gCAAgC,KAChC,SAAS,KACT,aAAa,KACb,sBAAsB,KACtB,MAAM,KACN,WAAW,KACX,cAAc,KACd,IAAI,KACJ,KAAK,KACL,OAAO,KACP,MAAM,KACN,QAAQ,KACR,KAAK,KACL,SAAS,KACT,KAAK,KACL,OAAO,KACP,YAAY,KACZ,MAAM,KACN,gBAAgB,KAChB,cAAc,KACd,QAAQ,KACR,KAAK,KACL,KAAK,KACL,IAAI,KACJ,SAAO,KACP,MAAM,KACN,IAAI,KACJ,YAAY,KACZ,aAAa,KACb,eAAe,KACf,WAAW,KACX,IAAI,KACJ,SAAS,KACT,yBAAyB,KACzB,sBAAsB,KACtB,cAAc,KACd,SAAS,KACT,MAAM,KACN,IAAI,KACJ,oBAAoB,KACpB,KAAK,KACL,gBAAgB,KAChB,qBAAqB,KACrB,eAAe,KACf,YAAY,KACZ,eAAe,KACf,IAAI,KACJ,kBAAkB,YAClB,WAAW,KACX,KAAK,KACL,uBAAuB,KACvB,sBAAsB,KACtB,cAAc,KACd,QAAQ,KACR,YAAY,KACZ,qBAAqB,KACrB,eAAe,YACf,mBAAmB,mBACnB,gBAAgB,YAChB,oBAAoB,mBACpB,qBAAqB,mBACrB,mBAAmB,mBACnB,uBAAuB,0BACvB,oBAAoB,mBACpB,wBAAwB,0BACxB,yBAAyB,0BACzB,yBAAyB,0BACzB,sBAAsB,mBACtB,0BAA0B,0BAC1B,2BAA2B,0BAC3B,iBAAiB,YACjB,qBAAqB,mBACrB,kBAAkB,YAClB,sBAAsB,mBACtB,uBAAuB,mBACvB,uBAAuB,mBACvB,2BAA2B,0BAC3B,wBAAwB,mBACxB,4BAA4B,0BAC5B,6BAA6B,0BAC7B,aAAa,IACb,IAAI,KACJ,QAAQ,KACR,KAAK,KACL,iBAAiB,aACjB,aAAa,KACb,MAAM,IACN,aAAa,KACb,aAAa,KACb,YAAY,KACZ,eAAe,KACf,WAAW,KACX,KAAK,KACL,YAAY,KACZ,UAAU,KACV,mBAAmB,KACnB,6BAA6B,KAC7B,KAAK,KACL,UAAU,KACV,sBAAsB,KACtB,YAAY,IACZ,UAAU,KACV,WAAW,KACX,MAAM,KACN,WAAW,KACX,aAAa,KACb,eAAe,KACf,iBAAiB,KACjB,YAAY,KACZ,qBAAqB,KACrB,QAAQ,KACR,IAAI,KACJ,MAAM,KACN,SAAS,KACT,WAAW,KACX,eAAe,KACf,SAAS,KACT,aAAa,KACb,iBAAiB,KACjB,SAAS,KACT,eAAe,KACf,KAAK,KACL,UAAU,KACV,aAAa,KACb,MAAM,KACN,KAAK,KACL,SAAS,KACT,cAAc,KACd,aAAa,YACb,eAAe,KACf,cAAc,KACd,SAAS,KACT,UAAU,KACV,oBAAoB,KACpB,YAAY,KACZ,SAAS,KACT,KAAK,KACL,IAAI,KACJ,OAAO,KACP,MAAM,KACN,KAAK,KACL,WAAW,KACX,KAAK,KACL,qBAAqB,KACrB,SAAS,KACT,KAAK,KACL,KAAK,KACL,YAAY,MACZ,cAAc,aACd,QAAQ,KACR,OAAO,KACP,YAAY,KACZ,WAAW,KACX,YAAY,KACZ,YAAY,KACZ,iBAAiB,IACjB,cAAc,IACd,UAAU,KACV,KAAK,KACL,SAAS,KACT,UAAU,KACV,YAAY,YACZ,OAAO,KACP,IAAI,KACJ,cAAc,KACd,YAAY,YACZ,UAAU,KACV,OAAO,KACP,gBAAgB,IAChB,kBAAkB,KAClB,QAAQ,KACR,KAAK,IACL,QAAQ,KACR,UAAU,KACV,OAAO,KACP,cAAc,KACd,eAAe,KACf,WAAW,KACX,aAAa,KACb,MAAM,KACN,iBAAiB,KACjB,WAAW,KACX,eAAe,KACf,UAAU,KACV,WAAW,KACX,OAAO,KACP,iBAAiB,KACjB,oBAAoB,IACpB,kBAAkB,KAClB,wBAAwB,KACxB,iBAAiB,IACjB,uBAAuB,KACvB,gBAAgB,IAChB,WAAW,KACX,KAAK,KACL,SAAS,KACT,gBAAgB,KAChB,UAAU,KACV,MAAM,KACN,KAAK,KACL,UAAU,KACV,MAAM,KACN,aAAa,KACb,SAAS,KACT,WAAW,KACX,OAAO,KACP,MAAM,KACN,WAAW,KACX,UAAU,KACV,uBAAuB,IACvB,MAAM,KACN,kBAAkB,KAClB,OAAO,KACP,KAAK,KACL,OAAO,KACP,UAAU,KACV,WAAW,KACX,UAAU,IACV,SAAS,KACT,GAAG,KACH,oBAAoB,KACpB,IAAI,KACJ,WAAW,KACX,kBAAkB,KAClB,mBAAmB,KACnB,mBAAmB,KACnB,SAAS,KACT,YAAY,KACZ,OAAO,KACP,gBAAgB,KAChB,eAAe,KACf,MAAM,KACN,gBAAgB,KAChB,gBAAgB,KAChB,cAAc,KACd,MAAM,KACN,IAAI,KACJ,QAAQ,KACR,SAAS,KACT,MAAM,KACN,IAAI,KACJ,SAAS,KACT,WAAW,KACX,aAAa,KACb,OAAO,KACP,KAAK,KACL,QAAQ,KACR,YAAY,KACZ,oBAAoB,KACpB,cAAc,KACd,qBAAqB,KACrB,WAAW,KACX,MAAM,KACN,KAAK,KACL,MAAM,KACN,kBAAkB,KAClB,mBAAmB,KACnB,qBAAqB,KACrB,kBAAkB,KAClB,4BAA4B,KAC5B,YAAY,KACZ,SAAS,KACT,OAAO,KACP,OAAO,KACP,aAAa,KACb,iBAAiB,KACjB,0BAA0B,KAC1B,MAAM,KACN,IAAI,KACJ,QAAQ,KACR,aAAa,KACb,MAAM,KACN,WAAW,KACX,KAAK,KACL,KAAK,KACL,KAAK,KACL,SAAS,KACT,OAAO,KACP,KAAK,KACL,kBAAkB,KAClB,SAAS,KACT,KAAK,IACL,WAAW,KACX,YAAY,KACZ,WAAW,KACX,YAAY,KACZ,eAAe,KACf,WAAW,KACX,EAAE,KACF,IAAI,KACJ,UAAU,KACV,QAAQ,MACR,QAAQ,KACR,eAAe,KACf,kBAAkB,KAClB,qBAAqB,KACrB,IAAI,KACJ,WAAW,YACX,cAAc,YACd,iBAAiB,YACjB,SAAS,YACT,YAAY,KACZ,gBAAgB,YAChB,mBAAmB,YACnB,WAAW,YACX,gBAAgB,YAChB,kBAAkB,YAClB,cAAc,KACd,UAAU,YACV,aAAa,YACb,aAAa,YACb,kBAAkB,YAClB,UAAU,YACV,qBAAqB,YACrB,uBAAuB,YACvB,cAAc,YACd,cAAc,YACd,WAAW,YACX,YAAY,YACZ,YAAY,YACZ,iBAAiB,YACjB,oBAAoB,KACpB,gBAAgB,KAChB,UAAU,KACV,UAAU,KACV,kBAAkB,KAClB,WAAW,KACX,qBAAqB,KACrB,KAAK,KACL,cAAc,KACd,YAAY,YACZ,aAAa,KACb,eAAe,KACf,aAAa,KACb,KAAK,KACL,MAAM,KACN,KAAK,KACL,cAAc,YACd,QAAQ,KACR,KAAK,KACL,MAAM,KACN,MAAM,KACN,WAAW,KACX,WAAW,KACX,WAAW,KACX,UAAU,KACV,QAAQ,KACR,SAAS,KACT,iBAAiB,KACjB,iBAAiB,KACjB,iBAAiB,KACjB,SAAS,KACT,OAAO,KACP,YAAY,KACZ,SAAS,KACT,KAAK,KACL,aAAa,KACb,OAAO,KACP,WAAW,KACX,cAAc,KACd,WAAW,KACX,SAAS,KACT,WAAW,KACX,SAAS,IACT,oBAAoB,KACpB,sBAAsB,YACtB,kBAAkB,KAClB,iBAAiB,KACjB,cAAc,KACd,MAAM,KACN,OAAO,KACP,aAAa,KACb,MAAM,KACN,UAAU,KACV,OAAO,KACP,SAAS,KACT,iBAAiB,KACjB,aAAa,KACb,cAAc,KACd,KAAK,KACL,UAAU,KACV,WAAW,KACX,cAAc,KACd,eAAe,KACf,QAAQ,KACR,4BAA4B,IAC5B,UAAU,KACV,aAAa,KACb,IAAI,KACJ,SAAS,KACT,mBAAmB,KACnB,UAAU,KACV,eAAe,KACf,kBAAkB,IAClB,GAAG,KACH,YAAY,YACZ,cAAc,KACd,iBAAiB,KACjB,QAAQ,KACR,YAAY,KACZ,SAAS,KACT,cAAc,KACd,iBAAiB,KACjB,SAAS,KACT,eAAe,KACf,WAAW,KACX,oBAAkB,KAClB,KAAK,KACL,SAAS,KACT,+BAA+B,KAC/B,MAAM,KACN,aAAa,KACb,EAAE,KACF,GAAG,MACH,MAAM,KACN,QAAQ,KACR,KAAK,KACL,OAAO,KACP,SAAS,KACT,GAAG,KACH,QAAQ,KACR,OAAO,YACP,SAAS,KACT,QAAQ,KACR,UAAU,KACV,YAAY,KACZ,GAAG,KACH,GAAG,KACH,oBAAoB,KACpB,aAAa,KACb,oBAAoB,KACpB,cAAc,KACd,iBAAiB,KACjB,WAAW,KACX,WAAW,KACX,cAAc,KACd,UAAU,IACV,YAAY,KACZ,eAAe,KACf,YAAY,KACZ,IAAI,KACJ,GAAG,KACH,QAAQ,KACR,eAAe,KACf,eAAe,KACf,MAAM,KACN,WAAW,KACX,UAAU,KACV,SAAS,KACT,WAAW,KACX,UAAU,KACV,WAAW,KACX,kBAAkB,IAClB,QAAQ,MACR,sBAAsB,KACtB,aAAa,KACb,eAAe,KACf,iBAAiB,KACjB,aAAa,IACb,aAAa,KACb,MAAM,KACN,QAAQ,KACR,KAAK,KACL,IAAI,KACJ,QAAQ,KACR,QAAQ,KACR,QAAQ,KACR,gBAAgB,KAChB,UAAU,KACV,eAAe,KACf,cAAc,KACd,MAAM,KACN,KAAK,IACL,IAAI,KACJ,KAAK,KACL,SAAS,KACT,KAAK,KACL,UAAU,KACV,UAAU,KACV,OAAO,KACP,MAAM,KACN,iBAAiB,KACjB,mBAAmB,KACnB,qBAAqB,IACrB,WAAW,KACX,WAAW,KACX,YAAY,KACZ,SAAS,KACT,WAAW,KACX,WAAW,KACX,YAAY,YACZ,OAAO,KACP,QAAQ,KACR,YAAY,KACZ,YAAY,KACZ,QAAQ,KACR,cAAc,KACd,OAAO,KACP,MAAM,KACN,YAAY,KACZ,MAAM,KACN,KAAK,KACL,YAAY,KACZ,YAAY,YACZ,KAAK,KACL,aAAa,KACb,eAAe,KACf,sBAAsB,IACtB,OAAO,KACP,SAAS,KACT,QAAQ,KACR,aAAa,KACb,MAAM,KACN,QAAQ,KACR,wBAAwB,KACxB,SAAS,IACT,OAAO,KACP,QAAQ,KACR,UAAU,KACV,WAAW,KACX,MAAM,KACN,aAAa,KACb,YAAY,KACZ,YAAY,KACZ,cAAc,KACd,QAAQ,KACR,aAAa,aACb,oBAAoB,KACpB,iCAAiC,KACjC,aAAa,KACb,mBAAmB,KACnB,iBAAiB,YACjB,IAAI,KACJ,MAAM,KACN,IAAI,KACJ,cAAc,IACd,QAAQ,KACR,WAAW,KACX,WAAW,KACX,QAAQ,KACR,SAAS,KACT,gBAAgB,KAChB,OAAO,KACP,WAAW,KACX,qBAAqB,IACrB,SAAS,KACT,iBAAiB,KACjB,OAAO,IACP,WAAW,KACX,OAAO,KACP,KAAK,KACL,UAAU,KACV,aAAa,KACb,WAAW,KACX,mBAAmB,KACnB,KAAK,KACL,MAAM,KACN,OAAO,KACP,KAAK,KACL,UAAU,KACV,eAAe,KACf,QAAQ,KACR,KAAK,KACL,QAAQ,KACR,eAAe,KACf,cAAc,KACd,WAAW,KACX,aAAa,YACb,eAAe,KACf,YAAY,KACZ,wBAAwB,KACxB,cAAc,YACd,GAAG,MACH,YAAY,KACZ,KAAK,KACL,OAAO,KACP,MAAM,KACN,UAAU,KACV,UAAU,KACV,OAAO,KACP,eAAe,KACf,SAAS,KACT,SAAS,KACT,SAAS,KACT,OAAO,KACP,WAAW,KACX,OAAO,KACP,KAAK,KACL,OAAO,KACP,YAAY,KACZ,SAAS,KACT,OAAO,KACP,oBAAoB,KACpB,SAAS,KACT,MAAM,KACN,WAAW,KACX,MAAM,KACN,MAAM,KACN,OAAO,KACP,cAAc,IACd,KAAK,KACL,MAAM,KACN,SAAS,KACT,cAAc,KACd,OAAO,KACP,OAAO,KACP,gBAAgB,KAChB,iBAAiB,KACjB,IAAI,KACJ,MAAM,IACN,MAAM,KACN,qBAAqB,KACrB,SAAS,KACT,aAAa,KACb,OAAO,KACP,uBAAuB,KACvB,sBAAsB,KACtB,aAAa,KACb,eAAe,KACf,mBAAmB,KACnB,qBAAqB,KACrB,mBAAmB,KACnB,wBAAwB,KACxB,MAAM,KACN,UAAU,KACV,OAAO,KACP,WAAW,KACX,YAAY,KACZ,MAAM,KACN,UAAU,KACV,QAAQ,KACR,MAAM,KACN,MAAM,KACN,cAAc,KACd,YAAY,KACZ,UAAU,KACV,QAAQ,KACR,kBAAkB,KAClB,IAAI,KACJ,OAAO,KACP,KAAK,KACL,IAAI,KACJ,MAAM,KACN,cAAc,KACd,OAAO,KACP,UAAU,KACV,QAAQ,KACR,SAAS,KACT,SAAS,IACT,gBAAgB,KAChB,cAAc,KACd,QAAQ,KACR,cAAc,KACd,eAAe,KACf,UAAU,KACV,OAAO,KACP,WAAW,KACX,gBAAgB,KAChB,eAAe,KACf,MAAM,KACN,MAAM,KACN,QAAQ,KACR,KAAK,KACL,MAAM,KACN,kBAAkB,KAClB,cAAc,KACd,MAAM,KACN,QAAQ,KACR,kBAAkB,KAClB,iBAAiB,KACjB,KAAK,KACL,YAAY,IACZ,UAAU,KACV,UAAU,IACV,eAAe,KACf,WAAW,KACX,iBAAiB,KACjB,6BAA6B,KAC7B,6BAA6B,KAC7B,kBAAkB,KAClB,kBAAkB,KAClB,uBAAuB,KACvB,sBAAsB,KACtB,uBAAuB,KACvB,cAAc,KACd,UAAU,KACV,WAAW,KACX,MAAM,KACN,QAAQ,KACR,uBAAuB,KACvB,YAAY,KACZ,cAAc,YACd,MAAM,KACN,mBAAmB,KACnB,MAAM,KACN,YAAY,KACZ,YAAY,KACZ,aAAa,KACb,aAAa,KACb,eAAe,YACf,QAAQ,KACR,UAAU,KACV,QAAQ,KACR,KAAK,KACL,KAAK,KACL,cAAc,KACd,OAAO,KACP,KAAK,KACL,IAAI,KACJ,mBAAmB,KACnB,UAAU,KACV,OAAO,KACP,KAAK,KACL,YAAY,KACZ,SAAS,KACT,gBAAgB,KAChB,OAAO,KACP,QAAQ,KACR,MAAM,KACN,OAAO,KACP,YAAY,IACZ,iBAAiB,YACjB,WAAW,KACX,GAAG,KACH,OAAO,KACP,YAAY,KACZ,OAAO,KACP,OAAO,KACP,IAAI,KACJ,OAAO,KACP,QAAQ,KACR,UAAU,KACV,QAAQ,KACR,cAAc,KACd,MAAM,KACN,OAAO,KACP,KAAK,KACL,wBAAwB,KACxB,iBAAiB,KACjB,QAAQ,KACR,QAAQ,KACR,WAAW,KACX,OAAO,KACP,eAAe,KACf,cAAc,KACd,MAAM,KACN,QAAQ,KACR,MAAM,KACN,cAAc,KACd,OAAO,KACP,OAAO,KACP,GAAG,KACH,0BAA0B,KAC1B,WAAW,KACX,sBAAsB,KACtB,wBAAwB,KACxB,MAAM,KACN,MAAM,KACN,MAAM,KACN,MAAM,MACN,MAAM,MACN,MAAM,KACN,MAAM,KACN,MAAM,MACN,MAAM,KACN,MAAM,KACN,MAAM,KACN,SAAS,KACT,SAAS,KACT,SAAS,KACT,QAAQ,KACR,OAAO,KACP,GAAG,KACH,iBAAiB,KACjB,EAAE,KACF,uBAAuB,KACvB,IAAI,KACJ,eAAe,KACf,aAAa,KACb,WAAW,KACX,OAAO,KACP,MAAM,KACN,QAAQ,KACR,WAAW,KACX,GAAG,KACH,cAAc,KACd,YAAY,KACZ,cAAc,YACd,qBAAqB,KACrB,oBAAoB,KACpB,QAAQ,KACR,YAAY,KACZ,MAAM,KACN,cAAc,KACd,WAAW,KACX,KAAK,KACL,UAAU,KACV,qBAAqB,KACrB,GAAG,KACH,MAAM,KACN,QAAQ,KACR,mBAAmB,MACnB,qBAAqB,aACrB,MAAM,KACN,OAAO,KACP,gBAAgB,KAChB,WAAW,KACX,iBAAiB,IACjB,aAAa,KACb,WAAW,MACX,aAAa,KACb,mBAAmB,KACnB,0BAA0B,KAC1B,oBAAoB,KACpB,mBAAmB,KACnB,oBAAoB,KACpB,cAAc,KACd,WAAW,KACX,UAAU,KACV,WAAW,KACX,KAAK,KACL,KAAK,KACL,MAAM,KACN,aAAa,YACb,gBAAgB,YAChB,mBAAmB,YACnB,WAAW,YACX,kBAAkB,YAClB,qBAAqB,YACrB,aAAa,YACb,kBAAkB,YAClB,oBAAoB,YACpB,YAAY,YACZ,eAAe,YACf,eAAe,YACf,oBAAoB,YACpB,YAAY,YACZ,uBAAuB,YACvB,yBAAyB,YACzB,gBAAgB,YAChB,gBAAgB,YAChB,aAAa,YACb,cAAc,YACd,cAAc,YACd,mBAAmB,YACnB,kBAAkB,YAClB,eAAe,KACf,WAAW,KACX,gBAAgB,YAChB,OAAO,KACP,UAAU,KACV,QAAQ,KACR,OAAO,KACP,aAAa,KACb,EAAE,IACF,aAAa,KACb,IAAI,KACJ,SAAS,KACT,IAAI,KACJ,IAAI,KACJ,kBAAkB,KAClB,IAAI,KAGJ,QAAY,oIACZ,SAAY,+LCvjDdrG,EAASsG,UAAY,SAAUC,GAC7B,aAoFA,SAASC,EAAiBrG,EAAK50B,GAI7B,GAFAA,EAAOA,GAAQ,KAEXy0B,EAASC,OAAO9V,SAASgW,GAAM,CAKjC,GAHA50B,EADA40B,EAAMH,EAASC,OAAOqD,WAAWnD,GAI7BH,EAASY,WAAWT,GAItB,OAHAhzB,QAAQy2B,KAAI,wBAA2BzD,EAA3B,qIAsDlB,SAAiCA,EAAK50B,GACjB,mBAAR40B,IACTA,EAAMA,EAAI,IAAIH,EAASsG,YAEpBtG,EAASC,OAAOvS,QAAQyS,KAC3BA,EAAM,CAACA,IAET,IAAIJ,EAAQH,EAASO,EAAK50B,GAE1B,IAAKw0B,EAAMA,MACT,MAAM71B,MAAM61B,EAAM90B,OAGpB,IAAK,IAAI5D,EAAI,EAAGA,EAAI84B,EAAI54B,SAAUF,EAChC,OAAQ84B,EAAI94B,GAAGqC,MACb,IAAK,OACH+8B,EAAe5+B,KAAKs4B,EAAI94B,IACxB,MACF,IAAK,SACHq/B,EAAgB7+B,KAAKs4B,EAAI94B,IACzB,MACF,QACE,MAAM6C,MAAM,iDA1Edy8B,CAAuB3G,EAASY,WAAWT,GAAMA,GAI5C,GAAKH,EAASC,OAAOG,YAAYQ,EAAWT,IAIjD,MAAMj2B,MAAM,cAAgBi2B,EAAM,+EAHlCA,EAAMS,EAAWT,GAOF,mBAARA,IACTA,EAAMA,KAGHH,EAASC,OAAOvS,QAAQyS,KAC3BA,EAAM,CAACA,IAGT,IAAIyG,EAAWhH,EAASO,EAAK50B,GAC7B,IAAKq7B,EAAS7G,MACZ,MAAM71B,MAAM08B,EAAS37B,OAGvB,IAAK,IAAI5D,EAAI,EAAGA,EAAI84B,EAAI54B,SAAUF,EAAG,CACnC,OAAQ84B,EAAI94B,GAAGqC,MAEb,IAAK,OACH+8B,EAAe5+B,KAAKs4B,EAAI94B,IACxB,MAEF,IAAK,SACHq/B,EAAgB7+B,KAAKs4B,EAAI94B,IAG7B,GAAI84B,EAAI94B,GAAGK,eAAc,aACvB,IAAK,IAAI44B,KAAMH,EAAI94B,GAAG+S,UAChB+lB,EAAI94B,GAAG+S,UAAU1S,eAAe44B,IAClCuG,EAAOvG,EAAIH,EAAI94B,GAAG+S,UAAUkmB,KA6CtC,SAASuG,EAAQt7B,EAAMyJ,GACrB,IAAKgrB,EAASC,OAAO9V,SAAS5e,GAC5B,MAAMrB,MAAM,oFAAsFqB,EAAO,UAG3G,GAAwB,mBAAbyJ,EACT,MAAM9K,MAAM,0FAA4F8K,EAAW,UAGhHoF,EAAU1S,eAAe6D,KAC5B6O,EAAU7O,GAAQ,IAEpB6O,EAAU7O,GAAM1D,KAAKmN,GA9LvB,IAMIoK,EAAU,GAOVqnB,EAAiB,GAOjBC,EAAkB,GAOlBtsB,EAAY,GAKZ0sB,EAAgB/F,EAMhBgG,EAAW,CACTC,OAAQ,GACRC,IAAK,GACLvhB,OAAQ,KASd,WAGE,IAAK,IAAIwhB,KAFTX,EAAmBA,GAAoB,GAEtB1F,EACXA,EAAcn5B,eAAew/B,KAC/B9nB,EAAQ8nB,GAAQrG,EAAcqG,IAKlC,GAAgC,iBAArBX,EAOT,MAAMr8B,MAAM,sEAAwEq8B,EACpF,wBAPA,IAAK,IAAIY,KAAOZ,EACVA,EAAiB7+B,eAAey/B,KAClC/nB,EAAQ+nB,GAAOZ,EAAiBY,IAQlC/nB,EAAQwhB,YACVZ,EAASC,OAAO9qB,QAAQiK,EAAQwhB,WAAY4F,GA5BhDY,GAoKApvB,KAAKqvB,UAAY,SAAmBC,EAAStmB,EAAM5B,EAASmoB,GAC1D,GAAIntB,EAAU1S,eAAe4/B,GAC3B,IAAK,IAAIE,EAAK,EAAGA,EAAKptB,EAAUktB,GAAS//B,SAAUigC,EAAI,CACrD,IAAIC,EAAQrtB,EAAUktB,GAASE,GAAIF,EAAStmB,EAAMhJ,KAAMoH,EAASmoB,GAC7DE,QAA0B,IAAVA,IAClBzmB,EAAOymB,GAIb,OAAOzmB,GASThJ,KAAK6uB,OAAS,SAAUt7B,EAAMyJ,GAE5B,OADA6xB,EAAOt7B,EAAMyJ,GACNgD,MAQTA,KAAK0vB,SAAW,SAAU1mB,GAExB,IAAKA,EACH,OAAOA,EAGT,IAAIumB,EAAU,CACZI,YAAiB,GACjBC,cAAiB,GACjBC,WAAiB,GACjBC,MAAiB,GACjBC,QAAiB,GACjBC,YAAiB,GACjBC,WAAiB,EACjBC,eAAiB,GACjBzB,eAAiBA,EACjBC,gBAAiBA,EACjByB,UAAiBnwB,KACjBypB,aAAiB,GACjBsF,SAAU,CACRC,OAAQ,GACRC,IAAK,GACLvhB,OAAQ,KAuEZ,OApDA1E,GAHAA,GADAA,GAHAA,GALAA,EAAOA,EAAK/M,QAAO,KAAO,OAKdA,QAAO,MAAQ,OAGfA,QAAO,QAAU,OACjBA,QAAO,MAAQ,OAGfA,QAAO,UAAY,UAE3BmL,EAAQgpB,sBACVpnB,EAvFJ,SAAyBA,GACvB,IAAIqnB,EAAMrnB,EAAK1M,MAAK,QAAS,GAAG/M,OAC5B+gC,EAAM,IAAI/rB,OAAM,UAAa8rB,EAAM,IAAK,MAC5C,OAAOrnB,EAAK/M,QAAQq0B,EAAK,IAoFhBC,CAAevnB,IAIxBA,EAAO,OAASA,EAAO,OAWvBA,GARAA,EAAOgf,EAASqD,UAAS,QAAlBrD,CAA4Bhf,EAAM5B,EAASmoB,IAQtCtzB,QAAO,aAAe,IAGlC+rB,EAASC,OAAO9qB,QAAQsxB,GAAgB,SAAUtG,GAChDnf,EAAOgf,EAASqD,UAAS,eAAlBrD,CAAmCG,EAAKnf,EAAM5B,EAASmoB,MAIhEvmB,EAAOgf,EAASqD,UAAS,WAAlBrD,CAA+Bhf,EAAM5B,EAASmoB,GACrDvmB,EAAOgf,EAASqD,UAAS,kBAAlBrD,CAAsChf,EAAM5B,EAASmoB,GAC5DvmB,EAAOgf,EAASqD,UAAS,mBAAlBrD,CAAuChf,EAAM5B,EAASmoB,GAC7DvmB,EAAOgf,EAASqD,UAAS,iBAAlBrD,CAAqChf,EAAM5B,EAASmoB,GAC3DvmB,EAAOgf,EAASqD,UAAS,eAAlBrD,CAAmChf,EAAM5B,EAASmoB,GACzDvmB,EAAOgf,EAASqD,UAAS,uBAAlBrD,CAA2Chf,EAAM5B,EAASmoB,GACjEvmB,EAAOgf,EAASqD,UAAS,aAAlBrD,CAAiChf,EAAM5B,EAASmoB,GACvDvmB,EAAOgf,EAASqD,UAAS,kBAAlBrD,CAAsChf,EAAM5B,EAASmoB,GAO5DvmB,GAHAA,GAHAA,EAAOgf,EAASqD,UAAS,uBAAlBrD,CAA2Chf,EAAM5B,EAASmoB,IAGrDtzB,QAAO,MAAQ,OAGfA,QAAO,MAAQ,KAG3B+M,EAAOgf,EAASqD,UAAS,uBAAlBrD,CAA2Chf,EAAM5B,EAASmoB,GAGjEvH,EAASC,OAAO9qB,QAAQuxB,GAAiB,SAAUvG,GACjDnf,EAAOgf,EAASqD,UAAS,eAAlBrD,CAAmCG,EAAKnf,EAAM5B,EAASmoB,MAIhER,EAAWQ,EAAQR,SACZ/lB,GASThJ,KAAKwwB,aAAexwB,KAAKywB,OAAS,SAAUz+B,EAAK0+B,GAW/C,GAFA1+B,GALAA,GADAA,EAAMA,EAAIiK,QAAO,QAAU,OACjBA,QAAO,MAAQ,OAKfA,QAAO,WAAa,aAEzBy0B,EAAY,CACf,IAAIr7B,SAAUA,OAAOpE,SAGnB,MAAM,IAAIiB,MAAK,6HAFfw+B,EAAar7B,OAAOpE,SAMxB,IAAI0/B,EAAMD,EAAWj/B,cAAa,OAClCk/B,EAAIzmB,UAAYlY,EAEhB,IAAIu9B,EAAU,CACZqB,QAqCF,SAAgCD,GAK9B,IAHA,IAAIE,EAAOF,EAAI/kB,iBAAgB,OAC3BklB,EAAS,GAEJzhC,EAAI,EAAGA,EAAIwhC,EAAKthC,SAAUF,EAEjC,GAAkC,IAA9BwhC,EAAKxhC,GAAG0hC,mBAAwE,SAA7CF,EAAKxhC,GAAG0U,WAAWqjB,QAAQtkB,cAA0B,CAC1F,IAAIkuB,EAAUH,EAAKxhC,GAAG0U,WAAWmG,UAAUqB,OACvClI,EAAWwtB,EAAKxhC,GAAG0U,WAAW1S,aAAY,kBAAqB,GAGnE,GAAiB,KAAbgS,EAEF,IADA,IAAIyG,EAAU+mB,EAAKxhC,GAAG0U,WAAW5N,UAAU0O,MAAK,KACvChR,EAAI,EAAGA,EAAIiW,EAAQva,SAAUsE,EAAG,CACvC,IAAIo9B,EAAUnnB,EAAQjW,GAAGyI,MAAK,mBAC9B,GAAgB,OAAZ20B,EAAkB,CACpB5tB,EAAW4tB,EAAQ,GACnB,OAMND,EAAUhJ,EAASC,OAAOiE,qBAAqB8E,GAE/CF,EAAOjhC,KAAKmhC,GACZH,EAAKxhC,GAAG6hC,UAAY,sBAAwB7tB,EAAW,iBAAmBhU,EAAE2M,WAAa,oBAEzF80B,EAAOjhC,KAAKghC,EAAKxhC,GAAG6a,WACpB2mB,EAAKxhC,GAAG6a,UAAY,GACpB2mB,EAAKxhC,GAAG0D,aAAY,SAAW1D,EAAE2M,YAGrC,OAAO80B,EAvEEK,CAAsBR,KAiBjC,SAASS,EAAOxuB,GACd,IAAK,IAAI7N,EAAI,EAAGA,EAAI6N,EAAKyuB,WAAW9hC,SAAUwF,EAAG,CAC/C,IAAI+O,EAAQlB,EAAKyuB,WAAWt8B,GACL,IAAnB+O,EAAMG,SACL,KAAOV,KAAKO,EAAMI,YAInBJ,EAAMI,UAAYJ,EAAMI,UAAUW,MAAK,MAAOM,KAAI,KAClDrB,EAAMI,UAAYJ,EAAMI,UAAUjI,QAAO,SAAW,QAJpD2G,EAAKvQ,YAAYyR,KACf/O,GAKwB,IAAnB+O,EAAMG,UACfmtB,EAAMttB,IAzBZstB,CAAMT,GASN,IAHA,IAAIW,EAAQX,EAAIU,WACZE,EAAQ,GAEHliC,EAAI,EAAGA,EAAIiiC,EAAM/hC,OAAQF,IAChCkiC,GAASvJ,EAASqD,UAAS,oBAAlBrD,CAAwCsJ,EAAMjiC,GAAIkgC,GA4D7D,OAAOgC,GAQTvxB,KAAK2qB,UAAY,SAAU91B,EAAKN,GAC9B6S,EAAQvS,GAAON,GAQjByL,KAAK4qB,UAAY,SAAU/1B,GACzB,OAAOuS,EAAQvS,IAOjBmL,KAAK6qB,WAAa,WAChB,OAAOzjB,GAQTpH,KAAKwxB,aAAe,SAAU3J,EAAWt0B,GAEvCi7B,EAAgB3G,EADhBt0B,EAAOA,GAAQ,OAQjByM,KAAKyxB,aAAe,SAAUC,GAC5BlD,EAAgBkD,IAOlB1xB,KAAK+oB,UAAY,SAAUx1B,GACzB,IAAKy1B,EAAOt5B,eAAe6D,GACzB,MAAMrB,MAAMqB,EAAO,yBAErB,IAAIw3B,EAAS/B,EAAOz1B,GAEpB,IAAK,IAAIy3B,KADT8D,EAAgBv7B,EACGw3B,EACbA,EAAOr7B,eAAes7B,KACxB5jB,EAAQ4jB,GAAUD,EAAOC,KAS/BhrB,KAAKirB,UAAY,WACf,OAAO6D,GAST9uB,KAAKyrB,gBAAkB,SAAU5D,GAC1BG,EAASC,OAAOvS,QAAQmS,KAC3BA,EAAY,CAACA,IAEf,IAAK,IAAInd,EAAI,EAAGA,EAAImd,EAAUt4B,SAAUmb,EAAG,CAEzC,IADA,IAAIyd,EAAMN,EAAUnd,GACXrb,EAAI,EAAGA,EAAIo/B,EAAel/B,SAAUF,EACvCo/B,EAAep/B,KAAO84B,GACxBsG,EAAep/B,GAAG4b,OAAO5b,EAAG,GAGhC,KAAc,EAAQq/B,EAAgBn/B,SAAUF,EAC1Cq/B,EADQ,KACgBvG,GAC1BuG,EAFU,GAEUzjB,OAAO5b,EAAG,KAUtC2Q,KAAKwrB,iBAAmB,WACtB,MAAO,CACLnoB,SAAUorB,EACVkD,OAAQjD,IASZ1uB,KAAK4xB,YAAc,SAAU3C,GAC3B,OAAIA,EACKF,EAASE,IAETF,EAASC,QAQpBhvB,KAAK6xB,kBAAoB,WACvB,OAAO9C,EAASrhB,QAQlB1N,KAAK8xB,iBAAmB,SAAUj9B,EAAKN,GACrCw6B,EAASC,OAAOn6B,GAAON,GAOzByL,KAAK+xB,mBAAqB,SAAUrkB,GAClCqhB,EAASrhB,OAASA,GAOpB1N,KAAKgyB,gBAAkB,SAAU/C,GAC/BF,EAASE,IAAMA,ICplBnBjH,EAASqD,UAAS,WAAY,SAAUriB,EAAM5B,EAASmoB,GACrD,aAIA,IAAI0C,EAAiB,SAAUzJ,EAAY0J,EAAUC,EAAQ91B,EAAK+1B,EAAIC,EAAIhxB,GAOxE,GANI2mB,EAASC,OAAOG,YAAY/mB,KAC9BA,EAAQ,IAEV8wB,EAASA,EAAOrvB,cAGZ0lB,EAAW+E,OAAM,iCAAoC,EACvDlxB,EAAM,QACD,IAAKA,EAAK,CAOf,GANK81B,IAEHA,EAASD,EAASpvB,cAAc7G,QAAO,QAAU,MAEnDI,EAAM,IAAM81B,EAEPnK,EAASC,OAAOG,YAAYmH,EAAQO,MAAMqC,IAM7C,OAAO3J,EALPnsB,EAAMkzB,EAAQO,MAAMqC,GACfnK,EAASC,OAAOG,YAAYmH,EAAQQ,QAAQoC,MAC/C9wB,EAAQkuB,EAAQQ,QAAQoC,IAU9B,IAAI70B,EAAS,aAFbjB,EAAMA,EAAIJ,QAAQ+rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,2BAE/C,IAkBjC,MAhBc,KAAVlnB,GAA0B,OAAVA,IAIlB/D,GAAU,YADV+D,GAFAA,EAAQA,EAAMpF,QAAO,KAAO,WAEdA,QAAQ+rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,2BACrD,KAK7BnhB,EAAQkrB,uBAAyB,KAAK/uB,KAAKlH,KAE7CiB,GAAU,kDAGZA,GAAU,IAAM40B,EAAW,QA2C7B,OAvBAlpB,GANAA,GAJAA,GAJAA,GArDAA,EAAOumB,EAAQY,UAAUd,UAAS,iBAAmBrmB,EAAM5B,EAASmoB,IAqDxDtzB,QAAO,0DAA4Dg2B,IAInEh2B,QAAO,6FACjBg2B,IAGUh2B,QAAO,qHACjBg2B,IAKUh2B,QAAO,2BAA6Bg2B,GAG5C7qB,EAAQ2iB,aACV/gB,EAAOA,EAAK/M,QAAO,uDAAwD,SAAUs2B,EAAIC,EAAI7vB,EAAQ8vB,EAAUC,GAC7G,GAAe,OAAX/vB,EACF,OAAO6vB,EAAKC,EAId,IAAKzK,EAASC,OAAO9V,SAAS/K,EAAQurB,gBACpC,MAAM,IAAIzgC,MAAK,0CAEjB,IAAI0gC,EAAMxrB,EAAQurB,eAAe12B,QAAO,QAAUy2B,GAC9C3gC,EAAS,GAIb,OAHIqV,EAAQkrB,uBACVvgC,EAAS,kDAEJygC,EAAK,YAAcI,EAAM,IAAM7gC,EAAS,IAAM0gC,EAAW,WAIpEzpB,EAAOumB,EAAQY,UAAUd,UAAS,gBAAkBrmB,EAAM5B,EAASmoB,MC7FrE,IAAIsD,EAAkB,8FAClBC,EAAkB,0GAClBC,EAAkB,sDAClBC,EAAkB,oGAClBC,EAAkB,gEAElBC,EAAc,SAAU9rB,GACtB,aACA,OAAO,SAAUmrB,EAAIY,EAAmBC,EAAMC,EAAIC,EAAIC,EAAqBC,GAEzE,IAAIC,EADJL,EAAOA,EAAKn3B,QAAQ+rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,0BAE9EmL,EAAS,GACT3hC,EAAS,GACT4hC,EAASR,GAAqB,GAC9BS,EAASJ,GAAsB,GAUnC,MATG,UAAWjwB,KAAK6vB,KACjBA,EAAOA,EAAKn3B,QAAO,UAAY,gBAE7BmL,EAAQgiB,oCAAsCmK,IAChDG,EAASH,GAEPnsB,EAAQkrB,uBACVvgC,EAAS,kDAEJ4hC,EAAM,YAAcP,EAAO,IAAMrhC,EAAS,IAAM0hC,EAAS,OAASC,EAASE,IAItFC,EAAc,SAAUzsB,EAASmoB,GAC/B,aACA,OAAO,SAAU/G,EAAYsL,EAAGpG,GAC9B,IAAI78B,EAAO,UASX,OARAijC,EAAIA,GAAK,GACTpG,EAAO1F,EAASqD,UAAS,uBAAlBrD,CAA2C0F,EAAMtmB,EAASmoB,GAC7DnoB,EAAQmjB,cACV15B,EAAOm3B,EAASC,OAAOwF,mBAAmB58B,EAAO68B,GACjDA,EAAO1F,EAASC,OAAOwF,mBAAmBC,IAE1C78B,GAAc68B,EAEToG,EAAI,YAAcjjC,EAAO,KAAO68B,EAAO,SAItD1F,EAASqD,UAAS,aAAc,SAAUriB,EAAM5B,EAASmoB,GACvD,aASA,OAJAvmB,GADAA,GAFAA,EAAOumB,EAAQY,UAAUd,UAAS,mBAAqBrmB,EAAM5B,EAASmoB,IAE1DtzB,QAAQ82B,EAAeG,EAAY9rB,KACnCnL,QAAQg3B,EAAgBY,EAAYzsB,EAASmoB,IAEzDvmB,EAAOumB,EAAQY,UAAUd,UAAS,kBAAoBrmB,EAAM5B,EAASmoB,MAKvEvH,EAASqD,UAAS,uBAAwB,SAAUriB,EAAM5B,EAASmoB,GACjE,aAEA,OAAKnoB,EAAQ+hB,oBAWbngB,GAJEA,GAHFA,EAAOumB,EAAQY,UAAUd,UAAS,6BAA+BrmB,EAAM5B,EAASmoB,IAGlEtzB,QADVmL,EAAQgiB,mCACU0J,EAEAD,EAFiBK,EAAY9rB,KAIvCnL,QAAQ+2B,EAAiBa,EAAYzsB,EAASmoB,IAE1DvmB,EAAOumB,EAAQY,UAAUd,UAAS,4BAA8BrmB,EAAM5B,EAASmoB,IAZtEvmB,KC3DXgf,EAASqD,UAAS,cAAe,SAAUriB,EAAM5B,EAASmoB,GACxD,aAyBA,OAvBAvmB,EAAOumB,EAAQY,UAAUd,UAAS,oBAAsBrmB,EAAM5B,EAASmoB,GAIvEvmB,EAAOgf,EAASqD,UAAS,cAAlBrD,CAAkChf,EAAM5B,EAASmoB,GACxDvmB,EAAOgf,EAASqD,UAAS,UAAlBrD,CAA8Bhf,EAAM5B,EAASmoB,GAGpDvmB,EAAOgf,EAASqD,UAAS,iBAAlBrD,CAAqChf,EAAM5B,EAASmoB,GAE3DvmB,EAAOgf,EAASqD,UAAS,QAAlBrD,CAA4Bhf,EAAM5B,EAASmoB,GAClDvmB,EAAOgf,EAASqD,UAAS,aAAlBrD,CAAiChf,EAAM5B,EAASmoB,GACvDvmB,EAAOgf,EAASqD,UAAS,SAAlBrD,CAA6Bhf,EAAM5B,EAASmoB,GAMnDvmB,EAAOgf,EAASqD,UAAS,iBAAlBrD,CAAqChf,EAAM5B,EAASmoB,GAC3DvmB,EAAOgf,EAASqD,UAAS,aAAlBrD,CAAiChf,EAAM5B,EAASmoB,GAEvDvmB,EAAOumB,EAAQY,UAAUd,UAAS,mBAAqBrmB,EAAM5B,EAASmoB,MC5BxEvH,EAASqD,UAAS,eAAgB,SAAUriB,EAAM5B,EAASmoB,GACzD,aAEAvmB,EAAOumB,EAAQY,UAAUd,UAAS,qBAAuBrmB,EAAM5B,EAASmoB,GAKxE,IAAIe,EAAM,oCAgCV,OA9BIlpB,EAAQ8iB,2BACVoG,EAAM,8BAGRtnB,GARAA,GAAc,QAQF/M,QAAQq0B,GAAK,SAAUyD,GAsBjC,OAdAA,GAFAA,GAHAA,EAAKA,EAAG93B,QAAO,mBAAqB,KAG5BA,QAAO,MAAQ,KAEfA,QAAO,aAAe,IAC9B83B,EAAK/L,EAASqD,UAAS,mBAAlBrD,CAAuC+L,EAAI3sB,EAASmoB,GAKzDwE,GAFAA,GAFAA,EAAK/L,EAASqD,UAAS,aAAlBrD,CAAiC+L,EAAI3sB,EAASmoB,IAE3CtzB,QAAO,UAAY,SAEnBA,QAAO,8BAA+B,SAAUusB,EAAYC,GAClE,IAAIuL,EAAMvL,EAIV,OADAuL,GADAA,EAAMA,EAAI/3B,QAAO,QAAU,OACjBA,QAAO,MAAQ,OAIpB+rB,EAASqD,UAAS,YAAlBrD,CAA6B,iBAAsB+L,EAAK,kBAAmB3sB,EAASmoB,MAG7FvmB,EAAOumB,EAAQY,UAAUd,UAAS,oBAAsBrmB,EAAM5B,EAASmoB,MCpCzEvH,EAASqD,UAAS,cAAe,SAAUriB,EAAM5B,EAASmoB,GACxD,aAEAvmB,EAAOumB,EAAQY,UAAUd,UAAS,oBAAsBrmB,EAAM5B,EAASmoB,GA8BvE,OAHAvmB,GArBAA,GAHAA,GAAQ,MAGI/M,QADE,oEACe,SAAUusB,EAAYC,EAAI4K,GACrD,IAAIY,EAAYxL,EACZyL,EAAWb,EACX58B,EAAM,KAcV,OAZAw9B,EAAYjM,EAASqD,UAAS,UAAlBrD,CAA8BiM,EAAW7sB,EAASmoB,GAC9D0E,EAAYjM,EAASqD,UAAS,aAAlBrD,CAAiCiM,EAAW7sB,EAASmoB,GAGjE0E,GADAA,GADAA,EAAYjM,EAASqD,UAAS,QAAlBrD,CAA4BiM,EAAW7sB,EAASmoB,IACtCtzB,QAAO,QAAU,KACjBA,QAAO,QAAU,IAEnCmL,EAAQ8hB,0BACVzyB,EAAM,IAGRw9B,EAAY,cAAgBA,EAAYx9B,EAAM,gBAEvCuxB,EAASqD,UAAS,YAAlBrD,CAAgCiM,EAAW7sB,EAASmoB,GAAW2E,MAI5Dj4B,QAAO,KAAO,IAE1B+M,EAAOumB,EAAQY,UAAUd,UAAS,mBAAqBrmB,EAAM5B,EAASmoB,MCVxEvH,EAASqD,UAAS,aAAc,SAAUriB,EAAM5B,EAASmoB,GACvD,aAoBA,YAhBoB,KAFpBvmB,EAAOumB,EAAQY,UAAUd,UAAS,mBAAqBrmB,EAAM5B,EAASmoB,MAGpEvmB,EAAO,IAETA,EAAOA,EAAK/M,QAAO,uCACjB,SAAUusB,EAAYC,EAAI4K,EAAIC,GAC5B,IAAIz/B,EAAIy/B,EAMR,OAJAz/B,GADAA,EAAIA,EAAEoI,QAAO,aAAe,KACtBA,QAAO,WAAa,IAE1BpI,EAAI40B,EAAK,UADT50B,EAAIm0B,EAASqD,UAAS,aAAlBrD,CAAiCn0B,EAAGuT,EAASmoB,IACzB,UACxB17B,EAAIm0B,EAASqD,UAAS,gBAAlBrD,CAAoCn0B,EAAGuT,EAASmoB,MAKxDvmB,EAAOumB,EAAQY,UAAUd,UAAS,kBAAoBrmB,EAAM5B,EAASmoB,MC1CvEvH,EAASqD,UAAS,wBAAyB,SAAUriB,EAAM5B,EAASmoB,GAClE,aAEA,IAAKnoB,EAAQ+sB,qBACX,OAAOnrB,EAGTA,EAAOumB,EAAQY,UAAUd,UAAS,8BAAgCrmB,EAAM5B,EAASmoB,GAEjF,IAAI6E,EAAU,OACVC,EAAgB,oBAChBhzB,EAAQ,GACRzO,EAAU,2BACViZ,EAAO,GACPkjB,EAAW,GAUf,IAAK,IAAIp3B,UARsC,IAApC43B,EAAQR,SAASC,OAAOoF,UACjCC,EAAgB,aAAgB9E,EAAQR,SAASC,OAAOoF,QAAU,MAElD,UADhBA,EAAU7E,EAAQR,SAASC,OAAOoF,QAAQp4B,WAAW8G,gBACf,UAAZsxB,IACxBxhC,EAAU,2BAIG28B,EAAQR,SAASC,OAChC,GAAIO,EAAQR,SAASC,OAAOt/B,eAAeiI,GACzC,OAAQA,EAAKmL,eACX,IAAK,UACH,MAEF,IAAK,QACHzB,EAAQ,UAAakuB,EAAQR,SAASC,OAAO3tB,MAAQ,aACrD,MAEF,IAAK,UAEDzO,EADc,SAAZwhC,GAAkC,UAAZA,EACd,kBAAoB7E,EAAQR,SAASC,OAAOp8B,QAAU,OAEtD,iCAAmC28B,EAAQR,SAASC,OAAOp8B,QAAU,OAEjF,MAEF,IAAK,WACL,IAAK,OACHiZ,EAAO,UAAY0jB,EAAQR,SAASC,OAAOr3B,GAAQ,IACnDo3B,GAAY,eAAiBp3B,EAAO,cAAgB43B,EAAQR,SAASC,OAAOr3B,GAAQ,OACpF,MAEF,QACEo3B,GAAY,eAAiBp3B,EAAO,cAAgB43B,EAAQR,SAASC,OAAOr3B,GAAQ,OAQ5F,OAHAqR,EAAOqrB,EAAgB,QAAUxoB,EAAO,cAAgBxK,EAAQzO,EAAUm8B,EAAW,oBAAsB/lB,EAAKuC,OAAS,qBAEzHvC,EAAOumB,EAAQY,UAAUd,UAAS,6BAA+BrmB,EAAM5B,EAASmoB,MCxDlFvH,EAASqD,UAAS,SAAU,SAAUriB,EAAM5B,EAASmoB,GACnD,aA2BA,OAHAvmB,GADAA,GAbAA,GAHAA,GAHAA,GAHAA,EAAOumB,EAAQY,UAAUd,UAAS,eAAiBrmB,EAAM5B,EAASmoB,IAGtDtzB,QAAO,YAAc,SAGrBA,QAAO,MAAQ,SAGfA,QAAO,cAAe,SAAUusB,EAAYC,GAKtD,IAJA,IAAI6L,EAAc7L,EACd8L,EAAY,EAAID,EAAY/kC,OAAS,EAGhCF,EAAI,EAAGA,EAAIklC,EAAWllC,IAC7BilC,GAAe,IAGjB,OAAOA,MAIGr4B,QAAO,MAAQ,SACfA,QAAO,MAAQ,IAE3B+M,EAAOumB,EAAQY,UAAUd,UAAS,cAAgBrmB,EAAM5B,EAASmoB,MC9BnEvH,EAASqD,UAAS,YAAa,SAAUriB,EAAM5B,EAASmoB,GACtD,aAQA,OAJAvmB,GAFAA,EAAOumB,EAAQY,UAAUd,UAAS,kBAAoBrmB,EAAM5B,EAASmoB,IAEzDtzB,QAAO,UAAY,KAE/B+M,EAAOumB,EAAQY,UAAUd,UAAS,iBAAmBrmB,EAAM5B,EAASmoB,MCFtEvH,EAASqD,UAAS,SAAU,SAAUriB,EAAM5B,EAASmoB,GACnD,aAEA,IAAKnoB,EAAQ6iB,MACX,OAAOjhB,EAgBT,OATAA,GAJAA,EAAOumB,EAAQY,UAAUd,UAAS,eAAiBrmB,EAAM5B,EAASmoB,IAItDtzB,QAFG,eAEe,SAAUs2B,EAAIiC,GAC1C,OAAIxM,EAASC,OAAOoG,OAAO3+B,eAAe8kC,GACjCxM,EAASC,OAAOoG,OAAOmG,GAEzBjC,KAGTvpB,EAAOumB,EAAQY,UAAUd,UAAS,cAAgBrmB,EAAM5B,EAASmoB,MCpBnEvH,EAASqD,UAAS,uBAAwB,SAAUriB,EAAM5B,EAASmoB,GACjE,aAiBA,OAHAvmB,GAHAA,GAHAA,GAHAA,GAJAA,EAAOumB,EAAQY,UAAUd,UAAS,6BAA+BrmB,EAAM5B,EAASmoB,IAIpEtzB,QAAO,qCAAuC,UAG9CA,QAAO,oBAAsB,SAG7BA,QAAO,KAAO,SAGdA,QAAO,KAAO,QAE1B+M,EAAOumB,EAAQY,UAAUd,UAAS,4BAA8BrmB,EAAM5B,EAASmoB,MCTjFvH,EAASqD,UAAS,0BAA2B,SAAUriB,EAAM5B,EAASmoB,GACpE,aAOA,OAHAvmB,GADAA,GAFAA,EAAOumB,EAAQY,UAAUd,UAAS,gCAAkCrmB,EAAM5B,EAASmoB,IAEvEtzB,QAAO,UAAY+rB,EAASC,OAAOM,2BACnCtsB,QAAO,8BAAgC+rB,EAASC,OAAOM,0BAEnEvf,EAAOumB,EAAQY,UAAUd,UAAS,+BAAiCrmB,EAAM5B,EAASmoB,MCbpFvH,EAASqD,UAAS,cAAe,SAAUriB,EAAM5B,EAASmoB,GACxD,aAeA,OATAvmB,GAJAA,EAAOumB,EAAQY,UAAUd,UAAS,oBAAsBrmB,EAAM5B,EAASmoB,IAKpEtzB,QAAO,KAAO,SAEdA,QAAO,KAAO,QACdA,QAAO,KAAO,QAEdA,QAAO,qBAAuB+rB,EAASC,OAAOM,0BAEjDvf,EAAOumB,EAAQY,UAAUd,UAAS,mBAAqBrmB,EAAM5B,EAASmoB,MChBxEvH,EAASqD,UAAS,yCAA0C,SAAUriB,EAAM5B,EAASmoB,GACnF,aAmBA,OANAvmB,GANAA,GANAA,EAAOumB,EAAQY,UAAUd,UAAS,+CAAiDrmB,EAAM5B,EAASmoB,IAMtFtzB,QAHG,wCAGW,SAAUusB,GAClC,OAAOA,EACJvsB,QAAO,qBAAuB,OAC9BA,QAAO,gBAAkB+rB,EAASC,OAAOM,8BAGlCtsB,QARG,iDAQe,SAAUusB,GACtC,OAAOA,EACJvsB,QAAO,gBAAkB+rB,EAASC,OAAOM,6BAG9Cvf,EAAOumB,EAAQY,UAAUd,UAAS,8CAAgDrmB,EAAM5B,EAASmoB,MCbnGvH,EAASqD,UAAS,oBAAqB,SAAUriB,EAAM5B,EAASmoB,GAC9D,aAGA,OAAKnoB,EAAQqiB,cAIbzgB,EAAOumB,EAAQY,UAAUd,UAAS,0BAA4BrmB,EAAM5B,EAASmoB,GAwB7EvmB,GApBAA,GAFAA,GAAQ,MAEI/M,QAAO,4EAA6E,SAAUusB,EAAYiM,EAAOpxB,EAAU4wB,GACrI,IAAIx9B,EAAO2Q,EAAQ8hB,wBAA2B,GAAK,KAenD,OAZA+K,EAAYjM,EAASqD,UAAS,aAAlBrD,CAAiCiM,EAAW7sB,EAASmoB,GAKjE0E,EAAY,cAAgB5wB,EAAW,WAAaA,EAAW,aAAeA,EAAW,IAAM,IAAM,KAFrG4wB,GADAA,GADAA,EAAYjM,EAASqD,UAAS,QAAlBrD,CAA4BiM,EAAW7sB,EAASmoB,IACtCtzB,QAAO,QAAU,KACjBA,QAAO,QAAU,KAEgFxF,EAAM,gBAE7Hw9B,EAAYjM,EAASqD,UAAS,YAAlBrD,CAAgCiM,EAAW7sB,EAASmoB,GAKzD,UAAYA,EAAQ9F,aAAa55B,KAAI,CAAEmZ,KAAMwf,EAAYyL,UAAWA,IAAc,GAAK,YAIpFh4B,QAAO,KAAO,IAEnBszB,EAAQY,UAAUd,UAAS,yBAA2BrmB,EAAM5B,EAASmoB,IA7BnEvmB,KCfXgf,EAASqD,UAAS,aAAc,SAAUriB,EAAM5B,EAASmoB,GACvD,aAKA,OAHAvmB,GADAA,EAAOumB,EAAQY,UAAUd,UAAS,mBAAqBrmB,EAAM5B,EAASmoB,IAC1DtzB,QAAO,eAAiB,IACpC+M,EAAO,UAAYumB,EAAQI,YAAY9/B,KAAKmZ,GAAQ,GAAK,QACzDA,EAAOumB,EAAQY,UAAUd,UAAS,kBAAoBrmB,EAAM5B,EAASmoB,MCFvEvH,EAASqD,UAAS,gBAAiB,SAAUriB,EAAM5B,EAASmoB,GAC1D,aACAvmB,EAAOumB,EAAQY,UAAUd,UAAS,sBAAwBrmB,EAAM5B,EAASmoB,GAWzE,OAHAvmB,EAAOgf,EAASC,OAAO8E,uBAAuB/jB,GANhC,SAAUwf,EAAYlsB,EAAO+vB,EAAMC,GAC/C,IAAI2H,EAAY5H,EAAOrE,EAASqD,UAAS,aAAlBrD,CAAiC1rB,EAAO8K,EAASmoB,GAAWjD,EACnF,MAAO,MAAQiD,EAAQM,WAAWhgC,KAAKokC,GAAa,GAAK,MAIE,iBAAkB,UAAW,OAE1FjrB,EAAOumB,EAAQY,UAAUd,UAAS,qBAAuBrmB,EAAM5B,EAASmoB,MCf1EvH,EAASqD,UAAS,eAAgB,SAAUriB,EAAM5B,EAASmoB,GACzD,aAEA,OAAO,SAAU/G,EAAYC,GAC3B,IAAIiM,EAAYjM,EAYhB,OALAiM,GAHAA,GADAA,EAAYA,EAAUz4B,QAAO,QAAU,OACjBA,QAAO,MAAQ,KAGfA,QAAO,QAAU,IAGvCy4B,EAAY,UAAYnF,EAAQI,YAAY9/B,KAAK6kC,GAAa,GAAK,YCdvE1M,EAASqD,UAAS,kBAAmB,SAAUriB,EAAM5B,EAASmoB,GAC5D,aACAvmB,EAAOumB,EAAQY,UAAUd,UAAS,wBAA0BrmB,EAAM5B,EAASmoB,GAE3E,IAAIoF,EAAY,CACV,MACA,MACA,KACA,KACA,KACA,KACA,KACA,KACA,aACA,QACA,KACA,KACA,KACA,SACA,WACA,OACA,WACA,SACA,OACA,QACA,UACA,SACA,SACA,MACA,UACA,QACA,UACA,QACA,SACA,SACA,SACA,SACA,QACA,KAEFC,EAAU,SAAUpM,EAAYlsB,EAAO+vB,EAAMC,GAC3C,IAAIH,EAAM3D,EAMV,OAHqC,IAAjC6D,EAAKkB,OAAM,kBACbpB,EAAME,EAAOkD,EAAQY,UAAUT,SAASpzB,GAASgwB,GAE5C,UAAYiD,EAAQI,YAAY9/B,KAAKs8B,GAAO,GAAK,SAG1D/kB,EAAQ4iB,2BAEVhhB,EAAOA,EAAK/M,QAAO,oBAAqB,SAAUs2B,EAAIsC,GACpD,MAAO,OAASA,EAAS,WAK7B,IAAK,IAAIxlC,EAAI,EAAGA,EAAIslC,EAAUplC,SAAUF,EAOtC,IALA,IAAIylC,EACAC,EAAW,IAAIxwB,OAAM,YAAeowB,EAAUtlC,GAAK,aAAc,MACjE2lC,EAAW,IAAML,EAAUtlC,GAAK,YAChC4lC,EAAW,KAAON,EAAUtlC,GAAK,KAE6B,KAA1DylC,EAAW9M,EAASC,OAAOoF,aAAarkB,EAAM+rB,KAAe,CAMnE,IAAIG,EAAWlN,EAASC,OAAOuF,aAAaxkB,EAAM8rB,GAE9CK,EAAcnN,EAASC,OAAO8E,uBAAuBmI,EAAS,GAAIN,EAASI,EAASC,EAAU,MAGlG,GAAIE,IAAgBD,EAAS,GAC3B,MAEFlsB,EAAOksB,EAAS,GAAGx6B,OAAOy6B,GAiB9B,OAbAnsB,EAAOA,EAAK/M,QAAO,oDACjB+rB,EAASqD,UAAS,cAAlBrD,CAAkChf,EAAM5B,EAASmoB,IAQnDvmB,GALAA,EAAOgf,EAASC,OAAO8E,uBAAuB/jB,GAAM,SAAUmjB,GAC5D,MAAO,UAAYoD,EAAQI,YAAY9/B,KAAKs8B,GAAO,GAAK,UACvD,iBAAe,SAAO,OAGblwB,QAAO,yDACjB+rB,EAASqD,UAAS,cAAlBrD,CAAkChf,EAAM5B,EAASmoB,IAEnDvmB,EAAOumB,EAAQY,UAAUd,UAAS,uBAAyBrmB,EAAM5B,EAASmoB,MC5F5EvH,EAASqD,UAAS,iBAAkB,SAAUriB,EAAM5B,EAASmoB,GAC3D,aAGA,SAAS6F,EAAcC,GACrB,MAAO,MAAQ9F,EAAQM,WAAWhgC,KAAKwlC,GAAQ,GAAK,IA0BtD,OAPArsB,GALAA,GALAA,GALAA,GAPAA,EAAOumB,EAAQY,UAAUd,UAAS,uBAAyBrmB,EAAM5B,EAASmoB,IAO9DtzB,QAAO,gBAAiB,SAAUs2B,GAC5C,OAAO6C,EAAa7C,OAIVt2B,QAAO,6BAA8B,SAAUs2B,GACzD,OAAO6C,EAAa7C,OAIVt2B,QAAO,qCAAsC,SAAUs2B,GACjE,OAAO6C,EAAa7C,OAIVt2B,QAAO,cAAe,SAAUs2B,GAC1C,OAAO6C,EAAa7C,MAKtBvpB,EAAOumB,EAAQY,UAAUd,UAAS,sBAAwBrmB,EAAM5B,EAASmoB,MAO3EvH,EAASqD,UAAS,mBAAoB,SAAUriB,EAAM5B,EAASmoB,GAC7D,aACAvmB,EAAOumB,EAAQY,UAAUd,UAAS,yBAA2BrmB,EAAM5B,EAASmoB,GAE5E,IAAK,IAAIlgC,EAAI,EAAGA,EAAIkgC,EAAQM,WAAWtgC,SAAUF,EAAG,CAKlD,IAJA,IAAIimC,EAAU/F,EAAQM,WAAWxgC,GAE7BkmC,EAAQ,EAEN,WAAYhyB,KAAK+xB,IAAU,CAC/B,IAAIx5B,EAAMyI,OAAOixB,GAEjB,GADAF,EAAUA,EAAQr5B,QAAO,KAAQH,EAAM,IAAKyzB,EAAQM,WAAW/zB,IACjD,KAAVy5B,EAAc,CAChBpgC,QAAQlC,MAAK,0CACb,QAEAsiC,EAEJvsB,EAAOA,EAAK/M,QAAO,KAAQ5M,EAAI,IAAKimC,GAItC,OADAtsB,EAAOumB,EAAQY,UAAUd,UAAS,wBAA0BrmB,EAAM5B,EAASmoB,MC1D7EvH,EAASqD,UAAS,mBAAoB,SAAUriB,EAAM5B,EAASmoB,GAC7D,aACAvmB,EAAOumB,EAAQY,UAAUd,UAAS,yBAA2BrmB,EAAM5B,EAASmoB,GAY5E,OAHAvmB,EAAOgf,EAASC,OAAO8E,uBAAuB/jB,GAPhC,SAAUwf,EAAYlsB,EAAO+vB,EAAMC,GAE/C,IAAI2H,EAAY5H,EAAOrE,EAASqD,UAAS,aAAlBrD,CAAiC1rB,EAAO8K,EAASmoB,GAAWjD,EACnF,MAAO,UAAYiD,EAAQ9F,aAAa55B,KAAI,CAAEmZ,KAAMwf,EAAYyL,UAAWA,IAAc,GAAK,UAInC,yCAA0C,2BAA4B,OAEnIjrB,EAAOumB,EAAQY,UAAUd,UAAS,wBAA0BrmB,EAAM5B,EAASmoB,MChB7EvH,EAASqD,UAAS,WAAY,SAAUriB,EAAM5B,EAASmoB,GACrD,aAwDA,SAASkG,EAAU7hC,GACjB,IAAIyN,EACAwV,EAGJ,GAAIzP,EAAQsuB,mBAAoB,CAC9B,IAAIp5B,EAAQ1I,EAAE0I,MAAK,mBACfA,GAASA,EAAM,KACjB1I,EAAI0I,EAAM,IAuDd,OAnDA+E,EAAQzN,EAINijB,EADEmR,EAASC,OAAO9V,SAAS/K,EAAQuuB,gBAC1BvuB,EAAQuuB,gBACmB,IAA3BvuB,EAAQuuB,eACR,WAEA,GAGNvuB,EAAQwuB,oBACXv0B,EAAQwV,EAASxV,GAIjBA,EADE+F,EAAQ0iB,qBACFzoB,EACLpF,QAAO,KAAO,KAEdA,QAAO,SAAW,IAClBA,QAAO,MAAQ,IACfA,QAAO,MAAQ,IAGfA,QAAO,yCAA2C,IAClD6G,cACMsE,EAAQyuB,YACTx0B,EACLpF,QAAO,KAAO,KAEdA,QAAO,SAAW,KAClBA,QAAO,MAAQ,KACfA,QAAO,MAAQ,KAEfA,QAAO,QAAU,KACjB6G,cAEKzB,EACLpF,QAAO,SAAW,IAClB6G,cAGDsE,EAAQwuB,oBACVv0B,EAAQwV,EAASxV,GAGfkuB,EAAQW,eAAe7uB,GACzBA,EAAQA,EAAQ,IAAOkuB,EAAQW,eAAe7uB,KAE9CkuB,EAAQW,eAAe7uB,GAAS,EAE3BA,EArHT2H,EAAOumB,EAAQY,UAAUd,UAAS,iBAAmBrmB,EAAM5B,EAASmoB,GAEpE,IAAIuG,EAAoB13B,MAAMD,SAASiJ,EAAQ0uB,mBAAsB,EAAI33B,SAASiJ,EAAQ0uB,kBAUtFC,EAAiB3uB,EAAQkjB,kBAAqB,gCAAkC,6BA6GpF,OAjFAthB,GAjBAA,GATAA,EAAOA,EAAK/M,QAHSmL,EAAQkjB,kBAAqB,gCAAkC,8BAGjD,SAAU9B,EAAYC,GAEvD,IAAIuN,EAAYhO,EAASqD,UAAS,YAAlBrD,CAAgCS,EAAIrhB,EAASmoB,GACzD0G,EAAO7uB,EAAQ+iB,WAAc,GAAK,QAAUsL,EAAShN,GAAM,IAE3DyN,EAAY,KADHJ,EACmBG,EAAM,IAAMD,EAAY,MAD3CF,EAC4D,IACzE,OAAO9N,EAASqD,UAAS,YAAlBrD,CAAgCkO,EAAW9uB,EAASmoB,OAGjDtzB,QAAQ85B,GAAe,SAAUI,EAAY1N,GACvD,IAAIuN,EAAYhO,EAASqD,UAAS,YAAlBrD,CAAgCS,EAAIrhB,EAASmoB,GACzD0G,EAAO7uB,EAAQ+iB,WAAc,GAAK,QAAUsL,EAAShN,GAAM,IAC3D2N,EAASN,EAAmB,EAC5BI,EAAY,KAAOE,EAASH,EAAM,IAAMD,EAAY,MAAQI,EAAS,IACzE,OAAOpO,EAASqD,UAAS,YAAlBrD,CAAgCkO,EAAW9uB,EAASmoB,OAYjDtzB,QAFImL,EAAQyiB,8BAAiC,oCAAsC,qCAEjE,SAAUrB,EAAYC,EAAI4K,GACtD,IAAIgD,EAAQhD,EACRjsB,EAAQsuB,qBACVW,EAAQhD,EAAGp3B,QAAO,qBAAuB,KAG3C,IAAIq6B,EAAOtO,EAASqD,UAAS,YAAlBrD,CAAgCqO,EAAOjvB,EAASmoB,GACvD0G,EAAO7uB,EAAQ+iB,WAAc,GAAK,QAAUsL,EAASpC,GAAM,IAC3D+C,EAASN,EAAmB,EAAIrN,EAAGl5B,OACnC0O,EAAS,KAAOm4B,EAASH,EAAM,IAAMK,EAAO,MAAQF,EAAS,IAEjE,OAAOpO,EAASqD,UAAS,YAAlBrD,CAAgC/pB,EAAQmJ,EAASmoB,MAqE1DvmB,EAAOumB,EAAQY,UAAUd,UAAS,gBAAkBrmB,EAAM5B,EAASmoB,MCxHrEvH,EAASqD,UAAS,kBAAmB,SAAUriB,EAAM5B,EAASmoB,GAC5D,aACAvmB,EAAOumB,EAAQY,UAAUd,UAAS,wBAA0BrmB,EAAM5B,EAASmoB,GAE3E,IAAI16B,EAAMmzB,EAASqD,UAAS,YAAlBrD,CAA6B,SAAa5gB,EAASmoB,GAM7D,OAHAvmB,GADAA,GADAA,EAAOA,EAAK/M,QAAO,4BAA8BpH,IACrCoH,QAAO,6BAA+BpH,IACtCoH,QAAO,4BAA8BpH,GAEjDmU,EAAOumB,EAAQY,UAAUd,UAAS,uBAAyBrmB,EAAM5B,EAASmoB,MCT5EvH,EAASqD,UAAS,UAAW,SAAUriB,EAAM5B,EAASmoB,GACpD,aAeA,SAASgH,EAAe/N,EAAYgO,EAASrE,EAAQ91B,EAAKo6B,EAAO3P,EAAQsL,EAAI/wB,GAE3E,IAAIyuB,EAAUP,EAAQO,MAClBC,EAAUR,EAAQQ,QAClB2G,EAAUnH,EAAQS,YAQtB,GANAmC,EAASA,EAAOrvB,cAEXzB,IACHA,EAAQ,IAGNmnB,EAAW+E,OAAM,iCAAoC,EACvDlxB,EAAM,QAED,GAAY,KAARA,GAAsB,OAARA,EAAc,CAOrC,GANe,KAAX81B,GAA4B,OAAXA,IAEnBA,EAASqE,EAAQ1zB,cAAc7G,QAAO,QAAU,MAElDI,EAAM,IAAM81B,EAEPnK,EAASC,OAAOG,YAAY0H,EAAMqC,IAUrC,OAAO3J,EATPnsB,EAAMyzB,EAAMqC,GACPnK,EAASC,OAAOG,YAAY2H,EAAQoC,MACvC9wB,EAAQ0uB,EAAQoC,IAEbnK,EAASC,OAAOG,YAAYsO,EAAMvE,MACrCsE,EAAQC,EAAMvE,GAAQsE,MACtB3P,EAAS4P,EAAMvE,GAAQrL,QAO7B0P,EAAUA,EACPv6B,QAAO,KAAO,UAEdA,QAAQ+rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,0BAGzE,IAAIjrB,EAAS,cADbjB,EAAMA,EAAIJ,QAAQ+rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,2BAC9C,UAAYiO,EAAU,IAoBxD,OAlBIn1B,GAAS2mB,EAASC,OAAO9V,SAAS9Q,KAKpC/D,GAAU,YAJV+D,EAAQA,EACLpF,QAAO,KAAO,UAEdA,QAAQ+rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,2BAC1C,KAG7BkO,GAAS3P,IAIXxpB,GAAU,YAHVm5B,EAAoB,MAAVA,EAAiB,OAASA,GAGL,IAC/Bn5B,GAAU,aAHVwpB,EAAqB,MAAXA,EAAkB,OAASA,GAGJ,KAGnCxpB,GAAU,MAuBZ,OAHA0L,GAHAA,GAHAA,GAHAA,GALAA,GA/EAA,EAAOumB,EAAQY,UAAUd,UAAS,gBAAkBrmB,EAAM5B,EAASmoB,IA+EvDtzB,QA1EY,mDA0Eas6B,IAKzBt6B,QAhFY,sKAIxB,SAA8BusB,EAAYgO,EAASrE,EAAQ91B,EAAKo6B,EAAO3P,EAAQsL,EAAI/wB,GAEjF,OAAOk1B,EAAe/N,EAAYgO,EAASrE,EAD3C91B,EAAMA,EAAIJ,QAAO,MAAQ,IAC+Bw6B,EAAO3P,EAAQsL,EAAI/wB,OA6EjEpF,QApFY,qIAoFSs6B,IAGrBt6B,QAxFY,yJAwFUs6B,IAGtBt6B,QAvFY,4BAuFes6B,GAEvCvtB,EAAOumB,EAAQY,UAAUd,UAAS,eAAiBrmB,EAAM5B,EAASmoB,MCrGpEvH,EAASqD,UAAS,kBAAmB,SAAUriB,EAAM5B,EAASmoB,GAC5D,aAQA,SAASoH,EAAaxK,EAAKE,EAAMC,GAM/B,OAAOD,EAAOF,EAAMG,EAqDtB,OAjEAtjB,EAAOumB,EAAQY,UAAUd,UAAS,wBAA0BrmB,EAAM5B,EAASmoB,GAuBzEvmB,EAPE5B,EAAQiiB,2BAIVrgB,GAHAA,EAAOA,EAAK/M,QAAO,2BAA4B,SAAUs2B,EAAIpG,GAC3D,OAAOwK,EAAaxK,EAAK,eAAgB,sBAE/BlwB,QAAO,yBAA0B,SAAUs2B,EAAIpG,GACzD,OAAOwK,EAAaxK,EAAK,WAAY,iBAE3BlwB,QAAO,uBAAwB,SAAUs2B,EAAIpG,GACvD,OAAOwK,EAAaxK,EAAK,OAAQ,aAMnCnjB,GAHAA,EAAOA,EAAK/M,QAAO,uBAAwB,SAAUs2B,EAAI3+B,GACvD,MAAO,MAAO2P,KAAK3P,GAAM+iC,EAAa/iC,EAAG,eAAgB,kBAAoB2+B,MAEnEt2B,QAAO,qBAAsB,SAAUs2B,EAAI3+B,GACrD,MAAO,MAAO2P,KAAK3P,GAAM+iC,EAAa/iC,EAAG,WAAY,aAAe2+B,MAE1Dt2B,QAAO,uBAAwB,SAAUs2B,EAAI3+B,GAEvD,MAAO,MAAO2P,KAAK3P,GAAM+iC,EAAa/iC,EAAG,OAAQ,SAAW2+B,KAY9DvpB,EAPE5B,EAAQwvB,yBAIV5tB,GAHAA,EAAOA,EAAK/M,QAAO,+CAAgD,SAAUs2B,EAAIsE,EAAM1K,GACrF,OAAOwK,EAAaxK,EAAK0K,EAAO,eAAgB,sBAEtC56B,QAAO,2CAA4C,SAAUs2B,EAAIsE,EAAM1K,GACjF,OAAOwK,EAAaxK,EAAK0K,EAAO,WAAY,iBAElC56B,QAAO,uCAAwC,SAAUs2B,EAAIsE,EAAM1K,GAC7E,OAAOwK,EAAaxK,EAAK0K,EAAO,OAAQ,aAM1C7tB,GAHAA,EAAOA,EAAK/M,QAAO,6BAA8B,SAAUs2B,EAAI3+B,GAC7D,MAAO,MAAO2P,KAAK3P,GAAM+iC,EAAa/iC,EAAG,eAAgB,kBAAoB2+B,MAEnEt2B,QAAO,yBAA0B,SAAUs2B,EAAI3+B,GACzD,MAAO,MAAO2P,KAAK3P,GAAM+iC,EAAa/iC,EAAG,WAAY,aAAe2+B,MAE1Dt2B,QAAO,yBAA0B,SAAUs2B,EAAI3+B,GAEzD,MAAO,MAAO2P,KAAK3P,GAAM+iC,EAAa/iC,EAAG,OAAQ,SAAW2+B,KAKhEvpB,EAAOumB,EAAQY,UAAUd,UAAS,uBAAyBrmB,EAAM5B,EAASmoB,MChE5EvH,EAASqD,UAAS,SAAU,SAAUriB,EAAM5B,EAASmoB,GACnD,aASA,SAASuH,EAAkBC,EAASC,GAqBlCzH,EAAQU,aAGR8G,EAAUA,EAAQ96B,QAAO,UAAY,MAKrC,IAAIq0B,EAAM,mHACN2G,EAAgB,mBAAoB1zB,KAHxCwzB,GAAW,MAiFX,OAzEI3vB,EAAQuiB,uCACV2G,EAAM,gHAgERyG,GA7DAA,EAAUA,EAAQ96B,QAAQq0B,GAAK,SAAU9H,EAAYC,EAAI4K,EAAIC,EAAI4D,EAAIC,EAASC,GAC5EA,EAAWA,GAA8B,KAAnBA,EAAQ7rB,OAE9B,IAAI8rB,EAAOrP,EAASqD,UAAS,UAAlBrD,CAA8BkP,EAAI9vB,EAASmoB,GAClD+H,EAAc,GAqDlB,OAlDIH,GAAW/vB,EAAQsiB,YACrB4N,EAAc,yDACdD,EAAOA,EAAKp7B,QAAO,uBAAwB,WACzC,IAAIs7B,EAAM,oGAKV,OAJIH,IACFG,GAAO,YAETA,GAAO,QAaXF,EAAOA,EAAKp7B,QAAO,gCAAiC,SAAUu7B,GAC5D,MAAO,KAAOA,KAMZ/O,GAAO4O,EAAK9J,OAAM,WAAc,GAClC8J,EAAOrP,EAASqD,UAAS,mBAAlBrD,CAAuCqP,EAAMjwB,EAASmoB,GAC7D8H,EAAOrP,EAASqD,UAAS,aAAlBrD,CAAiCqP,EAAMjwB,EAASmoB,KAIvD8H,GADAA,EAAOrP,EAASqD,UAAS,QAAlBrD,CAA4BqP,EAAMjwB,EAASmoB,IACtCtzB,QAAO,MAAQ,IAI3Bo7B,GAHAA,EAAOrP,EAASqD,UAAS,iBAAlBrD,CAAqCqP,EAAMjwB,EAASmoB,IAG/CtzB,QAAO,SAAW,QAE5Bo7B,EADEJ,EACKjP,EAASqD,UAAS,aAAlBrD,CAAiCqP,EAAMjwB,EAASmoB,GAEhDvH,EAASqD,UAAS,YAAlBrD,CAAgCqP,EAAMjwB,EAASmoB,IAO1D8H,EAAQ,MAAQC,EAAc,KAF9BD,EAAOA,EAAKp7B,QAAO,KAAO,KAEiB,cAM3BA,QAAO,MAAQ,IAEjCszB,EAAQU,aAEJ+G,IACFD,EAAUA,EAAQ96B,QAAO,OAAS,KAG7B86B,EAGT,SAASU,EAAkBC,EAAMC,GAE/B,GAAiB,OAAbA,EAAmB,CACrB,IAAIC,EAAMF,EAAKp7B,MAAK,cACpB,GAAIs7B,GAAkB,MAAXA,EAAI,GACb,MAAO,WAAaA,EAAI,GAAK,IAGjC,MAAO,GAUT,SAASC,EAAuBH,EAAMC,EAAUX,GAG9C,IAAIc,EAAS1wB,EAAQuiB,qCAAwC,kBAAoB,sBAC7EoO,EAAS3wB,EAAQuiB,qCAAwC,kBAAoB,sBAC7EqO,EAA2B,OAAbL,EAAqBG,EAAQC,EAC3Cz6B,EAAS,GAEb,IAAiC,IAA7Bo6B,EAAKnK,OAAOyK,IACd,SAAUC,EAAS9L,GACjB,IAAIQ,EAAMR,EAAIoB,OAAOyK,GACjBloB,EAAQ2nB,EAAiBC,EAAMC,IACtB,IAAThL,GAEFrvB,GAAU,QAAUq6B,EAAW7nB,EAAQ,MAAQgnB,EAAiB3K,EAAI52B,MAAM,EAAGo3B,KAAQqK,GAAgB,KAAOW,EAAW,MAIvHK,EAA2B,QAD3BL,EAAyB,OAAbA,EAAqB,KAAO,MACLG,EAAQC,EAG3CE,EAAQ9L,EAAI52B,MAAMo3B,KAElBrvB,GAAU,QAAUq6B,EAAW7nB,EAAQ,MAAQgnB,EAAiB3K,IAAO6K,GAAgB,KAAOW,EAAW,MAd7G,CAgBGD,OACE,CACL,IAAI5nB,EAAQ2nB,EAAiBC,EAAMC,GACnCr6B,EAAS,QAAUq6B,EAAW7nB,EAAQ,MAAQgnB,EAAiBY,IAAQV,GAAgB,KAAOW,EAAW,MAG3G,OAAOr6B,EA4BT,OAxBA0L,EAAOumB,EAAQY,UAAUd,UAAS,eAAiBrmB,EAAM5B,EAASmoB,GAGlEvmB,GAAQ,KAmBRA,GAhBEA,EADEumB,EAAQU,WACHjnB,EAAK/M,QAAO,6FACjB,SAAUusB,EAAYkP,EAAMrE,GAE1B,OAAOwE,EAAsBH,EADbrE,EAAG9F,OAAM,WAAc,EAAK,KAAO,MACN,MAI1CvkB,EAAK/M,QAAO,uGACjB,SAAUusB,EAAYC,EAAIiP,EAAMpE,GAE9B,OAAOuE,EAAsBH,EADbpE,EAAG/F,OAAM,WAAc,EAAK,KAAO,MACN,OAMvCtxB,QAAO,KAAO,IAC1B+M,EAAOumB,EAAQY,UAAUd,UAAS,cAAgBrmB,EAAM5B,EAASmoB,MCrMnEvH,EAASqD,UAAS,YAAa,SAAUriB,EAAM5B,EAASmoB,GACtD,aAQA,SAAS2I,EAAuBlH,GAE9BzB,EAAQR,SAASE,IAAM+B,GAUvBA,GANAA,EAAUA,EAEP/0B,QAAO,KAAO,SAEdA,QAAO,KAAO,WAECA,QAAO,UAAY,MAC7BA,QAAO,6BAA8B,SAAUs2B,EAAI19B,EAAKN,GAE9D,OADAg7B,EAAQR,SAASC,OAAOn6B,GAAON,EACxB,MArBX,OAAK6S,EAAQ2nB,UAsCb/lB,GARAA,GALAA,GArBAA,EAAOumB,EAAQY,UAAUd,UAAS,kBAAoBrmB,EAAM5B,EAASmoB,IAqBzDtzB,QAAO,sCAAuC,SAAUk8B,EAAYzqB,EAAQsjB,GAEtF,OADAkH,EAAsBlH,GACf,SAGG/0B,QAAO,sCAAuC,SAAUk8B,EAAYzqB,EAAQsjB,GAKtF,OAJItjB,IACF6hB,EAAQR,SAASrhB,OAASA,GAE5BwqB,EAAsBlH,GACf,SAGG/0B,QAAO,MAAQ,IAE3B+M,EAAOumB,EAAQY,UAAUd,UAAS,iBAAmBrmB,EAAM5B,EAASmoB,IAvC3DvmB,KCJXgf,EAASqD,UAAS,WAAY,SAAUriB,EAAM5B,EAASmoB,GACrD,aAWA,OAHAvmB,GAHAA,GAJAA,EAAOumB,EAAQY,UAAUd,UAAS,iBAAmBrmB,EAAM5B,EAASmoB,IAIxDtzB,QAAO,mBAAqB,OAG5BA,QAAO,MAAQ,IAE3B+M,EAAOumB,EAAQY,UAAUd,UAAS,gBAAkBrmB,EAAM5B,EAASmoB,MCXrEvH,EAASqD,UAAS,cAAe,SAAUriB,EAAM5B,EAASmoB,GACxD,aAWA,IAJA,IAAI6I,GAFJpvB,GADAA,GAFAA,EAAOumB,EAAQY,UAAUd,UAAS,oBAAsBrmB,EAAM5B,EAASmoB,IAE3DtzB,QAAO,QAAU,KACjBA,QAAO,QAAU,KAEZ4I,MAAK,WAClBwzB,EAAW,GACX5hC,EAAM2hC,EAAM7oC,OAEPF,EAAI,EAAGA,EAAIoH,EAAKpH,IAAK,CAC5B,IAAIuV,EAAMwzB,EAAM/oC,GAEZuV,EAAI2oB,OAAM,mBAAsB,EAClC8K,EAASxoC,KAAK+U,GAILA,EAAI2oB,OAAM,OAAU,IAE7B3oB,GADAA,EAAMojB,EAASqD,UAAS,YAAlBrD,CAAgCpjB,EAAKwC,EAASmoB,IAC1CtzB,QAAO,aAAe,OAEhCo8B,EAASxoC,KADT+U,GAAO,SAOX,IADAnO,EAAM4hC,EAAS9oC,OACVF,EAAI,EAAGA,EAAIoH,EAAKpH,IAAK,CAMxB,IALA,IAAIqlC,EAAY,GACZ4D,EAAaD,EAAShpC,GACtBkpC,GAAW,EAGT,gBAAiBh1B,KAAK+0B,IAAa,CACvC,IAAI7D,EAAQlwB,OAAOixB,GACf15B,EAAQyI,OAAOi0B,GAanB9D,GAVEA,EADY,MAAVD,EACUlF,EAAQI,YAAY7zB,GAG5By8B,EAEUvQ,EAASqD,UAAS,aAAlBrD,CAAiCuH,EAAQ9F,aAAa3tB,GAAKkN,KAAM5B,EAASmoB,GAE1EA,EAAQ9F,aAAa3tB,GAAKm4B,WAGpBh4B,QAAO,MAAQ,QAErCq8B,EAAaA,EAAWr8B,QAAO,4BAA8By4B,GAE1D,gCAAiCnxB,KAAK+0B,KACvCC,GAAW,GAGfF,EAAShpC,GAAKipC,EAMhB,OADAtvB,GADAA,GAFAA,EAAOqvB,EAASlzB,KAAI,OAERlJ,QAAO,QAAU,KACjBA,QAAO,QAAU,IACtBszB,EAAQY,UAAUd,UAAS,mBAAqBrmB,EAAM5B,EAASmoB,MCjExEvH,EAASqD,UAAS,gBAAiB,SAAUlD,EAAKnf,EAAM5B,EAASmoB,GAC/D,aAEA,GAAIpH,EAAIriB,OACNkD,EAAOmf,EAAIriB,OAAOkD,EAAMumB,EAAQY,UAAW/oB,QAEtC,GAAI+gB,EAAIE,MAAO,CAEpB,IAAIrlB,EAAKmlB,EAAIE,MACPrlB,aAAcuB,SAClBvB,EAAK,IAAIuB,OAAOvB,EAAI,MAEtBgG,EAAOA,EAAK/M,QAAQ+G,EAAImlB,EAAIlsB,SAG9B,OAAO+M,KCdTgf,EAASqD,UAAS,aAAc,SAAUriB,EAAM5B,EAASmoB,GACvD,aA0CA,OAxCAvmB,EAAOumB,EAAQY,UAAUd,UAAS,mBAAqBrmB,EAAM5B,EAASmoB,GACtEvmB,EAAOgf,EAASqD,UAAS,YAAlBrD,CAAgChf,EAAM5B,EAASmoB,GACtDvmB,EAAOgf,EAASqD,UAAS,wCAAlBrD,CAA4Dhf,EAAM5B,EAASmoB,GAClFvmB,EAAOgf,EAASqD,UAAS,yBAAlBrD,CAA6Chf,EAAM5B,EAASmoB,GAInEvmB,EAAOgf,EAASqD,UAAS,SAAlBrD,CAA6Bhf,EAAM5B,EAASmoB,GACnDvmB,EAAOgf,EAASqD,UAAS,UAAlBrD,CAA8Bhf,EAAM5B,EAASmoB,GAKpDvmB,EAAOgf,EAASqD,UAAS,YAAlBrD,CAAgChf,EAAM5B,EAASmoB,GACtDvmB,EAAOgf,EAASqD,UAAS,sBAAlBrD,CAA0Chf,EAAM5B,EAASmoB,GAChEvmB,EAAOgf,EAASqD,UAAS,QAAlBrD,CAA4Bhf,EAAM5B,EAASmoB,GAClDvmB,EAAOgf,EAASqD,UAAS,YAAlBrD,CAAgChf,EAAM5B,EAASmoB,GACtDvmB,EAAOgf,EAASqD,UAAS,iBAAlBrD,CAAqChf,EAAM5B,EAASmoB,GAC3DvmB,EAAOgf,EAASqD,UAAS,gBAAlBrD,CAAoChf,EAAM5B,EAASmoB,GAC1DvmB,EAAOgf,EAASqD,UAAS,WAAlBrD,CAA+Bhf,EAAM5B,EAASmoB,GAGrDvmB,EAAOgf,EAASqD,UAAS,gBAAlBrD,CAAoChf,EAAM5B,EAASmoB,GAG1DvmB,EAAOgf,EAASqD,UAAS,sBAAlBrD,CAA0Chf,EAAM5B,EAASmoB,GAG5DnoB,EAAQwiB,iBAGP,SAAWrmB,KAAKyF,KACjBA,EAAOA,EAAK/M,QAAO,OAAS,aAI9B+M,EAAOA,EAAK/M,QAAO,SAAW,YAGhC+M,EAAOumB,EAAQY,UAAUd,UAAS,kBAAoBrmB,EAAM5B,EAASmoB,MC9CvEvH,EAASqD,UAAS,iBAAkB,SAAUriB,EAAM5B,EAASmoB,GAC3D,aAeA,OANInoB,EAAQkiB,gBAEVtgB,GADAA,EAAOumB,EAAQY,UAAUd,UAAS,uBAAyBrmB,EAAM5B,EAASmoB,IAC9DtzB,QAAO,+BAAgC,SAAUs2B,EAAIpG,GAAO,OAT1E,SAAsBA,GAIpB,OAHI/kB,EAAQ+hB,qBACVgD,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CmE,EAAK/kB,EAASmoB,IAEzD,QAAUpD,EAAM,SAKwDwK,CAAYxK,MAC3FnjB,EAAOumB,EAAQY,UAAUd,UAAS,sBAAwBrmB,EAAM5B,EAASmoB,IAGpEvmB,KCXTgf,EAASqD,UAAS,wBAAyB,SAAUriB,EAAM5B,EAASmoB,GAClE,aAEA,IAMIkJ,EAAc,SAAUjQ,EAAY2J,EAAQ91B,EAAKo6B,EAAO3P,EAAQ4R,EAAYr3B,GAS9E,OARA8wB,EAASA,EAAOrvB,cAGdysB,EAAQO,MAAMqC,GAFZ91B,EAAIC,MAAK,0BAEaD,EAAIJ,QAAO,MAAQ,IAEnB+rB,EAASqD,UAAS,sBAAlBrD,CAA0C3rB,EAAK+K,EAASmoB,GAG9EmJ,EAGKA,EAAar3B,GAGhBA,IACFkuB,EAAQQ,QAAQoC,GAAU9wB,EAAMpF,QAAO,OAAS,WAE9CmL,EAAQijB,oBAAsBoM,GAAS3P,IACzCyI,EAAQS,YAAYmC,GAAU,CAC5BsE,MAAQA,EACR3P,OAAQA,IAKP,KAWT,OAFA9d,GAHAA,GAFAA,GAhCAA,GAAQ,MAgCI/M,QAnCM,4MAmCew8B,IAErBx8B,QAtCM,kKAsCSw8B,IAGfx8B,QAAO,KAAO,OCjD5B+rB,EAASqD,UAAS,UAAW,SAAUriB,EAAM5B,EAASmoB,GACpD,aAkCA,SAASoJ,EAAYC,EAAM9oB,GAEzB,MAAO,MAAQA,EAAQ,IADTkY,EAASqD,UAAS,YAAlBrD,CAAgC4Q,EAAMxxB,EAASmoB,GACtB,UAuBzC,SAASsJ,EAAYC,GACnB,IAAIzpC,EAAG0pC,EAAaD,EAASj0B,MAAK,MAElC,IAAKxV,EAAI,EAAGA,EAAI0pC,EAAWxpC,SAAUF,EAEhC,YAAakU,KAAKw1B,EAAW1pC,MAC9B0pC,EAAW1pC,GAAK0pC,EAAW1pC,GAAG4M,QAAO,YAAc,KAElD,YAAasH,KAAKw1B,EAAW1pC,MAC9B0pC,EAAW1pC,GAAK0pC,EAAW1pC,GAAG4M,QAAO,YAAc,KAGrD88B,EAAW1pC,GAAK24B,EAASqD,UAAS,YAAlBrD,CAAgC+Q,EAAW1pC,GAAI+X,EAASmoB,GAG1E,IAhEoByJ,EAYC/6B,EAAQ6R,EACzBuX,EAmDA4R,EAAaF,EAAW,GAAGl0B,MAAK,KAAMY,KAAI,SAAUjQ,GAAK,OAAOA,EAAE+V,UAClE2tB,EAAYH,EAAW,GAAGl0B,MAAK,KAAMY,KAAI,SAAUjQ,GAAK,OAAOA,EAAE+V,UACjE4tB,EAAW,GACXC,EAAU,GACVC,EAAS,GACTC,EAAQ,GAKZ,IAHAP,EAAW/oC,QACX+oC,EAAW/oC,QAENX,EAAI,EAAGA,EAAI0pC,EAAWxpC,SAAUF,EACN,KAAzB0pC,EAAW1pC,GAAGkc,QAGlB4tB,EAAStpC,KACPkpC,EAAW1pC,GACRwV,MAAK,KACLY,KAAI,SAAUjQ,GACb,OAAOA,EAAE+V,WAKjB,GAAI0tB,EAAW1pC,OAAS2pC,EAAU3pC,OAChC,OAAOupC,EAGT,IAAKzpC,EAAI,EAAGA,EAAI6pC,EAAU3pC,SAAUF,EAClCgqC,EAAOxpC,KA3FN,eAAgB0T,KADCy1B,EA4FME,EAAU7pC,IA1F3B,4BACC,qBAAsBkU,KAAKy1B,GAC5B,6BACC,sBAAuBz1B,KAAKy1B,GAC7B,8BAEA,IAuFT,IAAK3pC,EAAI,EAAGA,EAAI4pC,EAAW1pC,SAAUF,EAC/B24B,EAASC,OAAOG,YAAYiR,EAAOhqC,MACrCgqC,EAAOhqC,GAAK,IAEd+pC,EAAQvpC,MAvFmBigB,EAuFcupB,EAAOhqC,GAtF9Cg4B,WAAK,GACTppB,GAFqBA,EAuFOg7B,EAAW5pC,IArFvBkc,QAEZnE,EAAQoiB,gBAAkBpiB,EAAQmyB,iBACpClS,EAAK,QAAUppB,EAAOhC,QAAO,KAAO,KAAK6G,cAAgB,KAIpD,MAAQukB,EAAKvX,EAAQ,KAF5B7R,EAAS+pB,EAASqD,UAAS,YAAlBrD,CAAgC/pB,EAAQmJ,EAASmoB,IAEf,YAiF3C,IAAKlgC,EAAI,EAAGA,EAAI8pC,EAAS5pC,SAAUF,EAAG,CAEpC,IADA,IAAImqC,EAAM,GACDC,EAAK,EAAGA,EAAKL,EAAQ7pC,SAAUkqC,EAClCzR,EAASC,OAAOG,YAAY+Q,EAAS9pC,GAAGoqC,IAG5CD,EAAI3pC,KAAK8oC,EAAWQ,EAAS9pC,GAAGoqC,GAAKJ,EAAOI,KAE9CH,EAAMzpC,KAAK2pC,GAGb,OApFF,SAAqBJ,EAASE,GAI5B,IAHA,IAAII,EAAK,2BACLC,EAASP,EAAQ7pC,OAEZF,EAAI,EAAGA,EAAIsqC,IAAUtqC,EAC5BqqC,GAAMN,EAAQ/pC,GAIhB,IAFAqqC,GAAM,6BAEDrqC,EAAI,EAAGA,EAAIiqC,EAAM/pC,SAAUF,EAAG,CACjCqqC,GAAM,SACN,IAAK,IAAID,EAAK,EAAGA,EAAKE,IAAUF,EAC9BC,GAAMJ,EAAMjqC,GAAGoqC,GAEjBC,GAAM,UAGR,OADAA,GAAM,uBAoECE,CAAWR,EAASE,GAzH7B,IAAKlyB,EAAQmiB,OACX,OAAOvgB,EAwIT,OAJAA,GAHAA,GAHAA,GAHAA,EAAOumB,EAAQY,UAAUd,UAAS,gBAAkBrmB,EAAM5B,EAASmoB,IAGvDtzB,QAAO,UAAY+rB,EAASC,OAAOM,2BAGnCtsB,QA9HS,uHA8HS48B,IAGlB58B,QA/HS,oHA+He48B,GAEpC7vB,EAAOumB,EAAQY,UAAUd,UAAS,eAAiBrmB,EAAM5B,EAASmoB,MC1IpEvH,EAASqD,UAAS,aAAc,SAAUriB,EAAM5B,EAASmoB,GACvD,aAEA,OAAKnoB,EAAQyyB,WAIb7wB,EAAOumB,EAAQY,UAAUd,UAAS,mBAAqBrmB,EAAM5B,EAASmoB,GAmBtEvmB,GAbEA,EAJE5B,EAAQiiB,2BACVrgB,EAAOA,EAAK/M,QAAO,2BAA4B,SAAUs2B,EAAIpG,GAC3D,MAAO,MAAQA,EAAM,WAEXlwB,QAAO,yBAA0B,SAAUs2B,EAAIpG,GACzD,MAAO,MAAQA,EAAM,WAGvBnjB,EAAOA,EAAK/M,QAAO,uBAAwB,SAAUs2B,EAAI3+B,GACvD,MAAO,MAAO2P,KAAK3P,GAAM,MAAQA,EAAI,OAAS2+B,MAEpCt2B,QAAO,qBAAsB,SAAUs2B,EAAI3+B,GACrD,MAAO,MAAO2P,KAAK3P,GAAM,MAAQA,EAAI,OAAS2+B,MAKtCt2B,QAAO,OAAS+rB,EAASC,OAAOM,0BAE5Cvf,EAAOumB,EAAQY,UAAUd,UAAS,kBAAoBrmB,EAAM5B,EAASmoB,IAxB5DvmB,KCDXgf,EAASqD,UAAS,wBAAyB,SAAUriB,EAAM5B,EAASmoB,GAClE,aASA,OANAvmB,GAFAA,EAAOumB,EAAQY,UAAUd,UAAS,8BAAgCrmB,EAAM5B,EAASmoB,IAErEtzB,QAAO,aAAc,SAAUusB,EAAYC,GACrD,IAAIqR,EAAoB37B,SAASsqB,GACjC,OAAOniB,OAAO+H,aAAayrB,MAG7B9wB,EAAOumB,EAAQY,UAAUd,UAAS,6BAA+BrmB,EAAM5B,EAASmoB,MCZlFvH,EAASqD,UAAS,2BAA4B,SAAUzoB,EAAM2sB,GAC5D,aAEA,IAAIpD,EAAM,GACV,GAAIvpB,EAAKm3B,gBAIP,IAHA,IAAI5lB,EAAWvR,EAAKyuB,WAChB2I,EAAiB7lB,EAAS5kB,OAErBF,EAAI,EAAGA,EAAI2qC,IAAkB3qC,EAAG,CACvC,IAAI4qC,EAAWjS,EAASqD,UAAS,oBAAlBrD,CAAwC7T,EAAS9kB,GAAIkgC,GAEnD,KAAb0K,IAGJ9N,GAAO8N,GAMX,OADA9N,EAAM,MADNA,EAAMA,EAAI5gB,QACO1G,MAAK,MAAOM,KAAI,WCnBnC6iB,EAASqD,UAAS,0BAA2B,SAAUzoB,EAAM2sB,GAC3D,aAEA,IAAI1jB,EAAOjJ,EAAKvR,aAAY,YACxByK,EAAO8G,EAAKvR,aAAY,cAC5B,MAAO,MAAQwa,EAAO,KAAO0jB,EAAQqB,QAAQ90B,GAAO,WCLtDksB,EAASqD,UAAS,yBAA0B,SAAUzoB,GACpD,aAEA,MAAO,IAAMA,EAAKsH,UAAY,OCHhC8d,EAASqD,UAAS,yBAA0B,SAAUzoB,EAAM2sB,GAC1D,aAEA,IAAIpD,EAAM,GACV,GAAIvpB,EAAKm3B,gBAAiB,CACxB5N,GAAO,IAGP,IAFA,IAAIhY,EAAWvR,EAAKyuB,WAChB2I,EAAiB7lB,EAAS5kB,OACrBF,EAAI,EAAGA,EAAI2qC,IAAkB3qC,EACpC88B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC7T,EAAS9kB,GAAIkgC,GAE9DpD,GAAO,IAET,OAAOA,KCbTnE,EAASqD,UAAS,uBAAwB,SAAUzoB,EAAM2sB,EAAS2K,GACjE,aAEA,IAAIC,EAAa,IAAIj5B,MAAMg5B,EAAc,GAAG/0B,KAAI,KAC5CgnB,EAAM,GAEV,GAAIvpB,EAAKm3B,gBAAiB,CACxB5N,EAAMgO,EAAa,IAInB,IAHA,IAAIhmB,EAAWvR,EAAKyuB,WAChB2I,EAAiB7lB,EAAS5kB,OAErBF,EAAI,EAAGA,EAAI2qC,IAAkB3qC,EACpC88B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC7T,EAAS9kB,GAAIkgC,GAGhE,OAAOpD,KCfTnE,EAASqD,UAAS,mBAAoB,WACpC,aAEA,MAAO,SCHTrD,EAASqD,UAAS,sBAAuB,SAAUzoB,GACjD,aAEA,IAAIupB,EAAM,GAaV,OAZIvpB,EAAKw3B,aAAY,SACnBjO,GAAO,KAAOvpB,EAAKvR,aAAY,OAAU,KACzC86B,GAAO,IAAMvpB,EAAKvR,aAAY,OAAU,IACpCuR,EAAKw3B,aAAY,UAAax3B,EAAKw3B,aAAY,YACjDjO,GAAO,KAAOvpB,EAAKvR,aAAY,SAAY,IAAMuR,EAAKvR,aAAY,WAGhEuR,EAAKw3B,aAAY,WACnBjO,GAAO,KAAOvpB,EAAKvR,aAAY,SAAY,KAE7C86B,GAAO,KAEFA,KChBTnE,EAASqD,UAAS,sBAAuB,SAAUzoB,EAAM2sB,GACvD,aAEA,IAAIpD,EAAM,GACV,GAAIvpB,EAAKm3B,iBAAmBn3B,EAAKw3B,aAAY,QAAU,CACrD,IAAIjmB,EAAWvR,EAAKyuB,WAChB2I,EAAiB7lB,EAAS5kB,OAC9B48B,EAAM,IACN,IAAK,IAAI98B,EAAI,EAAGA,EAAI2qC,IAAkB3qC,EACpC88B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC7T,EAAS9kB,GAAIkgC,GAE9DpD,GAAO,KACPA,GAAO,IAAMvpB,EAAKvR,aAAY,QAAW,IACrCuR,EAAKw3B,aAAY,WACnBjO,GAAO,KAAOvpB,EAAKvR,aAAY,SAAY,KAE7C86B,GAAO,IAET,OAAOA,KClBTnE,EAASqD,UAAS,qBAAsB,SAAUzoB,EAAM2sB,EAAS79B,GAC/D,aAEA,IAAIy6B,EAAM,GACV,IAAKvpB,EAAKm3B,gBACR,MAAO,GAMT,IAJA,IAAIM,EAAkBz3B,EAAKyuB,WACvBiJ,EAAkBD,EAAU9qC,OAC5BgrC,EAAU33B,EAAKvR,aAAY,UAAa,EAEnChC,EAAI,EAAGA,EAAIirC,IAAmBjrC,EACrC,QAAoC,IAAzBgrC,EAAUhrC,GAAG+3B,SAAkE,OAAvCiT,EAAUhrC,GAAG+3B,QAAQtkB,cAAxE,CAaAqpB,IAPa,OAATz6B,EACO6oC,EAAQv+B,WAAa,KAErB,MAIKgsB,EAASqD,UAAS,wBAAlBrD,CAA4CqS,EAAUhrC,GAAIkgC,KACxEgL,EAKJ,OADApO,GAAO,sBACI5gB,UC/Bbyc,EAASqD,UAAS,yBAA0B,SAAUzoB,EAAM2sB,GAC1D,aAOA,IALA,IAAIiL,EAAc,GAEdrmB,EAAWvR,EAAKyuB,WAChBoJ,EAAiBtmB,EAAS5kB,OAErBF,EAAI,EAAGA,EAAIorC,IAAkBprC,EACpCmrC,GAAexS,EAASqD,UAAS,oBAAlBrD,CAAwC7T,EAAS9kB,GAAIkgC,GActE,MAXG,MAAQhsB,KAAKi3B,GAIdA,EAAcA,EACX31B,MAAK,MACLM,KAAI,UACJlJ,QAAO,WAAa,IACpBA,QAAO,SAAW,QAPrBu+B,GAAe,KAUVA,KCrBTxS,EAASqD,UAAS,qBAAsB,SAAUzoB,EAAM2sB,EAASmL,GAC/D,aAEAA,EAAYA,IAAa,EAEzB,IAAIvO,EAAM,GAGV,GAAsB,IAAlBvpB,EAAKqB,SACP,OAAO+jB,EAASqD,UAAS,mBAAlBrD,CAAuCplB,EAAM2sB,GAItD,GAAsB,IAAlB3sB,EAAKqB,SACP,MAAO,UAASrB,EAAK5T,KAAO,aAI9B,GAAsB,IAAlB4T,EAAKqB,SACP,MAAO,GAKT,OAFcrB,EAAKwkB,QAAQtkB,eAOzB,IAAK,KACE43B,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CplB,EAAM2sB,EAAS,GAAK,QACtF,MACF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CplB,EAAM2sB,EAAS,GAAK,QACtF,MACF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CplB,EAAM2sB,EAAS,GAAK,QACtF,MACF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CplB,EAAM2sB,EAAS,GAAK,QACtF,MACF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CplB,EAAM2sB,EAAS,GAAK,QACtF,MACF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CplB,EAAM2sB,EAAS,GAAK,QACtF,MAEF,IAAK,IACEmL,IAAavO,EAAMnE,EAASqD,UAAS,yBAAlBrD,CAA6CplB,EAAM2sB,GAAW,QACtF,MAEF,IAAK,aACEmL,IAAavO,EAAMnE,EAASqD,UAAS,0BAAlBrD,CAA8CplB,EAAM2sB,GAAW,QACvF,MAEF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,kBAAlBrD,CAAsCplB,EAAM2sB,GAAW,QAC/E,MAEF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,oBAAlBrD,CAAwCplB,EAAM2sB,EAAS,MAAQ,QACvF,MAEF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,oBAAlBrD,CAAwCplB,EAAM2sB,EAAS,MAAQ,QACvF,MAEF,IAAK,UACEmL,IAAavO,EAAMnE,EAASqD,UAAS,yBAAlBrD,CAA6CplB,EAAM2sB,GAAW,QACtF,MAEF,IAAK,MACEmL,IAAavO,EAAMnE,EAASqD,UAAS,mBAAlBrD,CAAuCplB,EAAM2sB,GAAW,QAChF,MAEF,IAAK,QACEmL,IAAavO,EAAMnE,EAASqD,UAAS,qBAAlBrD,CAAyCplB,EAAM2sB,GAAW,QAClF,MAKF,IAAK,OACHpD,EAAMnE,EAASqD,UAAS,wBAAlBrD,CAA4CplB,EAAM2sB,GACxD,MAEF,IAAK,KACL,IAAK,IACHpD,EAAMnE,EAASqD,UAAS,wBAAlBrD,CAA4CplB,EAAM2sB,GACxD,MAEF,IAAK,SACL,IAAK,IACHpD,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CplB,EAAM2sB,GACtD,MAEF,IAAK,MACHpD,EAAMnE,EAASqD,UAAS,6BAAlBrD,CAAiDplB,EAAM2sB,GAC7D,MAEF,IAAK,IACHpD,EAAMnE,EAASqD,UAAS,qBAAlBrD,CAAyCplB,EAAM2sB,GACrD,MAEF,IAAK,MACHpD,EAAMnE,EAASqD,UAAS,qBAAlBrD,CAAyCplB,EAAM2sB,GACrD,MAEF,QACEpD,EAAMvpB,EAAKsuB,UAAY,OAM3B,OAAO/E,KCtHTnE,EAASqD,UAAS,0BAA2B,SAAUzoB,EAAM2sB,GAC3D,aAEA,IAAIpD,EAAM,GACV,GAAIvpB,EAAKm3B,gBAGP,IAFA,IAAI5lB,EAAWvR,EAAKyuB,WAChB2I,EAAiB7lB,EAAS5kB,OACrBF,EAAI,EAAGA,EAAI2qC,IAAkB3qC,EACpC88B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC7T,EAAS9kB,GAAIkgC,GAOhE,OAFApD,EAAMA,EAAI5gB,UCbZyc,EAASqD,UAAS,oBAAqB,SAAUzoB,EAAM2sB,GACrD,aAEA,IAAIzzB,EAAO8G,EAAKvR,aAAY,UAC5B,MAAO,QAAUk+B,EAAQqB,QAAQ90B,GAAO,YCJ1CksB,EAASqD,UAAS,8BAA+B,SAAUzoB,EAAM2sB,GAC/D,aAEA,IAAIpD,EAAM,GACV,GAAIvpB,EAAKm3B,gBAAiB,CACxB5N,GAAO,KAGP,IAFA,IAAIhY,EAAWvR,EAAKyuB,WAChB2I,EAAiB7lB,EAAS5kB,OACrBF,EAAI,EAAGA,EAAI2qC,IAAkB3qC,EACpC88B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC7T,EAAS9kB,GAAIkgC,GAE9DpD,GAAO,KAET,OAAOA,KCbTnE,EAASqD,UAAS,uBAAwB,SAAUzoB,EAAM2sB,GACxD,aAEA,IAAIpD,EAAM,GACV,GAAIvpB,EAAKm3B,gBAAiB,CACxB5N,GAAO,KAGP,IAFA,IAAIhY,EAAWvR,EAAKyuB,WAChB2I,EAAiB7lB,EAAS5kB,OACrBF,EAAI,EAAGA,EAAI2qC,IAAkB3qC,EACpC88B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC7T,EAAS9kB,GAAIkgC,GAE9DpD,GAAO,KAET,OAAOA,KCbTnE,EAASqD,UAAS,sBAAuB,SAAUzoB,EAAM2sB,GACvD,aAEA,IAIIlgC,EAAGoqC,EAJHtN,EAAM,GACNwO,EAAa,CAAC,GAAI,IAClBC,EAAah4B,EAAKgJ,iBAAgB,eAClCivB,EAAaj4B,EAAKgJ,iBAAgB,YAEtC,IAAKvc,EAAI,EAAGA,EAAIurC,EAASrrC,SAAUF,EAAG,CACpC,IAAIyrC,EAAc9S,EAASqD,UAAS,yBAAlBrD,CAA6C4S,EAASvrC,GAAIkgC,GACxEwL,EAAS,MAEb,GAAIH,EAASvrC,GAAG+qC,aAAY,SAE1B,OADYQ,EAASvrC,GAAGgC,aAAY,SAAUyR,cAAc7G,QAAO,MAAQ,KAEzE,IAAK,mBACH8+B,EAAS,OACT,MACF,IAAK,oBACHA,EAAS,OACT,MACF,IAAK,qBACHA,EAAS,QAIfJ,EAAW,GAAGtrC,GAAKyrC,EAAYvvB,OAC/BovB,EAAW,GAAGtrC,GAAK0rC,EAGrB,IAAK1rC,EAAI,EAAGA,EAAIwrC,EAAKtrC,SAAUF,EAAG,CAChC,IAAI+E,EAAIumC,EAAW9qC,KAAI,IAAO,EAC1BmrC,EAAOH,EAAKxrC,GAAG6B,qBAAoB,MAEvC,IAAKuoC,EAAK,EAAGA,EAAKmB,EAASrrC,SAAUkqC,EAAI,CACvC,IAAIwB,EAAc,SACM,IAAbD,EAAKvB,KACdwB,EAAcjT,EAASqD,UAAS,yBAAlBrD,CAA6CgT,EAAKvB,GAAKlK,IAEvEoL,EAAWvmC,GAAGvE,KAAKorC,IAIvB,IAAIC,EAAkB,EACtB,IAAK7rC,EAAI,EAAGA,EAAIsrC,EAAWprC,SAAUF,EACnC,IAAKoqC,EAAK,EAAGA,EAAKkB,EAAWtrC,GAAGE,SAAUkqC,EAAI,CAC5C,IAAI0B,EAASR,EAAWtrC,GAAGoqC,GAAIlqC,OAC3B4rC,EAASD,IACXA,EAAkBC,GAKxB,IAAK9rC,EAAI,EAAGA,EAAIsrC,EAAWprC,SAAUF,EAAG,CACtC,IAAKoqC,EAAK,EAAGA,EAAKkB,EAAWtrC,GAAGE,SAAUkqC,EAGpCkB,EAAWtrC,GAAGoqC,GAFR,IAANpqC,EACkC,MAAhCsrC,EAAWtrC,GAAGoqC,GAAIlkC,OAAO,GACPyyB,EAASC,OAAO6F,OAAO6M,EAAWtrC,GAAGoqC,GAAIlkC,OAAO,GAAI2lC,EAAkB,EAAG,KAAO,IAEhFlT,EAASC,OAAO6F,OAAO6M,EAAWtrC,GAAGoqC,GAAKyB,EAAiB,KAG7DlT,EAASC,OAAO6F,OAAO6M,EAAWtrC,GAAGoqC,GAAKyB,GAGlE/O,GAAO,KAAOwO,EAAWtrC,GAAG8V,KAAI,OAAU,OAG5C,OAAOgnB,EAAI5gB,UCpEbyc,EAASqD,UAAS,0BAA2B,SAAUzoB,EAAM2sB,GAC3D,aAEA,IAAIpD,EAAM,GACV,IAAKvpB,EAAKm3B,gBACR,MAAO,GAKT,IAHA,IAAI5lB,EAAWvR,EAAKyuB,WAChB2I,EAAiB7lB,EAAS5kB,OAErBF,EAAI,EAAGA,EAAI2qC,IAAkB3qC,EACpC88B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC7T,EAAS9kB,GAAIkgC,GAAS,GAEvE,OAAOpD,EAAI5gB,UCbbyc,EAASqD,UAAS,oBAAqB,SAAUzoB,GAC/C,aAEA,IAAIupB,EAAMvpB,EAAKsB,UAsCf,OAhCAioB,GAHAA,EAAMA,EAAIlwB,QAAO,MAAQ,MAGfA,QAAO,UAAY,KA8B7BkwB,GAHAA,GAHAA,GAHAA,GAHAA,GAHAA,GAHAA,GAHAA,GANAA,EAAMnE,EAASC,OAAOiE,qBAAqBC,IAMjClwB,QAAO,aAAe,SAGtBA,QAAO,WAAa,UAGpBA,QAAO,OAAS,QAGhBA,QAAO,yBAA2B,aAGlCA,QAAO,mBAAqB,UAG5BA,QAAO,oBAAsB,WAG7BA,QAAO,cAAgB,aAGvBA,QAAO,2BAA6B,mBCnCxC,KAAN,aACE,aACA,OAAO+rB,GAFH,gC,8CCJR,0sBAIA,IAWIoT,EAAgB,CAClBvkB,OAAQ,MACRC,SAAU,eACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,0mBAE3B0G,EAAW,CACb9D,OAAQ,MACRC,SAAU,SACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,oKAmiB3BonB,EAAQ,CACVxkB,OAAQ,MACRC,SAAU,MACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,02BA4P3BqnB,EAAU,CACZzkB,OAAQ,MACRC,SAAU,QACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,uRA4F3B2G,EAAiB,CACnB/D,OAAQ,MACRC,SAAU,gBACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,8RAiB3BsnB,EAAW,CACb1kB,OAAQ,MACRC,SAAU,SACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,0EAgC3B6G,EAAU,CACZjE,OAAQ,MACRC,SAAU,QACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,mOAoN3BunB,EAAU,CACZ3kB,OAAQ,MACRC,SAAU,QACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,iPA2L3BwnB,EAAa,CACf5kB,OAAQ,MACRC,SAAU,WACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,+bA6E3BynB,EAAa,CACf7kB,OAAQ,MACRC,SAAU,WACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,qdA+C3BC,EAAsB,CACxB2C,OAAQ,MACRC,SAAU,qBACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,mYAE3BgH,EAAwB,CAC1BpE,OAAQ,MACRC,SAAU,uBACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,qcAiB3B0nB,EAAoB,CACtB9kB,OAAQ,MACRC,SAAU,oBACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,4VA62B3B2nB,EAAc,CAChB/kB,OAAQ,MACRC,SAAU,aACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,wlBA0R3B4nB,EAAa,CACfhlB,OAAQ,MACRC,SAAU,YACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,0RA+C3B6nB,EAAW,CACbjlB,OAAQ,MACRC,SAAU,SACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,mbAiQ3B8nB,EAAW,CACbllB,OAAQ,MACRC,SAAU,UACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,0nBAmY3B8G,EAAU,CACZlE,OAAQ,MACRC,SAAU,QACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,0bAgC3B+nB,EAAa,CACfnlB,OAAQ,MACRC,SAAU,WACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,ykBA2B3BgoB,EAAc,CAChBplB,OAAQ,MACRC,SAAU,YACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,qiBAkjB3BioB,EAAY,CACdrlB,OAAQ,MACRC,SAAU,UACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,wkB,oDCv7Hd,iBAPf,SAAcjH,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GA+CxB,MAAO,CACLC,kBAAkB,EAClBqB,QAAS,CAAC,MAAO,OACjBpB,SA5Ce,CACfC,QAAS,iBACTC,QAAS,uuDAoBTC,SAAU,i9DAuBVC,QAAS,OACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACC,UAAW,SAAUC,UAAW,IACrEX,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACF,UAAW,SAAUC,UAAW,IACtE,CACED,UAAW,WACXG,cAAe,8BACfP,QAAS,WACTC,SAAU,CAACP,EAAKc,sBA1DT,CACXJ,UAAW,SACXK,MAAO,MAAOC,IAAK,SA0DjBhB,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IACnC,CACED,UAAW,SACXK,MAAO,kFACPJ,UAAW,O,kCC5Db,SAAU+lC,EAAgBC,GAC9B,IACE,OAAKA,GAAoB,mBAAPA,GAGXA,EAAG7oC,MAVc,cAWxB,MAAO/C,GAGP,MAdwB,eAA5B,mC,iBCAAJ,EAAOD,QAAU,SAASsF,GACxB,IAAI2wB,EAAM3wB,EAAKmT,YAAY,OAAOzY,QACnC,MAAO,CACJwF,SAAU,CACRE,QACE,yCAA2CuwB,EAAIzwB,SAASE,QAC1DC,SACE,02GA2EFF,QACE,sNAMJI,SAAU,CACRowB,EAAIC,aACJ5wB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,kB,qCC/FX,YAIA,SAAS+c,EAAQ1Q,GAWf,OATE0Q,EADoB,mBAAX/f,QAAoD,iBAApBA,OAAOggB,SACtC,SAAU3Q,GAClB,cAAcA,GAGN,SAAUA,GAClB,OAAOA,GAAyB,mBAAXrP,QAAyBqP,EAAI4Q,cAAgBjgB,QAAUqP,IAAQrP,OAAO5E,UAAY,gBAAkBiU,IAI9GA,GASjB,SAAS24B,EAAkBtqC,EAAQgiB,GACjC,IAAK,IAAI1kB,EAAI,EAAGA,EAAI0kB,EAAMxkB,OAAQF,IAAK,CACrC,IAAIitC,EAAavoB,EAAM1kB,GACvBitC,EAAWpoC,WAAaooC,EAAWpoC,aAAc,EACjDooC,EAAW9nB,cAAe,EACtB,UAAW8nB,IAAYA,EAAW7nB,UAAW,GACjDjlB,OAAOyE,eAAelC,EAAQuqC,EAAWznC,IAAKynC,IAUlD,SAAS/nB,EAAgB7Q,EAAK7O,EAAKN,GAYjC,OAXIM,KAAO6O,EACTlU,OAAOyE,eAAeyP,EAAK7O,EAAK,CAC9BN,MAAOA,EACPL,YAAY,EACZsgB,cAAc,EACdC,UAAU,IAGZ/Q,EAAI7O,GAAON,EAGNmP,EAGT,SAAS64B,EAAcxqC,GACrB,IAAK,IAAI1C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAAK,CACzC,IAAIgV,EAAyB,MAAhBlD,UAAU9R,GAAa8R,UAAU9R,GAAK,GAC/CqlB,EAAUllB,OAAO+N,KAAK8G,GAEkB,mBAAjC7U,OAAOolB,wBAChBF,EAAUA,EAAQha,OAAOlL,OAAOolB,sBAAsBvQ,GAAQyB,QAAO,SAAUgP,GAC7E,OAAOtlB,OAAOulB,yBAAyB1Q,EAAQyQ,GAAK5gB,gBAIxDwgB,EAAQvX,SAAQ,SAAUtI,GACxB0f,EAAgBxiB,EAAQ8C,EAAKwP,EAAOxP,OAIxC,OAAO9C,EAGT,SAASyqC,EAAe7gC,EAAKtM,GAC3B,OAeF,SAAyBsM,GACvB,GAAIuF,MAAMwU,QAAQ/Z,GAAM,OAAOA,EAhBxB8gC,CAAgB9gC,IAuBzB,SAA+BA,EAAKtM,GAClC,IAAIqtC,EAAO,GACPC,GAAK,EACLC,GAAK,EACL9pB,OAAKtf,EAET,IACE,IAAK,IAAiCqpC,EAA7BC,EAAKnhC,EAAItH,OAAOggB,cAAmBsoB,GAAME,EAAKC,EAAGC,QAAQ5Y,QAChEuY,EAAK7sC,KAAKgtC,EAAGtoC,QAETlF,GAAKqtC,EAAKntC,SAAWF,GAH8CstC,GAAK,IAK9E,MAAO1qC,GACP2qC,GAAK,EACL9pB,EAAK7gB,EARP,QAUE,IACO0qC,GAAsB,MAAhBG,EAAE,QAAoBA,EAAE,SADrC,QAGE,GAAIF,EAAI,MAAM9pB,GAIlB,OAAO4pB,EA9CwBM,CAAsBrhC,EAAKtM,IAqD5D,WACE,MAAM,IAAI2mB,UAAU,wDAtD4CinB,GAoPlE,SAASC,IAEP,IAAK,IAAI7tC,EAAI,EAAGA,EAAI8tC,GAAW5tC,OAAQF,IACrC8tC,GAAW9tC,GAAG,GAAG8tC,GAAW9tC,GAAG,IAIjC8tC,GAAa,GACbC,GAAa,EAGf,SAASC,EAAUrgC,EAAU4Q,GAC3BuvB,GAAWttC,KAAK,CAACmN,EAAU4Q,IAEtBwvB,IACHA,GAAa,EACbE,GAAcJ,EAAY,IAoB9B,SAASK,EAAeC,GACtB,IAAIC,EAAQD,EAAWC,MACnBC,EAAUD,EAAME,OAChBppC,EAAQkpC,EAAMG,MACd5gC,EAAWwgC,EAAWE,GACtBjrC,EAAU+qC,EAAWjrC,KAEzB,GAAwB,mBAAbyK,EAAyB,CAClC0gC,EAtDY,YAwDZ,IACEnpC,EAAQyI,EAASzI,GACjB,MAAO/D,GACPI,EAAO6B,EAASjC,IAIfqtC,EAAeprC,EAAS8B,KA/Df,cAgERmpC,GACF/sC,EAAQ8B,EAAS8B,GAhER,aAmEPmpC,GACF9sC,EAAO6B,EAAS8B,IAKtB,SAASspC,EAAeprC,EAAS8B,GAC/B,IAAIupC,EAEJ,IACE,GAAIrrC,IAAY8B,EACd,MAAM,IAAIyhB,UAAU,wDAGtB,GAAIzhB,IAA2B,mBAAVA,GAA2C,WAAnB6f,EAAQ7f,IAAsB,CAEzE,IAAIhC,EAAOgC,EAAMhC,KAEjB,GAAoB,mBAATA,EAiBT,OAhBAA,EAAK5C,KAAK4E,GAAO,SAAUiiB,GACpBsnB,IACHA,GAAW,EAEPvpC,IAAUiiB,EACZunB,EAAQtrC,EAAS+jB,GAEjB7lB,EAAQ8B,EAAS+jB,OAGpB,SAAUwnB,GACNF,IACHA,GAAW,EACXltC,EAAO6B,EAASurC,QAGb,GAGX,MAAOxtC,GAKP,OAJKstC,GACHltC,EAAO6B,EAASjC,IAGX,EAGT,OAAO,EAGT,SAASG,EAAQ8B,EAAS8B,GACpB9B,IAAY8B,GAAUspC,EAAeprC,EAAS8B,IAChDwpC,EAAQtrC,EAAS8B,GAIrB,SAASwpC,EAAQtrC,EAAS8B,GA7HZ,YA8HR9B,EAAQkrC,SACVlrC,EAAQkrC,OA9HE,UA+HVlrC,EAAQmrC,MAAQrpC,EAChB8oC,EAAUY,EAAoBxrC,IAIlC,SAAS7B,EAAO6B,EAASurC,GArIX,YAsIRvrC,EAAQkrC,SACVlrC,EAAQkrC,OAtIE,UAuIVlrC,EAAQmrC,MAAQI,EAChBX,EAAUa,EAAkBzrC,IAIhC,SAAS0rC,EAAQ1rC,GACfA,EAAQ2rC,MAAQ3rC,EAAQ2rC,MAAMjhC,QAAQogC,GAGxC,SAASU,EAAmBxrC,GAC1BA,EAAQkrC,OAhJM,YAiJdQ,EAAQ1rC,GAGV,SAASyrC,EAAiBzrC,GACxBA,EAAQkrC,OApJK,WAqJbQ,EAAQ1rC,IAEHA,EAAQ4rC,UAAYC,IACvBljC,EAAO2F,QAAQkB,KAAK,qBAAsBxP,EAAQmrC,MAAOnrC,GAI7D,SAAS8rC,EAAuB9rC,GAC9B2I,EAAO2F,QAAQkB,KAAK,mBAAoBxP,GAO1C,SAAS+rC,EAAEC,GACT,GAAwB,mBAAbA,EACT,MAAM,IAAIzoB,UAAU,oBAAsByoB,EAAW,sBAGvD,GAAIz+B,gBAAgBw+B,IAAM,EACxB,MAAM,IAAIxoB,UAAU,yHAGtBhW,KAAKo+B,MAAQ,GAhJf,SAAwBK,EAAUhsC,GAKhC,SAASisC,EAAcV,GACrBptC,EAAO6B,EAASurC,GAGlB,IACES,GATF,SAAwBlqC,GACtB5D,EAAQ8B,EAAS8B,KAQQmqC,GACzB,MAAOluC,GACPkuC,EAAcluC,IAqIhBmuC,CAAeF,EAAUz+B,MA6H3B,SAAS4+B,EAAUC,GACjB,GAAKA,GAAQC,EAAb,CAIA,IAAIhvB,EAAQivB,EAASttC,cAAc,SACnCqe,EAAM/c,aAAa,OAAQ,YAC3B+c,EAAM5F,UAAY20B,EAIlB,IAHA,IAAIG,EAAeD,EAASrrC,KAAK29B,WAC7B4N,EAAc,KAET5vC,EAAI2vC,EAAazvC,OAAS,EAAGF,GAAK,EAAGA,IAAK,CACjD,IAAIyU,EAAQk7B,EAAa3vC,GACrB+3B,GAAWtjB,EAAMsjB,SAAW,IAAI1Y,cAEhC,CAAC,QAAS,QAAQ3F,QAAQqe,IAAY,IACxC6X,EAAcn7B,GAKlB,OADAi7B,EAASrrC,KAAKwrC,aAAapvB,EAAOmvB,GAC3BJ,GAGT,SAASM,IAIP,IAHA,IAAIznB,EAAO,GACP2P,EAAK,GAEF3P,KAAS,GACd2P,GANS,iEAMoB,GAAhBnrB,KAAKC,SAAgB,GAGpC,OAAOkrB,EA+BT,SAAS+X,EAAWx6B,GAClB,MAAO,GAAGlK,OAAOkK,GAAK3I,QAAQ,KAAM,SAASA,QAAQ,KAAM,UAAUA,QAAQ,KAAM,SAASA,QAAQ,KAAM,QAAQA,QAAQ,KAAM,QAOlI,SAASojC,EAAWhG,GAClB,OAAO7pC,OAAO+N,KAAK87B,GAAU,IAAI/iB,QAAO,SAAUC,EAAK+oB,GACrD,OAAO/oB,EAAM,GAAG7b,OAAO4kC,EAAW,MAAM5kC,OAAO2+B,EAAOiG,GAAY,OACjE,IAEL,SAASC,EAAsBlnB,GAC7B,OAAOA,EAAUX,OAAS8nB,GAAqB9nB,MAAQW,EAAUqU,IAAM8S,GAAqB9S,GAAKrU,EAAUonB,IAAMD,GAAqBC,GAAKpnB,EAAUqnB,SAAWF,GAAqBE,QAAUrnB,EAAUsnB,OAAStnB,EAAUunB,MAE9N,SAASC,EAAgB5oB,GACvB,IAAIoB,EAAYpB,EAAKoB,UAEjBynB,EAAY7oB,EAAK6oB,UACjBC,EAAQ,CACV1nB,UAAW,aAAa3d,OAHLuc,EAAK+oB,eAGwB,EAAG,UAEjDC,EAAiB,aAAavlC,OAAqB,GAAd2d,EAAUqU,EAAQ,MAAMhyB,OAAqB,GAAd2d,EAAUonB,EAAQ,MACtFS,EAAa,SAASxlC,OAAO2d,EAAUX,KAAO,IAAMW,EAAUsnB,OAAS,EAAI,GAAI,MAAMjlC,OAAO2d,EAAUX,KAAO,IAAMW,EAAUunB,OAAS,EAAI,GAAI,MAC9IO,EAAc,UAAUzlC,OAAO2d,EAAUqnB,OAAQ,SAOrD,MAAO,CACLK,MAAOA,EACPK,MARU,CACV/nB,UAAW,GAAG3d,OAAOulC,EAAgB,KAAKvlC,OAAOwlC,EAAY,KAAKxlC,OAAOylC,IAQzE3jC,KANS,CACT6b,UAAW,aAAa3d,OAAOolC,EAAY,GAAK,EAAG,YAsCvD,SAASO,EAAU5nB,GACjB,IAAI6nB,IAAQn/B,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,KAAmBA,UAAU,GAM3E,OAJIsX,EAAShO,aAAegO,EAAShO,WAAW81B,MAAQD,KACtD7nB,EAAShO,WAAW81B,KAAO,SAGtB9nB,EA8KT,SAAS+nB,EAAsBC,GAC7B,IAAIC,EAAgBD,EAAOE,MACvBC,EAAOF,EAAcE,KACrBxpB,EAAOspB,EAActpB,KACrBP,EAAS4pB,EAAO5pB,OAChBC,EAAW2pB,EAAO3pB,SAClBuB,EAAYooB,EAAOpoB,UACnBhB,EAASopB,EAAOppB,OAChBhW,EAAQo/B,EAAOp/B,MACfw/B,EAASJ,EAAOI,OAChBvpB,EAAUmpB,EAAOnpB,QACjBwpB,EAAQL,EAAOK,MACfC,EAAoBN,EAAOO,UAC3BA,OAAkC,IAAtBD,GAAuCA,EAEnD9pB,EAAOG,EAAK6pB,MAAQ7pB,EAAOwpB,EAC3BnK,EAAQxf,EAAKwf,MACb3P,EAAS7P,EAAK6P,OAEdoa,EAA4B,QAAXrqB,EACjBsqB,EAAaD,EAAiB,GAAK,QAAQxmC,OAAOwB,KAAKklC,KAAK3K,EAAQ3P,EAAS,KAC7Eua,EAAY,CAACC,EAAOC,iBAAkBzqB,EAAW,GAAGpc,OAAO4mC,EAAOE,aAAc,KAAK9mC,OAAOoc,GAAY,GAAIqqB,GAAYr7B,QAAO,SAAUjS,GAC3I,OAAqC,IAA9BitC,EAAMh3B,QAAQf,QAAQlV,MAC5BiS,QAAO,SAAUjS,GAClB,MAAa,KAANA,KAAcA,KACpB6G,OAAOomC,EAAMh3B,SAAS3E,KAAK,KAC1B6rB,EAAU,CACZ7c,SAAU,GACV1J,WAAY8xB,EAAc,GAAIuE,EAAMr2B,WAAY,CAC9C,cAAeoM,EACf,YAAaC,EACb,MAASuqB,EACT,KAAQP,EAAMr2B,WAAWg3B,MAAQ,MACjC,MAAS,6BACT,QAAW,OAAO/mC,OAAO+7B,EAAO,KAAK/7B,OAAOosB,MAG5C4a,EAAyBR,KAAoBJ,EAAMh3B,QAAQf,QAAQ,SAAW,CAChF0tB,MAAO,GAAG/7B,OAAO+7B,EAAQ3P,EAAS,GAAK,MAAQ,OAC7C,GAEAka,IACFhQ,EAAQvmB,WA9xBQ,iBA8xBoB,IAGlCpJ,GAAO2vB,EAAQ7c,SAAStkB,KAAK,CAC/BuB,IAAK,QACLqZ,WAAY,CACV4c,GAAI2J,EAAQvmB,WAAW,oBAAsB,SAAS/P,OAAO4c,GAAW6nB,MAE1EhrB,SAAU,CAAC9S,KAGb,IAAIJ,EAAOs7B,EAAc,GAAIvL,EAAS,CACpCna,OAAQA,EACRC,SAAUA,EACV8pB,KAAMA,EACNxpB,KAAMA,EACNypB,OAAQA,EACRxoB,UAAWA,EACXhB,OAAQA,EACRgiB,OAAQkD,EAAc,GAAImF,EAAwBZ,EAAMzH,UAGtDsI,EAAQvqB,EAAK6pB,OAASL,EAAKK,MAnOjC,SAA0BhqB,GACxB,IATewB,EASXtE,EAAW8C,EAAK9C,SAChB1J,EAAawM,EAAKxM,WAClBm2B,EAAO3pB,EAAK2pB,KACZxpB,EAAOH,EAAKG,KACZwqB,EAAiB3qB,EAAK4pB,OAGtBgB,EAAWjB,EAAK3sB,KAEhB6tB,EAAW1qB,EAAKnD,KAChB8tB,EAAQlC,EAAgB,CAC1BxnB,UANcpB,EAAKoB,UAOnB2nB,eAJc5oB,EAAKqf,MAKnBqJ,UAPcc,EAAKnK,QASjBuL,EAAW,CACb5wC,IAAK,OACLqZ,WAAY8xB,EAAc,GAAI0F,GAAW,CACvC1B,KAAM,WAGN2B,EAA8BL,EAAS1tB,SAAW,CACpDA,SAAU0tB,EAAS1tB,SAAS1O,IAAI46B,IAC9B,GACA8B,EAAiB,CACnB/wC,IAAK,IACLqZ,WAAY8xB,EAAc,GAAIwF,EAAM3B,OACpCjsB,SAAU,CAACksB,EAAU9D,EAAc,CACjCnrC,IAAKywC,EAASzwC,IACdqZ,WAAY8xB,EAAc,GAAIsF,EAASp3B,WAAYs3B,EAAMvlC,OACxD0lC,MAEDE,EAAiB,CACnBhxC,IAAK,IACLqZ,WAAY8xB,EAAc,GAAIwF,EAAMhC,OACpC5rB,SAAU,CAACguB,IAETtB,EAAS,QAAQnmC,OAAOknC,GAAkBzC,KAC1CkD,EAAS,QAAQ3nC,OAAOknC,GAAkBzC,KAC1CmD,EAAU,CACZlxC,IAAK,OACLqZ,WAAY8xB,EAAc,GAAI0F,GAAW,CACvC5a,GAAIwZ,EACJ0B,UAAW,iBACXC,iBAAkB,mBAEpBruB,SAAU,CAAC6tB,EAAUI,IAEnBK,EAAO,CACTrxC,IAAK,OACL+iB,SAAU,CAAC,CACT/iB,IAAK,WACLqZ,WAAY,CACV4c,GAAIgb,GAENluB,UAhEWsE,EAgEOqpB,EA/DD,MAAjBrpB,EAASrnB,IACJqnB,EAAStE,SAET,CAACsE,KA6DL6pB,IAUL,OARAnuB,EAAStkB,KAAK4yC,EAAM,CAClBrxC,IAAK,OACLqZ,WAAY8xB,EAAc,CACxBgE,KAAM,eACN,YAAa,QAAQ7lC,OAAO2nC,EAAQ,KACpCjrB,KAAM,QAAQ1c,OAAOmmC,EAAQ,MAC5BoB,MAEE,CACL9tB,SAAUA,EACV1J,WAAYA,GA8JyBi4B,CAAgBzhC,GA1JzD,SAA2BgW,GACzB,IAAI9C,EAAW8C,EAAK9C,SAChB1J,EAAawM,EAAKxM,WAClBm2B,EAAO3pB,EAAK2pB,KACZvoB,EAAYpB,EAAKoB,UAEjBsqB,EAActD,EADLpoB,EAAKoiB,QAOlB,GAJIsJ,EAAYpzC,OAAS,IACvBkb,EAAU,MAAYk4B,GAGpBpD,EAAsBlnB,GAAY,CACpC,IAAI0pB,EAAQlC,EAAgB,CAC1BxnB,UAAWA,EACX2nB,eAAgBY,EAAKnK,MACrBqJ,UAAWc,EAAKnK,QAElBtiB,EAAStkB,KAAK,CACZuB,IAAK,IACLqZ,WAAY8xB,EAAc,GAAIwF,EAAMhC,OACpC5rB,SAAU,CAAC,CACT/iB,IAAK,IACLqZ,WAAY8xB,EAAc,GAAIwF,EAAM3B,OACpCjsB,SAAU,CAAC,CACT/iB,IAAKwvC,EAAK3sB,KAAK7iB,IACf+iB,SAAUysB,EAAK3sB,KAAKE,SACpB1J,WAAY8xB,EAAc,GAAIqE,EAAK3sB,KAAKxJ,WAAYs3B,EAAMvlC,iBAKhE2X,EAAStkB,KAAK+wC,EAAK3sB,MAGrB,MAAO,CACLE,SAAUA,EACV1J,WAAYA,GAqHiDm4B,CAAiB3hC,GAE5EwJ,EAAak3B,EAAMl3B,WAKvB,OAHAxJ,EAAKkT,SAHUwtB,EAAMxtB,SAIrBlT,EAAKwJ,WAAaA,EAEd4M,EA7FN,SAAmBJ,GACjB,IACIH,EAAWG,EAAKH,SAChB3C,EAAW8C,EAAK9C,SAEhBkD,EAASJ,EAAKI,OAElB,MAAO,CAAC,CACNjmB,IAAK,MACLqZ,WAAY,CACVqF,MAAO,kBAETqE,SAAU,CAAC,CACT/iB,IAAK,SACLqZ,WAAY8xB,EAAc,GAVbtlB,EAAKxM,WAUwB,CACxC4c,IATc,IAAXhQ,EAAkB,GAAG3c,OALjBuc,EAAKJ,OAK2B,KAAKnc,OAAO4mC,EAAOE,aAAc,KAAK9mC,OAAOoc,GAAYO,IAWlGlD,SAAUA,MA6EL0uB,CAAS5hC,GAzHpB,SAAiBgW,GACf,IAAI9C,EAAW8C,EAAK9C,SAChBysB,EAAO3pB,EAAK2pB,KACZxpB,EAAOH,EAAKG,KACZ3M,EAAawM,EAAKxM,WAClB4uB,EAASpiB,EAAKoiB,OACdhhB,EAAYpB,EAAKoB,UAErB,GAAIknB,EAAsBlnB,IAAcuoB,EAAKK,QAAU7pB,EAAK6pB,MAAO,CACjE,IAEIp9B,EAAS,CACX6oB,EAHUkU,EAAKnK,MACJmK,EAAK9Z,OAEI,EACpB2Y,EAAG,IAELh1B,EAAU,MAAY40B,EAAW9C,EAAc,GAAIlD,EAAQ,CACzD,mBAAoB,GAAG3+B,OAAOmJ,EAAO6oB,EAAIrU,EAAUqU,EAAI,GAAI,OAAOhyB,OAAOmJ,EAAO47B,EAAIpnB,EAAUonB,EAAI,GAAI,SAI1G,MAAO,CAAC,CACNruC,IAAK,MACLqZ,WAAYA,EACZ0J,SAAUA,IAoGH2uB,CAAO7hC,GAqLlB,SAAS8hC,EAAYlsB,EAAQ8pB,GAC3B,IAAIF,EAASt/B,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAC7E6hC,EAAoBvC,EAAOwC,UAC3BA,OAAkC,IAAtBD,GAAuCA,EACnDE,EAAa1zC,OAAO+N,KAAKojC,GAAOrqB,QAAO,SAAUC,EAAKO,GACxD,IAAI7C,EAAO0sB,EAAM7pB,GASjB,QARiB7C,EAAKA,KAGpBsC,EAAItC,EAAK6C,UAAY7C,EAAKA,KAE1BsC,EAAIO,GAAY7C,EAGXsC,IACN,IAEoC,mBAA5B5H,EAAUyS,MAAM+hB,SAA2BF,EAGpDt0B,EAAU0qB,OAAOxiB,GAAU0lB,EAAc,GAAI5tB,EAAU0qB,OAAOxiB,IAAW,GAAIqsB,GAF7Ev0B,EAAUyS,MAAM+hB,QAAQtsB,EAAQqsB,GAYnB,QAAXrsB,GACFksB,EAAY,KAAMpC,GA0FtB,SAASyC,EAAgBC,EAASxsB,EAAQC,GACxC,GAAIusB,GAAWA,EAAQxsB,IAAWwsB,EAAQxsB,GAAQC,GAChD,MAAO,CACLD,OAAQA,EACRC,SAAUA,EACV7C,KAAMovB,EAAQxsB,GAAQC,IAK5B,SAASwsB,EAAOC,GACd,IAAInyC,EAAMmyC,EAAcnyC,IACpBoyC,EAAwBD,EAAc94B,WACtCA,OAAuC,IAA1B+4B,EAAmC,GAAKA,EACrDC,EAAwBF,EAAcpvB,SACtCA,OAAqC,IAA1BsvB,EAAmC,GAAKA,EAEvD,MAA6B,iBAAlBF,EACFnE,EAAWmE,GAEX,IAAI7oC,OAAOtJ,EAAK,KAAKsJ,OAloBhC,SAAwB+P,GACtB,OAAOjb,OAAO+N,KAAKkN,GAAc,IAAI6L,QAAO,SAAUC,EAAKmtB,GACzD,OAAOntB,EAAM,GAAG7b,OAAOgpC,EAAe,MAAOhpC,OAAO0kC,EAAW30B,EAAWi5B,IAAiB,QAC1F,IAAIn4B,OA+nB8Bo4B,CAAel5B,GAAa,KAAK/P,OAAOyZ,EAAS1O,IAAI69B,GAAQn+B,KAAK,IAAK,MAAMzK,OAAOtJ,EAAK,KAqWhI,SAASwyC,EAAY3wC,GACnB+M,KAAKzM,KAAO,cACZyM,KAAK1M,QAAUL,GAAS,mBACxB+M,KAAK6jC,OAAQ,IAAI3xC,OAAQ2xC,MA4E3B,SAASC,EAAY7vB,GACnB,IAAIwiB,EAAQxiB,EAAK,GACb6S,EAAS7S,EAAK,GAId8vB,EADevH,EADDvoB,EAAK1e,MAAM,GACkB,GACjB,GAoC9B,MAAO,CACL0rC,OAAO,EACPxK,MAAOA,EACP3P,OAAQA,EACR7S,KApCE/S,MAAMwU,QAAQquB,GACN,CACR3yC,IAAK,IACLqZ,WAAY,CACVoF,MAAO,GAAGnV,OAAO4mC,EAAOE,aAAc,KAAK9mC,OAAOspC,EAAgBC,QAEpE9vB,SAAU,CAAC,CACT/iB,IAAK,OACLqZ,WAAY,CACVoF,MAAO,GAAGnV,OAAO4mC,EAAOE,aAAc,KAAK9mC,OAAOspC,EAAgBE,WAClE3D,KAAM,eACNzsC,EAAGiwC,EAAW,KAEf,CACD3yC,IAAK,OACLqZ,WAAY,CACVoF,MAAO,GAAGnV,OAAO4mC,EAAOE,aAAc,KAAK9mC,OAAOspC,EAAgBG,SAClE5D,KAAM,eACNzsC,EAAGiwC,EAAW,OAKV,CACR3yC,IAAK,OACLqZ,WAAY,CACV81B,KAAM,eACNzsC,EAAGiwC,KAuSX,SAASlF,IACP,IACIuF,EAn4D0B,iBAo4D1BC,EAAK/C,EAAOE,aACZ8C,EAAKhD,EAAOC,iBACZ/rC,EAPW,2jQASf,GAz4D0B,OAy4DtB6uC,GAAcC,IAAOF,EAAK,CAC5B,IAAIG,EAAQ,IAAIhgC,OAAO,MAAM7J,OA14DL,KA04DiB,OAAQ,KAC7C8pC,EAAiB,IAAIjgC,OAAO,OAAO7J,OA34Df,KA24D2B,OAAQ,KACvD+pC,EAAQ,IAAIlgC,OAAO,MAAM7J,OAAO0pC,GAAM,KAC1C5uC,EAAIA,EAAEyG,QAAQsoC,EAAO,IAAI7pC,OAAO2pC,EAAI,MAAMpoC,QAAQuoC,EAAgB,KAAK9pC,OAAO2pC,EAAI,MAAMpoC,QAAQwoC,EAAO,IAAI/pC,OAAO4pC,IAGpH,OAAO9uC,EAsDT,SAASkvC,IACHpD,EAAOqD,aAAeC,KACxBhG,EAAUC,KAEV+F,IAAe,GAInB,SAASC,EAAUruB,EAAKsuB,GAmBtB,OAlBAt1C,OAAOyE,eAAeuiB,EAAK,WAAY,CACrCriB,IAAK2wC,IAEPt1C,OAAOyE,eAAeuiB,EAAK,OAAQ,CACjCriB,IAAK,WACH,OAAOqiB,EAAIiC,SAAShT,KAAI,SAAUiF,GAChC,OAAO44B,EAAO54B,SAIpBlb,OAAOyE,eAAeuiB,EAAK,OAAQ,CACjCriB,IAAK,WACH,GAAK2qC,EAAL,CACA,IAAIiG,EAAYhG,EAASttC,cAAc,OAEvC,OADAszC,EAAU76B,UAAYsM,EAAI6e,KACnB0P,EAAU5wB,aAGdqC,EAGT,SAASwuB,EAAmBztB,GAC1B,IAAI0tB,EAAqB1tB,EAAWV,OAChCA,OAAgC,IAAvBouB,EAAgC,KAAOA,EAChDnuB,EAAWS,EAAWT,SAC1B,GAAKA,EACL,OAAOssB,EAAgB8B,GAAQC,YAAatuB,EAAQC,IAAassB,EAAgBz0B,EAAU0qB,OAAQxiB,EAAQC,GA5oE7G,sEAoIA,IAEIsuB,EAAU,GACVC,EAAY,GAOhB,IACwB,oBAAXhwC,SAAwB+vC,EAAU/vC,QACrB,oBAAbpE,WAA0Bo0C,EAAYp0C,UACjB,oBAArBq0C,kBAAuDA,iBACvC,oBAAhBC,aAA4CA,YACvD,MAAO/0C,IAET,IACIg1C,GADOJ,EAAQK,WAAa,IACNC,UACtBA,OAA+B,IAAnBF,EAA4B,GAAKA,EAE7CG,EAASP,EACTrG,EAAWsG,EAIXvG,IAAWC,EAAS6G,mBAAqB7G,EAASrrC,MAA6C,mBAA9BqrC,EAAS7yB,kBAAqE,mBAA3B6yB,EAASttC,cAgD7Ho0C,IA/CSH,EAAU38B,QAAQ,SAAY28B,EAAU38B,QAAQ,YAc5C,WACf,KAEE,MAAOvY,GACP,OAAO,GAJM,GAiCF,CAAC,EAAG,EAAG,EAAG,EAAG,EAAG,EAAG,EAAG,EAAG,EAAG,KACvCs1C,EAAcD,EAASnrC,OAAO,CAAC,GAAI,GAAI,GAAI,GAAI,GAAI,GAAI,GAAI,GAAI,GAAI,KAEnEspC,EAAkB,CACpBC,MAAO,QACP8B,aAAc,eACd5B,QAAS,UACTD,UAAW,aAQT8B,GANmB,CAAC,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,SAAU,YAAa,aAAc,OAAQ,QAAS,YAAa,aAAc,aAAc,kBAAmB,gBAAiB,YAAa,QAAS,WAAY,WAAY,UAAW,SAAU,cAAe,iBAAkBhC,EAAgBC,MAAOD,EAAgB+B,aAAc/B,EAAgBG,QAASH,EAAgBE,WAAWxpC,OAAOmrC,EAASpgC,KAAI,SAAU1Q,GACxa,MAAO,GAAG2F,OAAO3F,EAAG,SAClB2F,OAAOorC,EAAYrgC,KAAI,SAAU1Q,GACnC,MAAO,KAAK2F,OAAO3F,OAGP4wC,EAAOM,mBAAqB,IAoB1C,GAAIlH,GAA8C,mBAA3BA,EAASmH,cAA8B,CAChD,CAAC,CAAC,qBAAsB,gBAAiB,CAAC,yBAA0B,oBAAqB,CAAC,wBAAyB,kBAAmB,CAAC,oBAAqB,cAAe,CAAC,iBAAkB,YAAa,CAAC,8BAA+B,wBAAyB,CAAC,yBAA0B,oBAAqB,CAAC,uBAAwB,kBAAmB,CAAC,4BAA6B,sBAAuB,CAAC,2BAA4B,sBAAuB,CAAC,0BAA2B,qBAC3e/oC,SAAQ,SAAU8Z,GACtB,IAAI0qB,EAAQnF,EAAevlB,EAAM,GAE7BpiB,EAAM8sC,EAAM,GAEZnrB,EAjBR,SAAgBA,GAId,MAAY,KAARA,GACQ,UAARA,IACQ,SAARA,GACGA,GAUK2vB,CAzBd,SAAuBhf,GACrB,IAAI9N,EAAU0lB,EAASmH,cAAc,UAAY/e,EAAO,KAExD,GAAI9N,EACF,OAAOA,EAAQhoB,aAAa81B,GAqBXif,CAHNzE,EAAM,KAKbnrB,UACFwvB,EAAQnxC,GAAO2hB,MAKrB,IAcI6vB,EAAU9J,EAAc,GAdb,CACbiF,aA9F0B,KA+F1BD,iBA9F8B,iBA+F9B+E,gBAAgB,EAChB3B,YAAY,EACZ4B,UAAU,EACVC,sBAAsB,EACtBC,kBAAkB,EAClBC,eAAgB,QAChBC,oBAAoB,EACpBC,oBAAoB,EACpBC,kBAAkB,GAGsBb,GAErCK,EAAQC,iBAAgBD,EAAQI,kBAAmB,GAExD,IAAInF,EAAS/E,EAAc,GAAI8J,GAE/BV,EAAOM,kBAAoB3E,EAE3B,IAAIwF,EAAInB,GAAU,GACbmB,EAAC,qBAAwBA,EAAC,mBAAyB,IACnDA,EAAC,mBAAuBzN,SAAQyN,EAAC,mBAAuBzN,OAAS,IACjEyN,EAAC,mBAAuB1lB,QAAO0lB,EAAC,mBAAuB1lB,MAAQ,IAC/D0lB,EAAC,mBAAuBC,QAAOD,EAAC,mBAAuBC,MAAQ,IACpE,IAAIp4B,EAAYm4B,EAAC,mBAEbE,EAAY,GAYZlI,KACQC,EAAS6G,gBAAgBqB,SAAW,aAAe,iBAAiB1jC,KAAKw7B,EAASmI,aAC/EnI,EAAS7yB,iBAAiB,oBAZ1B,SAASi7B,IACtBpI,EAASqI,oBAAoB,mBAAoBD,GACxC,EACTH,EAAUvhC,KAAI,SAAU22B,GACtB,OAAOA,WAgBX,IAUIgB,EALAiK,GAAO,aAEP/I,QAA2B,IAAXljC,QAAoD,IAAnBA,EAAO2F,SAA0D,mBAAxB3F,EAAO2F,QAAQkB,KACzGq7B,GAAwC,oBAAjBgK,aAA+B7zC,WAAa6zC,aACnEnK,GAAa,GA2KjBqB,EAAE/uC,UAAY,CACZ6kB,YAAakqB,EACbb,OAtLY,UAuLZS,MAAO,KACPR,WAAOpqC,EACP6qC,UAAU,EACV9rC,KAAM,SAAcg1C,EAAeC,GACjC,IAAIhK,EAAa,CACfC,MAAOz9B,KACPzN,KAAM,IAAIyN,KAAKsU,YAAY+yB,IAC3BI,UAAWF,EACXG,SAAUF,GAmBZ,OAhBKA,IAAeD,GAAmBvnC,KAAKq+B,WAC1Cr+B,KAAKq+B,UAAW,EAhMP,aAkMLr+B,KAAK29B,QAAuBW,IAC9BjB,EAAUkB,EAAwBv+B,OApM1B,cAwMRA,KAAK29B,QAvME,aAuMsB39B,KAAK29B,OAEpCN,EAAUE,EAAgBC,GAG1Bx9B,KAAKo+B,MAAMvuC,KAAK2tC,GAGXA,EAAWjrC,MAEpBo1C,MAAO,SAAgBH,GACrB,OAAOxnC,KAAKzN,KAAK,KAAMi1C,KAI3BhJ,EAAE7qC,IAAM,SAAUlD,GAChB,IAAKyQ,MAAMwU,QAAQjlB,GACjB,MAAM,IAAIulB,UAAU,4CAGtB,OAAO,IAAIwoB,GAAE,SAAU7tC,EAASC,GAI9B,SAAS6tC,EAASt7B,GAEhB,OADAuW,IACO,SAAUnlB,GACfu4B,EAAQ3pB,GAAS5O,IAETmlB,GACN/oB,EAAQm8B,IAKd,IAdA,IAcgBr6B,EAdZq6B,EAAU,GACVpT,EAAY,EAaPrqB,EAAI,EAAYA,EAAIoB,EAASlB,OAAQF,KAC5CoD,EAAUhC,EAASpB,KAEoB,mBAAjBoD,EAAQF,KAC5BE,EAAQF,KAAKksC,EAASpvC,GAAIuB,GAE1Bk8B,EAAQz9B,GAAKoD,EAIZinB,GACH/oB,EAAQm8B,OAKd0R,EAAEoJ,KAAO,SAAUn3C,GACjB,IAAKyQ,MAAMwU,QAAQjlB,GACjB,MAAM,IAAIulB,UAAU,6CAGtB,OAAO,IAAIwoB,GAAE,SAAU7tC,EAASC,GAC9B,IAAK,IAAW6B,EAAPpD,EAAI,EAAYA,EAAIoB,EAASlB,OAAQF,KAC5CoD,EAAUhC,EAASpB,KAEoB,mBAAjBoD,EAAQF,KAC5BE,EAAQF,KAAK5B,EAASC,GAEtBD,EAAQ8B,OAMhB+rC,EAAE7tC,QAAU,SAAU4D,GACpB,OAAIA,GAA4B,WAAnB6f,EAAQ7f,IAAuBA,EAAM+f,cAAgBkqB,EACzDjqC,EAGF,IAAIiqC,GAAE,SAAU7tC,GACrBA,EAAQ4D,OAIZiqC,EAAE5tC,OAAS,SAAUotC,GACnB,OAAO,IAAIQ,GAAE,SAAU7tC,EAASC,GAC9BA,EAAOotC,OAIX,IAGIwB,GAAuB,CACzB9nB,KAAM,GACNgV,EAAG,EACH+S,EAAG,EACHC,OAAQ,EACRC,OAAO,EACPC,OAAO,GAkILqC,GAAY,CACdvV,EAAG,EACH+S,EAAG,EACHhJ,MAAO,OACP3P,OAAQ,QAoZNxQ,GAAS,SAA0BuxB,EAASzL,EAAIja,EAAc2lB,GAChE,IAGIz4C,EACAwF,EACAyI,EALAC,EAAO/N,OAAO+N,KAAKsqC,GACnBt4C,EAASgO,EAAKhO,OACd8kB,OAA2B7gB,IAAhBs0C,EAtBG,SAAuBjoB,EAAMioB,GAC/C,OAAO,SAAUp9B,EAAGopB,EAAGjgC,EAAGC,GACxB,OAAO+rB,EAAKlwB,KAAKm4C,EAAap9B,EAAGopB,EAAGjgC,EAAGC,IAoBEi0C,CAAc3L,EAAI0L,GAAe1L,EAa5E,SARqB5oC,IAAjB2uB,GACF9yB,EAAI,EACJiO,EAASuqC,EAAQtqC,EAAK,MAEtBlO,EAAI,EACJiO,EAAS6kB,GAGJ9yB,EAAIE,EAAQF,IAEjBiO,EAAS+W,EAAS/W,EAAQuqC,EAD1BhzC,EAAM0I,EAAKlO,IAC6BwF,EAAKgzC,GAG/C,OAAOvqC,GAiDL+7B,GAAS1qB,EAAU0qB,OACnB0N,GAAQp4B,EAAUo4B,MAIlBiB,GAAQ,WACV,IAAIC,EAAS,SAAgBzmB,GAC3B,OAAOlL,GAAO+iB,IAAQ,SAAUrlC,EAAG8b,EAAO+G,GAExC,OADA7iB,EAAE6iB,GAAUP,GAAOxG,EAAO0R,EAAS,IAC5BxtB,IACN,KAGQi0C,GAAO,SAAU1xB,EAAKtC,EAAM6C,GAKvC,OAJI7C,EAAK,KACPsC,EAAItC,EAAK,IAAM6C,GAGVP,KAEK0xB,GAAO,SAAU1xB,EAAKtC,EAAM6C,GACxC,IAAIoxB,EAAYj0B,EAAK,GAKrB,OAJAsC,EAAIO,GAAYA,EAChBoxB,EAAU/qC,SAAQ,SAAUgrC,GAC1B5xB,EAAI4xB,GAAYrxB,KAEXP,KAET,IAAI6xB,EAAa,QAAS/O,GACb/iB,GAAOywB,IAAO,SAAUxwB,EAAK8I,GACxC,IACIxI,EAASwI,EAAK,GAWlB,MARe,QAAXxI,GAAqBuxB,IACvBvxB,EAAS,OAGXN,EARc8I,EAAK,IAQJ,CACbxI,OAAQA,EACRC,SARauI,EAAK,IAUb9I,IACN,KAELyxB,KAcA,IAuPIK,GAAuB,SAA8BC,GACvD,IAAIjwB,EAAY,CACdX,KAAM,GACNgV,EAAG,EACH+S,EAAG,EACHE,OAAO,EACPC,OAAO,EACPF,OAAQ,GAGV,OAAK4I,EAGIA,EAAgBxlC,cAAc+B,MAAM,KAAKyR,QAAO,SAAUC,EAAKxhB,GACpE,IAAIwzC,EAAQxzC,EAAE+N,cAAc+B,MAAM,KAC9B2jC,EAAQD,EAAM,GACdE,EAAOF,EAAMhzC,MAAM,GAAG4P,KAAK,KAE/B,GAAIqjC,GAAkB,MAATC,EAEX,OADAlyB,EAAIopB,OAAQ,EACLppB,EAGT,GAAIiyB,GAAkB,MAATC,EAEX,OADAlyB,EAAIqpB,OAAQ,EACLrpB,EAKT,GAFAkyB,EAAOn6B,WAAWm6B,GAEdrqC,MAAMqqC,GACR,OAAOlyB,EAGT,OAAQiyB,GACN,IAAK,OACHjyB,EAAImB,KAAOnB,EAAImB,KAAO+wB,EACtB,MAEF,IAAK,SACHlyB,EAAImB,KAAOnB,EAAImB,KAAO+wB,EACtB,MAEF,IAAK,OACHlyB,EAAImW,EAAInW,EAAImW,EAAI+b,EAChB,MAEF,IAAK,QACHlyB,EAAImW,EAAInW,EAAImW,EAAI+b,EAChB,MAEF,IAAK,KACHlyB,EAAIkpB,EAAIlpB,EAAIkpB,EAAIgJ,EAChB,MAEF,IAAK,OACHlyB,EAAIkpB,EAAIlpB,EAAIkpB,EAAIgJ,EAChB,MAEF,IAAK,SACHlyB,EAAImpB,OAASnpB,EAAImpB,OAAS+I,EAI9B,OAAOlyB,IACN8B,GAtDIA,IAuJXurB,EAAYn0C,UAAYD,OAAOoF,OAAO1C,MAAMzC,YACtB6kB,YAAcsvB,EAEpC,IA6fsB7G,GA7flB2L,GAAO,CACTnI,KAAM,gBAEJoI,GAAiB,CACnBC,cAAe,MACfC,YAAa,aACbC,IAAK,MAEHC,GAAO,CACT33C,IAAK,OACLqZ,WAAY8xB,EAAc,GAAImM,GAAM,CAClC50C,EAAG,s4CAIHk1C,GAAkBzM,EAAc,GAAIoM,GAAgB,CACtDjF,cAAe,YA6fbwB,IAxfU3I,EAAc,GAAImM,GAAM,CAClCO,GAAI,MACJC,GAAI,MACJ90C,EAAG,OAISmoC,EAAc,GAAIoM,GAAgB,CAC5CjF,cAAe,IACf7mC,OAAQ,uBAIE0/B,EAAc,GAAIyM,GAAiB,CAC7CnsC,OAAQ,iBAMA0/B,EAAc,GAAImM,GAAM,CAClCS,QAAS,IACTr1C,EAAG,ySAISyoC,EAAc,GAAIyM,GAAiB,CAC7CnsC,OAAQ,iBAMA0/B,EAAc,GAAImM,GAAM,CAClCS,QAAS,IACTr1C,EAAG,gJAISyoC,EAAc,GAAIyM,GAAiB,CAC7CnsC,OAAQ,iBAgdA,IAvGd,WACE,SAASusC,IAGPppC,KAAKmlC,YAAc,GA1hEvB,IAAsBkE,EAAaC,EAAYC,EAokE7C,OApkEoBF,EA6hEPD,GA7hEoBE,EA6hEX,CAAC,CACrBz0C,IAAK,MACLN,MAAO,WAGL,IAFA,IAAIi1C,EAAQxpC,KAEHypC,EAAOtoC,UAAU5R,OAAQ41C,EAAc,IAAIjkC,MAAMuoC,GAAOC,EAAO,EAAGA,EAAOD,EAAMC,IACtFvE,EAAYuE,GAAQvoC,UAAUuoC,GAGhC,IAAIC,EAAYxE,EAAY7uB,OAAOtW,KAAK4pC,iBAAkB,IAC1Dp6C,OAAO+N,KAAKosC,GAAWxsC,SAAQ,SAAUtI,GACvC20C,EAAMrE,YAAYtwC,GAAO0nC,EAAc,GAAIiN,EAAMrE,YAAYtwC,IAAQ,GAAI80C,EAAU90C,IACnFkuC,EAAYluC,EAAK80C,EAAU90C,IAC3BmzC,UAGH,CACDnzC,IAAK,QACLN,MAAO,WACLyL,KAAKmlC,YAAc,KAEpB,CACDtwC,IAAK,mBACLN,MAAO,SAA0Bo1C,EAAWE,GAC1C,IAAI3G,EAAa2G,EAAWhzB,QAAUgzB,EAAW/yB,UAAY+yB,EAAW51B,KAAO,CAC7E1jB,EAAGs5C,GACDA,EASJ,OARAr6C,OAAO+N,KAAK2lC,GAAYz9B,KAAI,SAAU5Q,GACpC,IAAIi1C,EAAkB5G,EAAWruC,GAC7BgiB,EAASizB,EAAgBjzB,OACzBC,EAAWgzB,EAAgBhzB,SAC3B7C,EAAO61B,EAAgB71B,KACtB01B,EAAU9yB,KAAS8yB,EAAU9yB,GAAU,IAC5C8yB,EAAU9yB,GAAQC,GAAY7C,KAEzB01B,OA/jEKtN,EAAkBgN,EAAY55C,UAAW65C,GACrDC,GAAalN,EAAkBgN,EAAaE,GAkkEzCH,EA9CT,KA6GIxE,IAAe,EAoDfrmC,GAAQ,CACV8Z,UAAW,SAAmBiwB,GAC5B,OAAOD,GAAqBC,KAG5Br0B,IA/EkB8oB,GA+EE,SAAUgN,GAChC,IAAItJ,EAASt/B,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAC7E6oC,EAAoBvJ,EAAOpoB,UAC3BA,OAAkC,IAAtB2xB,EAA+BxK,GAAuBwK,EAClEC,EAAiBxJ,EAAOppB,OACxBA,OAA4B,IAAnB4yB,GAAoCA,EAC7CC,EAAezJ,EAAOrpB,KACtBA,OAAwB,IAAjB8yB,EAA0B,KAAOA,EACxCC,EAAiB1J,EAAOI,OACxBA,OAA4B,IAAnBsJ,EAA4B,KAAOA,EAC5CC,EAAgB3J,EAAOp/B,MACvBA,OAA0B,IAAlB+oC,EAA2B,KAAOA,EAC1CC,EAAkB5J,EAAOnpB,QACzBA,OAA8B,IAApB+yB,EAA6B,KAAOA,EAC9CC,EAAkB7J,EAAO32B,QACzBA,OAA8B,IAApBwgC,EAA6B,GAAKA,EAC5CC,EAAqB9J,EAAOh2B,WAC5BA,OAAoC,IAAvB8/B,EAAgC,GAAKA,EAClDC,EAAiB/J,EAAOpH,OACxBA,OAA4B,IAAnBmR,EAA4B,GAAKA,EAC9C,GAAKT,EAAL,CACA,IAAIlzB,EAASkzB,EAAelzB,OACxBC,EAAWizB,EAAejzB,SAC1B7C,EAAO81B,EAAe91B,KAC1B,OAAO4wB,EAAUtI,EAAc,CAC7B7qC,KAAM,QACLq4C,IAAiB,WAYlB,OAXArF,IAEIpD,EAAOiF,WACLllC,EACFoJ,EAAW,mBAAqB,GAAG/P,OAAO4mC,EAAOC,iBAAkB,WAAW7mC,OAAO4c,GAAW6nB,MAEhG10B,EAAW,eAAiB,OAC5BA,EAAU,UAAgB,UAIvB+1B,EAAsB,CAC3BG,MAAO,CACLC,KAAMkD,EAAY7vB,GAClBmD,KAAMA,EAAO0sB,EAAY1sB,EAAKnD,MAAQ,CACpCgtB,OAAO,EACPxK,MAAO,KACP3P,OAAQ,KACR7S,KAAM,KAGV4C,OAAQA,EACRC,SAAUA,EACVuB,UAAWkkB,EAAc,GAAIiD,GAAsBnnB,GACnDhB,OAAQA,EACRhW,MAAOA,EACPw/B,OAAQA,EACRvpB,QAASA,EACTwpB,MAAO,CACLr2B,WAAYA,EACZ4uB,OAAQA,EACRvvB,QAASA,UAxIR,SAAU2gC,GACf,IAAIhK,EAASt/B,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAC7E4oC,GAAkBU,GAAuB,IAAIx2B,KAAOw2B,EAAsBzF,EAAmByF,GAAuB,IACpHrzB,EAAOqpB,EAAOrpB,KAMlB,OAJIA,IACFA,GAAQA,GAAQ,IAAInD,KAAOmD,EAAO4tB,EAAmB5tB,GAAQ,KAGxD2lB,GAAKgN,EAAgBxN,EAAc,GAAIkE,EAAQ,CACpDrpB,KAAMA,S,yCC1pEZhnB,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRG,SACE,wBACFD,QACE,+IAGJG,SAAU,CACR,CACEG,UAAW,OAAQK,MAAO,YAC1BJ,UAAW,IAEbX,EAAKiB,QAAQ,IAAK,KAClB,CACEP,UAAW,SACXK,MAAO,wDACPJ,UAAW,GAEbX,EAAKS,iBACLT,EAAKY,kBACL,CACEG,MAAO,6BAET,CACEA,MAAO,MAET,CACEA,MAAO,MAET,CACEA,MAAO,KAET,CACEA,MAAO,2EACPJ,UAAW,GAEb,CACEI,MAAO,sBACPJ,UAAW,O,kCCtBnB,SAASxB,EAAO81C,GAKd,SAASC,EAAej9B,GAKtB,OAJIA,IACFA,EAASkV,EAAUxhB,MAAM,KAAMD,YAG1B,IAAIupC,EAAah9B,GAP1B,OAFAi9B,EAAe7xB,YAAc4xB,EAAa5xB,aAAe4xB,EAAan3C,KAE/Do3C,EAnBT,IAAI/nB,EAAYppB,EAAQ,QAEpBoxC,EAAQh2C,EAAO1C,OAEnB9B,EAAOD,QAAUy6C,EAEjBA,EAAMC,KAAOj2C,EAAOk2C,WACpBF,EAAMG,MAAQn2C,EAAOo2C,YACrBJ,EAAMK,UAAYr2C,EAAOs2C,gBACzBN,EAAMO,OAASv2C,EAAOw2C,aACtBR,EAAMl5C,KAAOkD,EAAOohB,WACpB40B,EAAMS,IAAMz2C,EAAO02C,UAEnBV,EAAMh2C,OAASA,G,gCCbfpF,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAyGlBjH,EAAQiH,QAxGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,OACd,QAAW,OACX,WAAc,UACd,WAAc,SACd,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,UAEhB,YAAa,CACX,MAAS,UACT,WAAc,UAEhB,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,UACT,UAAa,UAEf,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,UACT,WAAc,UAEhB,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,UAEhB,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,WAAc,SACd,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,UAAa,Y,mBC3GjBhH,EAAOD,QAAU,SAAUsF,GA0BzB,MAAO,CACLsB,QAAS,CAAC,eACVU,QAAS,UACT9B,SAAU,CACRE,QAAS,sVAITD,QAAS,cAEXI,SAAU,CACRP,EAAK0C,kBACL1C,EAAKY,kBAhBY,CACnBF,UAAW,SACXK,MAAO,gBAXO,CACdL,UAAW,WACXK,MAAO,YACPJ,UAAW,GAEF,CACTD,UAAW,SACXK,MAAO,2BAdS,CAChBL,UAAW,SACXK,MAAO,KACPC,IAAK,KACLT,SAAU,CATA,CACVQ,MAAO,YAAawB,aAAa,EACjC5B,UAAW,EACXJ,SAAU,CAAC,CAACG,UAAW,OAAQK,MAAO,aAOtCJ,UAAY,O,iBCXhBhG,EAAOD,QAAU,SAAUsF,GACzB,MAAO,CACLsB,QAAS,CAAC,WACVpB,SAAU,kIACVK,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,MACPJ,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,aAET,CACEA,MAAO,MAAOC,IAAK,WACnBT,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,WAIb,CACEL,UAAW,WACXK,MAAO,IAAKC,IAAK,KAEnBhB,EAAK0C,kBACL,CACEhC,UAAW,SACXK,MAAO,MAAOC,IAAK,OAErBhB,EAAKY,sB,iBChCXjG,EAAOD,QAAU,WACf,MAAO,CACL6F,SAAU,CAER,CACEG,UAAW,SACXK,MAAO,+DAGT,CACEL,UAAW,SACXK,MAAO,aACPJ,UAAW,GAGb,CACED,UAAW,SACXK,MAAO,0DAA2DC,IAAK,IACvEd,SAAU,uDACVI,QAAS,MACTK,UAAW,IAGb,CACED,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBV,QAAS,OAGX,CACEI,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBV,QAAS,W,mBChCjB3F,EAAOD,QAAU,SAASsF,GAGxB,IAAIsD,EAAsB,yCAYtBqW,EAAUm8B,kNA6YVr8B,EAAU,gCAGV9P,EAAU3J,EAAKQ,QAAQR,EAAKyC,aAG5BiH,EAAU,CACZhJ,UAAW,SACXK,MAAO,QAASC,IAAK,MACrBT,SAAU,CAAC,CAACQ,MAAO,QAIjBg1C,EAAO,CACTh1C,MAAO,IAAKC,IAAK,IAAKoE,cAAc,EAAM7B,YAAY,EACtDhD,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,sCAMTi1C,EAAWh2C,EAAKQ,QAAQR,EAAK8B,qBAoDjC,MAAO,CACL7B,kBAAkB,EAClB+B,QAASsB,EACTpD,SAAU,CACRE,QAASuZ,EACTtZ,SAlWJ41C,ikUAmWI77B,MA1JJ87B,ypZA2JIj6C,KAvFJk6C,+5HAwFIh2C,QAASsZ,GAEXlZ,SAAU,CA3DD,CACTG,UAAW,OACXsB,QAASsB,EACTvC,MAAO,MAAOC,IAAK,IACnBd,SAAU,CAAC,eAAgByZ,EA/ZXy8B,sUAgahB71C,SAAU,CACRy1C,IAWW,CACbt1C,UAAW,WACXsB,QAASsB,EACTjC,SAAU,CACR,CAACN,MAAO,oBAAqBC,IAAK,MAAOd,SAAU,qBACnD,CAACa,MAAO,8BAA+Bb,SAAU,gCAEnDK,SAAU,CACR,CACEQ,MAAO,MAAOC,IAAK,MAAOI,YAAa,EACvCb,SAAU,CACR,CACEG,UAAW,SACXsB,QAASsB,EACTvC,MAAOuC,EAAqBtC,IAAK,IAAKuC,YAAY,EAAMpC,gBAAgB,EACxEjB,SAAU,CACRE,QAAS,OACTD,QAASsZ,GAEXlZ,SAAU,CACRoJ,EACAD,EACAqsC,IAGJC,IAGJh2C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOuC,MAiBtC0yC,EAnDS,CACXt1C,UAAW,SACXK,MAAO,IAAKC,IAAK,MAAOuC,YAAY,GAmDlCoG,EACAD,EACAqsC,M,kCCtfN,SAAgB,EAAO,EAAK,GAE3B,IAAKM,IAAI,KAAK,EACb,EAAI,GAAK,EAAM,GAEhB,OAAO,EAGR,SAAgB,EAAK,EAAK,EAAO,GAChCA,IAGC,EAHG,EAAM,wBACT,EAAI,EAAI,MAAM,GACd,EAAU,GAEX,GAAI,GAAK,EAAE,GAEV,IADAA,IAAI,EAAI,EAAE,GAAG,MAAM,KACV,EAAE,EAAG,EAAE,EAAE,OAAQ,IAAK,CAC9BA,IAAI,EAAI,EAAE,GAAG,MAAM,KACnB,EAAQ,mBAAmB,EAAE,KAAO,mBAAmB,EAAE,MAAM,GAAG,KAAK,MAGzE,EAAM,EAAW,EAAI,QAAQ,EAAK,KAClC,EAAQ,EAAW,GAAS,IAE5B,IADAA,IAAI,EAAM,KAAK,IAAI,EAAI,OAAQ,EAAM,QAC5Bz8C,EAAE,EAAGA,EAAE,EAAKA,IACpB,GAAI,EAAMA,IAA2B,MAArB,EAAMA,GAAG,OAAO,GAAU,CACzCy8C,IAAI,EAAQ,EAAMz8C,GAAG,QAAQ,gBAAiB,IAC7C,GAAS,EAAMA,GAAG,MAAM,YAAc08C,GAAO,IAAM,GACnD,GAAQ,EAAM,QAAQ,KACtB,GAAQ,EAAM,QAAQ,KACtB,EAAM,EAAI18C,IAAM,GACjB,IAAK,IAAQ,IAAS,EAAM,QAAQ,KAAK,GAAK,GAAO,CACpD,GAAM,EACN,MAGD,GADA,EAAQ,GAAS,mBAAmB,GAChC,GAAQ,EAAM,CACjB,EAAQ,GAAS,EAAI,MAAMA,GAAG,IAAI,oBAAoB,KAAK,KAC3D,YAGG,GAAI,EAAMA,KAAK,EAAIA,GAAI,CAC3B,GAAM,EACN,MAGF,QAAmB,IAAf,EAAK,UAAwB,IAAN,IACpB,EAGR,SAAgB,EAAa,EAAG,GAC/B,OACE,EAAE,KAAO,EAAE,KAAQ,EAClB,EAAE,KAAO,EAAE,MAAS,EACnB,EAAE,MAAQ,EAAE,MAKjB,SAAgB,EAAuB,EAAO,GAG7C,OAFA,EAAM,MAAQ,EACd,EAAM,KAgBP,SAAmB,GAClB,OAAO,EAAM,MAAM,QAAU,GALT,EAKkB,EAAM,MAAM,KAJ3C,EAAW,GAAM,IAAI,GAAa,KAAK,KAD/C,IAAqB,EAZP,CAAU,GAChB,EAAM,MAGd,SAAgB,EAAW,GAC1B,OAAO,EAAI,QAAQ,eAAgB,IAAI,MAAM,KAG9C,SAAgB,EAAY,GAC3B,MAA0B,KAAnB,EAAQ,OAAO,GAAW,EAAI,MAAM,QAAQ,EAAQ,OAAO,EAAQ,OAAO,KAAQ,EAAI,EvGnD9F,SAAS,IACRy8C,IAAI,EAUJ,MAAO,KARN,EADG,GAAiB,EAAc,SAC5B,EAAc,SAEZ,GAAiB,EAAc,mBACjC,EAAc,qBAGI,oBAAX,SAAyB,SAAW,GAEpC,UAAY,KAAK,EAAI,QAAU,IAK9C,SAAS,EAAM,EAAK,GAWnB,Y,WAX2B,GACV,iBAAN,GAAkB,EAAI,MAChC,EAAU,EAAI,QACd,EAAM,EAAI,KAaZ,SAAkB,GACf,IAAGA,IAAI,EAAE,EAAQ,OAAQ,KAC1B,GAAI,EAAQ,GAAG,SAAS,GAAM,OAAO,EAEpC,OAAK,EAbH,CAAS,IAjCd,SAAgB,EAAK,Q,UAAK,QACrB,GAAiB,EAAc,GAClC,EAAc,GAAM,GAEK,oBAAV,SAAyB,QAAQ,EAAK,UACrD,QAAQ,EAAK,SAAS,KAAM,KAAM,GA6BlC,CAAO,EAAK,EAAU,UAAY,QAG5B,EAAQ,GAchB,SAAS,EAAQ,GAEd,IADAA,IAAE,GAAW,EACN,EAAE,EAAG,EAAE,EAAQ,OAAQ,KACD,IAA1B,EAAQ,GAAG,QAAQ,KACtB,GAAW,GAGX,IAAGA,IAAIz8C,EAAE,EAAY,OAAQA,KAC9B,EAAYA,GAAG,GAEd,OAAK,EAIR,SAAS,EAAc,GAEpB,GAAG,GAAS,EAAK,aAAjB,CAEAy8C,IAAE,EAAO,EAAK,aAAa,QAC5B,EAAS,EAAK,aAAa,UAG1B,GAAG,GAAS,EAAK,MAAM,WAAY,GAAW,EAAO,MAAM,cAG3D,OAAK,EAAM,IAId,SAAS,EAAgB,GACtB,KAAE,EAAE,SAAW,EAAE,SAAW,EAAE,QAAU,EAAE,UAAuB,IAAX,EAAE,QAExD,OADA,EAAY,EAAE,eAAiB,EAAE,QAAU,MACtC,EAAQ,GAIhB,SAAS,EAAQ,GAMhB,OALI,IACC,EAAE,0BAA0B,EAAE,2BAC9B,EAAE,iBAAiB,EAAE,kBACzB,EAAE,mBAEI,EAIR,SAAS,EAAoB,GAE5B,KAAI,EAAE,SAAW,EAAE,SAAW,EAAE,QAAU,EAAE,UAAuB,IAAX,EAAE,QAA1D,CAEAA,IAAI,EAAI,EAAE,OACV,GACC,GAAuC,MAAnC,OAAO,EAAE,UAAU,eAAuB,EAAE,aAAa,QAAS,CACrE,GAAI,EAAE,aAAa,UAAW,OAE9B,GAAI,EAAc,GACjB,OAAO,EAAQ,UAGR,EAAE,EAAE,a,gBuGxHTC,EAAQ,GvGEV,EAAgB,KAEd,EAAU,GAEV,EAAc,GAEd,EAAQ,GAoHV,GAA4B,EAiB1B,EAAM,YAAmB,WAClB,GACXC,EAAK,KAAC,QACF,EAAM,UACT,EAAgB,EAAM,SAGvB,KAAK,MAAQ,CACZ,IAAK,EAAM,KAAO,KAtBhB,IAE0B,mBAAnB,mBACL,GACJ,iBAAiB,YAAY,WAC5B,EAAQ,QAGV,iBAAiB,QAAS,IAE3B,GAA4B,G,kFAgB3B,EAED,kCAAqB,SAAC,GACrB,OAAmB,IAAf,EAAM,SACH,EAAM,MAAM,KAAK,MAAM,KAAO,EAAM,WAAW,KAAK,MAAM,WAIlE,qBAAQ,SAAC,GACRC,IAAM,EAAW,uBAAa,KAAK,MAAM,UACzC,OAAO,KAAK,oBAAoB,EAAU,GAAK,GAAO,OAAS,GAIhE,oBAAO,SAAC,GACP,KAAK,SAAS,CAAE,QAEhBA,IAAM,EAAW,KAAK,SAAS,GAK/B,OAFK,KAAK,UAAU,KAAK,cAElB,GAGR,+BAAkB,WACjB,EAAQ,KAAK,MACb,KAAK,UAAW,GAGjB,8BAAiB,W,WACZ,IACH,KAAK,SAAW,EAAc,QAAO,SAAC,GACrCjsC,EAAK,QAAQ,IAAG,EAAS,UAAY,KAAK,EAAS,QAAU,SAG/D,KAAK,UAAW,GAGjB,iCAAoB,WACQ,mBAAhB,KAAK,UAAuB,KAAK,WAC5C,EAAQ,OAAO,EAAQ,QAAQ,MAAO,IAGvC,gCAAmB,WAClB,KAAK,UAAW,GAGjB,+BAAkB,WACjB,KAAK,UAAW,GAGjB,gCAAmB,SAAC,EAAU,EAAK,GAClC,OAAO,EACL,OAAO,GACP,KAAK,GACL,KAAK,YACL8rC,IAAI,EAAU,EAAK,EAAK,EAAM,MAAM,KAAM,EAAM,OAChD,GAAI,EAAS,CACZ,IAAe,IAAX,EAAkB,CACrBA,IAAI,EAAW,CAAE,MAAK,WAItB,OAHA,EAAO,EAAU,UACV,EAAS,WACT,EAAS,IACT,uBAAa,EAAO,GAE5B,OAAO,MAEN,OAAO,UAGZ,mBAAM,SAAC,EAAwB,G,IAAtB,EAAQ,WAAE,EAAQ,WAAM,EAAG,MAC/B,EAAS,KAAK,oBAAoB,uBAAa,GAAW,GAAK,GAE/D,EAAU,EAAO,IAAM,KAEvB,EAAW,KAAK,YAcpB,OAbI,IAAM,IACT,KAAK,YAAc,EACG,mBAAX,GACV,EAAS,CACR,OAAQ,KACR,MACA,WACA,SACA,aAKI,G,EAtGG,CAAS,aAgHrB,EAAO,YAAc,EACrB,EAAO,cAAgB,EACvB,EAAO,MAAQ,EACf,EAAO,OAAS,EAChB,EAAO,MANO,YAAM,OAAG,wBAAc,EAAM,UAAW,IAOtD,EAAO,KAXM,SAAC,GAAO,OACpB,wBAAc,IAAK,EAAO,CAAE,QAAS,GAAmB,KAWzD,EAAO,KAAO,E,wBwGpQd17C,EAAOD,QAAU,SAASsF,GACxB,IAAIiB,EAAU,CACZI,SAAU,CACRrB,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKiB,QACH,KACA,KACA,CACEV,SAAU,CAAC,YAMfk2C,EAAc,CAChB/1C,UAAW,OACXK,MAAO,kBACPJ,UAAW,GAGTqZ,EAAO,CACTjZ,MAAO,MAAOC,IAAK,MACnBV,QAAS,IACTC,SAAU,CACR,CAACG,UAAW,OAAQK,MAAO,0CAC3BE,IAeJ,MAAO,CACLf,SACE,8HAEFK,SAAU,CAIR,CACEM,cAAe,qBAAsBG,IAAK,WAC1Cd,SAAU,yDACVK,SAAU,CAACyZ,EAAM/Y,GACjBX,QAAS,YAEX,CACES,MAAO,SAAUC,IAAK,IACtBd,SAAU,qBACVK,SAAU,CAACyZ,EAAM/Y,GACjBX,QAAS,YAEX,CACES,MAAO,OAAQC,IAAK,IACpBd,SAAU,aACVK,SAAU,CAACk2C,EAAaz8B,EAlCjB,CACXjZ,MAAO,IAAKC,IAAK,IACjBT,SAAUyZ,EAAKzZ,UAgC2BU,IAExC,CACEJ,cAAe,sBAAuBG,IAAK,IAC3CT,SAAU,CAACP,EAAK4B,cAAeX,IAEjC,CACEF,MAAO,OAAQC,IAAK,IACpBd,SAAU,OACVK,SAAU,CAACU,IAtCD,CACdP,UAAW,SACXK,MAAO,UAAYC,IAAK,IACxBV,QAAS,KAyCPN,EAAKY,kBACLZ,EAAK4B,cACL60C,EACAz2C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,mBACtCE,EAEA,CAACF,MAAO,UAEVT,QAAS,O,mCCtFb,4EAwBA,MAAM4qC,EAAQnxC,OAAO28C,OAAO,CACxB,aAAclwB,IAEd,mBAAoBO,IACpB,mBAAoBA,IAEpB,iBAAkBL,IAClB,iBAAkBA,IAClB,iBAAkBA,IAClB,aAAcA,IAEd,YAAaG,IAEb,cAAeC,IAEf,kBAAmBG,IACnB,cAAeA,IACf,WAAYA,IAEZ,OAAQL,IACR,iBAAkBA,IAElB,mBAAoBD,IACpB,qBAAsBA,IAEtB,aAAcJ,IACd,iBAAkBA,IAClB,cAAeA,IAEf,YAAa+f,IAEb,mBAAoB7f,IAEpB,0BAA2Buf,MAGhB,aAAU1nB,GAErB,IAAI1X,EACJ,IACIA,EAAM,IAAI+vC,IAAIr4B,EAAMljB,KAAMwE,OAAOwI,SAAShN,MAC5C,MAAOL,GACL,OACI,EAAC,IAAD,CAAWyC,MAAOzC,GAAIujB,EAAMI,UAKpC,IAAIk4B,EAAS,KACb,IAAmB,IAAft4B,EAAME,KAAgB,CACtB,IAAIq4B,EAEAjwC,EAAIE,OAASlH,OAAOwI,SAAStB,KAC7B+vC,EAAU,KACc,UAAjBjwC,EAAII,SACX6vC,EAAUzQ,IACc,YAAjBx/B,EAAII,SACX6vC,EAAU5Q,IACc,WAAjBr/B,EAAII,UACX6vC,EAAU3L,EAAMtkC,EAAIE,WACJ/I,IAAZ84C,IACAA,EAAU3Q,MAGd2Q,EADwB,YAAjBjwC,EAAII,SACDq/B,IAEAE,IAGdqQ,EAAS,cAAM,EAAC,IAAD,CAAiBp4B,KAAMq4B,IAA7B,KAGb,OAAO,EAAC,IAAD,CAAUzxB,SAAU9G,EAAM8G,SAAUhqB,KAAMkjB,EAAMljB,MAAOw7C,EAAQt4B,EAAMI,a,wDC9FhF3kB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,SAASsF,GAGxB,IAAI82C,EAAM,aAGNC,EAAQ,IAAMD,EAAI,OAAOA,EAAjB,eAERE,EAAY,+BAEZC,EAAkB,CAEdj2C,IAAK+1C,EACLp2C,UAAW,EACXc,OAAQ,CAENf,UAAW,SACXM,IAAK,IACLL,UAAW,EACXJ,SAAU,CACR,CAAEQ,MAAO,cAKrB,MAAO,CACLd,kBAAkB,EAClBK,QAAS,KACTC,SAAU,CACRP,EAAKiB,QAAQ,YAAa,KAG1B,CACEF,MA1Ba,kCA0BSg2C,EACtBx0C,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,OACXK,MA/BS,kCAgCTK,YAAY,EACZT,UAAW,IAGfc,OAAQw1C,GAGV,CACEl2C,MAAOi2C,EAAYD,EACnBx0C,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,OACXK,MAAOi2C,EACP51C,YAAY,EACZT,UAAW,IAGfc,OAAQw1C,GAGV,CACEv2C,UAAW,OACXC,UAAW,EACXI,MAAOi2C,EAAYF,EAAM,S,gCC9DjC/8C,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAASsF,GACzB,IAAIk3C,EAAe,CAClBx2C,UAAW,UACXK,MAAO,kCAMR4I,EAAU,CACTjJ,UAAW,SACXK,MAAO,8BACPJ,UAAW,GAEZsC,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAkB,CAACN,QAAS,OAuBvD,MAAO,CACNgB,QAAS,CAAC,QACVpB,SAAU,CACTE,QAAS,+DACTD,QAAS,sBACTE,SAAU,udAEXE,SAAU,CACTP,EAAK8B,oBACL9B,EAAK+B,qBACL4H,EAhCO,CACRjJ,UAAW,OACXR,SAAU,CAAC,eAAgB,eAC3Ba,MAAO,gBACPC,IAAK,KA8BJiC,EACAi0C,EAxBU,CACXn2C,MAAO,SACPJ,UAAW,GAEA,CACXD,UAAW,WACXG,cAAe,kBACfG,IAAK,UACLT,SAAU,CAbF,CACRG,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAAC,OAAQoJ,EAAS1G,EAAQi0C,EAnB1B,CACVx2C,UAAW,UACXK,MAAO,yBA2BYf,EAAKc,4B,kCChC1B/G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIiB,EAAUjB,EAAKiB,QACjB,cAAe,IACf,CACEN,UAAW,KAQf,MAAO,CACLW,QAAS,CAAC,MAAO,OACjBrB,kBAAkB,EAClBK,QAAS,OACTJ,SAAU,CACRE,QACE,wFAEFC,SACE,mfAUJE,SAAU,CACR,CACEG,UAAW,WAAYK,MAAO,4BAEhC,CACEL,UAAW,WACXK,MA5BG,mDA4BiBC,IAAK,WACzBT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,sDACtCE,IAGJ,CACEP,UAAW,SAAUK,MAAO,UAC5BJ,UAAW,GAEbM,M,gCC7CNlH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCC3FlB,SAASw1C,KAwCT,SAASC,EAAct4C,EAAO6S,GAC5B,IAKI9J,EACAwvC,EACAjkC,EACAtV,EARAw5C,EAAW3lC,GAAW,GACtB4lC,EAASD,EAASC,QAAUC,EAC5Bp2B,EAASk2B,EAASl2B,OAClBtnB,EAASy9C,EAAOz9C,OAChB4T,GAAS,EAUb,GAJI0T,UACFA,EAhCgB,SAmCG,iBAAVtiB,EACT,MAAMq2C,EAAM,wCAAyCr2C,GAMvD,IAHAu4C,EAAaI,EAAU,IACvB5vC,EAAS4vC,EAAU,MAEV/pC,EAAQ5T,GAGVqZ,EAFLrV,EAAOy5C,EAAO7pC,OAMd0F,EAAUqkC,EAAUC,EAAc55C,EAAMgB,GAAO,EAAOsiB,KAE9CxT,SAAW9P,EAEfsV,EAAQzS,UAAY02C,EAAW12C,YACjC02C,EAAajkC,GAGXA,EAAQzS,UAAYkH,EAAOlH,YAC7B02C,EAAaxvC,EACbA,EAASuL,IAQb,OAJIikC,EAAWzpC,WACb/F,EAAOwvC,WAAaA,GAGfxvC,EAkCT,SAAS8vC,EAAc75C,EAAM4Y,GAC3B,IACItX,EACA6iC,EACAnoC,EACA4T,EAJAsC,EAAMlS,EAWV,IAAKsB,KALDsX,KACF1G,EAAM,IACFlS,GAAQ4Y,GAGF1G,EAMV,IAHAlW,GADAmoC,EAAuB,iBADvBA,EAAOjyB,EAAI5Q,IACuB,CAAC6iC,GAAQA,GAC7BnoC,OACd4T,GAAS,IAEAA,EAAQ5T,GACfwH,EAAQ2gC,EAAKv0B,IAAUtO,EAS7B,SAASs4C,EAAc55C,EAAMgB,EAAO84C,EAAQx2B,EAAQnQ,GA0ElD,SAAS0B,EAAcC,EAAQpF,GAC7B,IAAIqqC,EACAC,EACA7kC,EAIJ,GAFA8kC,GAAcnlC,OAEC7U,IAAXyP,EAGF,OAFAwqC,EAAYnmC,IAAiBomC,GAEtB,EAKT,GAFAJ,EA4QF,SAAiBrqC,EAAQxO,GACvB,IAAIoI,EAASpI,EAAKuB,SACdzG,EAASsN,EAAOtN,OAChB4T,GAAS,EAEb,OAASA,EAAQ5T,GACf,GAAIgU,EAAK1G,EAAOsG,GAAOiC,QAASnC,GAC9B,OAAOpG,EAAOsG,GAnRRoF,CAAQtF,EAAQsE,GAOxB,OAJAkmC,EAAYnmC,IAAiBomC,GAE7BvlC,EAAamlC,EAASrqC,GAEfqqC,EAAQt1C,YAAc,EAAIiL,EAAO1T,OAK1C,GAFAg+C,EAmPF,SAAS9kC,EAAUhU,EAAMwO,GACvB,GAAIM,EAAK9O,EAAK6Q,MAAOrC,GAAS,CAC5B,KAAOxO,EAAKoC,YAAcpC,EAAK+O,QAC7B/O,EAAOA,EAAK+O,OAGd,OAAO/O,EAGT,GAAIA,EAAKmC,eACP,OAAO6R,EAAUhU,EAAK+O,OAAQP,GA7PtBwF,CAAUlB,EAAKtE,GAEZ,EACXyF,EAASnB,GAEIpQ,WAAauR,EAAO1P,aAC/Bw0C,GAAcvqC,GAGhBwqC,EAAYnmC,IAAiBomC,GAG7B,GACMnmC,EAAIpR,WACN+U,IAGF9U,GAAamR,EAAInR,UACjBmR,EAAMA,EAAI/D,aACH+D,IAAQgmC,EAAQ/pC,QAYzB,OAVIkF,EAAO1P,YACT20C,EAAQ1qC,EAAQyqC,GAGlBF,EAAa,GAETD,EAAQr2C,QACViR,EAAaolC,EAAQr2C,OAAQ,IAGxBwR,EAAOvR,UAAY,EAAI8L,EAAO1T,OAGvC,GA4MF,SAAmB0T,EAAQxO,GACzB,OAAQ44C,GAAU9pC,EAAK9O,EAAK+Q,UAAWvC,GA7MnC0F,CAAU1F,EAAQsE,GACpB,MAAMqjC,EACJ,oCACA3nC,EACAsE,EAAIpR,WAAa,aASrB,OAFAq3C,GAAcvqC,EAEPA,EAAO1T,QAAqC,EAIrD,SAAS4Y,EAAa1T,EAAMwO,GAC1B,IAAIL,EAEAnO,EAAK0B,YACPyM,EAAOolC,EAAMvzC,EAAK0B,UAAW,KAG3B1B,EAAKuD,YACPw1C,EAAa,GACJ/4C,EAAKoG,cACd8yC,EAAQ1qC,EAAQyqC,GAEhBF,EAAa,IAEbA,EAAavqC,EAIXL,IACF8qC,EAAgB79C,KAAK+S,GACrBihC,EAAMh0C,KAAK69C,GACXA,EAAkB9qC,EAAKuR,UAGzB5M,EAAM/X,OAAOoF,OAAOH,EAAM,CAAC+O,OAAQ,CAACjP,MAAOgT,KAI7C,SAASD,IACP,IAAIhK,EAASiK,EAAIvQ,YAMnB,WACE,IACI42C,EADApmC,EAAsC,iBAApBD,EAAIvQ,YAI1B,GAAIwQ,IAAaC,EAAUF,EAAIvQ,aAC7B,OAAO22C,EAAQH,EAAY,IAI3BI,EADEpmC,EACS2lC,EACT5lC,EAAIvQ,YACJw2C,GACA,EACA32B,EACAlP,EAAcJ,EAAIvQ,cAGT61C,EAAcW,EAAY,CACnCR,OAAmC,IAA3BzlC,EAAIvQ,YAAYzH,YAAeiE,EAAY+T,EAAIvQ,YACvD6f,OAAQA,IAMZ,IAAK+2B,EAASvqC,SACZ,MAAO,CAACwqC,EAAUL,IAOhBjmC,EAAInR,UAAY,IAClBA,GAAaw3C,EAASx3C,WAGpBoR,IACFG,EAAcJ,EAAIvQ,aAAe42C,EAASrmC,KAG5C,MAAO,CAACygC,EAAM4F,EAASvqC,SAAUuqC,EAASr5C,OAAO,IAhDlBsT,GAoDjC,WACE,IACIG,EACAnS,EACA+M,EACAkrC,EAJAxc,EAAQ,GAMZ,IAAK/pB,EAAI5R,SACP,OAAOg4C,EAAQH,EAAYlc,GAG7BtpB,EAAY,EAEZT,EAAIrC,UAAU8C,UAAY,EAE1BnS,EAAU0R,EAAIrC,UAAUhC,KAAKsqC,GAE7B,KAAO33C,GACL83C,EAAQH,EAAWnnC,UAAU2B,EAAWnS,EAAQsN,OAAQmuB,IAExDwc,EAAWlnC,EAAaW,EAAK1R,KAG3BO,GAAa03C,EAAS,GAEtBlrC,EAAOolC,EAAM8F,EAAS,GAAI,IAE1Bxc,EAAMzhC,KAAK+S,GAEX+qC,EAAQ93C,EAAQ,GAAI+M,EAAKuR,WAEzBw5B,EAAQ93C,EAAQ,GAAIy7B,GAGtBtpB,EAAYT,EAAIrC,UAAU8C,UAC1BnS,EAAU0R,EAAIrC,UAAUhC,KAAKsqC,GAK/B,OAFAG,EAAQH,EAAWvlC,OAAOD,GAAYspB,GAE/BA,EA5F+CppB,GAEtD,OADAslC,EAAa,GACNlwC,EA8FT,SAASmwC,EAAYM,EAAUzc,GAK7B,IAJA,IAEI0c,EAFAz+C,EAASw+C,EAASx+C,OAClB4T,GAAS,IAGJA,EAAQ5T,GAGM,UAFrBy+C,EAAUD,EAAS5qC,IAEPzR,KACVi8C,EAAQK,EAAQz5C,MAAO+8B,GAEvBA,EAAMzhC,KAAKm+C,GAMjB,SAASL,EAAQp5C,EAAO+8B,GACtB,IAAI2c,EAYJ,OAVI15C,KACF05C,EAAO3c,EAAMA,EAAM/hC,OAAS,KAEF,SAAd0+C,EAAKv8C,KACfu8C,EAAK15C,OAASA,EAEd+8B,EAAMzhC,KAAKg+C,EAAUt5C,KAIlB+8B,EAIT,SAASuc,EAAUt5C,GACjB,MAAO,CAAC7C,KAAM,OAAQ6C,MAAOA,GAI/B,SAASyzC,EAAMz0C,EAAM26C,EAAUhnC,GAC7B,MAAO,CACLxV,KAAM,UACN01B,QAAS,OACT+mB,WAAY,CACVh4C,UAAW,EAAE+Q,EAAW,GAAK2P,GAAUtjB,IAEzC4gB,SAAU+5B,GAKd,SAAStnC,EAAanS,EAAMkB,GAC1B,IAAIE,EAAUF,EAAS,GAMvB,OAJI0N,EAAQ,mBACVxN,EAAUA,EAAQiN,eAGbsrC,EAAIz+C,KAAK8E,EAAKkB,SAAUE,IAAYpB,EAAKkB,SAASE,GAqC3D,SAASqV,IAEPwiC,EAAkB7J,EAAM34B,OAASiJ,EAjXnC,IAII9Q,EACAkE,EACAsB,EACA6kC,EACA7pC,EACAiF,EACAxM,EACA6X,EAXAxM,EAAgB,GAChBk8B,EAAQ,GACR2J,EAAa,GACbp3C,EAAY,EAUhB,GAAoB,iBAAT7C,EACT,MAAMq3C,EAAM,uCAAwCr3C,GAGtD,GAAqB,iBAAVgB,EACT,MAAMq2C,EAAM,wCAAyCr2C,GAUvD,GAPA8O,EAAWuF,EAAYrV,GAIvBsV,EAHAtB,EAAMb,GAAgBrD,EAItBqqC,EAHAv5B,EAAW,IAKN9Q,EACH,MAAMunC,EAAM,2CAA4Cr3C,IAiX5D,SAAyB8P,GA6HvB,SAASiB,EAAO/P,EAAO6G,GACrB,OAAO,IAAImJ,OACTF,EAAO9P,GACP,KAAO8O,EAAQ,iBAAmB,IAAM,KAAOjI,EAAS,IAAM,KAKlE,SAASiJ,EAAOrB,GACd,OAAQA,GAAMA,EAAGqB,QAAWrB,GAjI9B,SAASwB,EAAY/P,EAAM+O,GAiGzB,SAASmB,EAAQxO,EAAW5B,GAC1B,IAAI85C,EACAtpC,EACA5B,EACA5T,EAUJ,IARI8T,EAAQ,mBACV9O,EAAQA,EAAMuO,eAIhBvT,GADA8+C,EAAQ95C,EAAMsQ,MA7nBR,MA8nBStV,OACf4T,GAAS,IAEAA,EAAQ5T,GACfwV,EAAOspC,EAAMlrC,GAAO0B,MAjoBV,KAmoBVypC,EAAiBvpC,EAAK,IAAM,CAAC5O,EAAW4O,EAAK,GAAKC,OAAOD,EAAK,IAAM,GAjHxE,IACIc,EADAyoC,EAAmB,GAGnB75C,EAAKgQ,WAIThQ,EAAKgQ,UAAW,EAEhBhQ,EAAKkB,SAAWlB,EAAKkB,UAAYlB,EAAK6B,cAElC7B,EAAKkB,WACsB,iBAAlBlB,EAAKkB,SACdgP,EAAQ,UAAWlQ,EAAKkB,UAExBnG,OAAO+N,KAAK9I,EAAKkB,UAAUwH,SAAQ,SAAShH,GAC1CwO,EAAQxO,EAAW1B,EAAKkB,SAASQ,OAIrC1B,EAAKkB,SAAW24C,GAGlB75C,EAAKyQ,UAAYZ,EAAO7P,EAAKgD,SAAW,OAAO,GAE3C+L,IACE/O,EAAK6B,gBACP7B,EAAK+B,MACH,OAAS/B,EAAK6B,cAAcuO,MA/iB1B,KA+iBuCM,KA9iBjC,KA8iBqD,QAG5D1Q,EAAK+B,QACR/B,EAAK+B,MAAQ,SAGf/B,EAAK2Q,QAAUd,EAAO7P,EAAK+B,OAEtB/B,EAAKgC,KAAQhC,EAAKmC,iBACrBnC,EAAKgC,IAAM,SAGThC,EAAKgC,MACPhC,EAAK6Q,MAAQhB,EAAO7P,EAAKgC,MAG3BhC,EAAK85C,cAAgBlqC,EAAO5P,EAAKgC,MAAQ,GAErChC,EAAKmC,gBAAkB4M,EAAO+qC,gBAChC95C,EAAK85C,gBACF95C,EAAKgC,IAnkBE,IAmkBkB,IAAM+M,EAAO+qC,gBAIzC95C,EAAKsB,UACPtB,EAAK+Q,UAAYlB,EAAO7P,EAAKsB,eAGRvC,IAAnBiB,EAAK2B,YACP3B,EAAK2B,UAAY,GAGd3B,EAAKuB,WACRvB,EAAKuB,SAAW,IAGlBvB,EAAKuB,SAAW0E,EAAO0G,MACrB,GACA3M,EAAKuB,SAASyP,KAAI,SAAS5R,GACzB,OAnGR,SAAoBY,GAClB,IAAIlF,EACA4T,EACArM,EACAwG,EAEJ,GAAI7I,EAAKqC,WAAarC,EAAI,gBAAqB,CAM7C,IAJAlF,GADAuH,EAAWrC,EAAKqC,UACEvH,OAClB4T,GAAS,EACT7F,EAAS,KAEA6F,EAAQ5T,GACf+N,EAAO6F,GAASlN,EAAQxB,EAAM,CAACqC,SAAU,MAAOA,EAASqM,IAG3D1O,EAAI,gBAAsB6I,EAG5B,OACE7I,EAAI,kBAAwBA,EAAKmC,eAAiB,CAACX,EAAQxB,IAAS,CAACA,IA+E1D+5C,CAAiB,SAAN36C,EAAeY,EAAOZ,OAI5CY,EAAKuB,SAASmH,SAAQ,SAAStJ,GAC7B2Q,EAAY3Q,EAAGY,MAGbA,EAAKyC,QACPsN,EAAY/P,EAAKyC,OAAQsM,GAG3BqC,EAAcpR,EAAKuB,SAChByP,KAUH,SAAa5R,GACX,OAAOA,EAAEyC,cAAgB,QAAUzC,EAAE2C,MAAQ,QAAU3C,EAAE2C,SAVxDkE,OAAO,CAACjG,EAAK85C,cAAe95C,EAAKsB,UACjC0P,IAAIpB,GACJyB,OAAOC,SAEVtR,EAAKoR,YACoB,IAAvBA,EAAYtW,OACR,CAAC2T,KAAMurC,GACPnqC,EAAOuB,EAAYV,KA3mBX,MA2mB8B,IA9F9CX,CAAYnB,GA/WZc,CAAgBd,GAEhB,IAKE,IAJAkE,EAAI1B,YAAYmC,UAAY,EAC5BnE,EAAS,EACTvH,EAAQiL,EAAI1B,YAAY3C,KAAK3O,GAEtB+H,GACLwM,EAAQV,EAAc7T,EAAM8R,UAAUxC,EAAQvH,EAAM6G,OAAQ7G,EAAM,IAElEiL,EAAI1B,YAAYmC,UADhBnE,EAASvH,EAAM6G,MAAQ2F,EAEvBxM,EAAQiL,EAAI1B,YAAY3C,KAAK3O,GAM/B,IAHA6T,EAAc7T,EAAM0T,OAAOpE,IAC3BgF,EAAUtB,EAEHsB,EAAQrF,QACTqF,EAAQ1S,WACV+U,IAGFrC,EAAUA,EAAQrF,OAGpB,MAAO,CACLpN,UAAWA,EACX7B,MAAOm5C,EACPrqC,SAAU9P,EACVgU,IAAKA,GAEP,MAAOtU,GAEP,IAA0C,IAAtCA,EAAMK,QAAQyV,QAAQ,WACxB,MAAM9V,EAGR,MAAO,CAACmD,UAAW,EAAG7B,MAAOo5C,EAAQp5C,EAAO,MAodhD,SAAS24C,EAAU5vC,GACjB,MAAO,CACLlH,UAAWkH,EAAOlH,WAAa,EAC/BiN,SAAU/F,EAAO+F,UAAY,KAC7B9O,MAAO+I,EAAO/I,OAAS,IAK3B,SAASgP,EAAKmrC,EAAYzrC,GACxB,IAAI3G,EAAQoyC,GAAcA,EAAWxrC,KAAKD,GAC1C,OAAO3G,GAAyB,IAAhBA,EAAM6G,MAIxB,SAASsrC,IACP,OAAO,KAIT,SAAS7lC,EAAYrV,GAGnB,OAFAA,EAAOA,EAAKuP,cAEL2E,EAAUlU,IAASkU,EAAU1Q,EAAQxD,IA5sB9C,IAAIo7C,EAAOn1C,EAAQ,QACfoxC,EAAQpxC,EAAQ,QAOpBozC,EAAKn9C,UAAYk/C,EAGjB,IAAIp1C,EAAM,IAAIqzC,EAEdx8C,EAAOD,QAAUoJ,EAEjBA,EAAIiN,UAkFJ,SAAmBnD,EAAU9O,EAAO6S,GAClC,IACIyP,GADWzP,GAAW,IACJyP,OAMtB,OAJIA,UACFA,EA5EgB,SA+EXq2B,EAAUC,EAAc9pC,EAAU9O,GAAO,EAAMsiB,KAzFxDtd,EAAIqO,cAAgBilC,EACpBtzC,EAAIE,iBA4FJ,SAA0BlG,EAAM43C,GAC9B,IAAIt/B,EAAOs/B,EAAO5xC,GAElBkO,EAAUlU,GAAQsY,EAElBohC,EAAcp9C,KAAK0D,GAEfsY,EAAK9U,SACPq2C,EAAc75C,EAAMsY,EAAK9U,UAnG7BwC,EAAI6S,cAwGJ,WACE,OAAO6gC,EAAcvyC,UAxGvBnB,EAAI6zC,cAAgBA,EACpB7zC,EAAIqP,YAAcA,EAElB,IAAI3S,EAAU04C,EAAK14C,QACfm4C,EAAM,GAAG1+C,eACTgL,EAAS,GAAGA,OASZuyC,EAAgB,GAChBxlC,EAAY,GACZ1Q,EAAU,I,kICjCd,MAAM3C,EAAIkS,OAAO2oB,IAGF,eACX,OACI,EAAC,WAAD,KACI,YAAI,EAAC,IAAD,CAAMp+B,KAAM,0BAAZ,kCACJ,kCACA,EAAC,IAAD,KACI,EAAC,IAAD,CAAOwQ,MAAO,aACV,wCAC8B,4CAD9B,mBAGA,EAAC,IAAD,6BAGA,uEAGA,EAAC,IAAD,qCAIJ,EAAC,IAAD,CAAOA,MAAO,OACV,oCAGA,EAAC,IAAD,qBAGA,2DAGA,EAAC,IAAD,KAAOjN,EAAP,OAAS;;;yBAIT,2DAGA,EAAC,IAAD,KAAOA,EAAP,OAAS;;;0BAKb,EAAC,IAAD,CAAOiN,MAAO,aACV,8BACoB,mDADpB,mBAGA,EAAC,IAAD,6BAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,aACV,uFAC6E,wBAD7E,KAGA,oCAC0B,qBAAU,EAAC,IAAD,KAASjN,EAAT,OAAW,UAArB,MAAuC,EAAC,IAAD,KAASA,EAAT,OAAW,UAAlD,uBAD1B,KAGA,EAAC,IAAD,KAAOA,EAAP,OAAS;;;yBAIT,oCAC0B,yCAD1B,KAGA,EAAC,IAAD,KAAOA,EAAP,OAAS;;;0BAKb,EAAC,IAAD,CAAOiN,MAAO,UACV,4EAGA,EAAC,IAAD,KAAOjN,EAAP,OAAS;;;;yBAKT,0CAGA,EAAC,IAAD,KAAOA,EAAP,OAAS;;2BAKjB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOiN,MAAO,sBACV,oCAC0B,2CAD1B,mBAGA,gCAGA,EAAC,IAAD,KAAOjN,EAAP,OAAS;;;0BAKb,EAAC,IAAD,CAAOiN,MAAO,WACV,6EAGA,EAAC,IAAD,KAAOjN,EAAP,OAAS;;;yBAIT,oDAGA,EAAC,IAAD,CAAMiP,SAAU,QAASjP,EAAzB,OAA2B;;;;;;yBAO3B,kDAGA,EAAC,IAAD,CAAMiP,SAAU,QAASjP,EAAzB,OAA2B;;;;;;yBAO3B,iEAGA,EAAC,IAAD,KAAOA,EAAP,OAAS;;;;2BAOjB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOiN,MAAO,yBACV,qGAGA,EAAC,IAAD,KAAOjN,EAAP,OAAS;;yBAGT,kEAGA,EAAC,IAAD,KAAOA,EAAP,OAAS;;yBAGT,oDAGA,EAAC,IAAD,KAAOA,EAAP,OAAS;;;;0BAMb,EAAC,IAAD,CAAOiN,MAAO,yBACV,8EAGA,EAAC,IAAD,CAAMgC,SAAU,QAAhB,8BAGA,wHAGA,EAAC,IAAD,CAAMA,SAAU,QAAhB,4CAGA,yEAGA,EAAC,IAAD,CAAMA,SAAU,QAAhB,wD,wDCvLpB7T,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmGlBjH,EAAQiH,QAlGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,SAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,OACT,UAAa,UAEf,iBAAkB,CAChB,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,cAAe,CACb,MAAS,OACT,WAAc,QAEhB,cAAe,CACb,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,aAAc,CACZ,MAAS,OACT,UAAa,UAEf,eAAgB,CACd,MAAS,OACT,UAAa,UAEf,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,cAAe,CACb,gBAAmB,UACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,a,kDC3FI,iBAPf,SAAc4V,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,mBCPJlN,EAAOD,QAAU,SAASsF,GACxB,IAAIm5C,EAAuB,CAAC,MAAO,MAAO,MAAO,OAAQ,OAAQ,QAAS,MAAO,SAAU,QAAS,OAAQ,KAAM,MAAO,OAAQ,OAAQ,MAAO,MAAO,MAAO,MAAO,MAAO,KAAM,MAAO,SAAU,MAAO,MAAO,OAAQ,MAAO,QAAS,OAAQ,OAGjP,MAAO,CACL73C,QAAS,CAAC,SACVf,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBL,UAAW,GAEbX,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGf,CACED,UAAW,UACXW,SAAU,CACR,CAACN,MAAO,6BACR,CAACA,MAAO,oBAAqBJ,UAAW,GACxC,CAACI,MAAO,oBAAqBJ,UAAW,GACxC,CAACI,MAAO,OAtBK,CAAC,YAAa,cAAe,WAAY,QAAS,YAAa,SAAU,UAAW,YAAa,SAAU,SAAU,UAsBlG2O,KAAK,KAAO,OAGhD,CACEhP,UAAW,WACXW,SAAW,CACT,CACEN,MAAO,OAAOo4C,EAAqBzpC,KAAK,KAAK,QAE/C,CACE3O,MAAO,OAAOo4C,EAAqBzpC,KAAK,KAAK,6BAC7C/O,UAAW,IAEb,CACEI,MAAO,OArCW,CAAC,OAAQ,OAAQ,QAAS,QAAS,UAAW,OAAQ,SAAU,UAAW,UAAW,OAAQ,WAAY,SAAU,OAAQ,UAAW,SAAU,OAAQ,UAqCvI2O,KAAK,KAAK,6BAC9C/O,UAAW,MAIjB,CACED,UAAW,QACXK,MAAO,cACPJ,UAAW,GAEb,CACEI,MAAO,kB,kCC3BR,SAASq4C,EAAU/6C,EAAGggC,GAEzB,SAASgb,IAAO9uC,KAAKsU,YAAcxgB,EADnCi7C,EAAcj7C,EAAGggC,GAEjBhgC,EAAErE,UAAkB,OAANqkC,EAAatkC,OAAOoF,OAAOk/B,IAAMgb,EAAGr/C,UAAYqkC,EAAErkC,UAAW,IAAIq/C,GAc5E,SAASE,EAAOx5C,EAAGhF,GACtB,IAAIgE,EAAI,GACR,IAAK,IAAIzD,KAAKyE,EAAOhG,OAAOC,UAAUC,eAAeC,KAAK6F,EAAGzE,IAAMP,EAAEuY,QAAQhY,GAAK,IAC9EyD,EAAEzD,GAAKyE,EAAEzE,IACb,GAAS,MAALyE,GAAqD,mBAAjChG,OAAOolB,sBACtB,KAAIvlB,EAAI,EAAb,IAAgB0B,EAAIvB,OAAOolB,sBAAsBpf,GAAInG,EAAI0B,EAAExB,OAAQF,IAC3DmB,EAAEuY,QAAQhY,EAAE1B,IAAM,GAAKG,OAAOC,UAAU+lB,qBAAqB7lB,KAAK6F,EAAGzE,EAAE1B,MACvEmF,EAAEzD,EAAE1B,IAAMmG,EAAEzE,EAAE1B,KAE1B,OAAOmF,EAiEJ,SAASy6C,EAASj7C,GACrB,IAAIwB,EAAsB,mBAAXnB,QAAyBA,OAAOggB,SAAUzgB,EAAI4B,GAAKxB,EAAEwB,GAAInG,EAAI,EAC5E,GAAIuE,EAAG,OAAOA,EAAEjE,KAAKqE,GACrB,GAAIA,GAAyB,iBAAbA,EAAEzE,OAAqB,MAAO,CAC1CwtC,KAAM,WAEF,OADI/oC,GAAK3E,GAAK2E,EAAEzE,SAAQyE,OAAI,GACrB,CAAEO,MAAOP,GAAKA,EAAE3E,KAAM80B,MAAOnwB,KAG5C,MAAM,IAAIgiB,UAAUxgB,EAAI,0BAA4B,mCAGjD,SAAS05C,EAAOl7C,EAAGe,GACtB,IAAInB,EAAsB,mBAAXS,QAAyBL,EAAEK,OAAOggB,UACjD,IAAKzgB,EAAG,OAAOI,EACf,IAAmBI,EAAY5D,EAA3BnB,EAAIuE,EAAEjE,KAAKqE,GAAOm7C,EAAK,GAC3B,IACI,WAAc,IAANp6C,GAAgBA,KAAM,MAAQX,EAAI/E,EAAE0tC,QAAQ5Y,MAAMgrB,EAAGt/C,KAAKuE,EAAEG,OAExE,MAAOtB,GAASzC,EAAI,CAAEyC,MAAOA,GAH7B,QAKI,IACQmB,IAAMA,EAAE+vB,OAASvwB,EAAIvE,EAAC,SAAauE,EAAEjE,KAAKN,GADlD,QAGU,GAAImB,EAAG,MAAMA,EAAEyC,OAE7B,OAAOk8C,EAGJ,SAASC,IACZ,IAAK,IAAID,EAAK,GAAI9/C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAC3C8/C,EAAKA,EAAGz0C,OAAOw0C,EAAO/tC,UAAU9R,KACpC,OAAO8/C,EAlJX,4MAgBA,IAAIJ,EAAgB,SAASj7C,EAAGggC,GAI5B,OAHAib,EAAgBv/C,OAAO6/C,gBAClB,CAAEC,UAAW,cAAgBpuC,OAAS,SAAUpN,EAAGggC,GAAKhgC,EAAEw7C,UAAYxb,IACvE,SAAUhgC,EAAGggC,GAAK,IAAK,IAAI/iC,KAAK+iC,EAAOA,EAAEpkC,eAAeqB,KAAI+C,EAAE/C,GAAK+iC,EAAE/iC,MACpD+C,EAAGggC,IASjByb,EAAW,WAQlB,OAPAA,EAAW//C,OAAOogB,QAAU,SAAkBpb,GAC1C,IAAK,IAAIgB,EAAGnG,EAAI,EAAG0F,EAAIoM,UAAU5R,OAAQF,EAAI0F,EAAG1F,IAE5C,IAAK,IAAI0B,KADTyE,EAAI2L,UAAU9R,GACOG,OAAOC,UAAUC,eAAeC,KAAK6F,EAAGzE,KAAIyD,EAAEzD,GAAKyE,EAAEzE,IAE9E,OAAOyD,IAEK4M,MAAMpB,KAAMmB,a,iBCrChC/Q,EAAOD,QAAU,SAASsF,GAoBxB,MAAO,CACLE,SAAU,WACVK,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,YAAaC,IAAK,MAAOuC,YAAY,EAC5C5C,UAAW,IAEb,CACED,UAAW,WACXK,MAAO,sCAAuCC,IAAK,MAAOuC,YAAY,EACtEjD,QAAS,aACTK,UAAW,IAEb,CACED,UAAW,WACXK,MAAO,WAAYC,IAAK,MAAOuC,YAAY,GAnC3B,CACpB7C,UAAW,SACXK,MAAO,IAAKC,IAAK,KAEC,CAClBN,UAAW,SACXK,MAAO,IAAKC,IAAK,KAEK,CACtBN,UAAW,SACXK,MAAO,gBAAiBC,IAAK,MAC7BL,UAAW,GAEY,CACvBD,UAAW,SACXK,MAAO,aAAcC,IAAK,MAC1BL,UAAW,GAyBTX,EAAK0C,sB,kDChCM,iBAPf,SAAc6U,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,mCCPJ,0EAiBMkyC,EAAuC,CAC3CC,WAAY,WAAM,OAAAnxC,KAAKN,MAAL,MA2Ed0xC,EAA+C,cAZrD,WACE,IAEE,OADkB,YAAet/C,EAAQ,cACxBm1C,YACjB,MAAOoK,GACP,QAO+DC,GAnDnE,WACU,IAAArK,EAAA,cAAAA,YACR,GAAKA,GAAgBA,EAAYvnC,IA2BjC,MAAO,CACLA,IAAK,WAAM,OAAAunC,EAAA,OACXsK,WAJiBvxC,KAAKN,MAAQunC,EAAYvnC,OAwB4C8xC,GAEpFC,OACoBv8C,IAAxBk8C,EACIF,EACA,CACEC,WAAY,WAAM,OAACC,EAAoBG,WAAaH,EAAoB1xC,OAAtD,MAMbgyC,EAAyBR,EAAoBC,WAAW36C,KAAK06C,GAaxCO,EAAgBN,WAAW36C,KAAKi7C,GAcrB,WACnC,IAAAxK,EAAA,cAAAA,YACR,GAAKA,EAGDA,EAAYsK,aASRtK,EAAY0K,QAAU1K,EAAY0K,OAAOC,iBAAoB5xC,KAAKN,OAd/B,K,2EC1H5B,iBAPf,SAAcgP,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAAUsF,GACzB,IAAI+C,EAAQ,CACVrC,UAAW,QACXW,SAAU,CACP,CAACN,MAAO,sBAIT25C,EAAe,CACjBh6C,UAAW,QACXW,SAAU,CACP,CAACN,MAAO,OAAQC,IAAK,MAExBd,SAAU,qCAGR+C,EAAS,CACXvC,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,OAAWC,IAAK,OAEzB,CACED,MAAO,OAAQC,IAAK,OAEtB,CACED,MAAO,KAAOC,IAAK,IACnBV,QAAS,OAEX,CACES,MAAO,KAAMC,IAAK,IAClBV,QAAS,OAEX,CACES,MAAO,MAAUC,IAAK,MACtBT,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAO23C,IAE3C,CACE35C,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAO23C,IAE3C,CACE35C,MAAO,IAAMC,IAAK,IAClBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAO23C,IAE3C,CACE35C,MAAO,IAAKC,IAAK,IACjBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAO23C,MAI/CA,EAAan6C,SAAW,CACtBP,EAAK4B,cAAeqB,GAetB,MAAO,CACL/C,SAba,CACbE,QAAS,4TAGTC,SAEE,+PAQFE,SAAU,CACR0C,EACAjD,EAAKiB,QACH,UACA,OACA,CACEM,YAAa,aAGjBvB,EAAKiB,QACH,MACA,IACA,CACEM,YAAa,aAGjBvB,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IAAKuC,YAAY,EACxDhD,SAAU,CACR,CACEM,cAAe,sBAEjBb,EAAKc,wBAGTd,EAAK4B,cACL,CACElB,UAAW,OAAQK,MAAO,cAE5B,CACEA,MAAO,U,gCCtGfhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA4FlBjH,EAAQiH,QA3FO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,kCC5FjB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAqHlBjH,EAAQiH,QApHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,OACT,WAAc,WAEhB,eAAgB,CACd,MAAS,OACT,UAAa,UAEf,aAAc,CACZ,MAAS,OACT,UAAa,UAEf,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,OACT,WAAc,QAEhB,aAAc,CACZ,MAAS,OACT,WAAc,UAEhB,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,aAAc,CACZ,MAAS,OACT,WAAc,QAEhB,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,mBAAoB,CAClB,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,yBAA0B,CACxB,MAAS,OACT,WAAc,QAEhB,WAAY,CACV,MAAS,UACT,WAAc,UAEhB,YAAa,CACX,MAAS,UACT,WAAc,UAEhB,iBAAkB,CAChB,MAAS,UACT,WAAc,UAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,gBAAiB,CACf,WAAc,QAEhB,gBAAiB,CACf,WAAc,QAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBCvHlBhH,EAAOD,QAAU,SAASsF,GACxB,IACI0Z,EAAW,CACbhZ,UAAW,WACXK,MAAO,mCAEL45C,EAAW,CACbj6C,UAAW,SAAUK,MAAO,iBAqB9B,MAAO,CACLd,kBAAkB,EAClBK,QAAS,SACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,cAAeK,MAAO,oBACjCJ,UAAW,GAEb,CACED,UAAW,iBAAkBK,MAAO,oBACpCJ,UAAW,GAEb,CACED,UAAW,gBAAiBK,MAAO,MAAOC,IAAK,MAC/CV,QAAS,KAEX,CACEI,UAAW,eACXK,MAAO,ikBACPJ,UAAW,GAEb,CACEI,MAAO,uWAET,CACEA,MAAO,6FAET2Y,EACA,CACEhZ,UAAW,YACXK,MAAO,suFACPT,QAAS,UAEX,CACES,MAAO,8oCAET,CACEA,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRmZ,EACAihC,EACA36C,EAAKiX,gBACLjX,EAAKY,kBACLZ,EAAKS,iBACL,CACEC,UAAW,OAAQK,MAAO,gBAIhC,CACEA,MAAO,IAAKC,IAAK,OACjBd,SAAU,+GACVK,SAAU,CACRmZ,EACA1Z,EAAKY,kBACLZ,EAAKS,iBACLk6C,EACA36C,EAAKiX,gBACL,CACElW,MAAO,qBACPJ,UAAW,S,kCCjFjB,SAAUi6C,EAASzrC,EAAa0rC,GACpC,YADoC,IAAAA,MAAA,GACjB,iBAAR1rC,GAA4B,IAAR0rC,GAGxB1rC,EAAIrV,QAAU+gD,EAFZ1rC,EAE2BA,EAAIqD,OAAO,EAAGqoC,GAAI,MAWlD,SAAUC,EAASC,EAAcC,GACrC,IAAIC,EAAUF,EACRG,EAAKD,EAAQnhD,OACnB,GAAIohD,GAAM,IACR,OAAOD,EAELD,EAAQE,IAEVF,EAAQE,GAGV,IAAInkB,EAAQtwB,KAAKo0C,IAAIG,EAAQ,GAAI,GAC7BjkB,EAAQ,IACVA,EAAQ,GAGV,IAAI/1B,EAAMyF,KAAK00C,IAAIpkB,EAAQ,IAAKmkB,GAgBhC,OAfIl6C,EAAMk6C,EAAK,IACbl6C,EAAMk6C,GAEJl6C,IAAQk6C,IACVnkB,EAAQtwB,KAAKo0C,IAAI75C,EAAM,IAAK,IAG9Bi6C,EAAUA,EAAQn7C,MAAMi3B,EAAO/1B,GAC3B+1B,EAAQ,IACVkkB,EAAU,WAAWA,GAEnBj6C,EAAMk6C,IACRD,GAAW,WAGNA,EAUH,SAAUG,EAASC,EAAcC,GACrC,IAAK7vC,MAAMwU,QAAQo7B,GACjB,MAAO,GAKT,IAFA,IAAMnf,EAAS,GAENtiC,EAAI,EAAGA,EAAIyhD,EAAMvhD,OAAQF,IAAK,CACrC,IAAMkF,EAAQu8C,EAAMzhD,GACpB,IACEsiC,EAAO9hC,KAAKyW,OAAO/R,IACnB,MAAO/D,GACPmhC,EAAO9hC,KAAK,iCAIhB,OAAO8hC,EAAOxsB,KAAK4rC,GAQf,SAAUC,EAAkBz8C,EAAe08C,GAC/C,QAAK,YAAS18C,KAIV,YAAS08C,GACHA,EAAmB1tC,KAAKhP,GAEX,iBAAZ08C,IAC0B,IAA5B18C,EAAMwU,QAAQkoC,IAnGzB,yJ,iBCAA7gD,EAAOD,QAAU,SAASsF,GACxB,IAGIy7C,EAAW,qBACX99B,EAAM,CACRjd,UAAW,OACXW,SAAU,CACR,CAAEN,MALU,WAKS06C,EAAU,KAC/B,CAAE16C,MAAO26C,YAAkBD,EAAlBC,MACT,CAAE36C,MAAO26C,YAAkBD,EAAlBC,QAWTz4C,EAAS,CACXvC,UAAW,SACXC,UAAW,EACXU,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,QAEVR,SAAU,CACRP,EAAK6B,iBAhBgB,CACvBnB,UAAW,oBACXW,SAAU,CACR,CAAEN,MAAO,KAAQC,IAAK,MACtB,CAAED,MAAO,KAAOC,IAAK,SAiBzB,MAAO,CACLf,kBAAkB,EAClBqB,QAAS,CAAC,MAAO,OAAQ,QACzBf,SAAU,CACRod,EACA,CACEjd,UAAW,OACXK,MAAO,UACPJ,UAAW,IAEb,CACED,UAAW,SACXK,MAAO,YACPW,WAAW,EACXnB,SAAU0C,EAAO1C,SAEjBS,IAAK2c,EAAItc,SAAS,GAAGN,OAEvB,CACEA,MAAO,WAAYC,IAAK,UACxBO,YAAa,OACb6D,cAAc,EACd7B,YAAY,EACZ5C,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,IAAMf,EAAKsD,qBAEpB,CACE5C,UAAW,OACXK,MAAO,KAAOf,EAAKsD,qBAErB,CACE5C,UAAW,OACXK,MAAO,IAAMf,EAAKsD,oBAAsB,KAE1C,CACE5C,UAAW,OACXK,MAAO,MAAQf,EAAKsD,oBAAsB,KAE5C,CACE5C,UAAW,SACXK,MAAO,OACPJ,UAAW,GAEbX,EAAK0C,kBACL,CACE7B,cAlFS,yBAmFTX,SAAU,CAACC,QAnFF,2BAqFXH,EAAK4B,cACLqB,M,iBCvFNtI,EAAOD,QAAU,SAASsF,GACxB,IAAI4b,EAAY,CAAC,eAAgB,0GACjC,MAAO,CACLta,QAAS,CAAC,MAAO,WAAY,mBAC7BrB,kBAAkB,EAClBsB,YAAa,MACbhB,SAAU,CACVP,EAAKiB,QAAQ,WAAY,WACvB,CACEP,UAAW,eACXK,MAAO,YAAaC,IAAK,OACzBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,eACPb,SAAU0b,EACVna,OAAQ,CACNN,gBAAgB,EAAMR,UAAW,EACjCJ,SAAU,CACRP,EAAKY,uBAMf,CACEF,UAAW,oBACXK,MAAO,OAAQC,IAAK,OACpBd,SAAU0b,O,gCC1BlB7hB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAkHlBjH,EAAQiH,QAjHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,WAAc,QAEhB,iBAAkB,CAChB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCpHlBhH,EAAOD,QAAU,SAAUsF,GACzB,IAAIyD,EAAW,CACb,QACE,oVAKF,QAAW,aACX,WACE,u3BAqBAk4C,EAAU,CACZj7C,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,eACR,CAACA,MAAO,QAGR66C,EAAO,CACTl7C,UAAW,UACXW,SAAU,CACR,CAACN,MAAO,IAAMC,IAAK,KACnB,CAACD,MAAO,IAAKC,IAAK,MAEpBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAEdg6C,EAAa,CACf96C,MAAO,IACPC,IAAK,IACLd,SAAUuD,EACVlD,SAAU,CACRq7C,EACA57C,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBACLT,EAAK4B,gBAGLk6C,EAAW,CACb/6C,MAAO,2CACPqE,cAAc,EACdpE,IAAK,IACLG,gBAAgB,EAChBZ,SAAU,CACRq7C,EACAC,EACA,CACEn7C,UAAW,UACXK,MAAO,gDACPJ,UAAW,KAKjB,MAAO,CACLW,QAAS,CAAC,OACVrB,kBAAkB,EAClBC,SAAUuD,EACVlD,SAAU,CACRP,EAAKiB,QAAQ,YAAa,cAC1B,CACEP,UAAW,OACXK,MAAO,gBACPC,IAAK,IACLuB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,eACXK,MAAO,mBAIbf,EAAKiB,QAAQ,OAAQ,KACrBjB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBAEL,CACEI,cACE,qFAEFG,IAAK,IACLT,SAAU,CACRP,EAAKiB,QAAQ,OAAQ,KACrBjB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBACLo7C,EACAC,IAGJ,CACEj7C,cAAe,QACfG,IAAK,IACLuB,aAAa,EACbhC,SAAU,CACR,CACEM,cAAe,QACfG,IAAK,IACLT,SAAU,CAACu7C,IAEb97C,EAAKiB,QAAQ,OAAQ,KACrBjB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBACLT,EAAK4B,gBAKT,CACElB,UAAW,WACXK,MAAO,iCACPwB,aAAa,EACbhC,SAAU,CACJ,CACEG,UAAW,QACXK,MAAO,eArHR,CACXL,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,GAoHFo4C,IAGR37C,EAAK4B,cACL+5C,M,gCCnJN5hD,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCC1EH,SAASo6C,EAAMC,GAG7B,SAASC,IACRC,YAAUhiD,KAAKqQ,MAEV+iB,IACJ/iB,KAAK4xC,mBAAqB,KACzBH,EAAMI,IACL9uB,EAAa8uB,GAAOA,EAAIz6C,SAAYy6C,EACpC7xC,KAAK+hB,SAAS,OAIhB/hB,KAAK8xC,sBAAwB,IAAmB,MAAb/uB,GAGpC/iB,KAAK4K,OAAUmJ,IACd,GAAIgP,EACH,OAAOgvB,YAAEhvB,EAAWhP,GAGrB,MAAMi+B,EA1CT,SAASC,EAAmBjuB,EAAOoc,GAElC,GAA0B,iBAAfpc,EAAMtyB,KAAmB,OAAO,KAC3C,MAAM8R,EAASwgB,EAAM8qB,GACrB,IAAKtrC,EAAQ,OACb,IAAI2Q,EAAW3Q,EAAO0uC,IACtB,GAAI/9B,EAAU,CACRjT,MAAMwU,QAAQvB,KAAWA,EAAW,CAACA,IAE1C,IAAI1d,EAAM0d,EAASpL,QAAQib,IACd,IAATvtB,IAAYA,EAAM0d,EAAS5kB,QAC/B,IAAK,IAAIF,EAAEoH,EAAKpH,KAAO,CACtB,MAAMyU,EAAQqQ,EAAS9kB,GACjB8iD,EAAMruC,GAASA,EAAMsuC,KAAOH,EAAmBnuC,GAAO,GAC5D,GAAIquC,EAAK,OAAOA,GAGlB,OAAK/R,OAAL,EAAmB6R,EAAmBzuC,GAyBvByuC,CAAmBjyC,KAAKqyC,KAC/BC,EAAKN,GAAQA,EAAKhuC,cAAgBhE,KAAKuyC,KAAOvyC,KAAKwyC,YAAYzuC,WAErE,OACCuuC,GACAP,YAAEO,EAAGG,UAAW,CACfC,wBAAyBC,KA3B7B,IAAI5vB,EAoCJ,OAHA2uB,EAAekB,QAAUnB,GACxBC,EAAejiD,UAAY,IAAIkiD,aAAar9B,YAAco9B,EAEpDA,EA9DR,kDAEA,MAAMiB,EAAU,I,gCCAhBnjD,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAwHlBjH,EAAQiH,QAvHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,OACT,WAAc,QAEhB,aAAc,CACZ,WAAc,SACd,MAAS,QAEX,aAAc,CACZ,WAAc,SACd,MAAS,QAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,YAAa,CACX,MAAS,WAEX,WAAY,CACV,WAAc,WAEhB,eAAgB,CACd,WAAc,OACd,MAAS,WAEX,YAAa,CACX,WAAc,OACd,MAAS,WAEX,eAAgB,CACd,WAAc,OACd,MAAS,WAEX,eAAgB,CACd,WAAc,OACd,MAAS,WAEX,oBAAqB,CACnB,WAAc,OACd,MAAS,WAEX,YAAa,CACX,WAAc,OACd,MAAS,WAEX,mBAAoB,CAClB,WAAc,OACd,MAAS,WAEX,sBAAuB,CACrB,WAAc,OACd,MAAS,WAEX,iBAAkB,CAChB,WAAc,OACd,MAAS,WAEX,cAAe,CACb,WAAc,SACd,MAAS,WAEX,cAAe,CACb,WAAc,SACd,MAAS,WAEX,YAAa,CACX,WAAc,SACd,MAAS,WAEX,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,OACT,WAAc,UACd,UAAa,UAEf,cAAe,CACb,MAAS,OACT,WAAc,UACd,UAAa,UAEf,eAAgB,CACd,MAAS,OACT,WAAc,UACd,UAAa,UAEf,cAAe,CACb,eAAkB,aAEpB,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,WAAc,WAEhB,gBAAiB,CACf,WAAc,WAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCxHlB,IAAIy7C,EAAyBr5C,EAAQ,QAErChK,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAET/E,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAO2+C,EAAU17C,WAGrB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAO4+C,EAAW37C,WAGtB5H,OAAOyE,eAAe9D,EAAS,QAAS,CACtC+D,YAAY,EACZC,IAAK,WACH,OAAO6+C,EAAO57C,WAGlB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAO8+C,EAAW77C,WAGtB5H,OAAOyE,eAAe9D,EAAS,gBAAiB,CAC9C+D,YAAY,EACZC,IAAK,WACH,OAAO++C,EAAe97C,WAG1B5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAOg/C,EAAc/7C,WAGzB5H,OAAOyE,eAAe9D,EAAS,OAAQ,CACrC+D,YAAY,EACZC,IAAK,WACH,OAAOi/C,EAAMh8C,WAGjB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAOk/C,EAASj8C,WAGpB5H,OAAOyE,eAAe9D,EAAS,kBAAmB,CAChD+D,YAAY,EACZC,IAAK,WACH,OAAOm/C,EAAiBl8C,WAG5B5H,OAAOyE,eAAe9D,EAAS,mBAAoB,CACjD+D,YAAY,EACZC,IAAK,WACH,OAAOo/C,EAAkBn8C,WAG7B5H,OAAOyE,eAAe9D,EAAS,kBAAmB,CAChD+D,YAAY,EACZC,IAAK,WACH,OAAOq/C,EAAiBp8C,WAG5B5H,OAAOyE,eAAe9D,EAAS,mBAAoB,CACjD+D,YAAY,EACZC,IAAK,WACH,OAAOs/C,EAAkBr8C,WAG7B5H,OAAOyE,eAAe9D,EAAS,qBAAsB,CACnD+D,YAAY,EACZC,IAAK,WACH,OAAOu/C,EAAoBt8C,WAG/B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAOw/C,EAAqBv8C,WAGhC5H,OAAOyE,eAAe9D,EAAS,oBAAqB,CAClD+D,YAAY,EACZC,IAAK,WACH,OAAOy/C,EAAmBx8C,WAG9B5H,OAAOyE,eAAe9D,EAAS,qBAAsB,CACnD+D,YAAY,EACZC,IAAK,WACH,OAAO0/C,EAAoBz8C,WAG/B5H,OAAOyE,eAAe9D,EAAS,mBAAoB,CACjD+D,YAAY,EACZC,IAAK,WACH,OAAO2/C,EAAkB18C,WAG7B5H,OAAOyE,eAAe9D,EAAS,oBAAqB,CAClD+D,YAAY,EACZC,IAAK,WACH,OAAO4/C,EAAmB38C,WAG9B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAO6/C,EAAqB58C,WAGhC5H,OAAOyE,eAAe9D,EAAS,uBAAwB,CACrD+D,YAAY,EACZC,IAAK,WACH,OAAO8/C,EAAsB78C,WAGjC5H,OAAOyE,eAAe9D,EAAS,qBAAsB,CACnD+D,YAAY,EACZC,IAAK,WACH,OAAO+/C,EAAoB98C,WAG/B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAOggD,EAAqB/8C,WAGhC5H,OAAOyE,eAAe9D,EAAS,qBAAsB,CACnD+D,YAAY,EACZC,IAAK,WACH,OAAOigD,EAAoBh9C,WAG/B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAOkgD,EAAqBj9C,WAGhC5H,OAAOyE,eAAe9D,EAAS,qBAAsB,CACnD+D,YAAY,EACZC,IAAK,WACH,OAAOmgD,EAAoBl9C,WAG/B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAOogD,EAAqBn9C,WAGhC5H,OAAOyE,eAAe9D,EAAS,yBAA0B,CACvD+D,YAAY,EACZC,IAAK,WACH,OAAOqgD,EAAwBp9C,WAGnC5H,OAAOyE,eAAe9D,EAAS,0BAA2B,CACxD+D,YAAY,EACZC,IAAK,WACH,OAAOsgD,EAAyBr9C,WAGpC5H,OAAOyE,eAAe9D,EAAS,wBAAyB,CACtD+D,YAAY,EACZC,IAAK,WACH,OAAOugD,EAAuBt9C,WAGlC5H,OAAOyE,eAAe9D,EAAS,cAAe,CAC5C+D,YAAY,EACZC,IAAK,WACH,OAAOwgD,EAAav9C,WAGxB5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAOygD,EAAcx9C,WAGzB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAO0gD,EAAYz9C,WAGvB5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAO2gD,EAAc19C,WAGzB5H,OAAOyE,eAAe9D,EAAS,cAAe,CAC5C+D,YAAY,EACZC,IAAK,WACH,OAAO4gD,EAAa39C,WAGxB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAO6gD,EAAS59C,WAGpB5H,OAAOyE,eAAe9D,EAAS,OAAQ,CACrC+D,YAAY,EACZC,IAAK,WACH,OAAO8gD,EAAM79C,WAGjB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAO+gD,EAAS99C,WAGpB5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAOghD,EAAc/9C,WAGzB5H,OAAOyE,eAAe9D,EAAS,QAAS,CACtC+D,YAAY,EACZC,IAAK,WACH,OAAOihD,EAAOh+C,WAGlB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAOkhD,EAASj+C,WAGpB5H,OAAOyE,eAAe9D,EAAS,MAAO,CACpC+D,YAAY,EACZC,IAAK,WACH,OAAOmhD,EAAKl+C,WAGhB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOohD,EAAYn+C,WAGvB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOqhD,EAAYp+C,WAGvB5H,OAAOyE,eAAe9D,EAAS,SAAU,CACvC+D,YAAY,EACZC,IAAK,WACH,OAAOshD,EAAQr+C,WAGnB5H,OAAOyE,eAAe9D,EAAS,MAAO,CACpC+D,YAAY,EACZC,IAAK,WACH,OAAOuhD,EAAKt+C,WAGhB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOwhD,EAAYv+C,WAGvB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAOyhD,EAAWx+C,WAGtB5H,OAAOyE,eAAe9D,EAAS,cAAe,CAC5C+D,YAAY,EACZC,IAAK,WACH,OAAO0hD,EAAaz+C,WAGxB5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAO2hD,EAAc1+C,WAGzB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAO4hD,EAAW3+C,WAGtB5H,OAAOyE,eAAe9D,EAAS,SAAU,CACvC+D,YAAY,EACZC,IAAK,WACH,OAAO6hD,GAAQ5+C,WAGnB5H,OAAOyE,eAAe9D,EAAS,OAAQ,CACrC+D,YAAY,EACZC,IAAK,WACH,OAAO8hD,GAAM7+C,WAGjB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAO+hD,GAAS9+C,WAGpB5H,OAAOyE,eAAe9D,EAAS,iBAAkB,CAC/C+D,YAAY,EACZC,IAAK,WACH,OAAOgiD,GAAgB/+C,WAG3B5H,OAAOyE,eAAe9D,EAAS,kBAAmB,CAChD+D,YAAY,EACZC,IAAK,WACH,OAAOiiD,GAAiBh/C,WAG5B5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOkiD,GAAQj/C,WAGnB5H,OAAOyE,eAAe9D,EAAS,cAAe,CAC5C+D,YAAY,EACZC,IAAK,WACH,OAAOmiD,GAASl/C,WAGpB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAOoiD,GAAWn/C,WAGtB5H,OAAOyE,eAAe9D,EAAS,SAAU,CACvC+D,YAAY,EACZC,IAAK,WACH,OAAOqiD,GAAQp/C,WAGnB5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAOsiD,GAAUr/C,WAGrB5H,OAAOyE,eAAe9D,EAAS,iBAAkB,CAC/C+D,YAAY,EACZC,IAAK,WACH,OAAOuiD,GAAgBt/C,WAG3B5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAOwiD,GAASv/C,WAGpB5H,OAAOyE,eAAe9D,EAAS,OAAQ,CACrC+D,YAAY,EACZC,IAAK,WACH,OAAOyiD,GAAMx/C,WAGjB5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAO0iD,GAAUz/C,WAGrB5H,OAAOyE,eAAe9D,EAAS,QAAS,CACtC+D,YAAY,EACZC,IAAK,WACH,OAAO2iD,GAAO1/C,WAGlB5H,OAAOyE,eAAe9D,EAAS,cAAe,CAC5C+D,YAAY,EACZC,IAAK,WACH,OAAO4iD,GAAa3/C,WAGxB5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAO6iD,GAAc5/C,WAGzB5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAO8iD,GAAU7/C,WAGrB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAO+iD,GAAW9/C,WAGtB5H,OAAOyE,eAAe9D,EAAS,gBAAiB,CAC9C+D,YAAY,EACZC,IAAK,WACH,OAAOgjD,GAAgB//C,WAG3B5H,OAAOyE,eAAe9D,EAAS,iBAAkB,CAC/C+D,YAAY,EACZC,IAAK,WACH,OAAOijD,GAAiBhgD,WAG5B5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOkjD,GAAYjgD,WAGvB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAOmjD,GAASlgD,WAGpB5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAOojD,GAAUngD,WAGrB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOqjD,GAAYpgD,WAGvB5H,OAAOyE,eAAe9D,EAAS,iBAAkB,CAC/C+D,YAAY,EACZC,IAAK,WACH,OAAOsjD,GAAgBrgD,WAG3B5H,OAAOyE,eAAe9D,EAAS,gBAAiB,CAC9C+D,YAAY,EACZC,IAAK,WACH,OAAOujD,GAAetgD,WAG1B5H,OAAOyE,eAAe9D,EAAS,iBAAkB,CAC/C+D,YAAY,EACZC,IAAK,WACH,OAAOwjD,GAAgBvgD,WAG3B5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAOyjD,GAAUxgD,WAGrB5H,OAAOyE,eAAe9D,EAAS,oBAAqB,CAClD+D,YAAY,EACZC,IAAK,WACH,OAAO0jD,GAAmBzgD,WAG9B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAO2jD,GAAqB1gD,WAGhC5H,OAAOyE,eAAe9D,EAAS,wBAAyB,CACtD+D,YAAY,EACZC,IAAK,WACH,OAAO4jD,GAAuB3gD,WAGlC5H,OAAOyE,eAAe9D,EAAS,gBAAiB,CAC9C+D,YAAY,EACZC,IAAK,WACH,OAAO6jD,GAAe5gD,WAG1B5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAO8jD,GAAU7gD,WAGrB5H,OAAOyE,eAAe9D,EAAS,KAAM,CACnC+D,YAAY,EACZC,IAAK,WACH,OAAO+jD,GAAI9gD,WAGf5H,OAAOyE,eAAe9D,EAAS,SAAU,CACvC+D,YAAY,EACZC,IAAK,WACH,OAAOgkD,GAAK/gD,WAGhB5H,OAAOyE,eAAe9D,EAAS,QAAS,CACtC+D,YAAY,EACZC,IAAK,WACH,OAAOikD,GAAOhhD,WAGlB5H,OAAOyE,eAAe9D,EAAS,QAAS,CACtC+D,YAAY,EACZC,IAAK,WACH,OAAOkkD,GAAIjhD,WAGf5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAOmkD,GAASlhD,WAIpB,IAAI07C,EAAYD,EAAuBr5C,EAAQ,SAE3Cu5C,EAAaF,EAAuBr5C,EAAQ,SAE5Cw5C,EAASH,EAAuBr5C,EAAQ,SAExCy5C,EAAaJ,EAAuBr5C,EAAQ,SAE5C05C,EAAiBL,EAAuBr5C,EAAQ,SAEhD25C,EAAgBN,EAAuBr5C,EAAQ,SAE/C45C,EAAQP,EAAuBr5C,EAAQ,SAEvC65C,EAAWR,EAAuBr5C,EAAQ,SAE1C85C,EAAmBT,EAAuBr5C,EAAQ,SAElD+5C,EAAoBV,EAAuBr5C,EAAQ,SAEnDg6C,EAAmBX,EAAuBr5C,EAAQ,SAElDi6C,EAAoBZ,EAAuBr5C,EAAQ,SAEnDk6C,EAAsBb,EAAuBr5C,EAAQ,SAErDm6C,EAAuBd,EAAuBr5C,EAAQ,SAEtDo6C,EAAqBf,EAAuBr5C,EAAQ,SAEpDq6C,EAAsBhB,EAAuBr5C,EAAQ,SAErDs6C,EAAoBjB,EAAuBr5C,EAAQ,SAEnDu6C,EAAqBlB,EAAuBr5C,EAAQ,SAEpDw6C,EAAuBnB,EAAuBr5C,EAAQ,SAEtDy6C,EAAwBpB,EAAuBr5C,EAAQ,SAEvD06C,EAAsBrB,EAAuBr5C,EAAQ,SAErD26C,EAAuBtB,EAAuBr5C,EAAQ,SAEtD46C,EAAsBvB,EAAuBr5C,EAAQ,SAErD66C,EAAuBxB,EAAuBr5C,EAAQ,SAEtD86C,EAAsBzB,EAAuBr5C,EAAQ,SAErD+6C,EAAuB1B,EAAuBr5C,EAAQ,SAEtDg7C,EAA0B3B,EAAuBr5C,EAAQ,SAEzDi7C,EAA2B5B,EAAuBr5C,EAAQ,SAE1Dk7C,EAAyB7B,EAAuBr5C,EAAQ,SAExDm7C,EAAe9B,EAAuBr5C,EAAQ,SAE9Co7C,EAAgB/B,EAAuBr5C,EAAQ,SAE/Cq7C,EAAchC,EAAuBr5C,EAAQ,SAE7Cs7C,EAAgBjC,EAAuBr5C,EAAQ,SAE/Cu7C,EAAelC,EAAuBr5C,EAAQ,SAE9Cw7C,EAAWnC,EAAuBr5C,EAAQ,SAE1Cy7C,EAAQpC,EAAuBr5C,EAAQ,SAEvC07C,EAAWrC,EAAuBr5C,EAAQ,SAE1C27C,EAAgBtC,EAAuBr5C,EAAQ,SAE/C47C,EAASvC,EAAuBr5C,EAAQ,SAExC67C,EAAWxC,EAAuBr5C,EAAQ,SAE1C87C,EAAOzC,EAAuBr5C,EAAQ,SAEtC+7C,EAAc1C,EAAuBr5C,EAAQ,SAE7Cg8C,EAAc3C,EAAuBr5C,EAAQ,SAE7Ci8C,EAAU5C,EAAuBr5C,EAAQ,SAEzCk8C,EAAO7C,EAAuBr5C,EAAQ,SAEtCm8C,EAAc9C,EAAuBr5C,EAAQ,SAE7Co8C,EAAa/C,EAAuBr5C,EAAQ,SAE5Cq8C,EAAehD,EAAuBr5C,EAAQ,SAE9Cs8C,EAAgBjD,EAAuBr5C,EAAQ,SAE/Cu8C,EAAalD,EAAuBr5C,EAAQ,SAE5Cw8C,GAAUnD,EAAuBr5C,EAAQ,SAEzCy8C,GAAQpD,EAAuBr5C,EAAQ,SAEvC08C,GAAWrD,EAAuBr5C,EAAQ,SAE1C28C,GAAkBtD,EAAuBr5C,EAAQ,SAEjD48C,GAAmBvD,EAAuBr5C,EAAQ,SAElD68C,GAAUxD,EAAuBr5C,EAAQ,SAEzC88C,GAAWzD,EAAuBr5C,EAAQ,SAE1C+8C,GAAa1D,EAAuBr5C,EAAQ,SAE5Cg9C,GAAU3D,EAAuBr5C,EAAQ,SAEzCi9C,GAAY5D,EAAuBr5C,EAAQ,SAE3Ck9C,GAAkB7D,EAAuBr5C,EAAQ,SAEjDm9C,GAAW9D,EAAuBr5C,EAAQ,SAE1Co9C,GAAQ/D,EAAuBr5C,EAAQ,SAEvCq9C,GAAYhE,EAAuBr5C,EAAQ,SAE3Cs9C,GAASjE,EAAuBr5C,EAAQ,SAExCu9C,GAAelE,EAAuBr5C,EAAQ,SAE9Cw9C,GAAgBnE,EAAuBr5C,EAAQ,SAE/Cy9C,GAAYpE,EAAuBr5C,EAAQ,SAE3C09C,GAAarE,EAAuBr5C,EAAQ,SAE5C29C,GAAkBtE,EAAuBr5C,EAAQ,SAEjD49C,GAAmBvE,EAAuBr5C,EAAQ,SAElD69C,GAAcxE,EAAuBr5C,EAAQ,SAE7C89C,GAAWzE,EAAuBr5C,EAAQ,SAE1C+9C,GAAY1E,EAAuBr5C,EAAQ,SAE3Cg+C,GAAc3E,EAAuBr5C,EAAQ,SAE7Ci+C,GAAkB5E,EAAuBr5C,EAAQ,SAEjDk+C,GAAiB7E,EAAuBr5C,EAAQ,SAEhDm+C,GAAkB9E,EAAuBr5C,EAAQ,SAEjDo+C,GAAY/E,EAAuBr5C,EAAQ,SAE3Cq+C,GAAqBhF,EAAuBr5C,EAAQ,SAEpDs+C,GAAuBjF,EAAuBr5C,EAAQ,SAEtDu+C,GAAyBlF,EAAuBr5C,EAAQ,SAExDw+C,GAAiBnF,EAAuBr5C,EAAQ,SAEhDy+C,GAAYpF,EAAuBr5C,EAAQ,SAE3C0+C,GAAMrF,EAAuBr5C,EAAQ,SAErC2+C,GAAOtF,EAAuBr5C,EAAQ,SAEtC4+C,GAASvF,EAAuBr5C,EAAQ,SAExC6+C,GAAMxF,EAAuBr5C,EAAQ,SAErC8+C,GAAWzF,EAAuBr5C,EAAQ,U,iBC9sB9CpJ,EAAOD,QAAU,SAASsF,GACxB,IAAI8iD,EAAY,CACd/hD,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,qBAI1C,MAAO,CACLO,QAAS,CAAC,MACVpB,SACE,wXAMFI,QAAS,OACTC,SAAU,CACR,CAEEG,UAAW,UACXK,MAAO,4BAET,CACEL,UAAW,SACXK,MAAO,KAAMC,IAAK,IAClBT,SAAU,CAAC,CAACQ,MAAO,QAErB,CACEL,UAAW,SACXK,MAAO,MAAOC,IAAK,OAErBhB,EAAKiB,QAAQ,SAAU,UACvB,CACEP,UAAW,QACXG,cAAe,OAAQG,IAAK,UAAWuC,YAAY,EACnDhD,SAAU,CACRP,EAAKc,sBACLgiD,IAGJ,CACEpiD,UAAW,OACXK,MAAO,OAAQC,IAAK,OACpBL,UAAW,IAEb,CACED,UAAW,SACXK,MAAO,oBACPR,SAAU,CAACP,EAAK6B,mBAElB7B,EAAK8B,oBACL9B,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/CN,EAAK4B,kB,mCCnDX,YAQM,SAAUmhD,IACd,MAAwF,qBAAjFhpD,OAAOC,UAAUuM,SAASrM,UAAwB,IAAZoR,EAA0BA,EAAU,GAS7E,SAAU03C,EAAe5G,EAAU//C,GAEvC,OAAO+/C,EAAIr4C,QAAQ1H,GApBrB,0F,mECDAtC,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAElBjH,EAAQiH,QADO,I,iBCNfhH,EAAOD,QAAU,SAASsF,GACtB,MAAO,CACLE,SAAU,CACRE,QACE,0TAKFD,QACE,mBAEJI,SAAU,CACRP,EAAK0C,kBACL1C,EAAKY,kBACLZ,EAAK4B,cACL,CACElB,UAAW,OAAQK,MAAO,kB,iBCjBpCpG,EAAOD,QAAU,SAASsF,GA4DxB,MAAO,CACLsB,QAAS,CAAC,IAAK,KAAM,OACrBrB,kBAAkB,EAClBC,SA9DgB,CAChBE,QACE,83DAwBFD,QACE,OACFE,SACE,8hEAiCqB2B,QAAS,UAChCzB,SAAU,CACRP,EAAK+B,qBACL/B,EAAK8B,oBACL9B,EAAKY,kBACL,CACEF,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CAACN,MAAO,kDACR,CAACA,MAAO,8CACR,CAACA,MAAO,eAAgBJ,UAAW,KAIvC,CACED,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,0BACR,CAACA,MAAO,UAAWJ,UAAW,KAGlC,CACED,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,qOAK3BS,UAAW,O,qBC7FnB,IAAInC,EAAiBuF,EAAQ,QAqB7BpJ,EAAOD,QAnBP,SAAuB4B,GACrB,IAAK,IAAI1C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAAK,CACzC,IAAIgV,EAAyB,MAAhBlD,UAAU9R,GAAaG,OAAO2R,UAAU9R,IAAM,GACvDqlB,EAAUllB,OAAO+N,KAAK8G,GAEkB,mBAAjC7U,OAAOolB,wBAChBF,EAAUA,EAAQha,OAAOlL,OAAOolB,sBAAsBvQ,GAAQyB,QAAO,SAAUgP,GAC7E,OAAOtlB,OAAOulB,yBAAyB1Q,EAAQyQ,GAAK5gB,gBAIxDwgB,EAAQvX,SAAQ,SAAUtI,GACxBZ,EAAelC,EAAQ8C,EAAKwP,EAAOxP,OAIvC,OAAO9C,I,iBClBT3B,EAAOD,QAAU,SAASsF,GACxB,IAAIke,EAAkB,CACpBnd,MAAO,aAGT,MAAO,CACLd,kBAAkB,EAClBqB,QAAS,CAAE,OACXpB,SAAU,CACRE,QAAS,uKACTD,QAAS,wBACTE,SAAU,6CAEZE,SAAU,CACR2d,EACAle,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACL,SAAU,CAAC2d,KACjDle,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IACnCX,EAAK+B,qBACL,CACErB,UAAW,SACXK,MAAOf,EAAK4W,UACZjW,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,sBAET,CACEL,UAAW,WACXK,MAAO,sBAGT,CACEL,UAAW,QAEXW,SAAU,CACR,CAACN,MAAO,qBACR,CAACA,MAAO,mBAAoBJ,UAAW,KAI3C,CACED,UAAW,OACXK,MAAO,aAAcC,IAAI,IACzBL,UAAW,GAEd,CACGD,UAAW,WACXK,MAAO,kBAET,CAEEA,MAAO,c,kDC1CE,iBAPf,SAAcwW,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,gCCLJ9N,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,QACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCjGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAoGlBjH,EAAQiH,QAnGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kC1C/FX,SAASwY,EAAOlM,EAAKqQ,OACtB,IAAI1kB,KAAK0kB,EAAOrQ,EAAIrU,GAAK0kB,EAAM1kB,YAU9B,SAASqpD,EAAW91C,OACtBxQ,EAAawQ,EAAKxQ,WAClBA,GAAYA,EAAWC,YAAYuQ,G2CVxC,SAAgBnR,EAAcC,EAAMqiB,EAAOI,GAA3C,IAEEtf,EACA8jB,EACAtpB,cAHGspD,EAAkB,OAIjBtpD,KAAK0kB,EACA,OAAL1kB,EAAYwF,EAAMkf,EAAM1kB,GACd,OAALA,EAAYspB,EAAM5E,EAAM1kB,GAC5BspD,EAAgBtpD,GAAK0kB,EAAM1kB,MAG7B8R,UAAU5R,OAAS,MACtB4kB,EAAW,CAACA,GAEP9kB,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IACjC8kB,EAAStkB,KAAKsR,EAAU9R,OAGV,MAAZ8kB,IACHwkC,EAAgBxkC,SAAWA,GAKT,mBAARziB,GAA2C,MAArBA,EAAKknB,iBAChCvpB,KAAKqC,EAAKknB,sBACV+/B,EAAgBtpD,KACnBspD,EAAgBtpD,GAAKqC,EAAKknB,aAAavpB,WAKnCupD,EAAYlnD,EAAMinD,EAAiB9jD,EAAK8jB,EAAK,MAe9C,SAASigC,EAAYlnD,EAAMqiB,EAAOlf,EAAK8jB,EAAKvO,OAG5C4Z,EAAQ,CACbtyB,OACAqiB,QACAlf,MACA8jB,UACW,QACF,SACD,MACF,gBAKInlB,IACE,SACA,KACZ8gB,mBAAa9gB,IACU,MAAZ4W,IAAqBhD,MAAmBgD,UAG/B,MAAjBhD,EAAQ4c,OAAe5c,EAAQ4c,MAAMA,GAElCA,EAGR,SAAgB60B,UACR,CAAEhwC,QAAS,MAGZ,SAASiwC,EAAS/kC,UACjBA,EAAMI,SC9EP,SAASw9B,EAAU59B,EAAOyO,QAC3BzO,MAAQA,OACRyO,QAAUA,EAuET,SAASu2B,EAAc/0B,EAAOg1B,MAClB,MAAdA,SAEIh1B,KACJ+0B,EAAc/0B,KAAeA,SAAwBjb,QAAQib,GAAS,GACtE,aAGAgqB,EACGgL,EAAah1B,MAAgBz0B,OAAQypD,OAG5B,OAFfhL,EAAUhqB,MAAgBg1B,KAEa,MAAhBhL,aAIfA,YASmB,mBAAdhqB,EAAMtyB,KAAqBqnD,EAAc/0B,GAAS,KAuCjE,SAASi1B,EAAwBj1B,GAAjC,IAGW30B,EACJyU,KAHyB,OAA1BkgB,EAAQA,OAA8C,MAApBA,MAA0B,KAChEA,MAAaA,MAAiBnR,KAAO,KAC5BxjB,EAAI,EAAGA,EAAI20B,MAAgBz0B,OAAQF,OAE9B,OADTyU,EAAQkgB,MAAgB30B,KACO,MAAdyU,MAAoB,CACxCkgB,MAAaA,MAAiBnR,KAAO/O,mBAKhCm1C,EAAwBj1B,IAoC1B,SAASk1B,EAAcrlD,KAE1BA,QACAA,WACDslD,EAActpD,KAAKgE,KAClBkN,SACFq4C,IAAiBhyC,EAAQiyC,sBAEzBD,EAAehyC,EAAQiyC,oBACNC,GAAOv4C,GAK1B,SAASA,YACJX,EACIW,MAAyBo4C,EAAc5pD,QAC9C6Q,EAAQ+4C,EAAcI,MAAK,SAAC7uC,EAAGopB,UAAMppB,UAAkBopB,aACvDqlB,EAAgB,GAGhB/4C,EAAMkjB,MAAK,YApGb,IAAyBP,EAMnBuB,EACEk1B,EAGFC,EATDz1B,EACH01B,EACAC,EAkGK9lD,QAnGL6lD,GADG11B,GADoBjB,EAqGQlvB,aAlG/B8lD,EAAY52B,SAGRuB,EAAc,IACZk1B,EAAW5pC,EAAO,GAAIoU,QACPA,MAAkB,EAEnCy1B,EAASG,EACZD,EACA31B,EACAw1B,EACAz2B,eACA42B,EAAUE,gBACU,MAApB71B,MAA2B,CAAC01B,GAAU,KACtCp1B,EACU,MAAVo1B,EAAiBX,EAAc/0B,GAAS01B,EACxC11B,OAED81B,EAAWx1B,EAAaN,GAEpBy1B,GAAUC,GACbT,EAAwBj1B,QCnH3B,SAAgB+1B,EACfJ,EACAK,EACAC,EACAC,EACAC,EACAC,EACAC,EACA/1B,EACAo1B,EACAY,GAVD,IAYKjrD,EAAGkrD,EAAGf,EAAUgB,EAAYf,EAAQgB,EAAeC,EAInDC,EAAeT,GAAkBA,OAA6BU,EAE9DC,EAAoBF,EAAYprD,WAMhCmqD,GAAUoB,IAEZpB,EADwB,MAArBW,EACMA,EAAkB,GACjBQ,EACD9B,EAAcmB,EAAgB,GAE9B,MAIXD,MAA2B,GACtB5qD,EAAI,EAAGA,EAAI2qD,EAAazqD,OAAQF,OAuClB,OAnCjBmrD,EAAaP,MAAyB5qD,GADrB,OAFlBmrD,EAAaR,EAAa3qD,KAEqB,kBAAdmrD,EACW,KAKd,iBAAdA,GAA+C,iBAAdA,EACL5B,EAC1C,KACA4B,EACA,KACA,KACAA,GAESt5C,MAAMwU,QAAQ8kC,GACmB5B,EAC1CE,EACA,CAAE3kC,SAAUqmC,GACZ,KACA,KACA,MAE4B,MAAnBA,OAAoD,MAAzBA,MACM5B,EAC1C4B,EAAW9oD,KACX8oD,EAAWzmC,MACXymC,EAAW3lD,IACX,KACA2lD,OAG0CA,OAS5CA,KAAqBP,EACrBO,MAAoBP,MAAwB,EAS9B,QAHdT,EAAWmB,EAAYtrD,KAIrBmqD,GACAgB,EAAW3lD,KAAO2kD,EAAS3kD,KAC3B2lD,EAAW9oD,OAAS8nD,EAAS9nD,KAE9BipD,EAAYtrD,eAAKmE,IAIZ+mD,EAAI,EAAGA,EAAIM,EAAmBN,IAAK,KACvCf,EAAWmB,EAAYJ,KAKtBC,EAAW3lD,KAAO2kD,EAAS3kD,KAC3B2lD,EAAW9oD,OAAS8nD,EAAS9nD,KAC5B,CACDipD,EAAYJ,UAAK/mD,MAGlBgmD,EAAW,KAObC,EAASG,EACRD,EACAa,EALDhB,EAAWA,GAAYsB,EAOtBX,EACAC,EACAC,EACA/1B,EACAo1B,EACAY,IAGIC,EAAIC,EAAW7hC,MAAQ6gC,EAAS7gC,KAAO4hC,IACtCG,IAAMA,EAAO,IACdlB,EAAS7gC,KAAK+hC,EAAK7qD,KAAK2pD,EAAS7gC,IAAK,KAAM6hC,GAChDE,EAAK7qD,KAAK0qD,EAAGC,OAAyBf,EAAQe,IAGjC,MAAVf,GACkB,MAAjBgB,IACHA,EAAgBhB,GAGjBC,EAASqB,EACRpB,EACAa,EACAhB,EACAmB,EACAN,EACAZ,EACAC,GAaIY,GAAsC,UAAvBL,EAAevoD,KAEM,mBAAvBuoD,EAAevoD,OAQhCuoD,MAA0BP,GAT1BC,EAAUplD,MAAQ,IAYnBmlD,GACAF,OAAiBE,GACjBA,EAAOtnD,YAAcunD,IAIrBD,EAASX,EAAcS,OAIzBS,MAAsBQ,EAGG,MAArBJ,GAA2D,mBAAvBJ,EAAevoD,SACjDrC,EAAIgrD,EAAkB9qD,OAAQF,KACN,MAAxBgrD,EAAkBhrD,IAAYqpD,EAAW2B,EAAkBhrD,QAK5DA,EAAIwrD,EAAmBxrD,KACL,MAAlBsrD,EAAYtrD,IAAY00B,EAAQ42B,EAAYtrD,GAAIsrD,EAAYtrD,OAI7DqrD,MACErrD,EAAI,EAAGA,EAAIqrD,EAAKnrD,OAAQF,IAC5B2rD,EAASN,EAAKrrD,GAAIqrD,IAAOrrD,GAAIqrD,IAAOrrD,IAWhC,SAAS4rD,EAAa9mC,EAAU0S,UACtCA,EAAMA,GAAO,GACG,MAAZ1S,GAAuC,kBAAZA,IACpBjT,MAAMwU,QAAQvB,GACxBA,EAASmP,MAAK,YACb23B,EAAan3C,EAAO+iB,MAGrBA,EAAIh3B,KAAKskB,IAEH0S,EAGD,SAASk0B,EACfpB,EACAa,EACAhB,EACAmB,EACAN,EACAZ,EACAC,GAPM,IASFwB,EA2BGC,EAAiBZ,cA1BpBC,MAIHU,EAAUV,MAMVA,kBACM,GACNH,GAAqBb,GACrBC,GAAUC,GACW,MAArBD,EAAOrnD,WAMP2tC,EAAO,GAAc,MAAV2Z,GAAkBA,EAAOtnD,aAAeunD,EAClDA,EAAUrnD,YAAYmnD,GACtByB,EAAU,SACJ,KAGDC,EAASzB,EAAQa,EAAI,GACxBY,EAASA,EAAOn3C,cAAgBu2C,EAAII,EAAYprD,OACjDgrD,GAAK,KAEDY,GAAU1B,QACP1Z,EAGR4Z,EAAUza,aAAaua,EAAQC,GAC/BwB,EAAUxB,kBAORwB,EACMA,EAEAzB,EAAOz1C,YC7QlB,SAASo3C,EAAStrC,EAAOjb,EAAKN,GACd,MAAXM,EAAI,GACPib,EAAMurC,YAAYxmD,EAAKN,GAEvBub,EAAMjb,GADa,MAATN,EACG,GACa,iBAATA,GAAqB+mD,EAAmB/3C,KAAK1O,GACjDN,EAEAA,EAAQ,KAYhB,SAAS8mD,EAAYlJ,EAAK5+C,EAAMgB,EAAOgnD,EAAUnB,OACnDoB,EAAYC,EAAWC,KAEvBtB,GAAiB,aAAR7mD,IAAqBA,EAAO,SAM5B,UAATA,KACiB,iBAATgB,EACV49C,EAAIriC,MAAM6rC,QAAUpnD,MACd,IACiB,iBAAZgnD,IACVpJ,EAAIriC,MAAM6rC,QAAUJ,EAAW,IAG5BA,MACEhoD,KAAQgoD,EACNhnD,GAAShB,KAAQgB,GACtB6mD,EAASjJ,EAAIriC,MAAOvc,EAAM,OAKzBgB,MACEhB,KAAQgB,EACPgnD,GAAYhnD,EAAMhB,KAAUgoD,EAAShoD,IACzC6nD,EAASjJ,EAAIriC,MAAOvc,EAAMgB,EAAMhB,QAOhB,MAAZA,EAAK,IAA0B,MAAZA,EAAK,IAChCioD,EAAajoD,KAAUA,EAAOA,EAAK0I,QAAQ,WAAY,MACvDw/C,EAAYloD,EAAKuP,iBACAqvC,IAAK5+C,EAAOkoD,GAC7BloD,EAAOA,EAAKgC,MAAM,GAEb48C,EAAIyJ,IAAYzJ,EAAIyJ,EAAa,IACtCzJ,EAAIyJ,EAAWroD,EAAOioD,GAAcjnD,EAEpCmnD,EAAQF,EAAaK,EAAoBC,EACrCvnD,EACEgnD,GAAUpJ,EAAIjmC,iBAAiB3Y,EAAMmoD,EAAOF,GAEjDrJ,EAAI/K,oBAAoB7zC,EAAMmoD,EAAOF,IAG7B,SAATjoD,GACS,YAATA,GAGS,SAATA,GACS,SAATA,GACS,SAATA,GACS,aAATA,GACS,SAATA,IACC6mD,GACD7mD,KAAQ4+C,EAERA,EAAI5+C,GAAiB,MAATgB,EAAgB,GAAKA,EACP,mBAATA,GAAgC,4BAAThB,IACpCA,KAAUA,EAAOA,EAAK0I,QAAQ,UAAW,KAC/B,MAAT1H,QAAiBA,EACpB49C,EAAI4J,kBACH,+BACAxoD,EAAKuP,eAGNqvC,EAAI6J,eACH,+BACAzoD,EAAKuP,cACLvO,GAIO,MAATA,QACCA,IAOC,MAAMgP,KAAKhQ,GAEb4+C,EAAI8J,gBAAgB1oD,GAEpB4+C,EAAIp/C,aAAaQ,EAAMgB,IAU1B,SAASunD,EAAWtrD,QACdorD,EAAWprD,EAAEkB,SAAc0V,EAAQvV,MAAQuV,EAAQvV,MAAMrB,GAAKA,GAGpE,SAASqrD,EAAkBrrD,QACrBorD,EAAWprD,EAAEkB,SAAa0V,EAAQvV,MAAQuV,EAAQvV,MAAMrB,GAAKA,YCzJ1D0rD,EAAgBC,EAAUzC,EAAQC,OACjC9rC,EACFmW,MADEnW,EAAM,EAAGA,EAAMsuC,MAAmB5sD,OAAQse,KAC5CmW,EAAQm4B,MAAmBtuC,MAEhCmW,KAAgBm4B,EAEZn4B,QACsB,mBAAdA,EAAMtyB,MAAsBsyB,MAAgBz0B,OAAS,GAC/D2sD,EAAgBl4B,EAAO01B,EAAQC,GAGhCD,EAASqB,EACRpB,EACA31B,EACAA,EACAm4B,MACA,KACAn4B,MACA01B,GAG2B,mBAAjByC,EAASzqD,OACnByqD,MAAoBzC,KAuBzB,SAAgBE,EACfD,EACAwC,EACA3C,EACAW,EACAC,EACAC,EACA/1B,EACAo1B,EACAY,GATD,IAWKzsC,EAoBEha,EAAGuoD,EAAOC,EAAUC,EAAUC,EAAUC,EACxCC,EAKAh6B,EACAi6B,EAiIA1C,EA3JL2C,EAAUR,EAASzqD,iBAIhByqD,EAAS7nC,YAA2B,OAAO,KAGpB,MAAvBklC,QACHc,EAAcd,MACdE,EAASyC,MAAgB3C,MAEzB2C,MAAsB,KACtB9B,EAAoB,CAACX,KAGjB7rC,EAAMzG,QAAgByG,EAAIsuC,OAG9Bpc,EAAO,GAAsB,mBAAX4c,EAAuB,IAEpCF,EAAWN,EAASpoC,MAKpB0O,GADJ5U,EAAM8uC,EAAQC,cACQzC,EAActsC,OAChC6uC,EAAmB7uC,EACpB4U,EACCA,EAAS1O,MAAMxf,MACfsZ,KACDssC,EAGCX,MAEHgD,GADA3oD,EAAIsoD,MAAsB3C,UAC0B3lD,OAGhD,cAAe8oD,GAAWA,EAAQltD,UAAUmb,OAC/CuxC,MAAsBtoD,EAAI,IAAI8oD,EAAQF,EAAUC,IAEhDP,MAAsBtoD,EAAI,IAAI89C,EAAU8K,EAAUC,GAClD7oD,EAAEygB,YAAcqoC,EAChB9oD,EAAE+W,OAASiyC,GAERp6B,GAAUA,EAASC,IAAI7uB,GAE3BA,EAAEkgB,MAAQ0oC,EACL5oD,EAAEmuB,QAAOnuB,EAAEmuB,MAAQ,IACxBnuB,EAAE2uB,QAAUk6B,EACZ7oD,MAAmBsmD,EACnBiC,EAAQvoD,SACRA,MAAqB,IAIF,MAAhBA,QACHA,MAAeA,EAAEmuB,OAEsB,MAApC26B,EAAQG,2BACPjpD,OAAgBA,EAAEmuB,QACrBnuB,MAAe+b,EAAO,GAAI/b,QAG3B+b,EACC/b,MACA8oD,EAAQG,yBAAyBL,EAAU5oD,SAI7CwoD,EAAWxoD,EAAEkgB,MACbuoC,EAAWzoD,EAAEmuB,MAGTo6B,EAEkC,MAApCO,EAAQG,0BACgB,MAAxBjpD,EAAE+9C,oBAEF/9C,EAAE+9C,qBAGwB,MAAvB/9C,EAAEkpD,mBACLlpD,MAAmBhE,KAAKgE,EAAEkpD,uBAErB,IAE+B,MAApCJ,EAAQG,0BACRL,IAAaJ,GACkB,MAA/BxoD,EAAEmpD,2BAEFnpD,EAAEmpD,0BAA0BP,EAAUC,IAIpC7oD,OAC0B,MAA3BA,EAAEi+C,4BACFj+C,EAAEi+C,sBACD2K,EACA5oD,MACA6oD,IAEFP,QAAuB3C,MACtB,CACD3lD,EAAEkgB,MAAQ0oC,EACV5oD,EAAEmuB,MAAQnuB,MAENsoD,QAAuB3C,QAAoB3lD,UAC/CA,MAAWsoD,EACXA,MAAgB3C,MAChB2C,MAAqB3C,MACjB3lD,MAAmBtE,QACtB+0B,EAAYz0B,KAAKgE,GAGlBqoD,EAAgBC,EAAUzC,EAAQC,SAC5B5Z,EAGsB,MAAzBlsC,EAAEopD,qBACLppD,EAAEopD,oBAAoBR,EAAU5oD,MAAc6oD,GAGnB,MAAxB7oD,EAAEqpD,oBACLrpD,MAAmBhE,MAAK,WACvBgE,EAAEqpD,mBAAmBb,EAAUC,EAAUC,MAK5C1oD,EAAE2uB,QAAUk6B,EACZ7oD,EAAEkgB,MAAQ0oC,EACV5oD,EAAEmuB,MAAQnuB,OAELga,EAAMzG,QAAkByG,EAAIsuC,GAEjCtoD,SACAA,MAAWsoD,EACXtoD,MAAe8lD,EAEf9rC,EAAMha,EAAE+W,OAAO/W,EAAEkgB,MAAOlgB,EAAEmuB,MAAOnuB,EAAE2uB,SAGnC3uB,EAAEmuB,MAAQnuB,MAEe,MAArBA,EAAEspD,kBACLhD,EAAgBvqC,EAAOA,EAAO,GAAIuqC,GAAgBtmD,EAAEspD,oBAGhDf,GAAsC,MAA7BvoD,EAAEupD,0BACfb,EAAW1oD,EAAEupD,wBAAwBf,EAAUC,IAK5CtC,EADI,MAAPnsC,GAAeA,EAAInc,MAAQonD,GAAuB,MAAXjrC,EAAIhZ,IACJgZ,EAAIkG,MAAMI,SAAWtG,EAE7DksC,EACCJ,EACAz4C,MAAMwU,QAAQskC,GAAgBA,EAAe,CAACA,GAC9CmC,EACA3C,EACAW,EACAC,EACAC,EACA/1B,EACAo1B,EACAY,GAGDzmD,EAAEgf,KAAOspC,MAGTA,MAAsB,KAElBtoD,MAAmBtE,QACtB+0B,EAAYz0B,KAAKgE,GAGd2oD,IACH3oD,MAAkBA,KAAyB,MAG5CA,cAEqB,MAArBwmD,GACA8B,QAAuB3C,OAEvB2C,MAAqB3C,MACrB2C,MAAgB3C,OAEhB2C,MAAgBkB,EACf7D,MACA2C,EACA3C,EACAW,EACAC,EACAC,EACA/1B,EACAg2B,IAIGzsC,EAAMzG,EAAQwc,SAAS/V,EAAIsuC,GAC/B,MAAO3rD,GACR2rD,MAAqB,MAEjB7B,GAAoC,MAArBD,KAClB8B,MAAgBzC,EAChByC,QAAwB7B,EACxBD,EAAkBA,EAAkBtxC,QAAQ2wC,IAAW,MAIxDtyC,MAAoB5W,EAAG2rD,EAAU3C,UAG3B2C,MAQD,SAASrC,EAAWx1B,EAAag5B,GACnCl2C,OAAiBA,MAAgBk2C,EAAMh5B,GAE3CA,EAAYhB,MAAK,gBAEfgB,EAAczwB,MACdA,MAAqB,GACrBywB,EAAYhB,MAAK,YAChBtW,EAAGrd,KAAKkE,MAER,MAAOrD,GACR4W,MAAoB5W,EAAGqD,WAmB1B,SAASwpD,EACRlL,EACAgK,EACA3C,EACAW,EACAC,EACAC,EACA/1B,EACAg2B,GARD,IAUKjrD,EASIyU,EAgDHy5C,EACAC,EASOnuD,EAlERgtD,EAAW7C,EAASzlC,MACpB0oC,EAAWN,EAASpoC,SAGxBqmC,EAA0B,QAAlB+B,EAASzqD,MAAkB0oD,EAEV,MAArBC,MACEhrD,EAAI,EAAGA,EAAIgrD,EAAkB9qD,OAAQF,OAO/B,OANJyU,EAAQu2C,EAAkBhrD,OAOX,OAAlB8sD,EAASzqD,KACW,IAAnBoS,EAAMG,SACNH,EAAM2uC,YAAc0J,EAASzqD,OAC/BygD,GAAOruC,GACP,CACDquC,EAAMruC,EACNu2C,EAAkBhrD,GAAK,cAMf,MAAP8iD,EAAa,IACM,OAAlBgK,EAASzqD,YACLT,SAASwsD,eAAehB,GAGhCtK,EAAMiI,EACHnpD,SAASgZ,gBAAgB,6BAA8BkyC,EAASzqD,MAChET,SAASQ,cACT0qD,EAASzqD,KACT+qD,EAASiB,IAAM,CAAEA,GAAIjB,EAASiB,KAGjCrD,EAAoB,KAEpBC,KAAc,GAGO,OAAlB6B,EAASzqD,KAER2qD,IAAaI,GAAcnC,GAAenI,EAAInjD,OAASytD,IAC1DtK,EAAInjD,KAAOytD,OAEN,IACmB,MAArBpC,IACHA,EAAoBO,EAAUrlD,MAAM5F,KAAKwiD,EAAI9gB,aAK1CksB,GAFJlB,EAAW7C,EAASzlC,OAAS+mC,GAENpI,wBACnB8K,EAAUf,EAAS/J,yBAIlB4H,EAAa,IAGQ,MAArBD,MACHgC,EAAW,GACFhtD,EAAI,EAAGA,EAAI8iD,EAAI1nC,WAAWlb,OAAQF,IAC1CgtD,EAASlK,EAAI1nC,WAAWpb,GAAGkE,MAAQ4+C,EAAI1nC,WAAWpb,GAAGkF,OAInDipD,GAAWD,KAGZC,IACED,GAAWC,UAAkBD,UAC/BC,WAAmBrL,EAAIjoC,aAExBioC,EAAIjoC,UAAaszC,GAAWA,UAAmB,MD7Y7C,SAAmBrL,EAAKsK,EAAUJ,EAAUjC,EAAOuD,OACrDtuD,MAECA,KAAKgtD,EACC,aAANhtD,GAA0B,QAANA,GAAiBA,KAAKotD,GAC7CpB,EAAYlJ,EAAK9iD,EAAG,KAAMgtD,EAAShtD,GAAI+qD,OAIpC/qD,KAAKotD,EAENkB,GAAiC,mBAAflB,EAASptD,IACvB,aAANA,GACM,QAANA,GACM,UAANA,GACM,YAANA,GACAgtD,EAAShtD,KAAOotD,EAASptD,IAEzBgsD,EAAYlJ,EAAK9iD,EAAGotD,EAASptD,GAAIgtD,EAAShtD,GAAI+qD,ICgY/CwD,CAAUzL,EAAKsK,EAAUJ,EAAUjC,EAAOE,GAGtCkD,EACHrB,MAAqB,IAErB9sD,EAAI8sD,EAASpoC,MAAMI,SACnB4lC,EACC5H,EACAjxC,MAAMwU,QAAQrmB,GAAKA,EAAI,CAACA,GACxB8sD,EACA3C,EACAW,EACkB,kBAAlBgC,EAASzqD,MAAmC0oD,EAC5CC,EACA/1B,EACAw2B,EACAR,IAKGA,IAEH,UAAWmC,aACVptD,EAAIotD,EAASloD,SAKblF,IAAM8iD,EAAI59C,OAA4B,aAAlB4nD,EAASzqD,OAAwBrC,IAEtDgsD,EAAYlJ,EAAK,QAAS9iD,EAAGgtD,EAAS9nD,UAGtC,YAAakoD,aACZptD,EAAIotD,EAASrlB,UACd/nC,IAAM8iD,EAAI/a,SAEVikB,EAAYlJ,EAAK,UAAW9iD,EAAGgtD,EAASjlB,aAAS,OAK7C+a,EASR,SAAgB6I,EAASriC,EAAKpkB,EAAOyvB,OAEjB,mBAAPrL,EAAmBA,EAAIpkB,GAC7BokB,EAAI9P,QAAUtU,EAClB,MAAO/D,GACR4W,MAAoB5W,EAAGwzB,IAYzB,SAAgBD,EAAQC,EAAO65B,EAAaC,GAA5C,IACK1pD,EAOA+9C,EAsBM9iD,KA5BN+X,EAAQ2c,SAAS3c,EAAQ2c,QAAQC,IAEhC5vB,EAAI4vB,EAAMrL,OACTvkB,EAAEyU,SAAWzU,EAAEyU,UAAYmb,OAAYg3B,EAAS5mD,EAAG,KAAMypD,IAI1DC,GAAmC,mBAAd95B,EAAMtyB,OAC/BosD,EAAmC,OAArB3L,EAAMnuB,QAKrBA,MAAaA,aAEiB,OAAzB5vB,EAAI4vB,OAA2B,IAC/B5vB,EAAE2pD,yBAEJ3pD,EAAE2pD,uBACD,MAAOvtD,GACR4W,MAAoB5W,EAAGqtD,GAIzBzpD,EAAEye,KAAOze,MAAe,QAGpBA,EAAI4vB,UACC30B,EAAI,EAAGA,EAAI+E,EAAE7E,OAAQF,IACzB+E,EAAE/E,IAAI00B,EAAQ3vB,EAAE/E,GAAIwuD,EAAaC,GAI5B,MAAP3L,GAAauG,EAAWvG,GAI7B,SAAS0K,EAAS9oC,EAAOiO,EAAOQ,UACxBxiB,KAAKsU,YAAYP,EAAOyO,GC7fhC,SAAgB5X,EAAOoZ,EAAO21B,EAAWqE,GAAzC,IAMK1D,EAOAd,EAMAl1B,EAlBAld,MAAeA,KAAc4c,EAAO21B,GAYpCH,GAPAc,EAAc0D,IAAgBC,GAQ/B,KACCD,GAAeA,OAA0BrE,MAC7C31B,EAAQvyB,EAAcqnD,EAAU,KAAM,CAAC90B,IAGnCM,EAAc,GAClBs1B,EACCD,GAGEW,EAAcX,EAAYqE,GAAerE,OAAuB31B,EAClEw1B,GAAYsB,EACZA,WACAnB,EAAUE,gBACVmE,IAAgB1D,EACb,CAAC0D,GACDxE,EACA,KACAG,EAAUtoB,WAAW9hC,OACrBqrD,EAAUrlD,MAAM5F,KAAKgqD,EAAUtoB,YAC/B,KACH/M,EACA05B,GAAelD,EACfR,GAIDR,EAAWx1B,EAAaN,GASlB,SAAS25B,EAAQ35B,EAAO21B,GAC9B/uC,EAAOoZ,EAAO21B,EAAWsE,GCxD1B,SAAgBC,EAAal6B,EAAOjQ,EAAOI,GAA3C,IAEEtf,EACA8jB,EACAtpB,cAHGspD,EAAkB/oC,EAAO,GAAIoU,EAAMjQ,WAIlC1kB,KAAK0kB,EACA,OAAL1kB,EAAYwF,EAAMkf,EAAM1kB,GACd,OAALA,EAAYspB,EAAM5E,EAAM1kB,GAC5BspD,EAAgBtpD,GAAK0kB,EAAM1kB,MAG7B8R,UAAU5R,OAAS,MACtB4kB,EAAW,CAACA,GACP9kB,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IACjC8kB,EAAStkB,KAAKsR,EAAU9R,WAGV,MAAZ8kB,IACHwkC,EAAgBxkC,SAAWA,GAGrBykC,EACN50B,EAAMtyB,KACNinD,EACA9jD,GAAOmvB,EAAMnvB,IACb8jB,GAAOqL,EAAMrL,IACb,MChCK,SAASwlC,EAAcC,EAAcC,OAGrC77B,EAAU,KAFhB67B,EAAY,OAAShvD,OAIL+uD,EACfE,kBAASvqC,EAAOwqC,UAIRxqC,EAAMI,SAASoqC,IAEvBt5B,kBAASlR,EAAOyqC,EAAMC,UAChBz+C,KAAKm9C,kBACTqB,EAAO,IACPC,EAAM,IACFJ,GAAar+C,UAEZm9C,gBAAkB,kBAAMsB,QAExB3M,sBAAwB,SAAS4M,GACjC1+C,KAAK+T,MAAMxf,QAAUmqD,EAAOnqD,OAe/BiqD,EAAKl7B,KAAK41B,SAIPx2B,IAAM,YACV87B,EAAK3uD,KAAKgE,OACN8qD,EAAM9qD,EAAEkqD,qBACZlqD,EAAEkqD,qBAAuB,WACxBS,EAAKvzC,OAAOuzC,EAAKz1C,QAAQlV,GAAI,GACzB8qD,GAAKA,EAAIhvD,KAAKkE,MAKdkgB,EAAMI,kBAUPqO,EAAQyC,YAAuBzC,EAAQ87B,SAAS1B,YAAcp6B,EChEhE,0iB3HWDpb,EmHuFOw3C,ECsETzF,EAQEG,EAcFF,EIzLE6E,EEHK5uD,ECFEyrD,EAAY,GACZF,EAAY,GACZU,EAAqB,oE3HS5Bl0C,EAAU,K4HFT,SAAqBnU,EAAO+wB,OAA5B,IAEFjB,EAAWjF,EAAM+gC,EAEfC,EAAe96B,MAEbA,EAAQA,UACVjB,EAAYiB,SAAsBjB,aAErCjF,EAAOiF,EAAUzO,cAE4B,MAAjCwJ,EAAKihC,2BAChBh8B,EAAUhB,SAASjE,EAAKihC,yBAAyB9rD,IACjD4rD,EAAU97B,OAGwB,MAA/BA,EAAUi8B,oBACbj8B,EAAUi8B,kBAAkB/rD,GAC5B4rD,EAAU97B,OAIP87B,SACH76B,MAAmB86B,EACX/7B,MAA0BA,EAElC,MAAOvyB,GACRyC,EAAQzC,QAKLyC,O5H5BI,GmHqFE2rD,EAAiB,mBACpB,MAAT56B,YAAiBA,EAAM1P,aC1ExBq9B,EAAUliD,UAAUsyB,SAAW,SAASk9B,EAAQjiD,OAE3CxH,EAEHA,EADsB,MAAnBwK,KAAKA,KAAsBA,KAAKA,MAAeA,KAAKgiB,MACnDhiB,KAAKA,IAELA,KAAKA,IAAa4P,EAAO,GAAI5P,KAAKgiB,OAGlB,mBAAVi9B,IAGVA,EAASA,EAAOrvC,EAAO,GAAIpa,GAAIwK,KAAK+T,QAGjCkrC,GACHrvC,EAAOpa,EAAGypD,GAIG,MAAVA,GAEAj/C,KAAKA,MACJhD,GAAUgD,KAAKA,IAAiBnQ,KAAKmN,GACzCk8C,EAAcl5C,QAShB2xC,EAAUliD,UAAUyvD,YAAc,SAASliD,GACtCgD,uBAKChD,GAAUgD,KAAKA,IAAiBnQ,KAAKmN,GACzCk8C,EAAcl5C,QAchB2xC,EAAUliD,UAAUmb,OAASkuC,EAyFzBK,EAAgB,GAQdG,EACa,mBAAX5oD,QACJA,QAAQjB,UAAU8C,KAAKuC,KAAKpE,QAAQC,WACpC8C,WA2CJsN,MAAyB,EIzNnBk9C,EAAanD,EEHRzrD,EAAI,G,iBGFfe,EAAOD,QAAU,SAASsF,GACxB,IAAI0pD,EAAU,CACZhpD,UAAW,MACXK,MAAO,KACPJ,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,OACXW,SAAU,CACR,CAACN,MAAO,2CACR,CAACA,MAAO,2CAEVU,OAAQ,CACNN,gBAAgB,EAChBR,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,KAAMC,IAAK,MACnB,CAACD,MAAO,KAAMC,IAAK,QAGvB,CACED,MAAO,UAAWI,gBAAgB,EAClCR,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,mDAUvB,MAAO,CACLR,SAAU,CACRmpD,EACA,CACEhpD,UAAW,UACXH,SAAU,CAACmpD,GACX/oD,UAAW,EACXU,SAAU,CACR,CAACN,MAAO,OAAQC,IAAK,QACrB,CAACD,MAAO,KAAMC,IAAK,QAGvBhB,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,Q,iBCvDrBhG,EAAOD,QAAU,WACb,MAAO,CACH2b,mBAAmB,K,iBCF3B1b,EAAOD,QAAU,SAASsF,GACxB,IAEI2pD,EAAW,qHAgBf,MAAO,CACLroD,QAAS,CAAC,MAAO,QACjBrB,kBAAkB,EAClBC,SAAU,CACRE,QAASqD,6MACTtD,QAPW,6EASbI,SAAU,CACRP,EAAK0C,kBACL,CACE7B,cAAe,OACfY,OAAQ,CACNT,IAAK,mBACLS,OAAQ,CACNf,UAAW,QACXM,IAAK,2BAIX,CACEH,cAtCU,yBAuCVY,OAAQ,CACNf,UAAW,QACXM,IAAK,wBACLS,OAAQ,CACNT,IAAK,8BAIX,CACED,MAAO,OAAS4oD,EAASv6C,MAAM,KAAKM,KAAK,KAAO,QAChDxP,SAAUypD,EACVloD,OAAQ,CACNf,UAAW,QACXM,IAAK,sBAGT,CACEH,cAlDc,oCAmDdY,OAAQ,CACNf,UAAW,QACXM,IAAK,qBAGThB,EAAKY,kBACL,CACEF,UAAW,OACXK,MAAO,sCACPJ,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,+BACPJ,UAAW,GAEb,CACED,UAAW,UACXK,MAAO,qBACPJ,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,0BACPJ,UAAW,GAEb,CACED,UAAW,MACXK,MAAO,MACPC,IAAK,MACLL,UAAW,O,gCCtFnB5G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAoGlBjH,EAAQiH,QAnGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCpGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAAcsF,GAoE7B,MAAO,CACLC,kBAAkB,EAClBqB,QAAS,CAAC,MAAO,OACjBpB,SAhDA,gbAiDAK,SAAU,CAxDE,CACZG,UAAW,SACXK,MAAO,8BACPJ,UAAW,GAjBC,CACZD,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACTQ,MAAO,KACPJ,UAAW,OAiEfX,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,UACXK,MAAO,IAAKC,IAAK,IACjBL,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,8BAET,CACEL,UAAW,WACXK,MAAO,mBAET,CACEL,UAAW,WACXK,MAAO,wBAET,CACEL,UAAW,SACXK,MAAO,qBAET,CACEL,UAAW,UACXK,MAAO,gCAKT,CACEA,MAAO,SAAaC,IAAK,KACzBoE,cAAc,EAAM7B,YAAY,EAChChC,YAAa,OAEf,CACER,MAAO,4BAA6BC,IAAK,IACzCoE,cAAc,EAAM7B,YAAY,EAChChC,YAAa,cAEf,CAEER,MAAO,aAAcC,IAAK,QAC1BO,YAAa,W,iBCtHrB5G,EAAOD,QAAU,SAASsF,GACxB,IAAIoE,EAAS,CAAC1D,UAAW,SAAUK,MAAO,cAC1C,MAAO,CACLO,QAAS,CAAC,cACVrB,kBAAkB,EAClBM,SAAU,CACRP,EAAK0C,kBACL,CAAChC,UAAW,UAAWK,MAAO,MAAOC,IAAK,KAC1C,CACEN,UAAW,YACXK,MAAO,MACPJ,UAAW,EAGXT,SAAU,CACRme,SACE,8JAIJ5c,OAAQ,CACNT,IAAK,IACLL,UAAW,EACXT,SAAU,CACRC,QAAS,cAEXI,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,SAAUC,IAAK,QAExB,CACEN,UAAW,WACXK,MAAO,YAAaC,IAAK,MACzBT,SAAU,CAAC,OAAQ6D,IAErBA,EACApE,EAAKY,sBAKbN,QAAS,Q,iBC1Cb3F,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClBC,SAAU,CACRE,QACE,mxCAkBJG,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKyC,YACLzC,EAAKyF,gB,iBC7BX9K,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QACE,gbAOFC,SACE,kEACFF,QACE,mBAcAypD,EAAQ,CACVlpD,UAAW,SAAUK,MAAOf,EAAKsD,oBAAsB,KAIrDP,EAAQ,CACVrC,UAAW,QACXK,MAAO,OAAQC,IAAK,IAAKT,SAAU,CAACP,EAAKS,iBAAkBT,EAAK4B,gBAE9D8X,EAAW,CACbhZ,UAAW,WAAYK,MAAO,MAAQf,EAAKsD,qBAEzCL,EAAS,CACXvC,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACmZ,EAAU3W,IAKvB,CACEhC,MAAO,IAAMC,IAAK,IAClBV,QAAS,KACTC,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAKC,IAAK,IACjBV,QAAS,KACTC,SAAU,CAACP,EAAK6B,iBAAkB6X,EAAU3W,MAK9C8mD,EAAsB,CACxBnpD,UAAW,OAAQK,MAAO,gFAAkFf,EAAKsD,oBAAsB,MAErIwmD,EAAa,CACfppD,UAAW,OAAQK,MAAO,IAAMf,EAAKsD,oBACrC/C,SAAU,CACR,CACEQ,MAAO,KAAMC,IAAK,KAClBT,SAAU,CACRP,EAAKQ,QAAQyC,EAAQ,CAACvC,UAAW,oBAuBrCqpD,EAAqB,CACvBrpD,UAAW,SACXK,MAhBqB,uNAiBrBJ,UAAW,GAETqpD,EAAwBhqD,EAAKiB,QAC/B,OAAQ,OACR,CAAEV,SAAU,CAAEP,EAAK+B,wBAEjBkoD,EAAoB,CACtB5oD,SAAU,CACX,CAAEX,UAAW,OACXK,MAAOf,EAAKsD,qBAEd,CAAEvC,MAAO,KAAMC,IAAK,KAClBT,SAAU,MAIT2pD,EAAqBD,EAIzB,OAHAC,EAAmB7oD,SAAS,GAAGd,SAAW,CAAE0pD,GAC5CA,EAAkB5oD,SAAS,GAAGd,SAAW,CAAE2pD,GAEpC,CACL5oD,QAAS,CAAC,MACVpB,SAAUuD,EACVlD,SAAW,CACTP,EAAKiB,QACH,UACA,OACA,CACEN,UAAY,EACZJ,SAAW,CAAC,CACVG,UAAY,SACZK,MAAQ,iBAIdf,EAAK8B,oBACLkoD,EAtHsB,CACxBtpD,UAAW,UACXK,MAAO,mCACPU,OAAQ,CACNlB,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,WAiHX6oD,EACAC,EACAC,EACA,CACEppD,UAAW,WACXG,cAAe,MAAOG,IAAK,QAC3BuB,aAAa,EACbgB,YAAY,EACZrD,SAAUuD,EACVnD,QAAS,yCACTK,UAAW,EACXJ,SAAU,CACR,CACEQ,MAAOf,EAAKsD,oBAAsB,UAAWf,aAAa,EAC1D5B,UAAW,EACXJ,SAAU,CAACP,EAAKc,wBAElB,CACEJ,UAAW,OACXK,MAAO,IAAKC,IAAK,IAAKd,SAAU,UAChCS,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBI,YAAY,EACZlB,SAAUuD,EACV9C,UAAW,EACXJ,SAAU,CACR,CACEQ,MAAO,IAAKC,IAAK,SAAUG,gBAAgB,EAC3CZ,SAAU,CACR0pD,EACAjqD,EAAK8B,oBACLkoD,GAEFrpD,UAAW,GAEbX,EAAK8B,oBACLkoD,EACAH,EACAC,EACA7mD,EACAjD,EAAK4B,gBAGTooD,IAGJ,CACEtpD,UAAW,QACXG,cAAe,wBAAyBG,IAAK,WAC7CuC,YAAY,EACZjD,QAAS,qBACTC,SAAU,CACR,CAACM,cAAe,iDAChBb,EAAKc,sBACL,CACEJ,UAAW,OACXK,MAAO,IAAKC,IAAK,IAAKoE,cAAc,EAAM7B,YAAY,EACtD5C,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,UAAWC,IAAK,WAAYoE,cAAc,EAAM1D,WAAW,GAEpEmoD,EACAC,IAGJ7mD,EACA,CACEvC,UAAW,OACXK,MAAO,kBAAmBC,IAAK,IAC/BV,QAAS,MAEXypD,M,iBCnNNpvD,EAAOD,QACP,SAASsF,GACP,MAAO,CACLC,kBAAkB,EAClBM,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,gEACPJ,UAAW,IAGbX,EAAKiB,QACH,yBACA,EACA,CACEN,UAAW,IAGf,CACEI,MAAO,qBACPU,OAAQ,CACNT,IAAK,MACLO,YAAa,SAGjB,CACEb,UAAW,MACXK,MAAO,SACPR,SAAU,CACR,CACEG,UAAW,eACXK,MAAO,QAET,CACEL,UAAW,cACXK,MAAO,YAET,CACEL,UAAW,iBACXK,MAAO,cAET,CACEA,MAAO,QACPC,IAAK,QACLT,SAAU,CACR,CACEQ,MAAO,cACPC,IAAK,QACLuB,aAAa,EACbpB,gBAAgB,EAChBZ,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,SAETf,EAAKS,iBACLT,EAAKY,kBACL,CACEG,MAAO,OACPJ,UAAW,OAMrB,CACEI,MAAO,UACPC,IAAK,UACLuC,YAAY,EACZhD,SAAU,CACR,CACEQ,MAAO,YACPC,IAAK,OACLuB,aAAa,EACbpB,gBAAgB,EAChBZ,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,OACPJ,UAAW,GAEbX,EAAKS,iBACLT,EAAKY,kBACL,CACEG,MAAO,OACPJ,UAAW,SAQzB,CACEI,MAAO,iBAET,CACEA,MAAO,KACPU,OAAQ,CACNT,IAAK,IACLO,YAAa,a,gCClGvBxH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kC/DlGX,SAASwY,EAAOlM,EAAKqQ,OACtB,IAAI1kB,KAAK0kB,EAAOrQ,EAAIrU,GAAK0kB,EAAM1kB,YAU9B,SAASuwD,EAAel1C,EAAGopB,OAC5B,IAAIzkC,KAAKqb,KAAa,aAANrb,KAAsBA,KAAKykC,GAAI,OAAO,MACtD,IAAIzkC,KAAKykC,KAAa,aAANzkC,GAAoBqb,EAAErb,KAAOykC,EAAEzkC,GAAI,OAAO,WgEdzD,SAASwwD,EAAc9uD,QACxBgjB,MAAQhjB,ECiBd,SAAS+uD,EAAc97B,UAClBA,IACCA,OAAoBA,YACvBA,aAA+B7mB,SAAQ,YACR,mBAAnB4iD,OAA+BA,WAG3C/7B,UAA2B,OAG5BA,EAAQpU,EAAO,GAAIoU,QACA,KACnBA,MAAkBA,OAAmBA,MAAgBve,IAAIq6C,IAGnD97B,EAGR,SAASg8B,EAAeh8B,UACnBA,IACHA,MAAkB,KAClBA,MAAkBA,OAAmBA,MAAgBve,IAAIu6C,IAEnDh8B,EAIR,SAAgBi8B,aAEgB,OAC1BC,EAAc,cACQ,KAqHrB,SAASC,EAAUn8B,OAErBjB,EAAYiB,gBACTjB,GAAaA,OAAwBA,MAAqBiB,GCtKlE,SAAgBo8B,SACVC,EAAQ,UACRC,EAAO,KCTb,SAASC,EAAgBxsC,eACnBopC,gBAAkB,kBAAMppC,EAAMyO,SAC5BzO,EAAMI,SASd,SAASqsC,EAAOzsC,OACTy1B,EAAQxpC,KACV+kC,EAAYhxB,EAAM0sC,EAClBC,EAAOjvD,wBACV8uD,EACA,CAAE/9B,QAASgnB,EAAMhnB,SACjBzO,OAGDy1B,EAAMuU,qBAAuB,eACxBv6C,EAASgmC,EAAMmX,EAAMvuD,WACrBoR,GAAQA,EAAOnR,YAAYm3C,EAAMmX,GACrCC,cAASpX,EAAMqX,IAKZrX,EAAMiX,GAAcjX,EAAMiX,IAAe1b,IAC5CyE,EAAMuU,uBAGNvU,EAAMsX,MAKH/sC,MACEy1B,EAAMsX,GAyBV/b,MAAsByE,MACtB5+B,iBAAO81C,EAAM3b,GACbyE,MAAkBzE,QAzBlByE,EAAMmX,EAAQ1vD,SAASwsD,eAAe,IAEtCjU,MAAkBzE,MAGlB4Y,kBAAQ,GAAI5Y,GAEZA,EAAUzyC,YAAYk3C,EAAMmX,GAE5BnX,EAAMsX,KACNtX,EAAMiX,EAAa1b,EAEnBn6B,iBAAO81C,EAAM3b,EAAWyE,EAAMmX,GAE9B5b,MAAsByE,MAEtBA,MAAkBA,EAAMmX,OAcjBnX,EAAMsX,GACdtX,EAAMuU,uBAKPvU,EAAMqX,EAAQH,EnBQf,SAASK,KAET,SAASC,WACDhhD,KAAKihD,aAGb,SAASC,WACDlhD,KAAKmhD,iBvJ3Cb,SAASvC,EAAevlC,WACdA,GAAWA,EAAQ+nC,WAAaC,E,yGuK1C1CxB,EAAcpwD,UAAY,IAAIkiD,aAEN2P,wBACxBzB,EAAcpwD,UAAUqiD,sBAAwB,SAAS/9B,EAAOiO,UACxD49B,EAAe5/C,KAAK+T,MAAOA,IAAU6rC,EAAe5/C,KAAKgiB,MAAOA,IIVxE,IAAIu/B,EAAcn6C,cAClBA,cAAgB,YACX4c,EAAMtyB,MAAQsyB,EAAMtyB,UAAmBsyB,EAAMrL,MAChDqL,EAAMjQ,MAAM4E,IAAMqL,EAAMrL,IACxBqL,EAAMrL,IAAM,MAET4oC,GAAaA,EAAYv9B,IAG9B,IAAaw9B,EACM,oBAAVntD,QACPA,OAAOotD,KACPptD,OAAOotD,IAAI,sBACZ,KCdKC,EAAQ,SAACvtC,EAAUioB,UACR,MAAZjoB,EAAyB,KACtB8mC,uBAAaA,uBAAa9mC,GAAU1O,IAAI22B,KAInCulB,EAAW,CACvBl8C,IAAKi8C,EACLvkD,QAASukD,EACT54C,eAAMqL,UACEA,EAAW8mC,uBAAa9mC,GAAU5kB,OAAS,GAEnDqyD,cAAKztC,OACE+uB,EAAa+X,uBAAa9mC,MACN,IAAtB+uB,EAAW3zC,OAAc,KAAM,uBAC5B2zC,EAAW,IAEnB2e,QAAS5G,gBJhBJ6G,EAAgB16C,cACtBA,cAAsB,SAASnU,EAAOkpD,EAAU3C,MAC3CvmD,EAAMV,aAELwwB,EACAiB,EAAQm4B,EAEJn4B,EAAQA,UACVjB,EAAYiB,QAAqBjB,aAChB,MAAjBo5B,QACHA,MAAgB3C,MAChB2C,MAAqB3C,OAGfz2B,MAA2B9vB,EAAOkpD,GAI5C2F,EAAc7uD,EAAOkpD,EAAU3C,KAwChCyG,EAASxwD,UAAY,IAAIkiD,iBAMa,SAASl/C,EAASsvD,OACjDC,EAAsBD,MAGtBluD,EAAImM,KAEW,MAAjBnM,EAAEqsD,IACLrsD,EAAEqsD,EAAc,IAEjBrsD,EAAEqsD,EAAYrwD,KAAKmyD,OAEbrxD,EAAUwvD,EAAUtsD,OAEtBiqC,KACEmkB,EAAa,WACdnkB,IAEJA,KACAkkB,EAAoBjE,qBACnBiE,MAEGrxD,EACHA,EAAQuxD,GAERA,MAIFF,MACCA,EAAoBjE,qBACrBiE,EAAoBjE,qBAAuB,WAC1CkE,IAEID,OACHA,aAIIE,EAAuB,eAKvB/B,QAJEtsD,UACNA,UAAmB,GAAKmsD,EAAensD,EAAEmuB,WACzCnuB,EAAEkuB,SAAS,KAAeluB,MAAwB,OAG1CssD,EAAYtsD,EAAEqsD,EAAYh1C,OACjCi1C,EAAUjB,oBAUQ6C,OACCluD,SACrBA,EAAEkuB,SAAS,KAAeluB,MAAwBA,UAAmB,KAEtEpB,EAAQF,KAAK0vD,EAAYA,IAG1BhC,EAASxwD,UAAUsuD,qBAAuB,gBACpCmC,EAAc,IAGpBD,EAASxwD,UAAUmb,OAAS,SAASmJ,EAAOiO,GACvChiB,WAICA,KAAKA,IAALA,MACHA,KAAKA,IAALA,IAAsB,GAAK8/C,EAAc9/C,KAAKA,MAALA,KAAKA,IACpB,UAKtBmiD,EACLngC,OAAoBvwB,wBAAcqnD,WAAU,KAAM/kC,EAAMouC,iBACrDA,IAAUA,MAAsB,MAE7B,CACN1wD,wBAAcqnD,WAAU,KAAM92B,MAAmB,KAAOjO,EAAMI,UAC9DguC,ICrIF,IAAMxxD,EAAU,SAAC+mC,EAAM5zB,EAAOlB,QACvBA,EAdgB,KAcSA,EAfR,IAqBtB80B,EAAK4oB,EAAK7yC,OAAO3J,GAQhB4zB,EAAK3jB,MAAMquC,cACmB,MAA9B1qB,EAAK3jB,MAAMquC,YAAY,KAAc1qB,EAAK4oB,EAAK5oC,UAQjD9U,EAAO80B,EAAK2oB,EACLz9C,GAAM,MACLA,EAAKrT,OAAS,GACpBqT,aAEGA,EA1CiB,GA0CMA,EA3CL,SA8CtB80B,EAAK2oB,EAAQz9C,EAAOA,EA5CJ,MAmDlBw9C,EAAa3wD,UAAY,IAAIkiD,iBAEO,SAAS7tC,OACtC4zB,EAAO13B,KACPqiD,EAAYlC,EAAUzoB,OAExB90B,EAAO80B,EAAK4oB,EAAKnsD,IAAI2P,UACzBlB,EA5DuB,KA8DhB,SAAA0/C,GAAA,IACAC,EAAmB,WACnB7qB,EAAK3jB,MAAMquC,aAKfx/C,EAAK/S,KAAK2yD,GACV7xD,EAAQ+mC,EAAM5zB,EAAOlB,IAHrB4/C,KAMEH,EACHA,EAAUE,GAEVA,MAKHnC,EAAa3wD,UAAUmb,OAAS,SAASmJ,QACnCssC,EAAQ,UACRC,EAAO,IAAIriC,QAEV9J,EAAW8mC,uBAAalnC,EAAMI,UAChCJ,EAAMquC,aAAwC,MAAzBruC,EAAMquC,YAAY,IAI1CjuC,EAASnJ,cAIL,IAAI3b,EAAI8kB,EAAS5kB,OAAQF,UAYxBixD,EAAKmC,IAAItuC,EAAS9kB,GAAK2Q,KAAKqgD,EAAQ,CAAC,EAAG,EAAGrgD,KAAKqgD,WAE/CtsC,EAAMI,UAGdisC,EAAa3wD,UAAUytD,mBAAqBkD,EAAa3wD,UAAUstD,kBAAoB,2BAOjFuD,EAAKnjD,SAAQ,SAACyF,EAAMkB,GACxBnT,EAAQ64C,EAAM1lC,EAAOlB,WlBnHVy+C,EACM,oBAAVhtD,QAAyBA,OAAOotD,KAAOptD,OAAOotD,IAAI,kBAC1D,MAEKiB,EAAc,mOAKdC,EACY,oBAAVtuD,OAAwB,eAAiB,cAGjDs9C,YAAUliD,UAAUmzD,iBAAmB,GASvC,CACC,qBACA,4BACA,uBACCzlD,SAAQ,YACT3N,OAAOyE,eAAe09C,YAAUliD,UAAWoF,EAAK,CAC/C2f,gBACArgB,sBACQ6L,KAAK,UAAYnL,IAEzB4tD,aAAI1mD,GACHvM,OAAOyE,eAAe+L,KAAMnL,EAAK,CAChC2f,gBACAC,YACAlgB,MAAOwH,UAiCX,IAAI8mD,EAAez7C,UAAQvV,MAC3BuV,UAAQvV,MAAQ,mBACXgxD,IAAcryD,EAAIqyD,EAAaryD,IACnCA,EAAEsyD,QAAU/B,EACZvwD,EAAEwwD,qBAAuBA,EACzBxwD,EAAE0wD,mBAAqBA,EACf1wD,EAAEuyD,YAAcvyD,GAazB,IA6EI0wB,EA7EA8hC,EAAsB,CACzBxuC,gBACArgB,sBACQ6L,KAAK6P,QAIVozC,EAAe77C,UAAQ4c,MAC3B5c,UAAQ4c,MAAQ,gBACXtyB,EAAOsyB,EAAMtyB,KACbqiB,EAAQiQ,EAAMjQ,MACd4kC,EAAkB5kC,KAGF,iBAATriB,EAAmB,KAGxB,IAAIrC,KAFTspD,EAAkB,GAEJ5kC,EAAO,KAChBxf,EAAQwf,EAAM1kB,GAER,iBAANA,GAAwB,UAAW0kB,GAAwB,MAAfA,EAAMxf,MAGrDlF,EAAI,QACY,aAANA,QAAoBkF,EAM9BA,EAAQ,GACE,iBAAiBgP,KAAKlU,GAChCA,EAAI,aAEJ,6BAA6BkU,KAAKlU,EAAIqC,KACrCixD,EAAqBp/C,KAAKwQ,EAAMriB,MAEjCrC,EAAI,UACM,6BAA6BkU,KAAKlU,GAC5CA,EAAIA,EAAEyT,cACI4/C,EAAYn/C,KAAKlU,GAC3BA,EAAIA,EAAE4M,QAAQ,WAAY,OAAO6G,cACb,OAAVvO,IACVA,UAGDokD,EAAgBtpD,GAAKkF,EAKb,UAAR7C,GACAinD,EAAgBuK,UAChBhiD,MAAMwU,QAAQijC,EAAgBpkD,SAG9BokD,EAAgBpkD,MAAQ0mD,uBAAalnC,EAAMI,UAAUhX,SAAQ,YAC5D2G,EAAMiQ,MAAMovC,UAC0C,GAArDxK,EAAgBpkD,MAAMwU,QAAQjF,EAAMiQ,MAAMxf,WAI7CyvB,EAAMjQ,MAAQ4kC,EAGXjnD,GAAQqiB,EAAMlE,OAASkE,EAAM5d,YAChC6sD,EAAoB9uD,WAAa,cAAe6f,EACzB,MAAnBA,EAAM5d,YAAmBwiD,EAAgB9oC,MAAQkE,EAAM5d,WAC3D3G,OAAOyE,eAAe0kD,EAAiB,YAAaqK,IAGrDh/B,EAAMo9B,SAAWC,EAEb4B,GAAcA,EAAaj/B,IAKhC,IAAMN,EAAkBtc,cACxBA,cAAkB,SAAS4c,GACtBN,GACHA,EAAgBM,GAEjB9C,EAAmB8C,OvJzCL,KACd5J,aACAkH,eACAzC,cACAqD,oBACAzD,WACA4D,wBACAD,YACAG,gBACAzI,eACA6I,kBACAlhB,QAlHe,SAmHfkgD,WACA/2C,OuJ9FD,SAAuBoZ,EAAOxgB,EAAQxG,UAGb,MAApBwG,QACHA,EAAO2G,YAAc,IAGtBi5C,iBAAap/B,EAAOxgB,GACG,mBAAZxG,GAAwBA,IAE5BgnB,EAAQA,MAAmB,MvJqFlC25B,QuJlFD,SAAwB35B,EAAOxgB,EAAQxG,UACtCqmD,kBAAcr/B,EAAOxgB,GACE,mBAAZxG,GAAwBA,IAE5BgnB,EAAQA,MAAmB,MvJ+ElCs/B,uBAlFD,SAAgCve,WAC3BA,QACHqe,iBAAa,KAAMre,QAiFpBwe,a0KpEM,SAAsBv/B,EAAO+gB,UAC5BtzC,wBAAc+uD,EAAQ,KAAUx8B,EAAOy8B,EAAY1b,K1KoE1DtzC,8BACA0sD,8BACAqF,cApHD,SAAuB9xD,UACfD,gBAAcqD,KAAK,KAAMpD,IAoHhCwsD,aAjGD,SAAsB7kC,UAChBulC,EAAevlC,GACboqC,eAAmBriD,MAAM,KAAMD,WADDkY,GAiGrCw/B,sBACAC,oBACA8F,iBACA8E,YA9ED,SAAqB3gC,UAElBA,IACCA,EAAUlQ,MAAgC,IAAvBkQ,EAAU9e,UAAkB8e,IACjD,MA2ED4uB,sBACAkO,gBACA8D,K6K3JM,SAAc9vD,EAAG+vD,YACdC,EAAaC,OACjBnrC,EAAM3Y,KAAK+T,MAAM4E,IACjBorC,EAAYprC,GAAOmrC,EAAUnrC,WAC5BorC,GAAaprC,IACjBA,EAAIhpB,KAAOgpB,EAAI,MAASA,EAAI9P,QAAU,MAGlC+6C,GAIGA,EAAS5jD,KAAK+T,MAAO+vC,KAAeC,EAHpCnE,EAAe5/C,KAAK+T,MAAO+vC,YAM3BE,EAAOjwC,eACV+9B,sBAAwB+R,EACtBpyD,wBAAcoC,EAAGkgB,UAEzBiwC,EAAOlrC,YAAc,SAAWjlB,EAAEilB,aAAejlB,EAAEN,MAAQ,IAC3DywD,EAAOv0D,UAAUmzD,oBACjBoB,SACOA,G7KsIPC,W2K7IM,SAAoB7nB,YAIjB8nB,EAAUnwC,EAAO4E,OACrBwrC,EAAQv0C,EAAO,GAAImE,iBAChBowC,EAAMxrC,IAENyjB,EACN+nB,GAFDxrC,EAAM5E,EAAM4E,KAAOA,KAGM,iBAARA,GAAsB,YAAaA,GAAeA,EAAP,aAK7DurC,EAAU9C,SAAWI,EAKrB0C,EAAUt5C,OAASs5C,EAEnBA,EAAUz0D,UAAUmzD,iBAAmBsB,SACvCA,EAAUprC,YAAc,eAAiBsjB,EAAGtjB,aAAesjB,EAAG7oC,MAAQ,IAC/D2wD,G3KsHPE,wBAnE+B,SAACpnD,EAAU4Q,UAAQ5Q,EAAS4Q,IAoE3Dy2C,WA9DkBvL,WA+DlBmH,WACAG,eACAkE,KwKOM,SAAcC,GAGhBtxD,SAEKuxD,EAAKzwC,MACR0wC,IACJA,EAAOF,KACFhyD,MACJ,YACCwwB,EAAY5yB,EAAQiH,SAAWjH,KAEhC,YACC8C,EAAQzC,KAKPyC,QACGA,MAGF8vB,QACE0hC,SAGAhzD,wBAAcsxB,EAAWhP,GA1BbwwC,IAChBE,EACA1hC,EACA9vB,EAuB6B8gB,OAGjCywC,EAAK1rC,YAAc,OACnB0rC,SACOA,GxKrCPE,mDuJciE,CACjEC,uBAAwB,CACvB97C,QAAS,CACR+7C,qBAAYpiC,UACJtB,MAAgCsB,OAAazO,MAAMxf,Y,iBuB9L9DnE,EAAOD,QAAU,SAASsF,GACxB,IAKIovD,EAAiB,2GAGjBC,EAAY,CACdxuD,cAAeuuD,EACflvD,SAAU,CAACpC,KAAMsxD,GACjBzuD,UAAW,EACXJ,SAAU,CAZC,CACXG,UAAW,SACXK,MAAO,MAAOC,IAAK,SAejBsuD,EAAS,CACXvuD,MAAO,iBACPb,SACE,wOAIFK,SAAU,CACR8uD,IAIAE,EAAO,gHAKX,OAFAA,EAAOA,EAAO,IAAMA,EAAKngD,MAAM,KAAKY,KAAI,SAASjR,GAAG,MAAO,MAAQA,KAAI2Q,KAAK,KAErE,CACLpO,QAAS,CAAC,YACVrB,kBAAkB,EAClBsB,YAAa,MACbhB,SAAU,CACRP,EAAKiB,QAAQ,MAAO,MACpB,CACEP,UAAW,eACXK,MAAO,MAAOC,IAAK,KACnBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,MACPb,SAAUqvD,EACV9tD,OAAQ,CACNN,gBAAgB,EAChBZ,SAAU,CAAC+uD,EAAQD,GACnB1uD,UAAW,MAKnB,CACED,UAAW,oBACXK,MAAO,OAAQC,IAAK,KACpBT,SAAU,CAAC,OAAQ+uD,EAAQD,Q,gCC1DnCt1D,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAwGlBjH,EAAQiH,QAvGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,iBAAkB,CAChB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,OACT,WAAc,QAEhB,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,QAEX,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,mBAAoB,CAClB,MAAS,QAEX,sBAAuB,CACrB,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,gCCxGjB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIoE,EAAS,CACX1D,UAAW,SAAUC,UAAW,EAChCU,SAAU,CACR,CACEN,MAAO,mBAETf,EAAKyC,cAIT,MAAO,CACLxC,kBAAkB,EAClBC,SAAU,CACRE,QAAS,qPAKTC,SAAU,uMAGVF,QAAS,sCAEXG,QAAS,OACTC,SAAU,CACRP,EAAKiB,QAAQ,OAAQ,QACrBjB,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGf,CACED,UAAW,WACXG,cAAe,kBAAmBG,IAAK,UACvCV,QAAS,KACTC,SAAU,CACRP,EAAKc,wBAGT,CACEJ,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IACvCT,SAAU,CACR,CACEM,cAAe,sBAEjBb,EAAKc,wBAGT,CACEJ,UAAW,WACXK,MAAO,sBAET,CACEL,UAAW,OACXK,MAAO,QAASC,IAAK,IACrBd,SAAU,CAAC,eAAgB,kCAE7B,CACEQ,UAAW,OACXK,MAAO,kBAET,CACEF,cAAe,QAASG,IAAK,IAC7BT,SAAU,CAACP,EAAKc,wBAElBd,EAAKY,kBACLwD,M,kDC5DW,iBAPf,SAAcmT,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,wDCPoB2nD,IAGpB,QAHmChkD,2BAC/B3D,EAAS,GAELjO,EAAI,EAAGA,EAAI4R,EAAK1R,OAAQF,IAAK,CACjC,IAAIue,EAAM3M,EAAK5R,GACf,GAAGue,aAAe1M,MACd5D,GAAU2nD,eAAer3C,aAEP,iBAAPA,GAAmBA,aAAetH,YAGzCsH,QACJ,SAGA,MAAM1b,MAAMA,wBAAwB0b,2EANpCtQ,GAAUsQ,EASXve,EAAI4R,EAAK1R,OAAS,IACjB+N,GAAU,KAIlB,OAAOA,ECrBkB9J,WCGJugB,GACxB,IAAM8F,EAAcC,YAAWC,GAG/B,OAAGhG,EAAM8G,mBAGD1kB,UAAW8uD,oBAAwClxC,UAAeA,EAAMI,UAK7EJ,EAAMljB,OAASgpB,YAEV1jB,UAAW8uD,oBAAuClxC,UAAeA,EAAMI,iBAM3Ehe,UAAW8uD,oBAAyClxC,SAAcljB,KAAMkjB,EAAMljB,MAAOkjB,EAAMI,qBCtBvEJ,GACxB,gBACMlE,MAAOo1C,WAAkClxC,UAC5CA,EAAMI,UCJmB,WCFL28B,GAQpB,IAPA,IAYItkB,EAZA04B,EAAe,UAEfC,EAAQrU,EAAMjsC,MAAM,MAAMiB,QAAO,SAAC0qC,GAClC,MAAgB,KAATA,KAEPl0C,EAAQ,KAEJjN,EAAI,EAAGA,EAAI81D,EAAM51D,QAER,QADb+M,EAAQ4oD,EAAahiD,KAAKiiD,EAAM91D,KADHA,KAajC,OANIm9B,EADS,OAAVlwB,EACS,EAGAA,EAAM,GAAG/M,OAGd41D,EAAM1/C,KAAI,SAAC+qC,GACd,OAAOA,EAAKvoC,OAAOukB,MACpBrnB,KAAK,MCbKuE,WAGOqK,GAEpB,IAIIqxC,EAQAC,EAZAC,EAAcxrC,YAAWG,GACzBsrC,EAAgBzrC,YAAW0rC,GAC3BC,EAAiB3rC,YAAW4rC,GAI5BN,WADDrxC,EAAMqxC,OACIG,EAGAxxC,EAAMqxC,OAMXC,WAFLtxC,EAAMsxC,QACiB,OAAnBI,EACWE,EAAaC,OAGbH,EAIJ1xC,EAAMsxC,QAGpB,IAAInX,EAAW2X,EAAU9xC,EAAMI,UAE/B,OAAGixC,WAGUpzD,8DAF2BszD,OAAgBpX,OAG3C4X,IAAK5X,EACL7sC,MAAO6sC,EACPr+B,MAAOo1C,EAAYn1C,EAAMi2C,MAAOV,EAAStxC,WAOzC/hB,qDAFkBszD,OAAgBpX,OAGlC4X,IAAK5X,EACL7sC,MAAO6sC,EACPr+B,MAAOo1C,EAAYn1C,EAAMi2C,MAAOV,EAAStxC,sBCxDjCA,GACrB,SACKiyC,GAAMZ,UAAeC,QAASM,EAAaM,OAAQlyC,EAAMI,UCO9D/a,WAGqB2a,GACrB,IAAIuG,EAAQC,EAAUnhB,QAKtB,OAJG2a,EAAMuG,QACLA,EAAQvG,EAAMuG,gBAITzK,MAAOo1C,WAAuB3qC,EAAOvG,UACrCA,EAAMI,UCnBU+xC,WCGLnyC,GACpB,IAAM1Q,EAAWyW,YAAWqsC,GACtBr2C,EAAQgK,YAAWssC,GAEzB,SACKC,KAAkBhjD,SAAU0Q,EAAM1Q,SAAW0Q,EAAM1Q,SAAWA,EAC5CyM,MAAOiE,EAAMjE,MAAQiE,EAAMjE,MAAQA,GACjD+1C,EAAUv/C,OAAOyN,EAAMI,YCXN5f,WCALwf,GACrB,SACKiyC,GAAMZ,UAAcC,QAASM,EAAaC,QAAS7xC,EAAMI,qBCD1CJ,GACpB,cACOljB,KAAMkjB,EAAM/hB,IAAKqP,MAAO0S,EAAM+xC,IAAK/zD,OAAQ,SAAU8d,MAAOkE,EAAMuyC,QACjEvU,SAAK//C,IAAK+hB,EAAM/hB,IAAK8zD,IAAK/xC,EAAM+xC,IAAKj2C,MAAOo1C,WAAuBlxC,EAAMwyC,aCO1Ej6B,WCTavY,GACpB,IAAIoc,EAAY,IAAInI,IAASsG,UAAU,CACnC/E,YAEJ4G,EAAUpH,UAAU,UAEpB,IAAIsM,EAAOlF,EAAUT,SAASm2B,EAAUv/C,OAAOyN,EAAMI,YAErD,gBAAYtE,eAAuB6iC,wBAAyB,CAAC8T,OAAQnxB,gBCVjDthB,GACpB,gBACSlE,gBACAkE,EAAMI,qBCDKJ,GACvB,SACE0yC,GAAInsC,MAAOvG,EAAMuG,MAAOzK,MAAOkE,SAC/Bg+B,EAAC2U,OACC3yC,EAAM1S,MACN0wC,YACEh+B,EAAM1S,OAEP,KACD0S,EAAMI,sBCXcJ,GACrB,kBAEQg+B,EAAC4U,OAAQ5yC,EAAMI,WCHE,WCAJJ,GACrB,IAAII,EAmBJ,OAhBIA,EADDjT,MAAMwU,QAAQ3B,EAAMI,UACRJ,EAAMI,SAAS1O,KAAI,SAAAjV,GAC1B,gBACSqf,MAAOC,EAAM82C,YACbvtC,MAQT04B,SAAKliC,MAAOC,EAAM82C,YACb7yC,EAAMI,mBAKVtE,MAAOC,EAAMjL,OACdktC,SAAKliC,MAAOC,EAAM+2C,aAAc1yC,eCrBnBJ,GACrB,oBAESA,EAAM1S,MACH0wC,QAAIliC,gBACCkE,EAAM1S,OAEb,KACF0wC,EAAC+U,OACI/yC,EAAMI,sBCTEJ,GACrB,kBACWlE,MAAOo1C,WAA8BlxC,UACvCA,EAAMI,41CCFgBw9B,aCDlC,OACwCx9B,KCwDA4yC,WC1DjBhzC,GACpB,gBACSlE,MAAOm3C,EAAMC,SAAUlzC,EAAMI,U,mxB1BmB/B7W,G,wCCrBI6gD,iCEILhqC,qCwBJKgqC,wBAAc,WCAdA,4BAAc,ExBAdA,wBAAc,MEMhBwH,EAAen2D,OAAO28C,OAAO,CACtCyZ,OAAQ91C,EAAMs1C,OACda,MAAOn2C,EAAMpG,QEPJ6Q,EAAY/qB,OAAO28C,OAAO,CACnC9mB,aACArK,gBACAksC,gBACAC,cACA3sC,cACA4sC,cACAC,iBACAjuD,mBqBTJ,EAAe+kD,wBAAc,epBCdA,wBAAc+H,qBqBqB8B,qBXtB9B,GYAd/H,gCZAAA,wBAAc,mDIERmJ,YACjB,mBAAc,OACV9d,sBACKxnB,MAAQ,CACThkB,IAAOM,KAAKN,OAEhBwrC,EAAK+d,MAAQ,kBAAAxyD,EAAA,YAAAA,EAGjBgoD,wCACI/8C,KAAKunD,MAAQC,aAAY,WACrBC,EAAK1lC,SAAS,CAAC/jB,IAAOM,KAAKN,UAC5B,QAGP+/C,gCACsB,OAAf/9C,KAAKunD,OACJG,cAAc1nD,KAAKunD,UAI3B38C,kBACI,IAAI+8C,EAAS,eACTxxD,WAEAoyC,EAAQ,CACRqf,aAAc,IACdC,QAAS,IACTC,QAAS,IACTC,MAAO,IACPC,KAAM,KAGV,GAAGhoD,KAAK+T,MAAMk0C,GAAI,CAEd,IAAIC,GADJP,EAAS,IAAIrpD,KAAK0B,KAAK+T,MAAMk0C,KACLjoD,KAAKgiB,MAAMhkB,IAEhCkqD,EAAW,EACV3f,EAAQ,CACJqf,aAAcM,EAAW,IACzBL,QAAS3rD,KAAK2xB,MAAMq6B,EAAW,KAAQ,GACvCJ,QAAS5rD,KAAK2xB,MAAMq6B,EAAW,KAAS,GACxCH,MAAO7rD,KAAK2xB,MAAMq6B,EAAW,MAAW,GACxCF,KAAM9rD,KAAK2xB,MAAMq6B,EAAW,SAKhC3f,EAAQ,CACJqf,aAAc,EACdC,QAAS,EACTC,QAAS,EACTC,MAAO,EACPC,KAAM,GAGV7xD,GAAa,gBAIjBA,GAAa,UAGjB,gBACS0Z,MAAO1Z,EAAWkL,MAAOsmD,GAC1B5V,SAAKliC,MAAOC,iBACPy4B,EAAMyf,MAEXjW,SAAK57C,UAAW2Z,2BAGhBiiC,SAAKliC,MAAOC,iBACPy4B,EAAMwf,OAEXhW,SAAK57C,UAAW2Z,wBAGhBiiC,SAAKliC,MAAOC,iBACPy4B,EAAMuf,SAEX/V,SAAK57C,UAAW2Z,2BAGhBiiC,SAAKliC,MAAOC,iBACPy4B,EAAMsf,SAEX9V,SAAKliC,MAAOC,+BAtFPw3C,CAAc3V,aSH7BwW,YACF,WAAYC,EAAWh1D,EAAWi1D,SAAsB,OAEpD7e,kEACGt3C,MAAMo2D,mBAAmBp2D,MAAMo2D,uBAAwBH,GAE1D3e,EAAKj2C,KAAO,mBACZi2C,EAAK4e,UAAYA,EACjB5e,EAAKp2C,UAAYA,EACjBo2C,EAAK6e,UAAYA,EACjB7e,EAAKl2C,QAAa80D,QAAeh1D,QAAei1D,EAAUljD,KAAK,cAVjEgjD,CAUiE,EAVxCj2D,U,0DCD/B,uBAGA,MAAM,EAAE6/C,EAAF,OAAKnnC,EAAL,QAAa+yC,GAAY4K,EAEzBC,EAAiB50D,GAAMA,GAAKA,EAAEwD,QAAUxD,EAAEwD,QAAUxD,EA2B1D,GATiC,kBAAmB6xC,WAEnDA,UAAUgjB,cAAcC,SACvBC,IAAkD,aAMjC,mBAFTH,EAAehvD,EAAQ,SAEF,CAC9B,IAAI8jD,EACHrsD,SAAS23D,eAAe,gBAAkB33D,SAAS43D,KAAKC,kBA4BrD14D,EA1BO,MACV,IAAI24D,EAAMP,EAAehvD,EAAQ,SAC7BwvD,EAAgB,GACpB,MAAMC,EAAoBh4D,SAASi1C,cAClC,gCAEG+iB,IACHD,EACCx6C,KAAKjQ,MAAM2qD,UAAUD,EAAkB/+C,YAAY8+C,eACnDA,GAOiBA,EAAc3sD,MA7CdA,EA6CiC2sD,EAAc3sD,KA7C/CA,MAoDnBihD,EADwC1yC,EACxBmnC,EAAEgX,EAAK,CAAEI,SARR,CAAEH,mBAQmB/3D,SAAS43D,KAAMvL,IAKtD77B,K,iBChEDrxB,EAAOD,QAAU,SAASsF,GAExB,IAAI0Z,EAAW,CACbhZ,UAAW,WACXK,MAAO,MAAQf,EAAKiC,UAGlB0xD,EAAY,CACdjzD,UAAW,SACXK,MAAO,oCA2GL6yD,EAAU,qBA+Nd,MAAO,CACLtyD,QAAS,CAAC,QACVrB,kBAAkB,EAClBC,SAAU,iBACVI,QAAS,IAlBG,CACZ,MACA,iBACA,cACA,cACA,cACA,IACA,OACA,SACA,SACA,MACA,KAOuBoP,KAAK,KAAO,IACnCnP,SAAU,CAGRP,EAAKY,kBACLZ,EAAKS,iBAGLT,EAAK8B,oBACL9B,EAAK+B,qBAGL4xD,EAGA,CACE5yD,MAAO,4BAA8B6yD,EACrCrxD,aAAa,EACbhC,SAAU,CACR,CAACG,UAAW,iBAAkBK,MAAO,+BAKzC,CACEA,MAAO,4BAA8B6yD,EACrCrxD,aAAa,EACbhC,SAAU,CACR,CAACG,UAAW,cAAeK,MAAO,+BAKtC,CACEA,MAAO,OA/UF,CACT,IACA,OACA,UACA,UACA,QACA,QACA,IACA,aACA,OACA,SACA,SACA,UACA,OACA,OACA,KACA,MACA,UACA,MACA,MACA,KACA,KACA,KACA,WACA,aACA,SACA,SACA,OACA,KACA,KACA,KACA,KACA,KACA,KACA,SACA,SACA,OACA,IACA,SACA,MACA,QACA,MACA,MACA,QACA,SACA,KACA,OACA,OACA,MACA,SACA,KACA,IACA,IACA,QACA,OACA,UACA,OACA,SACA,UACA,MACA,QACA,QACA,KACA,WACA,QACA,KACA,QACA,OACA,KACA,KACA,MACA,SAwQyB2O,KAAK,KAAO,IAAMkkD,EACvCrxD,aAAa,EACbhC,SAAU,CACR,CAACG,UAAW,eAAgBK,MAAO,+BAKvC,CACEA,MAAO,YAtWU,CACrB,QACA,SACA,eACA,aACA,SACA,cACA,QACA,QACA,OACA,OACA,WA2V0C2O,KAAK,KAAO,IAAMkkD,GAI1D,CACE7yD,MAAO,KA3XK,CAChB,UACA,MACA,QACA,SACA,YACA,MACA,SACA,UACA,QACA,QACA,OACA,OACA,SA8W+B2O,KAAK,KAAO,QAIzCgK,EAGA1Z,EAAKiX,gBAGLjX,EAAKyC,YAIL,CACE/B,UAAW,WACXK,MAAO,kCACPT,QAAS,QACTiC,aAAa,EACbhC,SAAU,CACR,CAACG,UAAW,QAASK,MAAO,6BAC5B,CACEL,UAAW,SACXK,MAAO,KACPC,IAAK,KACLT,SAAU,CACRozD,EACAj6C,EACA1Z,EAAKS,iBACLT,EAAKiX,gBACLjX,EAAKyC,YACLzC,EAAKY,sBASb,CACEF,UAAW,YACXK,MAAO,OA3TI,CACf,gBACA,cACA,aACA,YACA,kBACA,sBACA,qBACA,sBACA,4BACA,iBACA,uBACA,4BACA,OACA,sBACA,aACA,wBACA,kBACA,mBACA,mBACA,oBACA,sBACA,oBACA,kBACA,SACA,gBACA,sBACA,4BACA,6BACA,sBACA,sBACA,kBACA,eACA,eACA,sBACA,sBACA,qBACA,sBACA,qBACA,cACA,oBACA,oBACA,oBACA,gBACA,eACA,qBACA,qBACA,qBACA,iBACA,eACA,aACA,mBACA,yBACA,0BACA,mBACA,mBACA,eACA,SACA,uBACA,aACA,aACA,cACA,eACA,eACA,eACA,QACA,OACA,YACA,QACA,eACA,cACA,aACA,cACA,oBACA,oBACA,oBACA,cACA,eACA,UACA,UACA,oBACA,gBACA,SACA,YACA,UACA,cACA,SACA,OACA,aACA,iBACA,YACA,YACA,cACA,YACA,QACA,OACA,cACA,wBACA,eACA,yBACA,YACA,mBACA,eACA,aACA,eACA,yBACA,cACA,SACA,UACA,OACA,oBACA,kBACA,mBACA,WACA,UACA,UACA,kBACA,OACA,iBACA,cACA,aACA,mBACA,sBACA,kBACA,SACA,gBACA,cACA,eACA,aACA,QACA,OACA,aACA,YACA,aACA,YACA,WACA,YACA,WACA,YACA,SACA,OACA,SACA,aACA,kBACA,UACA,QACA,UACA,UACA,gBACA,iBACA,gBACA,gBACA,WACA,gBACA,aACA,aACA,UACA,iBACA,eACA,gBACA,cACA,mBACA,oBACA,oBACA,cACA,qBACA,iBACA,WACA,SACA,SACA,QACA,WACA,eACA,aACA,kBACA,kBACA,wBACA,uBACA,wBACA,cACA,gBACA,iBACA,cACA,iBACA,0BACA,MACA,YACA,mBACA,kBACA,aACA,mBACA,sBACA,sBACA,6BACA,eACA,iBACA,aACA,cACA,SACA,QACA,aACA,eACA,YACA,WAgH+BwU,UAAU7F,KAAK,KAAO,OACjDjO,OAAQ,CAENT,IAAK,MACLT,SAAU,CACRozD,EACAj6C,EACA1Z,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKiX,gBACLjX,EAAKyC,YACLzC,EAAK+B,sBAEPzB,QAAS,KACTK,UAAW,Q,iBC/brBhG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClB+B,QAAS,OAAShC,EAAKiC,SACvB/B,SAAU,CACRE,QAEE,mgBAOFC,SAEE,6xBAWF6B,KACE,sHAGJ3B,SAAU,CACRP,EAAK+B,qBACL/B,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGfX,EAAK4B,cACL5B,EAAKgX,mBACL,CACEtW,UAAW,SACXK,MAAO,iCAETf,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IAAMC,IAAK,WAClBV,QAAS,eAEX,CAACI,UAAW,SAAWK,MAAO,qBAC9B,CAACL,UAAW,OAAQK,MAAO,IAAKC,IAAK,KACrC,CACEN,UAAW,QACXK,MAAO,e,iBCxDfpG,EAAOD,QAAU,WAEf,MAAO,CACL4G,QAAS,CAAC,SACVhB,QAAS,MACTC,SAAU,CACR,CACEQ,MAAO,kBAAeC,IAAK,IAC3BT,SAAU,CAAC,CAACG,UAAW,SAAUK,MAAO,kBAE1C,CACEA,MAAO,gCAAkCwB,aAAa,EAAMvB,IAAK,IACjET,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBoE,cAAc,EAAM7B,YAAY,GAElC,CACExC,MAlBI,kBAoBN,CACEL,UAAW,UACXK,MAAO,YAIb,CACEL,UAAW,YACXK,MAAO,OAAQC,IAAK,KAAMuC,YAAY,EACtCjD,QAAS,YACTmB,OAAQ,CAACT,IAAK,IAAKL,UAAW,IAEhC,CACEI,MAAO,SACPU,OAAQ,CAACF,YAAa,GAAIJ,gBAAgB,Q,iBCnClDxG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,MAAO,MACjBU,QAAS,YAAchC,EAAKiC,SAAW,MAWvC/B,SAAU,wm6FA2BVK,SAAU,CACRP,EAAKiB,QAAQ,SAAU,SAAU,CAACV,SAAU,CAAC,UAC7CP,EAAKY,kBACLZ,EAAK4B,kB,gCC1CX7H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAASsF,GACtB,IASI6zD,EAAa,CACb7zD,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKiB,QAAQ,KAAM,MACnBjB,EAAKQ,QAAQR,EAAK4B,cAAe,CAACb,MAAO,iCAAmCf,EAAKqF,cACjFrF,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,OAC9CN,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/C,CACII,UAAW,OACXK,MAAO,2BAEX,CACIL,UAAW,OACXK,MAAO,2BAEX,CACIL,UAAW,OACXK,MAAO,YACPC,IAAK,UAET,CACIN,UAAW,OACXK,MAAO,uBAEX,CACIL,UAAW,WACXK,MAAO,6DACPC,IAAK,sCAET,CACIN,UAAW,SACXW,SAAU,CACN,CACIN,MAAO,IAAKC,IAAK,OACjBV,QAAS,UAMzB,MAAO,CACHgB,QAAS,CAAC,MAGVrB,kBAAkB,EAClB+B,QAtDiB,oBAuDjB9B,SApDF,4FAqDEK,SAAU,CACN,CACIG,UAAW,OACXK,MA1DS,OAIH,CACdL,UAAW,OACXK,MAAO,kBAuDLkE,OAAO4uD,M,oDCrDA,iBAPf,SAAct8C,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GAExB,MAAO,CACLE,SAAU,CACRE,QACE,mGACFC,SALiB,6CAOjBF,QACE,cAEJI,SAAU,CACRP,EAAKY,kBACLZ,EAAKyC,YACLzC,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,QACXG,cAAe,gCAAiCG,IAAK,KACrDV,QAAS,KACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5Bf,OAAQ,CAACN,gBAAgB,EAAMoC,YAAY,OAIjD,CACExC,MAAO,yBAA0BC,IAAK,IACtCd,SA3Be,6CA4BfK,SAAU,CAAC,a,iBC7BnB5F,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QAEE,qYAYFC,SACE,uCACFF,QACE,mBAEJI,SAAU,CACR,CACEG,UAAW,QACXG,cAAe,4BAA6BG,IAAK,IAAKuC,YAAY,EAClEjD,QAAS,iBACTC,SAAU,CACRP,EAAKc,wBAGTd,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBL,UAAW,GAEbX,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cACL,CACElB,UAAW,OACXK,MAAO,KAAMC,IAAK,IAClBL,UAAW,O,gCC1CnB5G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmHlBjH,EAAQiH,QAlHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,0BAA2B,CACzB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,WAAc,WAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCrHlBhH,EAAOD,QAAU,WACf,MAAO,CACL6G,YAAa,MACbhB,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,oBAGT,CACEA,MAAO,oBAAqBC,IAAK,IACjCO,YAAa,QAGf,CACER,MAAO,gBACPC,IAAK,WACLO,YAAa,OACb6D,cAAc,EACd7B,YAAY,O,iBCnBpB5I,EAAOD,QAAU,WAkCf,MAAO,CACL6F,SAAU,CAjCE,CACZG,UAAW,UACXK,MAAO,WACPC,IAAK,KACLT,SAAU,CAAC,CACTQ,MAAO,KACPC,IAAK,KACLT,SAAU,CAAC,OAAQ,CACjBQ,MAAO,UAGXJ,UAAW,IAGE,CACbD,UAAW,UACXK,MAAO,kCACPC,IAAK,KACLuC,YAAY,GAGC,CACb7C,UAAW,WACXK,MAAO,kBACPC,IAAK,KAGe,CACpBN,UAAW,SACXK,MAAO,W,kDCrBM,iBAPf,SAAcwW,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GA01BxB,MAAO,CACLsB,QAAS,CAAC,MAAO,OACjBrB,kBAAkB,EAClBC,SA51BiB,CACjBA,SAAU,2KAGVG,SAAU,oslCA+lBVF,QAAS,+oXA4MTyhB,OAAQ,60EA+CRrhB,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,kB,iBCp2BXjH,EAAOD,QAAU,SAASsF,GACxB,IAAI8zD,EAAkB,CACpBpzD,UAAW,WACXK,MAAO,2HAGLgzD,EAAmB,CACrBrzD,UAAW,SACXK,MAAO,kBAGLizD,EAAc,CAChBtzD,UAAW,UACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAAEuzD,EAAiBC,IAM/B,OAHAD,EAAgBvzD,SAAW,CAAEyzD,GAC7BD,EAAiBxzD,SAAW,CAAEyzD,GAEvB,CACL1yD,QAAS,CAAE,OAEXpB,SACE,kSAMFI,QAAS,qDAETC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBV,QAAS,MACTC,SAAU,CAAEP,EAAK6B,kBACjBlB,UAAW,GAGb,CACED,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBV,QAAS,MACTC,SAAU,CAAEP,EAAK6B,kBACjBlB,UAAW,GAIb,CACED,UAAW,SACXK,MAAO,MAAOC,IAAK,OAGrBhB,EAAK8B,oBACL9B,EAAK+B,qBAEL,CACElB,cAAe,sBAAuBG,IAAK,IAC3CV,QAAS,UACTC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,mBAKb,CACEF,cAAe,QAASG,IAAK,IAC7BV,QAAS,UACTC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,gBACPR,SAAU,CACR,CACEQ,MAAO,WACPR,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,uBASrB+yD,EACAC,EAEA,CACErzD,UAAW,UACXK,MAAO,wBAGT,CACEL,UAAW,SACXK,MAAO,oF,iBCrGf,IAAIi2B,EAGJA,EAAK,WACJ,OAAOzsB,KADH,GAIL,IAECysB,EAAIA,GAAK,IAAIi9B,SAAS,cAAb,GACR,MAAOl5D,GAEc,iBAAX6E,SAAqBo3B,EAAIp3B,QAOrCjF,EAAOD,QAAUs8B,G,iBCnBjBr8B,EAAOD,QAEP,SAASsF,GAYP,MAAO,CACLsB,QAAS,CAAC,KAAM,OAChBpB,SAEE,6iCAeFK,SAAU,CAERP,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IAEnC,CACED,UAAW,WACXK,MAAO,yCACPC,IAAK,MACLuC,YAAY,EACZhB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,mCACPwC,YAAY,GAEd,CACE7C,UAAW,OACXK,MAAO,WAGTf,EAAKc,wBAnDC,CACZJ,UAAW,SACXK,MAAO,QAASC,IAAK,IACrBV,QAAS,OAEK,CAEdI,UAAW,SACXK,MAAO,0B,gCCTXhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,WACf,MAAO,CACL6F,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,UACPJ,UAAW,GACXc,OAAQ,CAGNT,IAAK,cACLO,YAAa,SAOjBD,QAAS,CAAC,kB,iBClBhB3G,EAAOD,QAAU,SAAUsF,GACzB,IAAIyD,EACF,qoBASF,MAAO,CACLvD,SAAWuD,EACXnD,QAAU,QACVC,SAAW,CACTP,EAAKiB,QACH,UACA,OACA,CACEN,UAAY,EACZJ,SAAW,CACT,CAEEQ,MAAO,OAAQJ,UAAW,GAE5B,CACED,UAAY,SACZK,MAAQ,iBAKhBf,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAY,QACZG,cAAgB,SAChBG,IAAM,QACNuC,YAAa,EACbjD,QAAU,YACVC,SAAW,CACT,CACEM,cAAgB,yFAElBb,EAAKc,sBACL,CACEC,MAAQ,WACRC,IAAM,OACNd,SAAWuD,uBACXF,YAAa,KAInB,CACE7C,UAAY,QACZG,cAAgB,kBAChBG,IAAM,QACNuC,YAAa,EACb5C,UAAW,EACXT,SAAW,kBACXI,QAAU,WACVC,SAAW,CACT,CAACM,cAAgB,sBACjBb,EAAKc,wBAGT,CAEED,cAAgB,kDAChBG,IAAM,MACNuC,YAAa,EACbjD,QAAU,UACVC,SAAW,CACT,CACEQ,MAAQf,EAAKsD,oBAAsB,UACnCf,aAAc,EACdhC,SAAW,CAACP,EAAKc,0BAIvB,CACEC,MAAQ,MACRwB,aAAc,EACdvB,IAAM,OACNL,UAAW,EACX4C,YAAa,EACbrD,SAAWuD,EACXnD,QAAU,UACVC,SAAW,CACT,CACEQ,MAAQf,EAAKsD,oBAAsB,UACnCpD,SAAWuD,uBACX9C,UAAW,GAEbX,EAAKY,oBAGT,CAEEC,cAAgB,YAChBF,UAAY,GAEd,CAEED,UAAY,WACZK,MAAQ,2DACRwB,aAAc,EACdvB,IAAM,QACNd,SAAWuD,EACXF,YAAa,EACbhD,SAAW,CACT,CACEQ,MAAQf,EAAKsD,oBAAsB,UACnCf,aAAc,EACd5B,UAAW,EACXJ,SAAW,CAACP,EAAKc,wBAEnB,CACEJ,UAAY,SACZK,MAAQ,KAAMC,IAAM,KACpBL,UAAW,EACXT,SAAWuD,EACXlD,SAAW,CACTP,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cACL5B,EAAK+B,uBAGT/B,EAAK8B,oBACL9B,EAAK+B,uBAGT/B,EAAK4B,cACL,CAEElB,UAAY,OACZK,MAAQ,kB,gCCzIhBhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmHlBjH,EAAQiH,QAlHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,UACT,WAAc,WAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,UACT,eAAkB,aAEpB,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCrHlBhH,EAAOD,QAgBP,SAASsF,GAMP,IAuCEk0D,EAAa,2FAgBXC,EAAqB,yGAcrBC,EAAiB,CACnB1zD,UAAW,SACTK,MAAO,MAAQmzD,EAAa,uBAC5BvzD,UAAW,GAOX0zD,EAAe,CACjB3zD,UAAW,SACXK,MAAO,8fAEHmzD,EAFG,gBAIPvzD,UAAW,GAQT2zD,EAAmB,CACrB5zD,UAAW,SACXK,MAAO,KAAQozD,EAAqB,MAAOnzD,IAAK,IAChDV,QAAS,KAkBPi0D,EAAgB,CAClB7zD,UAAW,SACXK,MAAO,IACPR,SAAU,CAbY,CACtBQ,MAAOozD,EACPxzD,UAAW,IAYXK,IAAK,WAuFHwzD,EAAyBx0D,EAAKiB,QAChC,SACA,SACA,CACEV,SAAU,CAAC,QACXI,UAAW,KAIf,MAAO,CACLqB,QAAShC,EAAKsD,oBACdpD,SAxNe,CACfE,QACE,6mBAQFC,SACE,2KAGFF,QACE,mBA0MFI,SAAU,CACRP,EAAK8B,oBACH9B,EAAK+B,qBACLyyD,EAvEkB,CACtB9zD,UAAW,SACXK,MAAO,iCACPJ,UAAW,IAsEP4zD,EAhGgC,CACpC7zD,UAAW,SACXK,MAAO,QACPC,IAAK,UACLL,UAAW,GAQyB,CACpCD,UAAW,SACXK,MAAO,IACPC,IAAK,WAmBmB,CACxBN,UAAW,SACXK,MAAO,QACPC,IAAK,QA+DDqzD,EACAD,EACAE,EAzDgB,CACpB5zD,UAAW,OACXK,MAAO,MACPC,IAAK,IACLL,UAAW,GAQuB,CAClCD,UAAW,OACXK,MAAO,UACPC,IAAK,IACLL,UAAW,GAQU,CACrBD,UAAW,UACXK,MAAO,+B,iBC3NXpG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,KAAM,OAChBrB,kBAAkB,EAClBC,SAAU,4/cACNK,SAAU,CACZ,CACEG,UAAW,SACXK,MAAO,mBAET,CACEL,UAAW,WACXK,MAAO,yBAET,CACEL,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,kBACR,CAACA,MAAO,iBAIZ,CACEL,UAAW,WACXW,SAAU,CACR,CACEN,MAAO,u5CAKbf,EAAKiB,QAAQ,iBAAiB,GAC9BjB,EAAK8B,oBACL9B,EAAK+B,yB,iPC9BJ,SAAS0yD,EAAkBC,GAChC,IAAIC,EAAejpD,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GACnFkpD,EAAalpD,UAAU5R,OAAS,EAAI4R,UAAU,QAAK3N,EACvD,OAAO22D,EAAW7zC,QAAO,SAAUg0C,EAAan0D,GAC9C,OAAOomC,IAAc,GAAI+tB,EAAaD,EAAWl0D,MAChDi0D,GAEE,SAASG,EAAsBJ,GACpC,OAAOA,EAAWhlD,KAAK,KAgBV,SAAS1T,EAAcwlB,GACpC,IAAIrU,EAAOqU,EAAKrU,KACZynD,EAAapzC,EAAKozC,WAClBG,EAAavzC,EAAKnH,MAClBA,OAAuB,IAAf06C,EAAwB,GAAKA,EACrCC,EAAkBxzC,EAAKwzC,gBACvB51D,EAAMoiB,EAAKpiB,IACXs5C,EAAavrC,EAAKurC,WAElBuc,EAAU9nD,EAAKwkB,QAGnB,GAAa,SAJFxkB,EAAKlR,KAKd,OAHUkR,EAAKrO,MAIV,GAAIm2D,EAAS,CAClB,IAAIC,EA7BD,SAAwBN,EAAYI,GACzC,IAAIG,EAAgB,EACpB,OAAO,SAAUz2C,GAEf,OADAy2C,GAAiB,EACVz2C,EAAS1O,KAAI,SAAU3B,EAAOzU,GACnC,OAAOoC,EAAc,CACnBmR,KAAMkB,EACNumD,WAAYA,EACZI,gBAAiBA,EACjB51D,IAAK,gBAAgB6F,OAAOkwD,EAAe,KAAKlwD,OAAOrL,SAoBrCw7D,CAAeR,EAAYI,GAC7CK,EAA0BL,GAAmBtc,EAAWh4C,WAAag4C,EAAWh4C,UAAU2P,QAAO,SAAU3P,GAC7G,OAAQk0D,EAAWl0D,MAEjBA,EAAY20D,GAA2BA,EAAwBv7D,OAASu7D,OAA0Bt3D,EAClGugB,EAAQ02C,EAAkBluB,IAAc,GAAI4R,EAAY,CAC1Dh4C,UAAWA,GAAao0D,EAAsBp0D,IAC7C,CACD2Z,MAAOo6C,EAAkB/b,EAAWh4C,UAAW,EAAc,GAAIg4C,EAAWr+B,MAAOA,GAAQu6C,KACxF9tB,IAAc,GAAI4R,EAAY,CACjCh4C,UAAWo0D,EAAsBpc,EAAWh4C,aAE1Cge,EAAWw2C,EAAgB/nD,EAAKuR,UACpC,OAAOwF,IAAMloB,cAAci5D,EAAS/6C,IAAS,CAC3C9a,IAAKA,GACJkf,GAAQI,I,+MChCf,SAAS42C,EAAYppB,GACnB,IAAIqpB,EAAarpB,EAAMqpB,WACnBC,EAAYtpB,EAAMspB,UAClBC,EAAuBvpB,EAAMwpB,eAC7BA,OAA0C,IAAzBD,EAAkC,GAAKA,EACxDE,EAAczpB,EAAMypB,YACpBC,EAAqB1pB,EAAM0pB,mBAK/B,OAJAF,EAAer7C,MAAQq7C,EAAer7C,OAAS,CAC7Cw7C,MAAO,OACPC,aAAc,QAET5xC,IAAMloB,cAAc,OAAQke,IAAS,GAAIw7C,EAAgB,CAC9Dr7C,MAAO,EAAc,GAAIm7C,EAAWE,EAAer7C,SA3BvD,SAAwBmH,GACtB,IACIo0C,EAAqBp0C,EAAKo0C,mBAC1BG,EAAmBv0C,EAAKm0C,YACxBA,OAAmC,IAArBI,EAA8B,GAAKA,EACrD,OAJYv0C,EAAKkuC,MAIJ1/C,KAAI,SAAUkqC,EAAGtgD,GAC5B,IAAIywB,EAASzwB,EAAIg8D,EACbld,EAAoC,mBAAhBid,EAA6BA,EAAYtrC,GAAUsrC,EAC3E,OAAOzxC,IAAMloB,cAAc,OAAQke,IAAS,CAC1C9a,IAAK,QAAQ6F,OAAOrL,GACpB8G,UAAW,wCACVg4C,GAAa,GAAGzzC,OAAOolB,EAAQ,UAiBhC2rC,CAAe,CACjBtG,MAAO6F,EAAW/uD,QAAQ,MAAO,IAAI4I,MAAM,MAC3CumD,YAAaA,EACbC,mBAAoBA,KAIxB,SAASK,EAAkBC,GACzB,IAAIx3C,EAAWw3C,EAAMx3C,SAEjBy3C,EAAYD,EAAMC,UAClBC,EAAkBF,EAAMx1D,UACxBA,OAAgC,IAApB01D,EAA6B,GAAKA,EAC9C1d,GAAmC,mBAAdyd,EAA2BA,EAJnCD,EAAMG,YAIqDF,IAAc,GAE1F,OADAzd,EAAWh4C,UAAYg4C,EAAWh4C,UAAYA,EAAUuE,OAAOyzC,EAAWh4C,WAAaA,EAChF,CACLzE,KAAM,UACN01B,QAAS,OACT+mB,WAAYA,EACZh6B,SAAUA,GAyBd,SAAS43C,EAAgBC,EAAUJ,GAmEjC,IAlEA,IAAIK,EAtBN,SAASC,EAAgBD,GAIvB,IAHA,IAAI91D,EAAYgL,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAChFgrD,EAAUhrD,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAEzE9R,EAAI,EAAGA,EAAI48D,EAAK18D,OAAQF,IAAK,CACpC,IAAIuT,EAAOqpD,EAAK58D,GAEhB,GAAkB,SAAduT,EAAKlR,KACPy6D,EAAQt8D,KAAK67D,EAAkB,CAC7Bv3C,SAAU,CAACvR,GACXzM,UAAWA,UAER,GAAIyM,EAAKuR,SAAU,CACxB,IAAIg2C,EAAah0D,EAAUuE,OAAOkI,EAAKurC,WAAWh4C,WAClDg2D,EAAUA,EAAQzxD,OAAOwxD,EAAgBtpD,EAAKuR,SAAUg2C,KAI5D,OAAOgC,EAIID,CAAgBF,EAASz3D,OAChC43D,EAAU,GACVC,GAAsB,EACtBjpD,EAAQ,EAERkpD,EAAQ,WACV,IAAIzpD,EAAOqpD,EAAK9oD,GACZ5O,EAAQqO,EAAKuR,SAAS,GAAG5f,MAG7B,GAF2BA,EApFlB+H,MAAMgwD,GAsFD,CACZ,IAAIC,EAAah4D,EAAMsQ,MAAM,MAC7B0nD,EAAWpvD,SAAQ,SAAU6L,EAAM3Z,GACjC,IAAIy8D,EAAaK,EAAQ58D,OAAS,EAC9Bi9D,EAAW,CACb96D,KAAM,OACN6C,MAAO,GAAGmG,OAAOsO,EAAM,OAGzB,GAAU,IAAN3Z,EAAS,CACX,IAAIo9D,EAAYR,EAAK12D,MAAM62D,EAAqB,EAAGjpD,GAAOzI,OAAOgxD,EAAkB,CACjFv3C,SAAU,CAACq4C,GACXr2D,UAAWyM,EAAKurC,WAAWh4C,aAG7Bg2D,EAAQt8D,KAAK67D,EAAkB,CAC7Bv3C,SAAUs4C,EACVX,WAAYA,EACZF,UAAWA,UAER,GAAIv8D,IAAMk9D,EAAWh9D,OAAS,EAAG,CAGtC,GAFkB08D,EAAK9oD,EAAQ,IAAM8oD,EAAK9oD,EAAQ,GAAGgR,UAAY83C,EAAK9oD,EAAQ,GAAGgR,SAAS,GAEzE,CACf,IAIIu4C,EAAUhB,EAAkB,CAC9Bv3C,SAAU,CALiB,CAC3BziB,KAAM,OACN6C,MAAO,GAAGmG,OAAOsO,KAIjB7S,UAAWyM,EAAKurC,WAAWh4C,YAE7B81D,EAAKhhD,OAAO9H,EAAQ,EAAG,EAAGupD,QAE1BP,EAAQt8D,KAAK67D,EAAkB,CAC7Bv3C,SAAU,CAACq4C,GACXV,WAAYA,EACZF,UAAWA,EACXz1D,UAAWyM,EAAKurC,WAAWh4C,kBAI/Bg2D,EAAQt8D,KAAK67D,EAAkB,CAC7Bv3C,SAAU,CAACq4C,GACXV,WAAYA,EACZF,UAAWA,EACXz1D,UAAWyM,EAAKurC,WAAWh4C,gBAIjCi2D,EAAqBjpD,EAGvBA,KAGKA,EAAQ8oD,EAAK18D,QAClB88D,IAGF,GAAID,IAAuBH,EAAK18D,OAAS,EAAG,CAC1C,IAAI4kB,EAAW83C,EAAK12D,MAAM62D,EAAqB,EAAGH,EAAK18D,QAEnD4kB,GAAYA,EAAS5kB,QACvB48D,EAAQt8D,KAAK67D,EAAkB,CAC7Bv3C,SAAUA,EACV23C,WAAYK,EAAQ58D,OAAS,EAC7Bq8D,UAAWA,KAKjB,OAAOO,EAGT,SAASQ,EAAgBC,GACvB,IACIvC,EAAauC,EAAMvC,WACnBI,EAAkBmC,EAAMnC,gBAC5B,OAHWmC,EAAM/xB,KAGLp1B,KAAI,SAAU7C,EAAMvT,GAC9B,OAAOoC,EAAc,CACnBmR,KAAMA,EACNynD,WAAYA,EACZI,gBAAiBA,EACjB51D,IAAK,gBAAgB6F,OAAOrL,Q,IAuCTw9D,EAAqBC,E,2EApN1CR,EAAe,M,YCAfS,GDoNqBF,E,OCpNGG,EDoNkBF,EExN/B,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,WAAc,QAEhB,iBAAkB,CAChB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,SF2GT,SAA2BG,GAChC,IAAI5pD,EAAW4pD,EAAM5pD,SACjB8Q,EAAW84C,EAAM94C,SACjB+4C,EAAcD,EAAMn9C,MACpBA,OAAwB,IAAhBo9C,EAAyBJ,EAAeI,EAChDC,EAAoBF,EAAMG,YAC1BA,OAAoC,IAAtBD,EAA+B,GAAKA,EAClDE,EAAqBJ,EAAMK,aAC3BA,OAAsC,IAAvBD,EAAgC,CACjDv9C,MAAOA,EAAM,6BACXu9C,EACAE,EAAwBN,EAAMxC,gBAC9BA,OAA4C,IAA1B8C,GAA0CA,EAC5DC,EAAwBP,EAAMQ,gBAC9BA,OAA4C,IAA1BD,GAA2CA,EAC7DE,EAAwBT,EAAM5B,mBAC9BA,OAA+C,IAA1BqC,EAAmC,EAAIA,EAC5DC,EAA2BV,EAAMU,yBACjCC,EAAkBX,EAAMW,gBACxBC,EAAYZ,EAAMY,UAClBC,EAAkBb,EAAMrB,UACxBA,OAAgC,IAApBkC,EAA6B,GAAKA,EAC9CC,EAAWd,EAAMc,SACjBC,EAAef,EAAMgB,OACrBA,OAA0B,IAAjBD,EAA0B,MAAQA,EAC3CE,EAAgBjB,EAAMkB,QACtBA,OAA4B,IAAlBD,EAA2B,OAASA,EAC9CE,EAAanB,EAAM96D,KACnBA,OAAsB,IAAfi8D,EAAwBltD,MAAMwU,QAAQvB,GAAYA,EAAS,GAAKA,EAAWi6C,EAClFC,EAAepB,EAAMoB,aACrB5lB,EAAOtzB,IAAyB83C,EAAO,CAAC,WAAY,WAAY,QAAS,cAAe,eAAgB,kBAAmB,kBAAmB,qBAAsB,2BAA4B,kBAAmB,YAAa,YAAa,WAAY,SAAU,UAAW,OAAQ,iBAE1RoB,EAAeA,GAAgBxB,EAC/B,IAAIyB,EAAcb,EAAkB9zC,IAAMloB,cAAcs5D,EAAa,CACnEI,eAAgBwC,EAChB1C,UAAWqC,EAAax9C,OAAS,GACjCs7C,YAAawC,EACbvC,mBAAoBA,EACpBL,WAAY74D,IACT,KAIDo8D,EAA6B,EAAc,GAAI9lB,EAApCgiB,EAA0C,CACvD36C,MAAO,EAAc,GAJDA,EAAMra,MAAQqa,EAAM,4BAA8B,CACtE0+C,gBAAiB,QAGyBpB,IACf,CAC3Bj3D,UAAW,SAGb,IAAKk4D,EACH,OAAO10C,IAAMloB,cAAcw8D,EAAQM,EAAUD,EAAa30C,IAAMloB,cAAc08D,EAASb,EAAcn7D,IAQvG07D,KAAYE,QAA0Bv6D,IAAdq6D,IAAiCA,EACzDE,EAAWA,GAAYpB,EACvB,IAAI8B,EAAmB,CAAC,CACtB/8D,KAAM,OACN6C,MAAOpC,IAEL65D,EAnGR,SAAqB0C,GACnB,IAAIL,EAAeK,EAAML,aACrBhrD,EAAWqrD,EAAMrrD,SACjBlR,EAAOu8D,EAAMv8D,KACbs8D,EAAmBC,EAAMD,iBAE7B,GAAIJ,EAAazlD,YAAa,CAC5B,IAAI+lD,EAActrD,GAAYgrD,EAAazlD,YAAYvF,GAEvD,MAAiB,SAAbA,EACK,CACL9O,MAAOk6D,EACPprD,SAAU,QAEHsrD,EACFN,EAAa7nD,UAAUnD,EAAUlR,GAEjCk8D,EAAazmD,cAAczV,GAItC,IACE,OAAOkR,GAAyB,SAAbA,EAAsB,CACvC9O,MAAO85D,EAAa7nD,UAAUrU,EAAMkR,IAClC,CACF9O,MAAOk6D,GAET,MAAOj+D,GACP,MAAO,CACL+D,MAAOk6D,IAsEMG,CAAY,CACzBP,aAAcA,EACdhrD,SAAUA,EACVlR,KAAMA,EACNs8D,iBAAkBA,IAGM,OAAtBzC,EAAS3oD,WACX2oD,EAASz3D,MAAQk6D,GAGnB,IAAIxC,EAAO4B,EAAY9B,EAAgBC,EAAUJ,GAAaI,EAASz3D,MACvE,OAAOolB,IAAMloB,cAAcw8D,EAAQM,EAAUD,EAAa30C,IAAMloB,cAAc08D,EAASb,EAAcS,EAAS,CAC5GlzB,KAAMoxB,EACN5B,WAAYv6C,EACZ26C,gBAAiBA,QCnSvBsC,EAAY8B,mBELG,CAAC,KAAM,OAAQ,YAAa,eAAgB,MAAO,cAAe,SAAU,cAAe,SAAU,UAAW,SAAU,WAAY,UAAW,aAAc,SAAU,SAAU,MAAO,SAAU,OAAQ,QAAS,MAAO,YAAa,MAAO,YAAa,SAAU,QAAS,eAAgB,UAAW,QAAS,eAAgB,MAAO,MAAO,MAAO,QAAS,UAAW,KAAM,MAAO,MAAO,IAAK,OAAQ,SAAU,OAAQ,SAAU,MAAO,aAAc,MAAO,WAAY,MAAO,OAAQ,OAAQ,SAAU,MAAO,MAAO,cAAe,SAAU,QAAS,MAAO,OAAQ,UAAW,SAAU,OAAQ,QAAS,QAAS,UAAW,OAAQ,MAAO,KAAM,OAAQ,SAAU,SAAU,OAAQ,aAAc,UAAW,OAAQ,MAAO,WAAY,OAAQ,KAAM,UAAW,MAAO,SAAU,OAAQ,OAAQ,aAAc,YAAa,OAAQ,aAAc,QAAS,SAAU,QAAS,OAAQ,OAAQ,OAAQ,OAAQ,iBAAkB,aAAc,OAAQ,MAAO,MAAO,WAAY,WAAY,cAAe,SAAU,SAAU,MAAO,UAAW,UAAW,QAAS,cAAe,SAAU,aAAc,OAAQ,QAAS,SAAU,MAAO,OAAQ,aAAc,QAAS,WAAY,UAAW,UAAW,OAAQ,KAAM,QAAS,MAAO,YAAa,OAAQ,aAAc,aAAc,UAAW,SAAU,aAAc,WAAY,SAAU,YAAa,SAAU,IAAK,MAAO,IAAK,WAAY,MAAO,WAAY,WAAY,MAAO,OAAQ,gBAAiB,OAAQ,MAAO,QAAS,SAAU,SAAU,OAAQ,QAAS,QAAS,YAAa,MAAO,MAAO,MAAO,OAAQ,QAAS,SAAU,SAAU,UAAW,QAAS,eAAgB,MAAO,MAAO,MAAO,SAAU,KAAM,OAAQ,aAAc,OAAQ,QAAS,gBAAiB,WAAY,UAAW,OAAQ,MAAO,SAAU,KAAM,MAAO,SAAU,OAAQ,UFMzvD9B,O,mBGNf38D,EAAOD,QAAU,SAASsF,GAExB,IAAIsD,EAAsB,0CA2+FtBqG,EAAU,CACZjJ,UAAW,SACXK,MAAOf,EAAK4W,UACZjW,UAAW,GAIT+I,EAAU,CACZhJ,UAAW,SACXW,SAAU,CAAC,CAAEN,MAAO,IAAKC,IAAK,KAAO,CAAED,MAAO,IAAKC,IAAK,OAItDq4D,EAAU,CACZ34D,UAAW,SACXK,MAAO,4DACPJ,UAAW,GAsBTq1C,EAAW,CACb30C,SAAU,CAnBiB,CAC3BX,UAAW,UACXK,MAAO,KACPC,IAAK,IACLL,UAAW,EACXJ,SAAU,CAACP,EAAK8W,mBAAoBuiD,IAIR,CAC5B34D,UAAW,UACXK,MAAO,OACPC,IAAK,OACLL,UAAW,EACXJ,SAAU,CAACP,EAAK8W,mBAAoBuiD,MASlC51D,EAAW,CACbrD,QAhhGA,6KAihGAC,SAtDYi5D,gwwDAuDZl/C,MAhWA,mfAiWAja,QAlDY,wBAsDVo5D,EAAU,CACZx4D,MAAO,UAAYf,EAAKsD,oBACxBpD,SAAUuD,EACV9C,UAAW,GAIT6a,EAAQ,CACV9a,UAAW,OACXK,MAAO,YA9TP,qrHA8TgC+U,OAAOtP,QAAQ,MAAO,KAAO,IAC7DxF,IAAK,WACLuC,YAAY,GAIViG,EAAY,CACd9I,UAAW,WACXsB,QAASsB,EACTpD,SAAUuD,EACV1C,MAAOuC,EACP3C,UAAW,EACXJ,SAAU,CAACib,EAAO+9C,IA8BpB,MAAO,CACLj4D,QAAS,CAAC,QACVrB,kBAAkB,EAClB+B,QAASsB,EACTpD,SAAUuD,EACVnD,QAAS,0BACTC,SAAU,CAjBI,CACdG,UAAW,WACXK,MAjBmBy4D,4CAkBnBx4D,IAAK,OACLuB,aAAa,EACbP,QAASsB,EACTpD,SAAUuD,EACVnD,QAAS,yBACTC,SAAU,CArBK,CACfG,UAAW,QACXsB,QAASsB,EACTpD,SAAU,CACRG,SAvzBF,k+KAyzBAU,MARmBy4D,4CASnBx4D,IAAK,MACLuB,aAAa,EACbgB,YAAY,GAYWg2D,EAAS/vD,EAAWE,EAASC,EAASqsC,IAW3Dx6B,EACA+9C,EACA/vD,EACAE,EACAC,EACAqsC,M,iBChmGNr7C,EAAOD,QAAU,SAASsF,GACxB,IACIy5D,EAAO,CACT/4D,UAAW,SACXK,MAAO,WAELwc,EAAS,CACX7c,UAAW,SACXK,MAAO,IAAMf,EAAKsD,qBAEpB,MAAO,CACLhC,QAAS,CAAC,MACVpB,SAAU,wCACVK,SAAU,CACRP,EAAKiB,QAAQ,IAAK,KAClBjB,EAAKS,iBACL,CACEC,UAAW,OACXK,MAAO,wBACPJ,UAAW,GAEb,CACEI,MAAO24D,sBACP/4D,UAAW,GAEbX,EAAK4B,cACL2b,EACAk8C,EACA,CAIE14D,MAAO,4DACPwB,aAAa,EAAMvB,IAAK,KACxBV,QAAS,KACTC,SAAU,CAAC,CAACQ,MAAO,kCAErB,CACEA,MAAO,SAAUC,IAAK,MACtBT,SAAU,CACRP,EAAKS,iBACLg5D,EACAz5D,EAAK4B,cACL2b,Q,iBC3CV5iB,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClBK,QAAS,KAET0B,QAAS,4BACT9B,SAAU,CACNE,QACE,w8BAaNG,SAAU,CACRP,EAAKY,kBACLZ,EAAKiB,QAAQ,MAAO,IAAK,CAACN,UAAW,KACrCX,EAAKiB,QAAQ,IAAM,IAAK,CAACN,UAAW,IACpC,CAEED,UAAW,SACXK,MAAO,WACPJ,UAAW,IAEb,CAEED,UAAW,SACXK,MAAO,8BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,2BAET,CAEEL,UAAW,SACXK,MAAO,yB,iBC7CfpG,EAAOD,QAAU,SAASsF,GAsDxB,MAAO,CACLE,SAtDa,CACbE,QACE,iTAKF8B,KACE,0BACF/B,QACE,mBA6CFI,SAAU,CAvBI,CACdG,UAAW,OACXK,MAAO,mBACPJ,UAAW,GAtBkB,CAC7BD,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBL,UAAW,IAGW,CACtBD,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAGW,CAC3BnB,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,GASK,CAChBI,MAAOf,EAAKiC,SAAW,IAAMtB,UAAW,GAsBtCX,EAAK4B,cACL5B,EAAK8B,oBACL9B,EAAK+B,yB,iBChEXpH,EAAOD,QAAU,SAASsF,GACxB,IAAIiB,EAAU,CACZI,SAAU,CACRrB,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKiB,QACH,KACA,KACA,CACEV,SAAU,CAAC,YAMfo5D,EAAS,CACXj5D,UAAW,OACXK,MAAO,MAAOC,IAAK,OAGjB4I,EAAe,CACjBlJ,UAAW,OACXK,MAAO,KAAMC,IAAK,KAGhBy1C,EAAc,CAChB/1C,UAAW,OACXK,MAAO,kBACPJ,UAAW,GAGTqZ,EAAO,CACTjZ,MAAO,MAAOC,IAAK,MACnBV,QAAS,IACTC,SAAU,CACRo5D,EACA/vD,EACA,CAAClJ,UAAW,OAAQK,MAAO,0CAC3Bf,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,kBACtCE,IASJ,MAAO,CACLK,QAAS,CAAC,MACVpB,SACE,wOAIFK,SAAU,CAIR,CACEM,cAAe,SAAUG,IAAK,QAC9Bd,SAAU,eACVK,SAAU,CAACyZ,EAAM/Y,GACjBX,QAAS,YAEX,CACES,MAAO,eAAgBC,IAAK,IAC5Bd,SAAU,6BACVK,SAAU,CAACyZ,EAAM/Y,GACjBX,QAAS,YAGX,CACEI,UAAW,QACXK,MAAO,8BAA+BC,IAAK,QAC3Cd,SAAU,8BACVK,SAAU,CAACk2C,EAAaz8B,EAAM/Y,IAEhC,CACEP,UAAW,QACXK,MAAO,0BAA2BC,IAAK,IACvCd,SAAU,oCACVK,SAAU,CAACo5D,EAAQljB,EAAaz8B,EAvCzB,CACXjZ,MAAO,IAAKC,IAAK,IACjBT,SAAUyZ,EAAKzZ,UAqCmCU,IAEhD,CACEJ,cAAe,UAAWG,IAAK,IAC/BT,SAAU,CAACk2C,EAAaz8B,EAAM/Y,IAEhC,CACEJ,cAAe,sBAAuBG,IAAK,IAC3CT,SAAU,CAACP,EAAK4B,cAAeX,IAEjC,CACEF,MAAO,gBAAiBC,IAAK,IAC7Bd,SAAU,uEAEVK,SAAU,CAACk2C,EAAaz2C,EAAKY,kBAAmBK,IAElD,CACEP,UAAW,OACXK,MAAO,kCAAoCC,IAAK,KAKlD24D,EACA/vD,EAKA5J,EAAKY,kBACLZ,EAAK4B,cACL60C,EACAz2C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,mBAEtCE,EAEA,CAACF,MAAO,a,iBCrHdpG,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EACF,26BAWEqB,EAAgB,CAClB9E,EAAK8B,oBACL9B,EAAKiB,QAAQ,KAAM,KAAM,CAACN,UAAW,IACrCX,EAAKiB,QAAQ,OAAQ,OAAQ,CAACN,UAAW,MAEvCi5D,EAAY,CACdl5D,UAAW,OACXW,SAAU,CACR,CAACN,MAAO,OAAQC,IAAK,MACrB,CAACD,MAAO,SAAUC,IAAK,UAGvBiC,EAAS,CACXvC,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAAC,CAACQ,MAAO,QAEjBgE,EAAc,CAChBrE,UAAW,SAAUK,MAAO,WAE1BsmB,EAAQ,CACVtmB,MAAOf,EAAKiC,SAAW,wBAAyBM,aAAa,EAC7DhC,SAAU,CACRP,EAAKwC,aAGL4kB,EAAW,CACb1mB,UAAW,WACXG,cAAe,4CAA6CG,IAAK,OACjEd,SAAU,qDACVK,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVlD,SAAU,CAAC0C,EAAQ8B,EAAa60D,GAAW30D,OAAOH,IAEpD80D,GACA30D,OAAOH,IAEX,MAAO,CACLxD,QAAS,CAAC,MAAO,MAAO,MAAO,SAAU,aAAc,UAAW,MAAO,OACzErB,kBAAkB,EAClBC,SAAUuD,EACVnD,QAAS,2BACTC,SAAU,CACR0C,EAAQ8B,EACR/E,EAAKyC,YACL4kB,EACAD,EACAwyC,GACA30D,OAAOH,M,iBCjEbnK,EAAOD,QAAU,SAASsF,GACxB,IAAIyZ,EAAU,CACZ/Y,UAAW,UACXK,MAAO,WACPJ,UAAW,GAEb,MAAO,CACLW,QAAS,CAAC,MACVf,SAAU,CACRP,EAAKiB,QACH,6BACA,4BACA,CACES,WAAW,EACXf,UAAW,IAGf,CACED,UAAW,QACXK,MAAO,WACPJ,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,SACPJ,UAAW,GAEb,CAEEI,MAAO,YAAawB,aAAa,EACjChC,SAAU,CAACkZ,IAEbA,M,iBChCN9e,EAAOD,QAAU,SAASsF,GACxB,IA6BIiB,EAAUjB,EAAKiB,QAAQ,IAAK,KAO5B44D,EAAO75D,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACE,UAAW,IACvDsC,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACD,UAAW,IAM9DsC,EAAO1C,SAASnG,KALC,CACfsG,UAAW,QACXK,MAAO,wEACPJ,UAAW,IAuBb,MAAO,CACLW,QAAS,CAAC,IAAK,OACfpB,SAlEa,CACbE,QACE,odAOF8B,KAEE,grBAaF7B,SACE,qIA0CFE,SAAU,CAtBM,CAChBG,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,OACR,CAACA,MAAO,KAAMJ,UAAW,GACzB,CAACI,MAAO,KAAMJ,UAAW,GACzB,CAACI,MAAO,SACR,CAACA,MAAO,WAIgB,CAC1BL,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,eACR,CAACA,MAAO,IAAKJ,UAAW,KAUxBM,EACAjB,EAAK+B,qBAxCK,CACZrB,UAAW,SACXK,MAAO,4BAwCLf,EAAKyC,YACLo3D,EACA52D,EACA,CAAClC,MAAO,U,iBC7EdpG,EAAOD,QAAU,SAASsF,GACxB,IAAIsvD,EAAS,CACXvuD,MAAO,gBACPb,SAAU,CACRpC,KACE,4kBASJyC,SAAU,CACRP,EAAKY,kBACLZ,EAAKS,mBAIT,MAAO,CACLa,QAAS,CAAC,SACVrB,kBAAkB,EAClBsB,YAAa,MACbhB,SAAU,CACRP,EAAKiB,QAAQ,qBAAsB,yBACnCjB,EAAKiB,QAAQ,MAAO,MACpB,CACEP,UAAW,eACXK,MAAO,MAAOC,IAAK,KACnBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,MACPb,SAAU,CACRpC,KACE,imBAUJ2D,OAAQ,CACNN,gBAAgB,EAChBjB,SAAU,WACVK,SAAU,CAAC+uD,GACX3uD,UAAW,MAKnB,CACED,UAAW,oBACXK,MAAO,OAAQC,IAAK,KACpBT,SAAU,CAAC+uD,Q,gCCxDnBv1D,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCzGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIoJ,EAAM,CACR1I,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,sBACR,CAACA,MAAO,gBAGRod,EAAe,CACjBzd,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACLuH,EACA,CACE1I,UAAW,WACXK,MAAO,OAAQC,IAAK,KACpBT,SAAU,CAACP,EAAK6B,qBActB,MAAO,CACLP,QAAS,CAAC,KAAM,OAChBU,QAAS,kBACT9B,SAAU,CACRE,QACE,+DACFD,QACE,aACFE,SAGE,4uBAcF65C,EACE,qCAEJ35C,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,kBACPJ,UAAW,IAEb,CACED,UAAW,WACXK,MAAO,4BACPwB,aAAa,EACbhC,SAAU,CAACP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,gBACjDJ,UAAW,GAEbX,EAAK0C,kBACLyb,EApDgB,CAClBzd,UAAW,GACXK,MAAO,OAGS,CAChBL,UAAW,SACXK,MAAO,IAAKC,IAAK,KAgDfoI,M,iBC5ENzO,EAAOD,QAAU,SAASsF,GACxB,IAAI85D,EAAmB,8lCAQnBC,EAAiB/5D,EAAKiB,QACxB,IACA,IACA,CACEN,UAAW,IAGXq5D,EAAgBh6D,EAAKiB,QACvB,SACA,SACA,CACEN,UAAW,KAGXsC,EAAS,CACXvC,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAAC,CAACQ,MAAO,QAEjBgE,EAAc,CAChBrE,UAAW,SAAUK,MAAO,YAE1BqmB,EAAW,CACb1mB,UAAW,WACXG,cAAe,mDAAoDG,IAAK,OACxEd,SAAU,+DACVK,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBd,SAAU45D,EACVv5D,SAAU,CAAC0C,EAAQ8B,IAErBg1D,EAAeC,IAGnB,MAAO,CACL/5D,kBAAkB,EAClB+B,QAAS,SACT9B,SAAU45D,EACVx5D,QAAS,kCACTC,SAAU,CACRw5D,EAAeC,EAAeh6D,EAAK8B,oBACnCmB,EAAQ8B,EACR/E,EAAKyC,YACL2kB,EACA,CACE1mB,UAAW,QACXK,MAAO,eAAgBC,IAAK,OAC5Bd,SAAU45D,EACVv5D,SAAU,CACR0C,EAAQ8B,EACRg1D,EAAeC,EAAeh6D,EAAK8B,oBACnCslB,Q,iBC/DVzsB,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QAEE,+NAIFD,QAEE,0CAGFE,SACE,2DAEA6a,EAAc,2BACdnY,EAAQ,CACVrC,UAAW,QACXK,MAAO,MAAOC,IAAK,IACnBd,SAAUuD,GAER4X,EAAc,CAChBrb,EAAKgX,mBACLhX,EAAKQ,QAAQR,EAAK4B,cAAe,CAACH,OAAQ,CAACT,IAAK,WAAYL,UAAW,KACvE,CACED,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAK6B,iBAAkBkB,IAEpC,CACEhC,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,iBAAkBkB,MAIxC,CACErC,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACwC,EAAO/C,EAAK0C,oBAEzB,CACE3B,MAAO,WACPJ,UAAW,GAEb,CAGEI,MAAO,0CAIb,CACEA,MAAO,IAAMma,GAEf,CACE3Z,YAAa,aACb6D,cAAc,EAAM7B,YAAY,EAChClC,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,OAErB,CACED,MAAO,IAAKC,IAAK,QAKzB+B,EAAMxC,SAAW8a,EAEjB,IAAIF,EAAQnb,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOma,IAE9CrW,EAAS,CACXnE,UAAW,SACXK,MAAO,YAAawB,aAAa,EAGjChC,SAAU,CAAC,CACTQ,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVlD,SAAU,CAAC,QAAQ0E,OAAOoW,MAI9B,MAAO,CACL/Z,QAAS,CAAC,SAAU,OAAQ,QAC5BpB,SAAUuD,EACVnD,QAAS,OACTC,SAAU8a,EAAYpW,OAAO,CAC3BjF,EAAKiB,QAAQ,MAAO,OACpBjB,EAAK0C,kBACL,CACEhC,UAAW,WACXK,MAAO,QAAUma,EAAV,mCAAiDla,IAAK,QAC7DuB,aAAa,EACbhC,SAAU,CAAC4a,EAAOtW,IAEpB,CAEE9D,MAAO,aACPJ,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,WACXK,MAjCM,0BAiCYC,IAAK,QACvBuB,aAAa,EACbhC,SAAU,CAACsE,MAIjB,CACEnE,UAAW,QACXG,cAAe,QACfG,IAAK,IACLV,QAAS,YACTC,SAAU,CACR,CACEM,cAAe,UACfM,gBAAgB,EAChBb,QAAS,YACTC,SAAU,CAAC4a,IAEbA,IAGJ,CACEpa,MAAOma,EAAc,IAAKla,IAAK,IAC/BuB,aAAa,EAAMb,WAAW,EAC9Bf,UAAW,Q,gCC1InB5G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAwHlBjH,EAAQiH,QAvHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,kCAAmC,CACjC,MAAS,WAEX,eAAgB,CACd,UAAa,UAEf,YAAa,CACX,UAAa,SACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,a,kCCxHb5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAsGlBjH,EAAQiH,QArGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,MAAS,UACT,WAAc,OACd,QAAW,OAEb,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,QAEhB,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,UAEhB,cAAe,CACb,MAAS,UACT,WAAc,UAEhB,YAAa,CACX,MAAS,UACT,WAAc,UAEhB,eAAgB,CACd,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,yBAA0B,CACxB,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,OACT,WAAc,Y,iBCxGlBhH,EAAOD,QAAU,SAASsF,GAExB,IAgBIi6D,EAAW,CAEbl5D,MAAO,KACPC,IAAK,KACLL,UAAW,GAGTqZ,EAAO,CAETjZ,MAAO,KACPC,IAAK,MAiCH2pC,EAAQ,CA3DD,CAET5pC,MAAO,qBACPJ,UAAW,GAGH,CAERD,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,sBACR,CAACA,MAAO,mBAEVJ,UAAW,GAkDXs5D,EARY,CACZl5D,MAAO,MASPiZ,EApCiB,CAEjBtZ,UAAW,UACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK8W,qBAkChB9W,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBAjCe,CAEpBC,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAGF,CAEdnB,UAAW,SACXK,MAAO,eAGQ,CAEfL,UAAW,SACXK,MAAO,UAqBPf,EAAK4B,eAMP,OAHAq4D,EAAS15D,SAAWoqC,EACpB3wB,EAAKzZ,SAAWoqC,EAET,CACLpqC,SAAUoqC,EAAM1lC,OAAO,CACrB,CAAClE,MAAO,Y,+CCjER,SAAU+pC,EAAKl8B,EAAgC9Q,EAAco8D,GACjE,GAAMp8D,KAAQ8Q,EAAd,CAIA,IAAM+F,EAAW/F,EAAO9Q,GAClBq8D,EAAUD,EAAmBvlD,GAInC,GAAuB,mBAAZwlD,EACT,IACEA,EAAQngE,UAAYmgE,EAAQngE,WAAa,GACzCD,OAAO0lB,iBAAiB06C,EAAS,CAC/BvyD,oBAAqB,CACnBnJ,YAAY,EACZK,MAAO6V,KAGX,MAAOylD,IAMXxrD,EAAO9Q,GAAQq8D,GASX,SAAUE,EAAU96D,GACxB,OAAOxF,OAAO+N,KAAKvI,GAChByQ,KAAI,SAAA5Q,GAAO,OAAGk7D,mBAAmBl7D,GAAI,IAAIk7D,mBAAmB/6D,EAAjD,OACXmQ,KAAK,KASV,SAAS6qD,EACPz7D,GAIA,GAAI,YAAQA,GAAQ,CAClB,IAAMtB,EAAQsB,EACRtC,EAKF,CACFqB,QAASL,EAAMK,QACfC,KAAMN,EAAMM,KACZswC,MAAO5wC,EAAM4wC,OAGf,IAAK,IAAMx0C,KAAK4D,EACVzD,OAAOC,UAAUC,eAAeC,KAAKsD,EAAO5D,KAC9C4C,EAAI5C,GAAK4D,EAAM5D,IAInB,OAAO4C,EAGT,GAAI,YAAQsC,GAAQ,CAWlB,IAAM,EAAQA,EAER8P,EAEF,GAEJA,EAAO3S,KAAO,EAAMA,KAGpB,IACE2S,EAAOtS,OAAS,YAAU,EAAMA,QAC5B,YAAiB,EAAMA,QACvBvC,OAAOC,UAAUuM,SAASrM,KAAK,EAAMoC,QACzC,MAAO4L,GACP0G,EAAOtS,OAAS,YAGlB,IACEsS,EAAO4rD,cAAgB,YAAU,EAAMA,eACnC,YAAiB,EAAMA,eACvBzgE,OAAOC,UAAUuM,SAASrM,KAAK,EAAMsgE,eACzC,MAAOtyD,GACP0G,EAAO4rD,cAAgB,YAOzB,IAAK,IAAM5gE,IAJgB,oBAAhB6gE,aAA+B,YAAa37D,EAAO27D,eAC5D7rD,EAAO8rD,OAAS,EAAMA,QAGR,EACV3gE,OAAOC,UAAUC,eAAeC,KAAK,EAAON,KAC9CgV,EAAOhV,GAAK,GAIhB,OAAOgV,EAGT,OAAO9P,EAYT,SAAS67D,EAAS77D,GAChB,OAPF,SAAoBA,GAElB,QAAS87D,UAAU97D,GAAOsQ,MAAM,SAAStV,OAKlC+gE,CAAW9hD,KAAKC,UAAUla,IAI7B,SAAUg8D,EACdv7D,EAEAw7D,EAEAC,QAFA,IAAAD,MAAA,QAEA,IAAAC,MAAkB,QAElB,IAAMC,EAAaxjB,EAAUl4C,EAAQw7D,GAErC,OAAIJ,EAASM,GAAcD,EAClBF,EAAgBv7D,EAAQw7D,EAAQ,EAAGC,GAGrCC,EAuCT,SAASC,EAAkBp8D,EAAUM,GACnC,MAAY,WAARA,GAAoBN,GAA0B,iBAAVA,GAAwBA,EAAuCq8D,QAC9F,WAGG,kBAAR/7D,EACK,uBAGsB,IAAnBuG,GAAmC7G,IAAsB6G,EAC5D,WAGsB,oBAAnB/F,QAAmCd,IAAsBc,OAC5D,WAGwB,oBAArBpE,UAAqCsD,IAAsBtD,SAC9D,aAIL,YAAiBsD,GACZ,mBAGY,iBAAVA,GAAsBA,GAAUA,EAClC,aAGK,IAAVA,EACK,cAGY,mBAAVA,EACF,cAAc,YAAgBA,GAAM,IAKxB,iBAAVA,EACF,IAAI+R,OAAO/R,GAAM,IAGL,iBAAVA,EACF,YAAY+R,OAAO/R,GAAM,IAG3BA,EAYH,SAAUs8D,EAAKh8D,EAAaN,EAAYi8D,EAA2B7M,GAEvE,QAF4C,IAAA6M,MAAiBM,UAAU,IAAAnN,MAAA,IAAiB,KAE1E,IAAV6M,EACF,OA1FJ,SAAwBj8D,GACtB,IAAM7C,EAAOlC,OAAOC,UAAUuM,SAASrM,KAAK4E,GAG5C,GAAqB,iBAAVA,EACT,OAAOA,EAET,GAAa,oBAAT7C,EACF,MAAO,WAET,GAAa,mBAATA,EACF,MAAO,UAGT,IAAMwxC,EAAaytB,EAAep8D,GAClC,OAAO,YAAY2uC,GAAcA,EAAaxxC,EA2ErCq/D,CAAex8D,GAKxB,GAAIA,SAAiE,mBAAjBA,EAAMy8D,OACxD,OAAOz8D,EAAMy8D,SAKf,IAAM9tB,EAAaytB,EAAep8D,EAAOM,GACzC,GAAI,YAAYquC,GACd,OAAOA,EAIT,IAAM7+B,EAAS2rD,EAAcz7D,GAGvBgiB,EAAMrV,MAAMwU,QAAQnhB,GAAS,GAAK,GAGxC,GAAIovD,EAAKt2C,QAAQ9Y,GACf,MAAO,eAIT,IAAK,IAAM08D,KAAY5sD,EAEhB7U,OAAOC,UAAUC,eAAeC,KAAK0U,EAAQ4sD,KAIjD16C,EAA+B06C,GAAYJ,EAAKI,EAAU5sD,EAAO4sD,GAAWT,EAAQ,EAAG7M,IAO1F,OAHAA,EAAKn2C,UAAUjZ,GAGRgiB,EAgBH,SAAU22B,EAAU4D,EAAY0f,GACpC,IACE,OAAOhiD,KAAKjQ,MAAMiQ,KAAKC,UAAUqiC,GAAO,SAACj8C,EAAaN,GAAe,OAAAs8D,EAAKh8D,EAAKN,EAAV,OACrE,MAAOoJ,GACP,MAAO,wBAUL,SAAUuzD,EAA+Bt0D,EAAgBu0D,QAAA,IAAAA,MAAA,IAC7D,IAAM5zD,EAAO/N,OAAO+N,KAAKyyD,EAAcpzD,IAGvC,GAFAW,EAAKg8C,QAEAh8C,EAAKhO,OACR,MAAO,uBAGT,GAAIgO,EAAK,GAAGhO,QAAU4hE,EACpB,OAAO,YAAS5zD,EAAK,GAAI4zD,GAG3B,IAAK,IAAIC,EAAe7zD,EAAKhO,OAAQ6hE,EAAe,EAAGA,IAAgB,CACrE,IAAMV,EAAanzD,EAAKhI,MAAM,EAAG67D,GAAcjsD,KAAK,MACpD,KAAIurD,EAAWnhE,OAAS4hE,GAGxB,OAAIC,IAAiB7zD,EAAKhO,OACjBmhE,EAEF,YAASA,EAAYS,GAG9B,MAAO,GAOH,SAAUE,EAAqB76C,G,QACnC,GAAI,YAAcA,GAAM,CACtB,IAAM9S,EAAM8S,EACN86C,EAA6B,G,IACnC,IAAkB,MAAA9hE,OAAA,IAAAA,QAAO+N,KAAKmG,IAAI,8BAAE,CAA/B,IAAM7O,EAAG,aACY,IAAb6O,EAAI7O,KACby8D,EAAGz8D,GAAOw8D,EAAkB3tD,EAAI7O,M,iGAGpC,OAAOy8D,EAGT,OAAIpwD,MAAMwU,QAAQc,GACRA,EAAc/Q,IAAI4rD,GAGrB76C,E,gVCnYThnB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCvGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,SAASsF,GAExB,IAAI87D,EAAkB,CACpB97D,EAAK4B,cACL,CACElB,UAAW,SACXK,MAAO,OAASC,IAAK,OACrBT,SAAU,CAACP,EAAK6B,iBAAkB,CAACd,MAAO,SAI9C,MAAO,CACLO,QAAS,CAAC,OACVU,QAAS,QACT9B,SAAU,CACRE,QAAS,wIAETD,QACE,6CACFE,SACC,4bAOHC,QAAS,uBACTC,SAAU,CACR,CACEG,UAAW,WACXG,cAAe,WAAYG,IAAK,IAChCT,SAAU,CACRP,EAAKc,sBACL,CACEJ,UAAW,SACXK,MAAO,MAAOC,IAAK,SAIzB,CACED,MAAO,4CAAgDC,IAAK,GAC5DL,UAAW,GAEb,CACEI,MAAO,MAAOC,IAAK,eACnBL,UAAW,EACXJ,SAAUu7D,GAEZ97D,EAAKiB,QAAQ,KAAM,MACnBgE,OAAO62D,M,iBClDbnhE,EAAOD,QAAU,WACf,MAAO,CACL6F,SAAU,CACR,CACEG,UAAW,WACXK,MAAO,qBACPC,IAAI,KACJuB,aAAa,EACbgB,YAAY,EACZhD,SAAW,CACT,CACEG,UAAW,UACXK,MAAO,MAET,CACEL,UAAW,QACXK,MAAO,0BAET,CACEL,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBI,YAAY,EACZb,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IACPC,IAAK,KAEP,CACEN,UAAW,WACXK,MAAO,kC,gCC5BvBhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA8GlBjH,EAAQiH,QA7GO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,WAAc,WAEhB,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,UAAa,Y,kCChHF,SAASuY,IAetB,OAdAA,EAAWngB,OAAOogB,QAAU,SAAU7d,GACpC,IAAK,IAAI1C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAAK,CACzC,IAAIgV,EAASlD,UAAU9R,GAEvB,IAAK,IAAIwF,KAAOwP,EACV7U,OAAOC,UAAUC,eAAeC,KAAK0U,EAAQxP,KAC/C9C,EAAO8C,GAAOwP,EAAOxP,IAK3B,OAAO9C,IAGOqP,MAAMpB,KAAMmB,WCf9B,SAASqwD,EAAWC,GAClB,MAA8B,MAAvBA,EAAS96C,OAAO,GAIzB,SAAS+6C,EAAUh6B,EAAMv0B,GACvB,IAAK,IAAI9T,EAAI8T,EAAOwuD,EAAItiE,EAAI,EAAG0F,EAAI2iC,EAAKnoC,OAAQoiE,EAAI58D,EAAG1F,GAAK,EAAGsiE,GAAK,EAClEj6B,EAAKroC,GAAKqoC,EAAKi6B,GAGjBj6B,EAAKxsB,MCJP,SAAS0mD,EAAgBp1D,GACvB,MAA0B,MAAnBA,EAAKma,OAAO,GAAana,EAAO,IAAMA,EAE/C,SAASq1D,EAAkBr1D,GACzB,MAA0B,MAAnBA,EAAKma,OAAO,GAAana,EAAKyL,OAAO,GAAKzL,EAKnD,SAASs1D,EAAct1D,EAAMqa,GAC3B,OAJF,SAAqBra,EAAMqa,GACzB,OAA4D,IAArDra,EAAKsG,cAAciG,QAAQ8N,EAAO/T,iBAAuE,IAA/C,MAAMiG,QAAQvM,EAAKma,OAAOE,EAAOtnB,SAG3FwiE,CAAYv1D,EAAMqa,GAAUra,EAAKyL,OAAO4O,EAAOtnB,QAAUiN,EAElE,SAASw1D,EAAmBx1D,GAC1B,MAAwC,MAAjCA,EAAKma,OAAOna,EAAKjN,OAAS,GAAaiN,EAAKjH,MAAM,GAAI,GAAKiH,EA0BpE,SAASy1D,EAAWp0D,GAClB,IACI0vB,EAAS1vB,EAAS0vB,OAClBvI,EAAOnnB,EAASmnB,KAChBxoB,EAHWqB,EAAS4zD,UAGD,IAGvB,OAFIlkC,GAAqB,MAAXA,IAAgB/wB,GAA6B,MAArB+wB,EAAO5W,OAAO,GAAa4W,EAAS,IAAMA,GAC5EvI,GAAiB,MAATA,IAAcxoB,GAA2B,MAAnBwoB,EAAKrO,OAAO,GAAaqO,EAAO,IAAMA,GACjExoB,EAGT,SAAS01D,EAAe11D,EAAMwlB,EAAOntB,EAAKs9D,GACxC,IAAIt0D,EAEgB,iBAATrB,GAETqB,EAvCJ,SAAmBrB,GACjB,IAAIi1D,EAAWj1D,GAAQ,IACnB+wB,EAAS,GACTvI,EAAO,GACPotC,EAAYX,EAAS1oD,QAAQ,MAEd,IAAfqpD,IACFptC,EAAOysC,EAASxpD,OAAOmqD,GACvBX,EAAWA,EAASxpD,OAAO,EAAGmqD,IAGhC,IAAIC,EAAcZ,EAAS1oD,QAAQ,KAOnC,OALqB,IAAjBspD,IACF9kC,EAASkkC,EAASxpD,OAAOoqD,GACzBZ,EAAWA,EAASxpD,OAAO,EAAGoqD,IAGzB,CACLZ,SAAUA,EACVlkC,OAAmB,MAAXA,EAAiB,GAAKA,EAC9BvI,KAAe,MAATA,EAAe,GAAKA,GAkBfstC,CAAU91D,IACZwlB,MAAQA,QAISxuB,KAD1BqK,EAAW8R,EAAS,GAAInT,IACXi1D,WAAwB5zD,EAAS4zD,SAAW,IAErD5zD,EAAS0vB,OACuB,MAA9B1vB,EAAS0vB,OAAO5W,OAAO,KAAY9Y,EAAS0vB,OAAS,IAAM1vB,EAAS0vB,QAExE1vB,EAAS0vB,OAAS,GAGhB1vB,EAASmnB,KACqB,MAA5BnnB,EAASmnB,KAAKrO,OAAO,KAAY9Y,EAASmnB,KAAO,IAAMnnB,EAASmnB,MAEpEnnB,EAASmnB,KAAO,QAGJxxB,IAAVwuB,QAA0CxuB,IAAnBqK,EAASmkB,QAAqBnkB,EAASmkB,MAAQA,IAG5E,IACEnkB,EAAS4zD,SAAWvI,UAAUrrD,EAAS4zD,UACvC,MAAOjhE,GACP,MAAIA,aAAa86C,SACT,IAAIA,SAAS,aAAeztC,EAAS4zD,SAAxB,iFAEbjhE,EAoBV,OAhBIqE,IAAKgJ,EAAShJ,IAAMA,GAEpBs9D,EAEGt0D,EAAS4zD,SAE6B,MAAhC5zD,EAAS4zD,SAAS96C,OAAO,KAClC9Y,EAAS4zD,SAAWc,EAAgB10D,EAAS4zD,SAAUU,EAAgBV,WAFvE5zD,EAAS4zD,SAAWU,EAAgBV,SAMjC5zD,EAAS4zD,WACZ5zD,EAAS4zD,SAAW,KAIjB5zD,EAMT,SAAS20D,IACP,IAAIC,EAAS,KAiCTrwD,EAAY,GA4BhB,MAAO,CACLswD,UA5DF,SAAmBC,GAGjB,OADAF,EAASE,EACF,WACDF,IAAWE,IAAYF,EAAS,QAyDtCG,oBArDF,SAA6B/0D,EAAUikB,EAAQ+wC,EAAqB71D,GAIlE,GAAc,MAAVy1D,EAAgB,CAClB,IAAIn1D,EAA2B,mBAAXm1D,EAAwBA,EAAO50D,EAAUikB,GAAU2wC,EAEjD,iBAAXn1D,EAC0B,mBAAxBu1D,EACTA,EAAoBv1D,EAAQN,GAG5BA,GAAS,GAIXA,GAAoB,IAAXM,QAGXN,GAAS,IAmCX81D,eA7BF,SAAwB12B,GAGtB,SAAS+K,IACH4rB,GAAU32B,EAAGh7B,WAAM,EAAQD,WAHjC,IAAI4xD,GAAW,EAOf,OADA3wD,EAAUvS,KAAKs3C,GACR,WACL4rB,GAAW,EACX3wD,EAAYA,EAAU0D,QAAO,SAAUuxB,GACrC,OAAOA,IAAS8P,OAmBpB6rB,gBAdF,WACE,IAAK,IAAIvpB,EAAOtoC,UAAU5R,OAAQ0R,EAAO,IAAIC,MAAMuoC,GAAOC,EAAO,EAAGA,EAAOD,EAAMC,IAC/EzoC,EAAKyoC,GAAQvoC,UAAUuoC,GAGzBtnC,EAAUjF,SAAQ,SAAUgqC,GAC1B,OAAOA,EAAS/lC,WAAM,EAAQH,QAapC,SAASgyD,EAAgB3/D,EAAS0J,GAChCA,EAAS3H,OAAO69D,QAAQ5/D,IAkU1B,SAAS6/D,EAAU92D,GACjB,IAAI+1D,EAAY/1D,EAAI0M,QAAQ,KAC5B,OAAsB,IAAfqpD,EAAmB/1D,EAAMA,EAAI9G,MAAM,EAAG68D,GAG/C,SAASgB,IAGP,IAAIviE,EAAOwE,OAAOwI,SAAShN,KACvBuhE,EAAYvhE,EAAKkY,QAAQ,KAC7B,OAAsB,IAAfqpD,EAAmB,GAAKvhE,EAAKwV,UAAU+rD,EAAY,GAO5D,SAASiB,EAAgB72D,GACvBnH,OAAOwI,SAAS5B,QAAQk3D,EAAU99D,OAAOwI,SAAShN,MAAQ,IAAM2L,GAGlE,SAAS2oB,EAAkBpR,GAkBzB,SAASu/C,IACP,IAAI92D,EAAO+2D,EAAWH,KAGtB,OADII,IAAUh3D,EAAOs1D,EAAct1D,EAAMg3D,IAClCtB,EAAe11D,GAKxB,SAASulB,EAAS0xC,GAChB9jD,EAASuV,EAASuuC,GAElBvuC,EAAQ31B,OAASmkE,EAAcnkE,OAC/BokE,EAAkBX,gBAAgB9tC,EAAQrnB,SAAUqnB,EAAQpD,QAU9D,SAAS8xC,IACP,IAL4BlpD,EAAGopB,EAK3Bt3B,EAAO42D,IACPS,EAAcC,EAAWt3D,GAE7B,GAAIA,IAASq3D,EAEXR,EAAgBQ,OACX,CACL,IAAIh2D,EAAWy1D,IAEf,IAAKS,KAdqBrpD,EAaPwa,EAAQrnB,UAZpB4zD,YADsB39B,EAc2Bj2B,GAblC4zD,UAAY/mD,EAAE6iB,SAAWuG,EAAEvG,QAAU7iB,EAAEsa,OAAS8O,EAAE9O,MAaL,OAEnE,GAAIgvC,IAAe/B,EAAWp0D,GAAW,OAEzCm2D,EAAa,KAKjB,SAAmBn2D,GACjB,GAAIk2D,EACFA,GAAe,EACfhyC,QACK,CAEL4xC,EAAkBf,oBAAoB/0D,EADzB,MAC2Cg1D,GAAqB,SAAUoB,GACjFA,EACFlyC,EAAS,CACPD,OAJO,MAKPjkB,SAAUA,IASpB,SAAmBq2D,GACjB,IAIIC,EAAUC,EAASC,YAAYpC,EAJlB/sC,EAAQrnB,YAKR,IAAbs2D,IAAgBA,EAAU,GAC9B,IAAI7mC,EAAY8mC,EAASC,YAAYpC,EAAWiC,KAC7B,IAAf5mC,IAAkBA,EAAY,GAClC,IAAIgnC,EAAQH,EAAU7mC,EAElBgnC,IACFP,GAAe,EACfQ,EAAGD,IAnBCE,CAAU32D,OAjBd42D,CAAU52D,IAoHd,SAAS02D,EAAGx/D,GAEV2+D,EAAca,GAAGx/D,GAanB,SAAS2/D,EAAkBJ,GAGH,KAFtBK,GAAiBL,IAEoB,IAAVA,EACzBj/D,OAAO6W,iBAxOW,aAwOyB0nD,GAChB,IAAlBe,GACTt/D,OAAO+xC,oBA1OW,aA0O4BwsB,QAhMpC,IAAV7/C,IACFA,EAAQ,IAGT6gD,GAAmGC,GAAU,GAC9G,IAAInB,EAAgBr+D,OAAO6vB,QAGvB4vC,GApUGz/D,OAAOowC,UAAUC,UAAU38B,QAAQ,WAmU7BgL,EACsB8+C,qBAC/BA,OAAgD,IAA1BiC,EAAmC7B,EAAkB6B,EAC3EC,EAHShhD,EAGgBihD,SACzBA,OAA+B,IAApBD,EAA6B,QAAUA,EAClDvB,EAAWz/C,EAAMy/C,SAAWxB,EAAmBJ,EAAgB79C,EAAMy/C,WAAa,GAClFyB,EAAwBC,EAAeF,GACvClB,EAAamB,EAAsBnB,WACnCP,EAAa0B,EAAsB1B,WASnCI,EAAoBnB,IASpBuB,GAAe,EACfC,EAAa,KA8Dbx3D,EAAO42D,IACPS,EAAcC,EAAWt3D,GACzBA,IAASq3D,GAAaR,EAAgBQ,GAC1C,IAAIsB,EAAkB7B,IAClBc,EAAW,CAACnC,EAAWkD,IAoFvBR,EAAgB,EAYhBS,GAAY,EAiCZlwC,EAAU,CACZ31B,OAAQmkE,EAAcnkE,OACtBuyB,OAAQ,MACRjkB,SAAUs3D,EACVE,WAnIF,SAAoBx3D,GAClB,IAAIy3D,EAAUrkE,SAASi1C,cAAc,QACjCr1C,EAAO,GAMX,OAJIykE,GAAWA,EAAQjkE,aAAa,UAClCR,EAAOsiE,EAAU99D,OAAOwI,SAAShN,OAG5BA,EAAO,IAAMijE,EAAWN,EAAWvB,EAAWp0D,KA4HrDhO,KAzHF,SAAc2M,GAEZ,IACIqB,EAAWq0D,EAAe11D,OAAMhJ,OAAWA,EAAW0xB,EAAQrnB,UAClE81D,EAAkBf,oBAAoB/0D,EAFzB,OAE2Cg1D,GAAqB,SAAUoB,GACrF,GAAKA,EAAL,CACA,IAAIz3D,EAAOy1D,EAAWp0D,GAClBg2D,EAAcC,EAAWN,EAAWh3D,GAGxC,GAFkB42D,MAAkBS,EAEnB,CAIfG,EAAax3D,EAxIrB,SAAsBA,GACpBnH,OAAOwI,SAASmnB,KAAOxoB,EAwIjB+4D,CAAa1B,GACb,IAAI2B,EAAYpB,EAASC,YAAYpC,EAAW/sC,EAAQrnB,WACpD43D,EAAYrB,EAAS7+D,MAAM,EAAGigE,EAAY,GAC9CC,EAAU5lE,KAAK2M,GACf43D,EAAWqB,EACX1zC,EAAS,CACPD,OAnBO,OAoBPjkB,SAAUA,SAIZkkB,SAgGJ9lB,QA3FF,SAAiBO,GAEf,IACIqB,EAAWq0D,EAAe11D,OAAMhJ,OAAWA,EAAW0xB,EAAQrnB,UAClE81D,EAAkBf,oBAAoB/0D,EAFzB,UAE2Cg1D,GAAqB,SAAUoB,GACrF,GAAKA,EAAL,CACA,IAAIz3D,EAAOy1D,EAAWp0D,GAClBg2D,EAAcC,EAAWN,EAAWh3D,GACtB42D,MAAkBS,IAMlCG,EAAax3D,EACb62D,EAAgBQ,IAGlB,IAAI2B,EAAYpB,EAASrrD,QAAQkpD,EAAW/sC,EAAQrnB,YACjC,IAAf23D,IAAkBpB,EAASoB,GAAah5D,GAC5CulB,EAAS,CACPD,OAnBS,UAoBTjkB,SAAUA,SAsEd02D,GAAIA,EACJmB,OA7DF,WACEnB,GAAI,IA6DJoB,UA1DF,WACEpB,EAAG,IA0DH7qD,MAzCF,SAAe+oD,QACE,IAAXA,IACFA,GAAS,GAGX,IAAImD,EAAUjC,EAAkBjB,UAAUD,GAO1C,OALK2C,IACHV,EAAkB,GAClBU,GAAY,GAGP,WAML,OALIA,IACFA,GAAY,EACZV,GAAmB,IAGdkB,MAwBT/mC,OApBF,SAAgBsY,GACd,IAAI0uB,EAAWlC,EAAkBb,eAAe3rB,GAEhD,OADAutB,EAAkB,GACX,WACLA,GAAmB,GACnBmB,OAiBJ,OAAO3wC,E,kCD1rBMqtC,MA5Df,SAAyBtK,EAAInyC,QACdtiB,IAATsiB,IAAoBA,EAAO,IAE/B,IAkBIggD,EAlBAC,EAAW9N,GAAMA,EAAGpjD,MAAM,MAAS,GACnCmxD,EAAalgD,GAAQA,EAAKjR,MAAM,MAAS,GAEzCoxD,EAAUhO,GAAMuJ,EAAWvJ,GAC3BiO,EAAYpgD,GAAQ07C,EAAW17C,GAC/BqgD,EAAaF,GAAWC,EAW5B,GATIjO,GAAMuJ,EAAWvJ,GAEnB+N,EAAYD,EACHA,EAAQxmE,SAEjBymE,EAAU9qD,MACV8qD,EAAYA,EAAUt7D,OAAOq7D,KAG1BC,EAAUzmE,OAAQ,MAAO,IAG9B,GAAIymE,EAAUzmE,OAAQ,CACpB,IAAI6mE,EAAOJ,EAAUA,EAAUzmE,OAAS,GACxCumE,EAA4B,MAATM,GAAyB,OAATA,GAA0B,KAATA,OAEpDN,GAAmB,EAIrB,IADA,IAAIO,EAAK,EACAhnE,EAAI2mE,EAAUzmE,OAAQF,GAAK,EAAGA,IAAK,CAC1C,IAAIinE,EAAON,EAAU3mE,GAER,MAATinE,EACF5E,EAAUsE,EAAW3mE,GACH,OAATinE,GACT5E,EAAUsE,EAAW3mE,GACrBgnE,KACSA,IACT3E,EAAUsE,EAAW3mE,GACrBgnE,KAIJ,IAAKF,EAAY,KAAOE,IAAMA,EAAIL,EAAUO,QAAQ,OAGlDJ,GACiB,KAAjBH,EAAU,IACRA,EAAU,IAAOxE,EAAWwE,EAAU,KAExCA,EAAUO,QAAQ,IAEpB,IAAIj5D,EAAS04D,EAAU7wD,KAAK,KAI5B,OAFI2wD,GAA0C,MAAtBx4D,EAAO2K,QAAQ,KAAY3K,GAAU,KAEtDA,GE3DMu3D,EAVf,SAAmB2B,GACf,IAAIA,EAIA,MAAM,IAAItkE,MANL,qBDuLT0iE,IAAiC,oBAAXv/D,SAA0BA,OAAOpE,WAAYoE,OAAOpE,SAASQ,eAiTnFyjE,EAAiB,CACnBuB,SAAU,CACR3C,WAAY,SAAoBt3D,GAC9B,MAA0B,MAAnBA,EAAKma,OAAO,GAAana,EAAO,KAAOq1D,EAAkBr1D,IAElE+2D,WAAY,SAAoB/2D,GAC9B,MAA0B,MAAnBA,EAAKma,OAAO,GAAana,EAAKyL,OAAO,GAAKzL,IAGrDk6D,QAAS,CACP5C,WAAYjC,EACZ0B,WAAY3B,GAEd+E,MAAO,CACL7C,WAAYlC,EACZ2B,WAAY3B,K,iBExfhBxhE,EAAOD,QAAU,SAASsF,GAcxB,IAAImhE,EAAW,0BACXC,EAAkB,0BAKlBC,EAAc,KAAiB,CAAC,KAAM,KAAM,KAAM,KAAM,KAAM,IAAK,IAAK,KAAM,KAAM,MAAO,MAjB5FrxD,KAAI,SAASsxD,GACZ,OAAOA,EACJlyD,MAAM,IACNY,KAAI,SAASuxD,GACZ,MAAO,KAAOA,KAEf7xD,KAAK,OAETA,KAAK,KASgG,YACpG8xD,EAAqB,OAASH,EAAc,OAE5C59D,EAAW,CACbrD,QACE,8SAIFC,SACE,+FACFF,QACE,cAGAshE,EAAY,2HAKZh/D,EAAc,CAChB/B,UAAW,SACXC,UAAW,EACXU,SAAU,CACR,CACEN,MAAO0gE,GAET,CACE1gE,MAAO,SAAW0gE,EAAY,SAKhCC,EAAgB,CAClBhhE,UAAW,WACXC,UAAW,EACXI,MAAOsgE,GAELM,EAAsB,CACxB,CACEjhE,UAAW,aACXC,UAAW,EACXI,MAAOogE,GAETO,EACAj/D,GAGEm/D,EAAyB,CAC3B5hE,EAAKY,kBACL8gE,EACA,CACEhhE,UAAW,SACXK,MAAO,MAAQqgE,EAAiB7+D,aAAa,EAC7CvB,IAAK,IACLT,SAAU,CACR,CACEG,UAAW,aACXK,MAAOqgE,EACPzgE,UAAW,MAMfkhE,EAAkB,CACpB,CACEnhE,UAAW,SACXK,MAAO,MAAQqgE,EAAiB7+D,aAAa,EAC7CvB,IAAK,IACLL,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,aACXK,MAAOqgE,EACPzgE,UAAW,MAuBfmhE,EAAsB,CACxBphE,UAAW,WACXC,UAAW,EACXT,SAAUuD,EACVpC,SAAU,CACR,CACEN,MAAO,qBAAuBogE,EAAW,UACzCngE,IAAK,SACLuB,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CACEN,MAAOogE,GAET,CACEpgE,MArHCogE,mMAuHH,CACEpgE,MAAO,eAMjB,CACEA,MAAO,8BACPC,IAAK,QACLuB,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXC,UAAW,EACXU,SAAU,CArDF,CAChBN,MAAOogE,EACPngE,IAAK,cACLL,UAAW,EACXJ,SAAU,CACRmhE,EACA,CACEhhE,UAAW,SACXK,MAAO,IACPC,IAAK,UACLuB,aAAa,EACb5B,UAAW,EACXJ,SAAUshE,SA+CZ,CACE9gE,MAAO,YAAcogE,EAAW,eAItCS,EAAuBxnE,KAAK0nE,GAE5B,IAAIC,EAAmB,CACrBrhE,UAAW,cACXK,MAAOqgE,EAAkB,MACzBpgE,IAAK,MACLV,QAAS,MACTJ,SAAUuD,EACVlD,SAAU,CACRP,EAAKY,kBACL8gE,EACA,CACEhhE,UAAW,SACXK,MAAO,MAAQogE,KAKjBa,EAA2B,CAC7BthE,UAAW,gBACXK,MAAO,MACPwB,aAAa,EACbrC,SAAUuD,EACVzC,IAAK,KACLL,UAAW,EACXJ,SAAU,CACRwhE,EACAL,EACA,CACE/gE,UAAW,EACXD,UAAW,cACXK,MAAOqgE,KAKTa,EAAqB,CACvBvhE,UAAW,gBACXR,SAAUuD,EACVlB,aAAa,EACblB,SAAU,CACR,CACEN,MAAO,OAASqgE,EAAkB,QAAUD,GAE9C,CACEpgE,MAAO,OAASqgE,EAAkB,WAClCpgE,IAAK,MACLuB,aAAa,EACbhC,SAAU,CACRuhE,EACA,CACE/gE,MAAO,MACPC,IAAK,MACLQ,MAAM,IAERyD,OAAO28D,IAEX,CACE7gE,MAAO,OAASqgE,EAAkB,SAClCpgE,IAAK,MAGTT,SAAUqhE,GAKZ,OAFAC,EAAgBznE,KAAK6nE,GAEd,CACL3gE,QAAS,CAAC,MACVpB,SAAUuD,EACVnD,QAAS,sBACTC,SAAU,CACRP,EAAKiB,QAAQ,OAAQ,OAAQ,CAAEX,QAAS,kBACxC,CACEI,UAAW,YACXK,MAAO,qBACPT,QAAS,MACTK,UAAW,GAEbX,EAAKY,kBACL,CACEF,UAAW,UACXK,MAAO,SACPJ,UAAW,GAEb,CACED,UAAW,UACXK,MAAO,SACPC,IAAK,SACLL,UAAY,EACZJ,SAAUohE,GAEZ,CACEjhE,UAAW,UACXK,MAAO,MACPC,IAAK,MACLL,UAAW,EACXJ,SAAUohE,GAEZI,EACA,CACErhE,UAAW,WACXK,MAAOygE,EACPlhE,QAAS,UACTK,UAAW,GAEb8B,EACAzC,EAAK8B,oBACLkgE,EACAF,EACA,CACEphE,UAAW,aACXK,MAAO,gBAAkBogE,EAAW,OAASC,EAAkB,aAC/DpgE,IAAK,IACLuB,aAAa,EACbrC,SAAUuD,EACV9C,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXC,UAAW,EACXI,MAAOqgE,GAET,CACErgE,MAAO,IACPC,IAAK,IACLQ,MAAM,IAERyD,OAAO28D,IAEXK,M,gCCrSNloE,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAEIkiE,EAAgB,CAClBnhE,MAHyB,WAGIC,IAFJ,WAGzBT,SAAU,CAAC,SAETy1C,EAAW,CACbh2C,EAAKiB,QAAQ,iBAAsC,KACnDjB,EAAKiB,QACH,aARuB,WAUvB,CACEV,SAAU,CAAC2hE,GACXvhE,UAAW,MAIjB,MAAO,CACLqB,QAAShC,EAAKsD,oBACdpD,SAAU,CACRC,QAAS,iBACTC,QAAS,0FACTC,SAEE,qlCAeJE,SAAUy1C,EAAS/wC,OAAO,CACxB,CACEvE,UAAW,WACXG,cAAe,WAAYG,IAAK,MAChCT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,sDACtC,CACEL,UAAW,SACXK,MAAO,MAAOI,gBAAgB,EAC9BZ,SAAUy1C,IAEZ/wC,OAAO+wC,IAEXh2C,EAAK4B,cACL5B,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAW,SACXK,MAzDqB,WAyDQC,IAxDR,WAyDrBT,SAAU,CAAC2hE,GACXvhE,UAAW,Q,iBC5DnBhG,EAAOD,QAUP,SAASsF,GAKL,IAWImiE,EAAW,4BAMXnsB,EAAWh2C,EAAKiB,QAAQ,KAAM,KAK9BmhE,EAAY,CAIZrhE,MAAO,YAAaC,IAAK,sBAGzBV,QAfY,YAgBZC,SAAU,CACN,CAGIM,cAAe,0BACfO,YAAY,GAEhB,CAEIV,UAAW,UACXG,cAAe,wEAEnB,CACIH,UAAW,OACXK,MAAOohE,EACP/gE,YAAY,EACZT,UAAW,KAKvB,MAAO,CACHV,kBAAkB,EAClBC,SAAU,CACNE,QACI,4bAOJD,QACI,cAERI,SAAU,CACNy1C,EAEA,CACIt1C,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAAC,CAACQ,MAAO,KAAMJ,UAAW,KAGxC,CAEID,UAAW,SACXK,MAAO,OAEX,CAEIL,UAAW,SACXK,MA1EI,8GA2EJJ,UAAW,GAEf,CAEID,UAAW,SACXK,MAAO,IAAMohE,GAEjB,CAEIzhE,UAAW,QACXK,MAAO,8DAA+DC,IAAK,SAC3Ed,SAAU,eACVkF,cAAc,EACd7B,YAAY,EACZjD,QAnFI,aAqFR,CAGIS,MAAO,yDAA0DC,IAAK,sCACtEd,SAAU,uDAGVqC,aAAa,EACbhC,SACA,CACIy1C,EACA,CAEIt1C,UAAW,QACXK,MAAO,4CACPC,IAAK,eACLoE,cAAc,EACd7B,YAAY,EACZjD,QAvGJ,aA2GA8hE,EACA,CAEI1hE,UAAW,OACXK,MAAO,gBAAiBC,IAAK,aAC7Bd,SAAU,SACVkF,cAAc,EACd7B,YAAY,EAEZnC,YAAY,EACZd,QArHJ,eA0HR,CAGII,UAAW,OACXK,MAAO,oBAAqBC,IAAK,OACjCd,SAAU,OACVkF,cAAc,EACd9E,QAjII,aAqIR8hE,M,gCChKZroE,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCC3FlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA4FlBjH,EAAQiH,QA3FO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,QAEX,eAAgB,CACd,MAAS,QACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,QACT,WAAc,QAEhB,eAAgB,CACd,MAAS,QACT,WAAc,QAEhB,eAAgB,CACd,MAAS,QACT,WAAc,QAEhB,YAAa,CACX,MAAS,SAEX,aAAc,CACZ,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,aAAc,CACZ,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,mCC9FjBhH,EAAOD,QAAU,WACf,MAAO,CACL6G,YAAa,MACbhB,SAAU,CACR,CACEQ,MAAO,KAAMC,IAAK,KAClBO,YAAa,gB,iBCNrB5G,EAAOD,QAAU,SAASsF,GACtB,IAWIiB,EAAU,CACNI,SAAU,CACRrB,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IACnCX,EAAKiB,QAAQ,MAAO,OACpBjB,EAAKiB,QAAQ,kBAAmB,mBAItCyY,EAAW,CACP3Y,MAAO,iBAGXkC,EAAS,CACLvC,UAAW,SACXW,SAAU,CAAC,CACPN,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACPQ,MAAO,KACPJ,UAAW,KAEhB,CACCI,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACPQ,MAAO,KACPJ,UAAW,OAKvByD,EAAS,CACL/C,SAAU,CAACrB,EAAKgX,mBAAoBhX,EAAK4B,gBAwEjD,MAAO,CACH3B,kBAAkB,EAClBK,QAAS,OACTJ,SAAU,CACNE,QAvHO,oPAwHPC,SA/GF,k4JAgHEF,QAnHM,8BAqHVI,SAAU,CACNU,EACAyY,EACAzW,EACAmB,EAjFW,CACX1D,UAAW,OACXK,MAAO,IACPC,IAAK,IACLd,SAAU,CAAC,eAAgB,8FAC3BK,SAAU,CAAC,CACHQ,MAAO,OACPJ,UAAW,GACZ,CACCE,cAAe,UACfX,SAAU,CAAC,eAAgB,WAC3Bc,IAAK,IACLT,SAAU,CACN0C,EAAQ,CACJvC,UAAW,cACXW,SAAU,CAAC,CACPN,MAAO,IACPC,IAAK,KACN,CACCD,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACPQ,MAAO,KACPJ,UAAW,KAEhB,CACCI,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACPQ,MAAO,KACPJ,UAAW,SAM/BsC,EACAhC,IAIG,CACPP,UAAW,SAKXK,MAAO,eAGA,CACPL,UAAW,WACXG,cAAe,OACfG,IAAK,IACLV,QAAS,YACTC,SAAU,CACNP,EAAKc,sBAAuB,CACxBJ,UAAW,SACXK,MAAO,MACPC,IAAK,MACLT,SAAU,CACNmZ,EACAzW,EACAmB,U,gCC5GxBrK,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAsGlBjH,EAAQiH,QArGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,gBAAmB,UACnB,MAAS,SAEX,aAAc,CACZ,MAAS,SAEX,cAAe,CACb,MAAS,QAEX,aAAc,CACZ,MAAS,OACT,WAAc,QAEhB,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,iBAAkB,CAChB,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,eAAgB,CACd,WAAc,OACd,MAAS,QAEX,oBAAqB,CACnB,WAAc,OACd,MAAS,QAEX,cAAe,CACb,WAAc,OACd,MAAS,QAEX,eAAgB,CACd,WAAc,OACd,MAAS,QAEX,gBAAiB,CACf,WAAc,OACd,MAAS,QAEX,WAAY,CACV,WAAc,OACd,MAAS,QAEX,YAAa,CACX,WAAc,OACd,MAAS,QAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,sBCxGlB,6H,uCCAAhH,EAAOD,QAAU,WACf,MAAO,CACL4G,QAAS,CAAC,SACVf,SAAU,CACR,CACEG,UAAW,OACXC,UAAW,GACXU,SAAU,CACR,CAACN,MAAO,kCACR,CAACA,MAAO,+BACR,CAACA,MAAO,iCAGZ,CACEL,UAAW,UACXW,SAAU,CACR,CAACN,MAAO,UAAWC,IAAK,KACxB,CAACD,MAAO,QAASC,IAAK,KACtB,CAACD,MAAO,SAAUC,IAAK,KACvB,CAACD,MAAO,UAAWC,IAAK,KACxB,CAACD,MAAO,SAAUC,IAAK,KACvB,CAACD,MAAO,QAASC,IAAK,YAG1B,CACEN,UAAW,WACXK,MAAO,OAAQC,IAAK,KAEtB,CACEN,UAAW,WACXK,MAAO,OAAQC,IAAK,KAEtB,CACEN,UAAW,WACXK,MAAO,OAAQC,IAAK,S,iBClC5BrG,EAAOD,QAAU,SAASsF,GAExB,IAqCIiB,EAAUjB,EAAKiB,QAAQ,IAAK,KAI5Bka,EAAQnb,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAF5B,4BAIX2Y,EAAW,CAAChZ,UAAW,WAAYK,MAAO,8BAE1CkC,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkB6X,GAClCrY,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,OAItB,MAAO,CACLM,QAAS,CAAC,MACVf,SAAU,CACRU,EACAyY,EACAzW,EACA,CACEpC,cAAe,QAASG,IAAK,QAC7BV,QAAS,IACTC,SAAU,CAAC4a,EAAOla,IAEpB,CACEJ,cAAe,SAAUG,IAAK,KAC9BT,SAAU,CACR,CACEG,UAAW,UAAWK,MAAOf,EAAKiC,SAAUb,YAAY,KAI9D,CACEL,MAAOf,EAAKiC,SAAW,UAAWM,aAAa,EAC/CvB,IAAK,KACLT,SAAU,CACR,CACEG,UAAW,UACXK,MAAOf,EAAKiC,UAEd,CACElB,MAAO,KAAMC,IAAK,KAClBd,SAnFY,CACpBE,QAEE,2GACFD,QAEE,0xDAiBFE,SAEE,+sCA2DMM,UAAW,EACXJ,SAAU,CACR0C,EACAhC,EACA,CACEF,MAAM,mBACNwB,aAAa,EAAMvB,IAAK,KACxBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAOf,EAAKiC,YAIlB,CACEvB,UAAW,SACXK,MAAO,4EACPJ,UAAW,GAEb+Y,KAIN/Y,UAAW,O,kDCnGF,iBAPf,SAAc4W,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GAWxB,MAAO,CACPsB,QAAQ,CAAC,IAAK,OACdpB,SAZiB,CACjBE,QACE,wCACFD,QACE,QACFE,SACE,qtBACFpE,KACE,8IAKF+F,QAAS,sBACTzB,SAAU,CACVP,EAAK8B,oBACH9B,EAAKY,kBACLZ,EAAK4B,kB,kCC8cT,SAASygE,IAEP,IAAM18D,EAAS,eAGf,OAFAA,EAAO28D,WAAa38D,EAAO28D,YAAc,GACzC38D,EAAO28D,WAAWC,sBAAwB58D,EAAO28D,WAAWC,uBAAyB,GAC9E58D,EAAO28D,WAAWC,sBAQrB,SAAUC,EAAwBj7D,GACtC86D,IAA2BjoE,KAAKmN,GClE5B,SAAUk7D,IACd,IAAMC,EAAU,eAKhB,OAJAA,EAAQJ,WAAaI,EAAQJ,YAAc,CACzCnvC,WAAY,GACZwvC,SAAK5kE,GAEA2kE,EAQH,SAAUE,EAASD,GACvB,IAAME,EAAWJ,IACXK,EAASC,EAAkBF,GAEjC,OADAG,EAAgBH,EAAUF,GACnBG,EAUH,SAAUG,IAEd,IAAMJ,EAAWJ,IAQjB,OALKS,EAAgBL,KAAaE,EAAkBF,GAAUM,YAzarC,IA0avBH,EAAgBH,EAAU,IAAI,IAI5B,eAsBN,SAAgCA,GAC9B,IACE,IAAMO,GAXFC,EAASZ,IAAiBH,aAEfe,EAAOlwC,YAAckwC,EAAOlwC,WAAWmwC,QAAUD,EAAOlwC,WAAWmwC,OAAOC,OAYzF,IAAKH,EACH,OAAOL,EAAkBF,GAI3B,IAAKK,EAAgBE,IAAiBL,EAAkBK,GAAcD,YA9c/C,GA8cyE,CAC9F,IAAMK,EAAsBT,EAAkBF,GAAUY,cACxDT,EAAgBI,EAAc,IAAI,GAAII,EAAoBE,OAAQ,GAAMhV,MAAM8U,EAAoBG,SAIpG,OAAOZ,EAAkBK,GACzB,MAAOhJ,GAEP,OAAO2I,EAAkBF,GA7BvB,IACEQ,EAZGO,CAAuBf,GAGzBE,EAAkBF,GA6C3B,SAASK,EAAgBR,GACvB,SAAUA,GAAWA,EAAQJ,YAAcI,EAAQJ,WAAWK,KAS1D,SAAUI,EAAkBL,GAChC,OAAIA,GAAWA,EAAQJ,YAAcI,EAAQJ,WAAWK,MACxDD,EAAQJ,WAAaI,EAAQJ,YAAc,GAC3CI,EAAQJ,WAAWK,IAAM,IAAI,IAFuCD,EAAQJ,WAAWK,IAWnF,SAAUK,EAAgBN,EAAkBC,GAChD,QAAKD,IACLA,EAAQJ,WAAaI,EAAQJ,YAAc,GAC3CI,EAAQJ,WAAWK,IAAMA,GAClB,GCxgBT,SAAS,EAAa,G,IAAgB,wDACpC,IAAM,EAAM,IACZ,GAAI,GAAO,EAAI,GAEb,OAAQ,EAAI,GAAoB,MAAxB,EAAG,aAAiC,IAE9C,MAAM,IAAI,MAAM,qBAAqB,EAAM,wDAUvC,SAAU,EAAiB,EAAgB,GAC/C,IAAI,EACJ,IACE,MAAM,IAAI,MAAM,6BAChB,MAAO,GACP,EAAqB,EAEvB,OAAO,EAAU,mBAAoB,EAAW,CAC9C,eAAc,EACd,kBAAmB,EACnB,mBAAkB,IAWhB,SAAU,EAAe,EAAiB,GAC9C,IAAI,EACJ,IACE,MAAM,IAAI,MAAM,GAChB,MAAO,GACP,EAAqB,EAKvB,IACM,EAAoC,iBAAnB,EAA8B,CAAE,eAAc,QAAK,EAE1E,OAAO,EAAU,iBAAkB,EAHK,iBAAnB,EAA8B,OAAiB,EAGnB,cAC/C,kBAAmB,EACnB,mBAAkB,GACf,IAUD,SAAU,EAAa,GAC3B,OAAO,EAAU,eAAgB,GAO7B,SAAU,EAAe,GAC7B,EAAgB,iBAAkB,GAW9B,SAAU,EAAc,GAC5B,EAAgB,gBAAiB,GAS7B,SAAU,EAAW,EAAc,GACvC,EAAgB,aAAc,EAAM,GAOhC,SAAU,EAAU,GACxB,EAAgB,YAAa,GAOzB,SAAU,EAAQ,GACtB,EAAgB,UAAW,GAQvB,SAAU,EAAS,EAAa,GACpC,EAAgB,WAAY,EAAK,GAW7B,SAAU,EAAO,EAAa,GAClC,EAAgB,SAAU,EAAK,GAQ3B,SAAU,EAAQ,GACtB,EAAgB,UAAW,GAgBvB,SAAU,EAAU,GACxB,EAAgB,YAAa,GAmCzB,SAAU,EACd,EACA,GAEA,OAAO,EAAU,mBAAkB,gBAAO,GAAW,GClJjD,SAAUkB,EAAqClyD,GACnD,IAAMmyD,EAAiC,GAKvC,OAjEI,SAAiCnyD,GACrC,IAAMoyD,EAAuBpyD,EAAQoyD,qBAAmB,aAAQpyD,EAAQoyD,sBAAyB,GAC3FC,EAAmBryD,EAAQmyD,aAC7BA,EAA8B,GAClC,GAAIr4D,MAAMwU,QAAQ+jD,GAAmB,CACnC,IAAM,EAAwBA,EAAiBh0D,KAAI,SAAApW,GAAK,OAAAA,EAAA,QAClD,EAAoC,GAG1CmqE,EAAoBr8D,SAAQ,SAAAu8D,IAEoC,IAA5D,EAAsB3wD,QAAQ2wD,EAAmBnmE,QACa,IAA9D,EAAwBwV,QAAQ2wD,EAAmBnmE,QAEnDgmE,EAAa1pE,KAAK6pE,GAClB,EAAwB7pE,KAAK6pE,EAAmBnmE,UAKpDkmE,EAAiBt8D,SAAQ,SAAAw8D,IACwC,IAA3D,EAAwB5wD,QAAQ4wD,EAAgBpmE,QAClDgmE,EAAa1pE,KAAK8pE,GAClB,EAAwB9pE,KAAK8pE,EAAgBpmE,cAGZ,mBAArBkmE,GAChBF,EAAeE,EAAiBD,GAChCD,EAAer4D,MAAMwU,QAAQ6jD,GAAgBA,EAAe,CAACA,IAE7DA,EAAe,OAAH,KAAG,CAAIC,GAIrB,IAAMI,EAAoBL,EAAa9zD,KAAI,SAAApW,GAAK,OAAAA,EAAA,QAMhD,OAJoD,IAAhDuqE,EAAkB7wD,QADE,UAEtBwwD,EAAa1pE,KAAI,MAAjB0pE,EAAY,aAASA,EAAatuD,OAAO2uD,EAAkB7wD,QAFrC,SAE+D,KAGhFwwD,EAqBPM,CAAuBzyD,GAASjK,SAAQ,SAAA28D,GACtCP,EAAaO,EAAYvmE,MAAQumE,EAlB/B,SAA2BA,IAC0B,IAArDC,GAAsBhxD,QAAQ+wD,EAAYvmE,QAG9CumE,EAAYE,UAAU/B,EAAyBS,GAC/CqB,GAAsBlqE,KAAKiqE,EAAYvmE,MACvC0mE,GAAOnrD,IAAI,0BAA0BgrD,EAAYvmE,OAa/C2mE,CAAiBJ,MAEZP,ECpBH,SAAUY,IACd,KAAM,UAAW,gBACf,OAAO,EAGT,IAIE,OAHA,IAAIC,QACJ,IAAIC,QAAQ,IACZ,IAAIC,UACG,EACP,MAAO9pE,GACP,OAAO,GAOX,SAAS+pE,EAAc16C,GACrB,OAAOA,GAAQ,mDAAmDtc,KAAKsc,EAAK7jB,YA6DxE,SAAUw+D,IAMd,IAAKL,IACH,OAAO,EAGT,IAIE,OAHA,IAAIE,QAAQ,IAAK,CACfI,eAAgB,YAEX,EACP,MAAOjqE,GACP,OAAO,GChGL,SAAUkqE,EAAkBC,GAChC,IAAI92B,EAAQ,KACR+2B,EAAU,EAEVD,IAC4B,iBAAnBA,EAAGE,YACZD,EAAUD,EAAGE,YACJC,GAAoBv3D,KAAKo3D,EAAGrnE,WACrCsnE,EAAU,IAId,IAKE,GADA/2B,EAgHJ,SAA6C82B,GAC3C,IAAKA,IAAOA,EAAGI,WACb,OAAO,KAYT,IAPA,IAKIxyB,EAJEyyB,EAAe,8DACfC,EAAe,sGACf9V,EAHawV,EAAGI,WAGGl2D,MAAM,MACzBg/B,EAAQ,GAGL2M,EAAO,EAAGA,EAAO2U,EAAM51D,OAAQihD,GAAQ,EAAG,CACjD,IAAIn3B,EAAU,MACTkvB,EAAQyyB,EAAa93D,KAAKiiD,EAAM3U,KACnCn3B,EAAU,CACRhd,IAAKksC,EAAM,GACX1oB,KAAM0oB,EAAM,GACZtnC,KAAM,GACNuvC,MAAOjI,EAAM,GACb2yB,OAAQ,OAEA3yB,EAAQ0yB,EAAa/3D,KAAKiiD,EAAM3U,OAC1Cn3B,EAAU,CACRhd,IAAKksC,EAAM,GACX1oB,KAAM0oB,EAAM,IAAMA,EAAM,GACxBtnC,KAAMsnC,EAAM,GAAKA,EAAM,GAAG1jC,MAAM,KAAO,GACvC2rC,MAAOjI,EAAM,GACb2yB,QAAS3yB,EAAM,KAIflvB,KACGA,EAAQwG,MAAQxG,EAAQm3B,OAC3Bn3B,EAAQwG,KApLS,KAsLnBgkB,EAAMh0C,KAAKwpB,IAIf,IAAKwqB,EAAMt0C,OACT,OAAO,KAGT,MAAO,CACL+D,QAAS6nE,EAAeR,GACxBpnE,KAAMonE,EAAGpnE,KACTswC,MAAK,GAjKGu3B,CAAoCT,GAE1C,OAAOU,EAAUx3B,EAAO+2B,GAE1B,MAAOpqE,IAIT,IAEE,GADAqzC,EAkBJ,SAAwC82B,GACtC,IAAKA,IAAOA,EAAG92B,MACb,OAAO,KAUT,IAPA,IAGIiK,EACAvF,EACAlvB,EALEwqB,EAAQ,GACRshB,EAAQwV,EAAG92B,MAAMh/B,MAAM,MAMpBxV,EAAI,EAAGA,EAAI81D,EAAM51D,SAAUF,EAAG,CACrC,GAAKk5C,EAAQ,GAAOrlC,KAAKiiD,EAAM91D,IAAM,CACnC,IAAMisE,EAAW/yB,EAAM,IAAqC,IAA/BA,EAAM,GAAGx/B,QAAQ,UACrCw/B,EAAM,IAAmC,IAA7BA,EAAM,GAAGx/B,QAAQ,UACvB+kC,EAAWytB,GAAWr4D,KAAKqlC,EAAM,OAE9CA,EAAM,GAAKuF,EAAS,GACpBvF,EAAM,GAAKuF,EAAS,GACpBvF,EAAM,GAAKuF,EAAS,IAEtBz0B,EAAU,CAGRhd,IAAKksC,EAAM,IAA0C,IAApCA,EAAM,GAAGx/B,QAAQ,eAAuBw/B,EAAM,GAAGtgC,OAAO,cAAc1Y,QAAUg5C,EAAM,GACvG1oB,KAAM0oB,EAAM,IArFK,IAsFjBtnC,KAAMq6D,EAAW,CAAC/yB,EAAM,IAAM,GAC9BiI,KAAMjI,EAAM,IAAMA,EAAM,GAAK,KAC7B2yB,OAAQ3yB,EAAM,IAAMA,EAAM,GAAK,WAE5B,GAAKA,EAAQizB,GAAMt4D,KAAKiiD,EAAM91D,IACnCgqB,EAAU,CACRhd,IAAKksC,EAAM,GACX1oB,KAAM0oB,EAAM,IA7FK,IA8FjBtnC,KAAM,GACNuvC,MAAOjI,EAAM,GACb2yB,OAAQ3yB,EAAM,IAAMA,EAAM,GAAK,UAE5B,MAAKA,EAAQkzB,GAAMv4D,KAAKiiD,EAAM91D,KAuBnC,SAtBSk5C,EAAM,IAAMA,EAAM,GAAGx/B,QAAQ,YAAc,IACrC+kC,EAAW4tB,GAAUx4D,KAAKqlC,EAAM,MAE7CA,EAAM,GAAKA,EAAM,IAAM,OACvBA,EAAM,GAAKuF,EAAS,GACpBvF,EAAM,GAAKuF,EAAS,GACpBvF,EAAM,GAAK,IACI,IAANl5C,GAAYk5C,EAAM,SAA0B,IAApBoyB,EAAGgB,eAKpC93B,EAAM,GAAGq3B,OAAUP,EAAGgB,aAA0B,GAElDtiD,EAAU,CACRhd,IAAKksC,EAAM,GACX1oB,KAAM0oB,EAAM,IAnHK,IAoHjBtnC,KAAMsnC,EAAM,GAAKA,EAAM,GAAG1jC,MAAM,KAAO,GACvC2rC,KAAMjI,EAAM,IAAMA,EAAM,GAAK,KAC7B2yB,OAAQ3yB,EAAM,IAAMA,EAAM,GAAK,OAM9BlvB,EAAQwG,MAAQxG,EAAQm3B,OAC3Bn3B,EAAQwG,KA7HW,KAgIrBgkB,EAAMh0C,KAAKwpB,GAGb,IAAKwqB,EAAMt0C,OACT,OAAO,KAGT,MAAO,CACL+D,QAAS6nE,EAAeR,GACxBpnE,KAAMonE,EAAGpnE,KACTswC,MAAK,GAjGG+3B,CAA+BjB,GAErC,OAAOU,EAAUx3B,EAAO+2B,GAE1B,MAAOpqE,IAIT,MAAO,CACL8C,QAAS6nE,EAAeR,GACxBpnE,KAAMonE,GAAMA,EAAGpnE,KACfswC,MAAO,GACPg4B,QAAQ,GAiJZ,SAASR,EAAUN,EAAwBH,GACzC,IACE,oCACKG,GAAU,CACbl3B,MAAOk3B,EAAWl3B,MAAMtuC,MAAMqlE,KAEhC,MAAOpqE,GACP,OAAOuqE,GAUX,SAASI,EAAeR,GACtB,IAAMrnE,EAAUqnE,GAAMA,EAAGrnE,QACzB,OAAKA,EAGDA,EAAQL,OAA0C,iBAA1BK,EAAQL,MAAMK,QACjCA,EAAQL,MAAMK,QAEhBA,EALE,mBCvPL,SAAUwoE,EAAwBf,GACtC,IAAMgB,EAASC,EAAsBjB,EAAWl3B,OAE1CjnC,EAAuB,CAC3BlL,KAAMqpE,EAAWxnE,KACjBgB,MAAOwmE,EAAWznE,SAWpB,OARIyoE,GAAUA,EAAOxsE,SACnBqN,EAAUm+D,WAAa,CAAEgB,OAAM,SAGVvoE,IAAnBoJ,EAAUlL,MAA0C,KAApBkL,EAAUrI,QAC5CqI,EAAUrI,MAAQ,8BAGbqI,EAyCH,SAAUq/D,EAAoBlB,GAGlC,MAAO,CACLn+D,UAAW,CACTC,OAAQ,CAJMi/D,EAAwBf,MAYtC,SAAUiB,EAAsBn4B,GACpC,IAAKA,IAAUA,EAAMt0C,OACnB,MAAO,GAGT,IAAI2sE,EAAar4B,EAEXs4B,EAAqBD,EAAW,GAAGr8C,MAAQ,GAC3Cu8C,EAAoBF,EAAWA,EAAW3sE,OAAS,GAAGswB,MAAQ,GAapE,OAVsD,IAAlDs8C,EAAmBpzD,QAAQ,oBAAgF,IAApDozD,EAAmBpzD,QAAQ,sBACpFmzD,EAAaA,EAAW3mE,MAAM,KAIoB,IAAhD6mE,EAAkBrzD,QAAQ,mBAC5BmzD,EAAaA,EAAW3mE,MAAM,GAAI,IAI7B2mE,EACJ3mE,MAAM,EAnGc,IAoGpBkQ,KACC,SAAC42D,GAA0C,MAAC,CAC1C5rB,MAAwB,OAAjB4rB,EAAMnB,YAAkB1nE,EAAY6oE,EAAMnB,OACjDoB,SAAUD,EAAMhgE,KAAO6/D,EAAW,GAAG7/D,IACrCkgE,SAAUF,EAAMx8C,MAAQ,IACxB28C,QAAQ,EACRC,OAAuB,OAAfJ,EAAM7rB,UAAgBh9C,EAAY6oE,EAAM7rB,SAGnDxlC,UC9FC,SAAU0xD,EAAmBt1D,EAAkBxK,EAAoB+/D,GACvE,IACM9qE,EAAQ+qE,EAAsBhgE,EADR+/D,GAAQA,EAAKE,yBAAuBrpE,EACG,CACjEspE,iBAAkB11D,EAAQ01D,mBAU5B,OARA,aAAsBjrE,EAAO,CAC3BgtD,SAAS,EACTntD,KAAM,YAERG,EAAMuL,MAAQ2/D,GAAS7qE,MACnByqE,GAAQA,EAAK7/D,WACfjL,EAAMiL,SAAW6/D,EAAK7/D,UAEjB,GAAYnM,QAAQkB,GAOvB,SAAUmrE,EACd51D,EACA9T,EACA8J,EACAu/D,QADA,IAAAv/D,MAAkB2/D,GAASE,MAG3B,IACMprE,EAAQqrE,EAAgB5pE,EADFqpE,GAAQA,EAAKE,yBAAuBrpE,EACL,CACzDspE,iBAAkB11D,EAAQ01D,mBAM5B,OAJAjrE,EAAMuL,MAAQA,EACVu/D,GAAQA,EAAK7/D,WACfjL,EAAMiL,SAAW6/D,EAAK7/D,UAEjB,GAAYnM,QAAQkB,GAMvB,SAAU+qE,EACdhgE,EACAigE,EACAz1D,GAKA,IAAIvV,EAEJ,QAPA,IAAAuV,MAAA,IAOI,OAAAs2C,GAAA,GAAa9gD,IAA6BA,EAAyB3J,MAMrE,OADApB,EAAQoqE,EAAoBvB,EAD5B99D,EAFmBA,EAEI3J,QAIzB,GAAI,OAAAyqD,GAAA,GAAW9gD,IAA0B,OAAA8gD,GAAA,GAAe9gD,GAA4B,CAKlF,IAAMugE,EAAevgE,EACf,EAAOugE,EAAa5pE,OAAS,OAAAmqD,GAAA,GAAWyf,GAAgB,WAAa,gBACrE7pE,EAAU6pE,EAAa7pE,QAAa,EAAI,KAAK6pE,EAAa7pE,QAAY,EAQ5E,OANAzB,EAAQqrE,EAAgB5pE,EAASupE,EAAoBz1D,GACrD,aAAsBvV,EAAOyB,GACzB,SAAU6pE,IACZtrE,EAAMurE,KAAI,6BAAQvrE,EAAMurE,MAAI,CAAE,oBAAqB,GAAGD,EAAahrE,QAG9DN,EAET,OAAI,OAAA6rD,GAAA,GAAQ9gD,GAEV/K,EAAQoqE,EAAoBvB,EAAkB99D,IAG5C,OAAA8gD,GAAA,GAAc9gD,IAAc,OAAA8gD,GAAA,GAAQ9gD,IAKtC/K,EDvEE,SACJ+K,EACAigE,EACAQ,GAEA,IAAMxrE,EAAe,CACnB+K,UAAW,CACTC,OAAQ,CACN,CACEnL,KAAM,OAAAgsD,GAAA,GAAQ9gD,GAAaA,EAAU0X,YAAY/gB,KAAO8pE,EAAY,qBAAuB,QAC3F9oE,MAAO,cACL8oE,EAAY,oBAAsB,aAAW,wBACvB,aAA+BzgE,MAI7DkkC,MAAO,CACLw8B,eAAgB,aAAgB1gE,KAIpC,GAAIigE,EAAoB,CACtB,IACM,EAASb,EADItB,EAAkBmC,GACWh5B,OAChDhyC,EAAMkpE,WAAa,CACjBgB,OAAM,GAIV,OAAOlqE,EC0CG0rE,CADgB3gE,EACsBigE,EAAoBz1D,EAAQi2D,WAC1E,aAAsBxrE,EAAO,CAC3B2rE,WAAW,IAEN3rE,IAYTA,EAAQqrE,EAAgBtgE,EAAqBigE,EAAoBz1D,GACjE,aAAsBvV,EAAO,GAAG+K,OAAapJ,GAC7C,aAAsB3B,EAAO,CAC3B2rE,WAAW,IAGN3rE,GAMH,SAAUqrE,EACdpsB,EACA+rB,EACAz1D,QAAA,IAAAA,MAAA,IAIA,IAAMvV,EAAe,CACnByB,QAASw9C,GAGX,GAAI1pC,EAAQ01D,kBAAoBD,EAAoB,CAClD,IACM,EAASb,EADItB,EAAkBmC,GACWh5B,OAChDhyC,EAAMkpE,WAAa,CACjBgB,OAAM,GAIV,OAAOlqE,ECnJH,SAAU4rE,EAAuBC,EAAkBC,GAQvD,MAAO,CACL9U,KARsBr6C,KAAKC,UAAU,CACrCmvD,SAAS,IAAIt/D,MAAOu/D,gBAOI,KALNrvD,KAAKC,UAAU,CACjC/c,KAAM,YAIkC,KAAK8c,KAAKC,UAAUivD,GAC5DhsE,KAAM,UACN2K,IAAKshE,EAAIG,yCAKP,SAAUC,EAAqBlsE,EAAc8rE,GAEjD,IAAM,aAAE,IAAAK,wBAAyC,IAAAC,oBAAiC,oEAClFpsE,EAAMurE,KAAOc,EAEb,IAAMC,EAA6B,gBAAftsE,EAAMH,KAEpB0sE,EAAqB,CACzBvV,KAAMr6C,KAAKC,UAAU5c,GACrBH,KAAMG,EAAMH,MAAQ,QACpB2K,IAAK8hE,EAAcR,EAAIG,wCAA0CH,EAAIU,sCASvE,GAAIF,EAAa,CACf,IAAMG,EAAkB9vD,KAAKC,UAAU,CACrC3R,SAAUjL,EAAMiL,SAChB8gE,SAAS,IAAIt/D,MAAOu/D,gBAEhBU,EAAc/vD,KAAKC,UAAU,CACjC/c,KAAMG,EAAMH,KAIZ8sE,aAAc,CAAC,CAAEn3C,GAAIo3C,EAAgBC,KAAMC,MAqB7CP,EAAIvV,KADgByV,EAAe,KAAKC,EAAW,KAAKH,EAAIvV,KAI9D,OAAOuV,E,+MCjEH,SAAUQ,IACd,OAAOC,GAAgB,EAMnB,SAAUC,IAEdD,IAAiB,EACjBprE,YAAW,WACTorE,IAAiB,KAYf,SAAUne,EACdtkB,EACAh1B,EAGA23D,GAGA,QANA,IAAA33D,MAAA,IAMkB,mBAAPg1B,EACT,OAAOA,EAGT,IAEE,GAAIA,EAAG4iC,WACL,OAAO5iC,EAIT,GAAIA,EAAG6iC,mBACL,OAAO7iC,EAAG6iC,mBAEZ,MAAOzuE,GAIP,OAAO4rC,EAKT,IAAM8iC,EAAiC,WACrC,IAAMj+D,EAAOC,MAAMzR,UAAU8F,MAAM5F,KAAKwR,WAExC,IACM49D,GAA4B,mBAAXA,GACnBA,EAAO39D,MAAMpB,KAAMmB,WAIrB,IAAMg+D,EAAmBl+D,EAAKwE,KAAI,SAACmI,GAAa,OAAA8yC,EAAK9yC,EAAL,MAEhD,OAAIwuB,EAAGgjC,YAMEhjC,EAAGgjC,YAAYh+D,MAAMpB,KAAMm/D,GAM7B/iC,EAAGh7B,MAAMpB,KAAMm/D,GACtB,MAAOxE,GAuBP,MAtBAmE,IAEAO,GAAU,SAACjG,GACTA,EAAMkG,mBAAkB,SAACztE,GACvB,IAAM0tE,EAAiB,OAAH,KAAG,CAAH,GAAQ1tE,GAY5B,OAVIuV,EAAQ1J,YACV,aAAsB6hE,OAAgB/rE,OAAWA,GACjD,aAAsB+rE,EAAgBn4D,EAAQ1J,YAGhD6hE,EAAez+B,MAAK,6BACfy+B,EAAez+B,OAAK,CACvB3/B,UAAWF,IAGNs+D,KAGTC,EAAiB7E,MAGbA,IAOV,IACE,IAAK,IAAM1lE,KAAYmnC,EACjB5sC,OAAOC,UAAUC,eAAeC,KAAKysC,EAAInnC,KAC3CiqE,EAAcjqE,GAAYmnC,EAAGnnC,IAGjC,MAAO0I,IAETy+B,EAAG3sC,UAAY2sC,EAAG3sC,WAAa,GAC/ByvE,EAAczvE,UAAY2sC,EAAG3sC,UAE7BD,OAAOyE,eAAemoC,EAAI,qBAAsB,CAC9CloC,YAAY,EACZK,MAAO2qE,IAKT1vE,OAAO0lB,iBAAiBgqD,EAAe,CACrCF,WAAY,CACV9qE,YAAY,EACZK,OAAO,GAET8I,oBAAqB,CACnBnJ,YAAY,EACZK,MAAO6nC,KAKX,IACqB5sC,OAAOulB,yBAAyBmqD,EAAe,QACnD1qD,cACbhlB,OAAOyE,eAAeirE,EAAe,OAAQ,CAC3C/qE,IAAA,WACE,OAAOioC,EAAG7oC,QAKhB,MAAOoK,IAET,OAAOuhE,EAmCH,SAAUO,EAAmBr4D,GACjC,QADiC,IAAAA,MAAA,IAC5BA,EAAQ0d,QAIb,GAAK1d,EAAQqd,IAAb,CAKA,IAAM9xB,EAAS1B,SAASQ,cAAc,UACtCkB,EAAO6+C,OAAQ,EACf7+C,EAAOX,IAAM,IAAI,GAAIoV,EAAQqd,KAAKi7C,wBAAwBt4D,GAEtDA,EAAQu4D,SAEVhtE,EAAOhB,OAASyV,EAAQu4D,SAGzB1uE,SAASyC,MAAQzC,SAAS43D,MAAMv2D,YAAYK,QAb3CsnE,GAAOhnE,MAAM,oDAJbgnE,GAAOhnE,MAAM,mDCxJjB,SAAS2sE,EAAWluE,GAClB,IAAImuE,GAAanuE,GAMjB,OAFAmuE,GAAanuE,IAAQ,EAEbA,GACN,IAAK,WA4DT,WACE,KAAM,YAAa,IACjB,OAGF,CAAC,QAAS,OAAQ,OAAQ,QAAS,MAAO,UAAUyL,SAAQ,SAASC,GAC7DA,KAAS,GAAOjI,SAItB,aAAK,GAAOA,QAASiI,GAAO,SAAS0iE,GACnC,OAAO,W,IAAS,sDACdC,EAAgB,UAAW,CAAE9+D,KAAI,EAAE7D,MAAK,IAGpC0iE,GACFpW,SAASj6D,UAAU2R,MAAMzR,KAAKmwE,EAAsB,GAAO3qE,QAAS8L,UA3ExE++D,GACA,MACF,IAAK,OAiTT,WACE,KAAM,aAAc,IAClB,OAKF,GAAO/uE,SAASib,iBAAiB,QAAS+zD,EAAgB,QAASF,EAAgBjrE,KAAK,KAAM,SAAS,GACvG,GAAO7D,SAASib,iBAAiB,WAAYg0D,EAAqBH,EAAgBjrE,KAAK,KAAM,SAAS,GAGtG,CAAC,cAAe,QAAQqI,SAAQ,SAACpL,GAE/B,IAAMouE,EAAS,GAAepuE,IAAY,GAAeA,GAAQtC,UAG5D0wE,GAAUA,EAAMzwE,gBAAmBywE,EAAMzwE,eAAe,sBAK7D,aAAKywE,EAAO,oBAAoB,SAC9B/1D,GAMA,OAAO,SAELg2D,EACAhkC,EACAh1B,GA4BA,OA1BIg1B,GAAOA,EAA2BgjC,aAClB,UAAdgB,GACF,aAAKhkC,EAAI,eAAe,SAASikC,GAC/B,OAAO,SAAoBxuE,GAEzB,OADAouE,EAAgB,QAASF,EAAgBjrE,KAAK,KAAM,OAApDmrE,CAA4DpuE,GACrDwuE,EAAc1wE,KAAKqQ,KAAMnO,OAIpB,aAAduuE,GACF,aAAKhkC,EAAI,eAAe,SAASikC,GAC/B,OAAO,SAAoBxuE,GAEzB,OADAquE,EAAqBH,EAAgBjrE,KAAK,KAAM,OAAhDorE,CAAwDruE,GACjDwuE,EAAc1wE,KAAKqQ,KAAMnO,SAKpB,UAAduuE,GACFH,EAAgB,QAASF,EAAgBjrE,KAAK,KAAM,QAAQ,EAA5DmrE,CAAkEjgE,MAElD,aAAdogE,GACFF,EAAqBH,EAAgBjrE,KAAK,KAAM,OAAhDorE,CAAwDlgE,OAIrDoK,EAASza,KAAKqQ,KAAMogE,EAAWhkC,EAAIh1B,OAI9C,aAAK+4D,EAAO,uBAAuB,SACjC/1D,GAOA,OAAO,SAELg2D,EACAhkC,EACAh1B,GAEA,IACEgD,EAASza,KAAKqQ,KAAMogE,EAAahkC,EAAmC6iC,mBAAoB73D,GACxF,MAAO5W,IAGT,OAAO4Z,EAASza,KAAKqQ,KAAMogE,EAAWhkC,EAAIh1B,WAnY5Ck5D,GACA,MACF,IAAK,OAkKT,WACE,KAAM,mBAAoB,IACxB,OAIF,IAAMC,EAAgC,GAChCC,EAA8B,GAC9BC,EAAWC,eAAejxE,UAEhC,aAAKgxE,EAAU,QAAQ,SAASE,GAC9B,OAAO,W,IAA4C,sDAEjD,IAAMC,EAAM5gE,KACN3D,EAAM4E,EAAK,GACjB2/D,EAAIC,eAAiB,CAEnBC,OAAQ,OAAApjB,GAAA,GAASz8C,EAAK,IAAMA,EAAK,GAAGyN,cAAgBzN,EAAK,GACzD5E,IAAK4E,EAAK,IAKR,OAAAy8C,GAAA,GAASrhD,IAAsC,SAA9BukE,EAAIC,eAAeC,QAAqBzkE,EAAIC,MAAM,gBACrEskE,EAAIG,wBAAyB,GAG/B,IAAMC,EAA4B,WAChC,GAAuB,IAAnBJ,EAAI15B,WAAkB,CACxB,IAGM05B,EAAIC,iBACND,EAAIC,eAAeI,YAAcL,EAAIM,QAEvC,MAAO1wE,IAIT,IACE,IAAM2wE,EAAaZ,EAAYx3D,QAAQ63D,GACvC,IAAoB,IAAhBO,EAAmB,CAErBZ,EAAYt1D,OAAOk2D,GACnB,IAAM,EAAOX,EAAcv1D,OAAOk2D,GAAY,GAC1CP,EAAIC,qBAA8BrtE,IAAZ,EAAK,KAC7BotE,EAAIC,eAAehY,KAAO,EAAK,KAGnC,MAAOr4D,IAITuvE,EAAgB,MAAO,CACrB9+D,KAAI,EACJmgE,aAAc9iE,KAAKN,MACnBqjE,eAAgB/iE,KAAKN,MACrB4iE,IAAG,MAgBT,MAXI,uBAAwBA,GAAyC,mBAA3BA,EAAIU,mBAC5C,aAAKV,EAAK,sBAAsB,SAASx2D,GACvC,OAAO,W,IAAS,sDAEd,OADA42D,IACO52D,EAAShJ,MAAMw/D,EAAKW,OAI/BX,EAAI10D,iBAAiB,mBAAoB80D,GAGpCL,EAAav/D,MAAMw/D,EAAK3/D,OAInC,aAAKw/D,EAAU,QAAQ,SAASe,GAC9B,OAAO,W,IAA4C,sDAUjD,OATAjB,EAAY1wE,KAAKmQ,MACjBwgE,EAAc3wE,KAAKoR,GAEnB8+D,EAAgB,MAAO,CACrB9+D,KAAI,EACJogE,eAAgB/iE,KAAKN,MACrB4iE,IAAK5gE,OAGAwhE,EAAapgE,MAAMpB,KAAMiB,OAzPhCwgE,GACA,MACF,IAAK,SA2ET,WACE,INpDI,WACJ,IAAKtH,IACH,OAAO,EAGT,IAAM/+D,EAAS,eAIf,GAAIm/D,EAAcn/D,EAAOsmE,OACvB,OAAO,EAKT,IAAIpkE,GAAS,EACPqzB,EAAMv1B,EAAOnK,SAEnB,GAAI0/B,GAAiD,mBAAlCA,EAAIl/B,cACrB,IACE,IAAMkwE,EAAUhxC,EAAIl/B,cAAc,UAClCkwE,EAAQC,QAAS,EACjBjxC,EAAIj9B,KAAKpB,YAAYqvE,GACjBA,EAAQE,eAAiBF,EAAQE,cAAcH,QAEjDpkE,EAASi9D,EAAcoH,EAAQE,cAAcH,QAE/C/wC,EAAIj9B,KAAKrB,YAAYsvE,GACrB,MAAO1vE,GACPgoE,GAAOruC,KAAK,kFAAmF35B,GAInG,OAAOqL,EMmBFwkE,GACH,OAGF,aAAK,GAAQ,SAAS,SAASC,GAC7B,OAAO,W,IAAS,sDACd,IAAMC,EAAc,CAClB/gE,KAAI,EACJghE,UAAW,CACTnB,OAAQoB,EAAejhE,GACvB5E,IAAK8lE,EAAYlhE,IAEnBogE,eAAgB/iE,KAAKN,OAQvB,OALA+hE,EAAgB,QAAO,gBAClBiC,IAIED,EAAc3gE,MAAM,GAAQH,GAAM1O,MACvC,SAAC6vE,GAMC,OALArC,EAAgB,QAAO,6BAClBiC,GAAW,CACdZ,aAAc9iE,KAAKN,MACnBokE,SAAQ,KAEHA,KAET,SAACnvE,GASC,MARA8sE,EAAgB,QAAO,6BAClBiC,GAAW,CACdZ,aAAc9iE,KAAKN,MACnB/K,MAAK,KAKDA,SAjHVovE,GACA,MACF,IAAK,WA4PT,WAqBE,SAASC,EAA2BC,GAClC,OAAO,W,IAAwB,sDAC7B,IAAMlmE,EAAM4E,EAAK1R,OAAS,EAAI0R,EAAK,QAAKzN,EACxC,GAAI6I,EAAK,CAEP,IAAMyZ,EAAO0sD,GACPva,EAAK3hD,OAAOjK,GAElBmmE,GAAWva,EACX8X,EAAgB,UAAW,CACzBjqD,KAAI,EACJmyC,GAAE,IAGN,OAAOsa,EAAwBnhE,MAAMpB,KAAMiB,IAlC/C,GNtJM7F,EAAS,eAGTqnE,EAAUrnE,EAAeqnE,OACHA,GAAUA,EAAO1Z,KAAO0Z,EAAO1Z,IAAI2Z,WAEzC,YAAatnE,KAAYA,EAAO8pB,QAAQy9C,YAAevnE,EAAO8pB,QAAQ09C,aMiJ1F,ON3JE,IAIExnE,EAGAqnE,EMuJN,IAAMI,EAAgB,GAAOC,WAC7B,GAAOA,WAAa,W,IAAoC,sDACtD,IAAM7a,EAAK,GAAOpqD,SAAShN,KAErBilB,EAAO0sD,GAMb,GALAA,GAAWva,EACX8X,EAAgB,UAAW,CACzBjqD,KAAI,EACJmyC,GAAE,IAEA4a,EACF,OAAOA,EAAczhE,MAAMpB,KAAMiB,IAuBrC,aAAK,GAAOikB,QAAS,YAAao9C,GAClC,aAAK,GAAOp9C,QAAS,eAAgBo9C,GAnSjCS,GACA,MACF,IAAK,QAsdPC,GAAqB,GAAOpxE,QAE5B,GAAOA,QAAU,SAASs8B,EAAU7xB,EAAUm0C,EAAW0qB,EAAajoE,GASpE,OARA8sE,EAAgB,QAAS,CACvB7E,OAAM,EACNjoE,MAAK,EACLu9C,KAAI,EACJtiB,IAAG,EACH7xB,IAAG,MAGD2mE,IAEKA,GAAmB5hE,MAAMpB,KAAMmB,YAjetC,MACF,IAAK,qBA0eP8hE,GAAkC,GAAOC,qBAEzC,GAAOA,qBAAuB,SAAS1yE,GAGrC,OAFAuvE,EAAgB,qBAAsBvvE,IAElCyyE,IAEKA,GAAgC7hE,MAAMpB,KAAMmB,YA/enD,MACF,QACE84D,GAAOruC,KAAK,gCAAiCl6B,IAS7C,SAAUyxE,EAA0BC,GACnCA,GAAmC,iBAAjBA,EAAQ1xE,MAAiD,mBAArB0xE,EAAQpmE,WAGnEqmE,GAASD,EAAQ1xE,MAAQ2xE,GAASD,EAAQ1xE,OAAS,GAClD2xE,GAASD,EAAQ1xE,MAAsC7B,KAAKuzE,EAAQpmE,UACrE4iE,EAAWwD,EAAQ1xE,OAIrB,SAASquE,EAAgBruE,EAA6B1C,G,QACpD,GAAK0C,GAAS2xE,GAAS3xE,G,IAIvB,IAAsB,mBAAA2xE,GAAS3xE,IAAS,IAAE,8BAAE,CAAvC,IAAM0xE,EAAO,QAChB,IACEA,EAAQp0E,GACR,MAAOwB,GACPypE,GAAOhnE,MACL,0DAA0DvB,EAAI,WAAW,aACvE0xE,GACD,YAAY5yE,K,kGA4FrB,SAAS0xE,EAAeoB,GACtB,YADsB,IAAAA,MAAA,IAClB,YAAa,IAAU,OAAA5lB,GAAA,GAAa4lB,EAAU,GAAIjJ,UAAYiJ,EAAU,GAAGxC,OACtEx6D,OAAOg9D,EAAU,GAAGxC,QAAQpyD,cAEjC40D,EAAU,IAAMA,EAAU,GAAGxC,OACxBx6D,OAAOg9D,EAAU,GAAGxC,QAAQpyD,cAE9B,MAIT,SAASyzD,EAAYmB,GACnB,YADmB,IAAAA,MAAA,IACS,iBAAjBA,EAAU,GACZA,EAAU,GAEf,YAAa,IAAU,OAAA5lB,GAAA,GAAa4lB,EAAU,GAAIjJ,SAC7CiJ,EAAU,GAAGjnE,IAEfiK,OAAOg9D,EAAU,IAuP1B,SAASrD,EAAgB1sE,EAAc6vE,EAAmBG,GACxD,YADwD,IAAAA,OAAA,GACjD,SAAC1xE,GAIN2xE,QAAkBhwE,EAIb3B,GAAS4xE,KAAsB5xE,IAIpC4xE,GAAoB5xE,EAEhB6xE,IACFxwE,aAAawwE,IAGXH,EACFG,GAAgBjwE,YAAW,WACzB2vE,EAAQ,CAAEvxE,MAAK,EAAE0B,KAAI,OAGvB6vE,EAAQ,CAAEvxE,MAAK,EAAE0B,KAAI,MAW3B,SAAS2sE,EAAqBkD,GAI5B,OAAO,SAACvxE,GACN,IAAIE,EAEJ,IACEA,EAASF,EAAME,OACf,MAAOvB,GAGP,OAGF,IAAM42B,EAAUr1B,GAAWA,EAAuBq1B,QAK7CA,IAAwB,UAAZA,GAAmC,aAAZA,GAA4Br1B,EAAuB4xE,qBAMtFH,IACHvD,EAAgB,QAASmD,EAAzBnD,CAAkCpuE,GAEpCqB,aAAaswE,IAEbA,GAAmB/vE,YAAW,WAC5B+vE,QAAkBhwE,IAhFS,OCtX3B,SAAUiuB,EAAKra,GAInB,QAJmB,IAAAA,MAAA,SACiB5T,IAAhC4T,EAAQoyD,sBACVpyD,EAAQoyD,oBAAsB,SAERhmE,IAApB4T,EAAQsd,QAAuB,CACjC,IAAM,EAAS,eAEX,EAAOk/C,gBAAkB,EAAOA,eAAev8C,KACjDjgB,EAAQsd,QAAU,EAAOk/C,eAAev8C,SAGR7zB,IAAhC4T,EAAQy8D,sBACVz8D,EAAQy8D,qBAAsB,GAzE5B,SAA2D,EAAgC,IACzE,IAAlB,EAAQ,OACV,GAAO,SAET,IAAM,EAAM,IACN,EAAS,IAAI,EAAY,GAC/B,EAAI,WAAW,GAsEfC,CAAY,GAAe18D,GAEvBA,EAAQy8D,qBAwFd,WACE,IAAMxuE,EAAS,eACT+iE,EAAMM,IAMRqL,EAAuC,aAAxB9yE,SAASi2C,WACxB88B,GAAc,EACZC,EAAqB,WACrBD,GAAeD,GACjB3L,EAAI8L,cASR9L,EAAI+L,eAECJ,GAGH1uE,EAAO6W,iBAAiB,QAXE,SAAtBk4D,IACJL,GAAe,EACfE,IACA5uE,EAAO+xC,oBAAoB,OAAQg9B,MAWrC,IACE,IAAMC,EAAK,IAAIC,qBAAoB,SAACC,EAAWF,GAC7CE,EAAUC,aAAarnE,SAAQ,SAAAsnE,GACV,2BAAfA,EAAMlxE,MAAqCkxE,EAAMC,UAAY,IAC/DL,EAAGM,aACHX,GAAc,EACdC,WAOF,EAA+C,WAA7BhzE,SAAS2zE,gBAA+B,EAAI9T,IAClE7/D,SAASib,iBACP,oBACA,SAAAra,GACE,EAAkBqK,KAAK00C,IAAI,EAAiB/+C,EAAMgzE,aAEpD,CAAEhjE,MAAM,IAGVwiE,EAAGS,QAAQ,CACTpzE,KAAM,QACNqzE,UAAU,IAEZ,MAAOv0E,GACPwzE,GAAc,EACdC,KAhJAe,GASE,SAAUngD,GAAiBzd,QAAA,IAAAA,MAAA,IAC1BA,EAAQ0d,UACX1d,EAAQ0d,QAAU4zC,IAAgBuM,eAEpC,IAAM9L,EAAST,IAAgBwM,YAC3B/L,GACFA,EAAOt0C,iBAAiBzd,GAStB,SAAU69D,KACd,OAAOvM,IAAgBuM,cAOnB,SAAUE,MAQV,SAAUxF,GAAO3iE,GACrBA,IASI,SAAUooE,GAAMvyE,GACpB,IAAMsmE,EAAST,IAAgBwM,YAC/B,OAAI/L,EACKA,EAAOiM,MAAMvyE,GAEf,GAAYjC,QAAO,GAStB,SAAU,GAAMiC,GACpB,IAAMsmE,EAAST,IAAgBwM,YAC/B,OAAI/L,EACKA,EAAOxuD,MAAM9X,GAEf,GAAYjC,QAAO,GAWtB,SAAU,GAAKwrC,GACnB,OAAO,EAAaA,EAAb,G,0qEC5KG2gC,GCAAsI,G,cDAZ,SAAYtI,GAEV,gBAEA,gBAEA,oBAEA,YAEA,cAEA,gBAEA,sBAdF,CAAYA,QAAQ,KAkBpB,SAAiBA,GAOC,EAAAuI,WAAhB,SAA2BloE,GACzB,OAAQA,GACN,IAAK,QACH,OAAO2/D,EAASwI,MAClB,IAAK,OACH,OAAOxI,EAASE,KAClB,IAAK,OACL,IAAK,UACH,OAAOF,EAASyI,QAClB,IAAK,QACH,OAAOzI,EAAS7qE,MAClB,IAAK,QACH,OAAO6qE,EAAS0I,MAClB,IAAK,WACH,OAAO1I,EAAS2I,SAClB,IAAK,MACL,QACE,OAAO3I,EAAS4I,MAxBxB,CAAiB5I,QAAQ,KClBzB,SAAYsI,GAEV,oBAEA,oBAEA,oBAEA,yBAEA,oBAEA,kBAZF,CAAYA,QAAM,KAgBlB,SAAiBA,GAOC,EAAAO,aAAhB,SAA6BzzE,GAC3B,OAAIA,GAAQ,KAAOA,EAAO,IACjBkzE,EAAOQ,QAGH,MAAT1zE,EACKkzE,EAAOS,UAGZ3zE,GAAQ,KAAOA,EAAO,IACjBkzE,EAAOU,QAGZ5zE,GAAQ,IACHkzE,EAAOW,OAGTX,EAAOY,SAxBlB,CAAiBZ,QAAM,K,ICXlBa,G,2BAAL,SAAKA,GAEH,oBAEA,sBAEA,sBANF,CAAKA,QAAM,KAaX,kBASE,WACEC,GADF,WARQ,KAAAxoC,OAAiBuoC,GAAOvzB,QACxB,KAAAyzB,UAIH,GAgJY,KAAAC,SAAW,SAAC9xE,GAC3B,EAAK+xE,WAAWJ,GAAOK,SAAUhyE,IAIlB,KAAAiyE,QAAU,SAACxoC,GAC1B,EAAKsoC,WAAWJ,GAAOO,SAAUzoC,IAIlB,KAAAsoC,WAAa,SAACtkD,EAAeztB,GACxC,EAAKopC,SAAWuoC,GAAOvzB,UAIvB,OAAA+K,GAAA,GAAWnpD,GACZA,EAAyBhC,KAAK,EAAK8zE,SAAU,EAAKG,UAIrD,EAAK7oC,OAAS3b,EACd,EAAK0kD,OAASnyE,EAEd,EAAKoyE,sBAKU,KAAAC,eAAiB,SAACxD,GAQjC,EAAKgD,UAAY,EAAKA,UAAU1rE,OAAO0oE,GACvC,EAAKuD,oBAIU,KAAAA,iBAAmB,WAClC,GAAI,EAAKhpC,SAAWuoC,GAAOvzB,QAA3B,CAIA,IAAMk0B,EAAiB,EAAKT,UAAU7wE,QACtC,EAAK6wE,UAAY,GAEjBS,EAAe1pE,SAAQ,SAAAimE,GACjBA,EAAQj/C,OAIR,EAAKwZ,SAAWuoC,GAAOK,UACrBnD,EAAQ0D,aAEV1D,EAAQ0D,YAAa,EAAKJ,QAI1B,EAAK/oC,SAAWuoC,GAAOO,UACrBrD,EAAQ2D,YACV3D,EAAQ2D,WAAW,EAAKL,QAI5BtD,EAAQj/C,MAAO,QA7MjB,IACEgiD,EAASnmE,KAAKqmE,SAAUrmE,KAAKwmE,SAC7B,MAAOh2E,GACPwP,KAAKwmE,QAAQh2E,IA6MnB,OAxMgB,EAAAG,QAAd,SAAyB4D,GACvB,OAAO,IAAIyyE,GAAY,SAAAr2E,GACrBA,EAAQ4D,OAKE,EAAA3D,OAAd,SAAgCotC,GAC9B,OAAO,IAAIgpC,GAAY,SAACr3B,EAAG/+C,GACzBA,EAAOotC,OAKG,EAAArqC,IAAd,SAA2BszE,GACzB,OAAO,IAAID,GAAiB,SAACr2E,EAASC,GACpC,GAAKsQ,MAAMwU,QAAQuxD,GAKnB,GAA0B,IAAtBA,EAAW13E,OAAf,CAKA,IAAI23E,EAAUD,EAAW13E,OACnB43E,EAA0B,GAEhCF,EAAW9pE,SAAQ,SAACk6B,EAAMl0B,GACxB6jE,EAAYr2E,QAAQ0mC,GACjB9kC,MAAK,SAAAgC,GACJ4yE,EAAmBhkE,GAAS5O,EAGZ,KAFhB2yE,GAAW,IAKXv2E,EAAQw2E,MAET50E,KAAK,KAAM3B,WAlBdD,EAAQ,SALRC,EAAO,IAAIolB,UAAU,gDA6BpB,YAAAzjB,KAAP,SACEu0E,EACAC,GAFF,WAIE,OAAO,IAAIC,GAAY,SAACr2E,EAASC,GAC/B,EAAKg2E,eAAe,CAClBziD,MAAM,EACN2iD,YAAa,SAAAxpE,GACX,GAAKwpE,EAML,IAEE,YADAn2E,EAAQm2E,EAAYxpE,IAEpB,MAAO9M,GAEP,YADAI,EAAOJ,QAPPG,EAAQ2M,IAWZypE,WAAY,SAAA/oC,GACV,GAAK+oC,EAIL,IAEE,YADAp2E,EAAQo2E,EAAW/oC,IAEnB,MAAOxtC,GAEP,YADAI,EAAOJ,QAPPI,EAAOotC,UAgBV,YAAA2J,MAAP,SACEo/B,GAEA,OAAO/mE,KAAKzN,MAAK,SAAAikB,GAAO,OAAAA,IAAKuwD,IAIxB,YAAAK,QAAP,SAAwBC,GAAxB,WACE,OAAO,IAAIL,GAAqB,SAACr2E,EAASC,GACxC,IAAI4lB,EACA8wD,EAEJ,OAAO,EAAK/0E,MACV,SAAAgC,GACE+yE,GAAa,EACb9wD,EAAMjiB,EACF8yE,GACFA,OAGJ,SAAArpC,GACEspC,GAAa,EACb9wD,EAAMwnB,EACFqpC,GACFA,OAGJ90E,MAAK,WACD+0E,EACF12E,EAAO4lB,GAIT7lB,EAAS6lB,UAMR,YAAAxa,SAAP,WACE,MAAO,wBA0EX,EA5NA,G,adOA,2BAEY,KAAAurE,qBAA+B,EAG/B,KAAAC,gBAAiD,GAGjD,KAAAC,iBAAqC,GAGrC,KAAAC,aAA6B,GAG7B,KAAAC,MAAc,GAGd,KAAAC,MAAsC,GAGtC,KAAAC,OAAiB,GAGjB,KAAAC,UAAsB,GAyalC,OApZgB,EAAA3jB,MAAd,SAAoBiV,GAClB,IAAM2O,EAAW,IAAIC,EAcrB,OAbI5O,IACF2O,EAASL,aAAY,aAAOtO,EAAMsO,cAClCK,EAASH,MAAK,gBAAQxO,EAAMwO,OAC5BG,EAASF,OAAM,gBAAQzO,EAAMyO,QAC7BE,EAASD,UAAS,gBAAQ1O,EAAM0O,WAChCC,EAASJ,MAAQvO,EAAMuO,MACvBI,EAASE,OAAS7O,EAAM6O,OACxBF,EAASG,MAAQ9O,EAAM8O,MACvBH,EAASI,SAAW/O,EAAM+O,SAC1BJ,EAASK,iBAAmBhP,EAAMgP,iBAClCL,EAASM,aAAejP,EAAMiP,aAC9BN,EAASN,iBAAgB,aAAOrO,EAAMqO,mBAEjCM,GAOF,YAAAO,iBAAP,SAAwBtrE,GACtBgD,KAAKwnE,gBAAgB33E,KAAKmN,IAMrB,YAAAsiE,kBAAP,SAAyBtiE,GAEvB,OADAgD,KAAKynE,iBAAiB53E,KAAKmN,GACpBgD,MAMF,YAAAuoE,QAAP,SAAeC,GAMb,OALAxoE,KAAK2nE,MAAQa,GAAQ,GACjBxoE,KAAKmoE,UACPnoE,KAAKmoE,SAASlpB,OAAO,CAAEupB,KAAI,IAE7BxoE,KAAKyoE,wBACEzoE,MAMF,YAAA0oE,QAAP,WACE,OAAO1oE,KAAK2nE,OAMP,YAAAgB,QAAP,SAAevL,GAMb,OALAp9D,KAAK4nE,MAAK,6BACL5nE,KAAK4nE,OACLxK,GAELp9D,KAAKyoE,wBACEzoE,MAMF,YAAA4oE,OAAP,SAAc/zE,EAAaN,G,MAGzB,OAFAyL,KAAK4nE,MAAK,6BAAQ5nE,KAAK4nE,SAAK,MAAG/yE,GAAMN,EAAK,IAC1CyL,KAAKyoE,wBACEzoE,MAMF,YAAA6oE,UAAP,SAAiBC,GAMf,OALA9oE,KAAK6nE,OAAM,6BACN7nE,KAAK6nE,QACLiB,GAEL9oE,KAAKyoE,wBACEzoE,MAMF,YAAA+oE,SAAP,SAAgBl0E,EAAaisC,G,MAG3B,OAFA9gC,KAAK6nE,OAAM,6BAAQ7nE,KAAK6nE,UAAM,MAAGhzE,GAAMisC,EAAK,IAC5C9gC,KAAKyoE,wBACEzoE,MAMF,YAAAgpE,eAAP,SAAsBC,GAGpB,OAFAjpE,KAAKqoE,aAAeY,EACpBjpE,KAAKyoE,wBACEzoE,MAMF,YAAAkpE,SAAP,SAAgB9rE,GAGd,OAFA4C,KAAKioE,OAAS7qE,EACd4C,KAAKyoE,wBACEzoE,MAMF,YAAAmpE,mBAAP,SAA0B51E,GAGxB,OAFAyM,KAAKooE,iBAAmB70E,EACxByM,KAAKyoE,wBACEzoE,MAOF,YAAAopE,eAAP,SAAsB71E,GACpB,OAAOyM,KAAKmpE,mBAAmB51E,IAM1B,YAAA81E,WAAP,SAAkBx0E,EAAa2tB,G,MAS7B,OARgB,OAAZA,SAEKxiB,KAAK8nE,UAAUjzE,GAEtBmL,KAAK8nE,UAAS,6BAAQ9nE,KAAK8nE,aAAS,MAAGjzE,GAAM2tB,EAAO,IAGtDxiB,KAAKyoE,wBACEzoE,MAMF,YAAAspE,QAAP,SAAehzC,GAGb,OAFAt2B,KAAKkoE,MAAQ5xC,EACbt2B,KAAKyoE,wBACEzoE,MAMF,YAAAupE,QAAP,WACE,OAAOvpE,KAAKkoE,OAMP,YAAAsB,eAAP,W,YAEQlzC,EAAOt2B,KAAKupE,UAGlB,OAAQ,QAAR,EAAIjzC,SAAI,eAAEmzC,aACG,QAAX,EAAOnzC,SAAI,eAAEmzC,aAIO,QAAtB,EAAQ,QAAR,EAAInzC,SAAI,eAAEozC,oBAAY,eAAEC,MAAM,IACrBrzC,EAAKozC,aAAaC,MAAM,QADjC,GAWK,YAAAC,WAAP,SAAkBlM,GAOhB,OANKA,EAGH19D,KAAKmoE,SAAWzK,SAFT19D,KAAKmoE,SAIdnoE,KAAKyoE,wBACEzoE,MAMF,YAAA6pE,WAAP,WACE,OAAO7pE,KAAKmoE,UAMP,YAAAlpB,OAAP,SAAc6qB,GACZ,IAAKA,EACH,OAAO9pE,KAGT,GAA8B,mBAAnB8pE,EAA+B,CACxC,IAAMC,EAAgBD,EAAsC9pE,MAC5D,OAAO+pE,aAAwB/B,EAAQ+B,EAAe/pE,KAiCxD,OA9BI8pE,aAA0B9B,GAC5BhoE,KAAK4nE,MAAK,6BAAQ5nE,KAAK4nE,OAAUkC,EAAelC,OAChD5nE,KAAK6nE,OAAM,6BAAQ7nE,KAAK6nE,QAAWiC,EAAejC,QAClD7nE,KAAK8nE,UAAS,6BAAQ9nE,KAAK8nE,WAAcgC,EAAehC,WACpDgC,EAAenC,OAASn4E,OAAO+N,KAAKusE,EAAenC,OAAOp4E,SAC5DyQ,KAAK2nE,MAAQmC,EAAenC,OAE1BmC,EAAe7B,SACjBjoE,KAAKioE,OAAS6B,EAAe7B,QAE3B6B,EAAezB,eACjBroE,KAAKqoE,aAAeyB,EAAezB,eAE5B,OAAA3qB,GAAA,GAAcosB,KAEvBA,EAAiBA,EACjB9pE,KAAK4nE,MAAK,6BAAQ5nE,KAAK4nE,OAAUkC,EAAe1M,MAChDp9D,KAAK6nE,OAAM,6BAAQ7nE,KAAK6nE,QAAWiC,EAAehpC,OAClD9gC,KAAK8nE,UAAS,6BAAQ9nE,KAAK8nE,WAAcgC,EAAeE,UACpDF,EAAetB,OACjBxoE,KAAK2nE,MAAQmC,EAAetB,MAE1BsB,EAAe1sE,QACjB4C,KAAKioE,OAAS6B,EAAe1sE,OAE3B0sE,EAAeb,cACjBjpE,KAAKqoE,aAAeyB,EAAeb,cAIhCjpE,MAMF,YAAAiqE,MAAP,WAYE,OAXAjqE,KAAK0nE,aAAe,GACpB1nE,KAAK4nE,MAAQ,GACb5nE,KAAK6nE,OAAS,GACd7nE,KAAK2nE,MAAQ,GACb3nE,KAAK8nE,UAAY,GACjB9nE,KAAKioE,YAASz0E,EACdwM,KAAKooE,sBAAmB50E,EACxBwM,KAAKqoE,kBAAe70E,EACpBwM,KAAKkoE,WAAQ10E,EACbwM,KAAKmoE,cAAW30E,EAChBwM,KAAKyoE,wBACEzoE,MAMF,YAAAkqE,cAAP,SAAqBC,EAAwBC,GAC3C,IAAMC,EAAmB,OAAH,KAAG,CAAH,CACpBC,UAAW,gBACRH,GAQL,OALAnqE,KAAK0nE,kBACgBl0E,IAAnB42E,GAAgCA,GAAkB,EAC9C,aAAIpqE,KAAK0nE,aAAY,CAAE2C,IAAkB90E,OAAO60E,GACjD,aAAKpqE,KAAK0nE,aAAY,CAAE2C,IAC7BrqE,KAAKyoE,wBACEzoE,MAMF,YAAAuqE,iBAAP,WAGE,OAFAvqE,KAAK0nE,aAAe,GACpB1nE,KAAKyoE,wBACEzoE,MAWF,YAAAwqE,aAAP,SAAoB34E,EAAc8qE,G,MAsBhC,GArBI38D,KAAK6nE,QAAUr4E,OAAO+N,KAAKyC,KAAK6nE,QAAQt4E,SAC1CsC,EAAMivC,MAAK,6BAAQ9gC,KAAK6nE,QAAWh2E,EAAMivC,QAEvC9gC,KAAK4nE,OAASp4E,OAAO+N,KAAKyC,KAAK4nE,OAAOr4E,SACxCsC,EAAMurE,KAAI,6BAAQp9D,KAAK4nE,OAAU/1E,EAAMurE,OAErCp9D,KAAK2nE,OAASn4E,OAAO+N,KAAKyC,KAAK2nE,OAAOp4E,SACxCsC,EAAM22E,KAAI,6BAAQxoE,KAAK2nE,OAAU91E,EAAM22E,OAErCxoE,KAAK8nE,WAAat4E,OAAO+N,KAAKyC,KAAK8nE,WAAWv4E,SAChDsC,EAAMm4E,SAAQ,6BAAQhqE,KAAK8nE,WAAcj2E,EAAMm4E,WAE7ChqE,KAAKioE,SACPp2E,EAAMuL,MAAQ4C,KAAKioE,QAEjBjoE,KAAKooE,mBACPv2E,EAAM43E,YAAczpE,KAAKooE,kBAKvBpoE,KAAKkoE,MAAO,CACdr2E,EAAMm4E,SAAQ,cAAKS,MAAOzqE,KAAKkoE,MAAMwC,mBAAsB74E,EAAMm4E,UACjE,IAAMW,EAAwC,QAAzB,EAAG3qE,KAAKkoE,MAAMuB,mBAAW,eAAEl2E,KAC5Co3E,IACF94E,EAAMurE,KAAI,cAAKqM,YAAakB,GAAoB94E,EAAMurE,OAS1D,OALAp9D,KAAK4qE,kBAAkB/4E,GAEvBA,EAAMg5E,YAAW,aAAQh5E,EAAMg5E,aAAe,GAAQ7qE,KAAK0nE,cAC3D71E,EAAMg5E,YAAch5E,EAAMg5E,YAAYt7E,OAAS,EAAIsC,EAAMg5E,iBAAcr3E,EAEhEwM,KAAK8qE,uBAAsB,aAAKhT,IAA+B93D,KAAKynE,kBAAmB51E,EAAO8qE,IAM7F,YAAAmO,uBAAV,SACEC,EACAl5E,EACA8qE,EACAx5D,GAJF,WAME,YAFA,IAAAA,MAAA,GAEO,IAAI,IAA0B,SAACxS,EAASC,GAC7C,IAAMo6E,EAAYD,EAAW5nE,GAC7B,GAAc,OAAVtR,GAAuC,mBAAdm5E,EAC3Br6E,EAAQkB,OACH,CACL,IAAMyL,EAAS0tE,EAAU,OAAD,KAAC,CAAD,GAAMn5E,GAAS8qE,GACnC,OAAAjf,GAAA,GAAWpgD,GACZA,EACE/K,MAAK,SAAA04E,GAAS,SAAKH,uBAAuBC,EAAYE,EAAOtO,EAAMx5D,EAAQ,GAAG5Q,KAAhE,MACdA,KAAK,KAAM3B,GAEd,EAAKk6E,uBAAuBC,EAAYztE,EAAQq/D,EAAMx5D,EAAQ,GAC3D5Q,KAAK5B,GACL4B,KAAK,KAAM3B,QASZ,YAAA63E,sBAAV,sBAIOzoE,KAAKunE,sBACRvnE,KAAKunE,qBAAsB,EAC3BvnE,KAAKwnE,gBAAgBrqE,SAAQ,SAAAH,GAC3BA,EAAS,MAEXgD,KAAKunE,qBAAsB,IAQvB,YAAAqD,kBAAR,SAA0B/4E,GAExBA,EAAMo3E,YAAcp3E,EAAMo3E,YACtB/nE,MAAMwU,QAAQ7jB,EAAMo3E,aAClBp3E,EAAMo3E,YACN,CAACp3E,EAAMo3E,aACT,GAGAjpE,KAAKqoE,eACPx2E,EAAMo3E,YAAcp3E,EAAMo3E,YAAYvuE,OAAOsF,KAAKqoE,eAIhDx2E,EAAMo3E,cAAgBp3E,EAAMo3E,YAAY15E,eACnCsC,EAAMo3E,aAGnB,EAhcA,GevBM,GAAS,eAGTiC,GAAS,iBAGf,cAKE,aACElrE,KAAKmrE,UAAW,EA0CpB,OAtCS,YAAAC,QAAP,WACEprE,KAAKmrE,UAAW,GAIX,YAAAE,OAAP,WACErrE,KAAKmrE,UAAW,GAIX,YAAAr8D,IAAP,W,IAAW,sDACJ9O,KAAKmrE,UAGV,cAAe,WACb,GAAOh2E,QAAQ2Z,IAAOo8D,GAAM,UAAUjqE,EAAKkE,KAAK,UAK7C,YAAAymB,KAAP,W,IAAY,sDACL5rB,KAAKmrE,UAGV,cAAe,WACb,GAAOh2E,QAAQy2B,KAAQs/C,GAAM,WAAWjqE,EAAKkE,KAAK,UAK/C,YAAAlS,MAAP,W,IAAa,sDACN+M,KAAKmrE,UAGV,cAAe,WACb,GAAOh2E,QAAQlC,MAASi4E,GAAM,YAAYjqE,EAAKkE,KAAK,UAG1D,EAhDA,GAmDA,GAAO4yD,WAAa,GAAOA,YAAc,GACzC,ICVY,GDUNkC,GAAU,GAAOlC,WAAWkC,SAAsB,GAAOlC,WAAWkC,OAAS,IAAI,I,cCVvF,SAAY,GAER,EAAF,QAEE,EAAF,gBAEE,EAAF,kBAEE,EAAF,oBARF,CAAY,QAAa,K,INqQrBuI,GA0IAgB,GACAC,GOlcA6H,G,aDIJ,cAaE,WAAY9oD,GAXL,KAAA+oD,OAAiB,EAEjB,KAAAC,IAAc,eAEd,KAAAlB,UAAoBhsE,KAAKN,MACzB,KAAAytE,QAAkBntE,KAAKN,MACvB,KAAA0tE,SAAmB,EACnB,KAAAxK,OAAwByK,GAAcC,GAKvCppD,GACFxiB,KAAKi/C,OAAOz8B,GAmGlB,OA7FE,YAAAy8B,OAAA,SAAOz8B,QAAA,IAAAA,MAAA,IACDA,EAAQgmD,OACNhmD,EAAQgmD,KAAKqD,aACf7rE,KAAK8rE,UAAYtpD,EAAQgmD,KAAKqD,YAG3BrpD,EAAQupD,MACX/rE,KAAK+rE,IAAMvpD,EAAQgmD,KAAKnhD,IAAM7E,EAAQgmD,KAAKwD,OAASxpD,EAAQgmD,KAAK91C,WAIrE1yB,KAAKsqE,UAAY9nD,EAAQ8nD,WAAahsE,KAAKN,MAEvCwkB,EAAQgpD,MAEVxrE,KAAKwrE,IAA6B,KAAvBhpD,EAAQgpD,IAAIj8E,OAAgBizB,EAAQgpD,IAAM,gBAEnDhpD,EAAQupD,MACV/rE,KAAK+rE,IAAM,GAAGvpD,EAAQupD,KAEO,iBAApBvpD,EAAQipD,UACjBzrE,KAAKyrE,QAAUjpD,EAAQipD,SAGvBzrE,KAAK0rE,SADyB,iBAArBlpD,EAAQkpD,SACDlpD,EAAQkpD,SAER1rE,KAAKsqE,UAAYtqE,KAAKyrE,QAEpCjpD,EAAQkC,UACV1kB,KAAK0kB,QAAUlC,EAAQkC,SAErBlC,EAAQmC,cACV3kB,KAAK2kB,YAAcnC,EAAQmC,aAEzBnC,EAAQspD,YACV9rE,KAAK8rE,UAAYtpD,EAAQspD,WAEvBtpD,EAAQkjB,YACV1lC,KAAK0lC,UAAYljB,EAAQkjB,WAEG,iBAAnBljB,EAAQ+oD,SACjBvrE,KAAKurE,OAAS/oD,EAAQ+oD,QAEpB/oD,EAAQ0+C,SACVlhE,KAAKkhE,OAAS1+C,EAAQ0+C,SAK1B,YAAAv2D,MAAA,SAAMu2D,GACAA,EACFlhE,KAAKi/C,OAAO,CAAEiiB,OAAM,IACXlhE,KAAKkhE,SAAWyK,GAAcC,GACvC5rE,KAAKi/C,OAAO,CAAEiiB,OAAQyK,GAAcM,SAEpCjsE,KAAKi/C,UAKT,YAAA+R,OAAA,WAgBE,OAAO,aAAkB,CACvBwa,IAAK,GAAGxrE,KAAKwrE,IACb/pD,MAAM,EACNgqD,QAAS,IAAIntE,KAAK0B,KAAKyrE,SAAS5N,cAChCyM,UAAW,IAAIhsE,KAAK0B,KAAKsqE,WAAWzM,cACpCqD,OAAQlhE,KAAKkhE,OACbqK,OAAQvrE,KAAKurE,OACbQ,IAAyB,iBAAb/rE,KAAK+rE,KAAwC,iBAAb/rE,KAAK+rE,IAAmB,GAAG/rE,KAAK+rE,SAAQv4E,EACpFk4E,SAAU1rE,KAAK0rE,SACfnyD,MAAO,aAAkB,CACvBmL,QAAS1kB,KAAK0kB,QACdC,YAAa3kB,KAAK2kB,YAClBknD,WAAY7rE,KAAK8rE,UACjBI,WAAYlsE,KAAK0lC,eAIzB,EAlHA,Gf+CA,cAeE,WAAmByzB,EAAiBC,EAA6C+S,QAA7C,IAAA/S,MAAA,IAAmB,SAA0B,IAAA+S,MAhCxD,GAgCwD,KAAAA,WAbhE,KAAAC,OAAkB,CAAC,IAclCpsE,KAAKk5D,cAAcE,MAAQA,EAC3Bp5D,KAAKqsE,WAAWlT,GAmWpB,OA7VS,YAAAP,YAAP,SAAmBn3D,GACjB,OAAOzB,KAAKmsE,SAAW1qE,GAMlB,YAAA4qE,WAAP,SAAkBlT,GACJn5D,KAAKk5D,cACbC,OAASA,EACTA,GAAUA,EAAOG,mBACnBH,EAAOG,qBAOJ,YAAAgT,UAAP,WAEE,IAAMlT,EAAQ,GAAMjV,MAAMnkD,KAAKusE,YAK/B,OAJAvsE,KAAKwsE,WAAW38E,KAAK,CACnBspE,OAAQn5D,KAAKklE,YACb9L,MAAK,IAEAA,GAMF,YAAAqT,SAAP,WACE,QAAIzsE,KAAKwsE,WAAWj9E,QAAU,MACrByQ,KAAKwsE,WAAWthE,OAMpB,YAAAm0D,UAAP,SAAiBriE,GACf,IAAMo8D,EAAQp5D,KAAKssE,YACnB,IACEtvE,EAASo8D,GADX,QAGEp5D,KAAKysE,aAOF,YAAAvH,UAAP,WACE,OAAOllE,KAAKk5D,cAAcC,QAIrB,YAAAoT,SAAP,WACE,OAAOvsE,KAAKk5D,cAAcE,OAIrB,YAAAoT,SAAP,WACE,OAAOxsE,KAAKosE,QAIP,YAAAlT,YAAP,WACE,OAAOl5D,KAAKosE,OAAOpsE,KAAKosE,OAAO78E,OAAS,IAOnC,YAAAiwE,iBAAP,SAAwB5iE,EAAgB+/D,GACtC,IAAM73C,EAAW9kB,KAAK0sE,aAAe,eACjCC,EAAYhQ,EAMhB,IAAKA,EAAM,CACT,IAAIE,OAAkB,EACtB,IACE,MAAM,IAAI3qE,MAAM,6BAChB,MAAO0K,GACPigE,EAAqBjgE,EAEvB+vE,EAAY,CACVC,kBAAmBhwE,EACnBigE,mBAAkB,GAQtB,OAJA78D,KAAK6sE,cAAc,mBAAoBjwE,EAAS,6BAC3C+vE,GAAS,CACZ7vE,SAAUgoB,KAELA,GAMF,YAAAgoD,eAAP,SAAsBx5E,EAAiB8J,EAAkBu/D,GACvD,IAAM73C,EAAW9kB,KAAK0sE,aAAe,eACjCC,EAAYhQ,EAMhB,IAAKA,EAAM,CACT,IAAIE,OAAkB,EACtB,IACE,MAAM,IAAI3qE,MAAMoB,GAChB,MAAOsJ,GACPigE,EAAqBjgE,EAEvB+vE,EAAY,CACVC,kBAAmBt5E,EACnBupE,mBAAkB,GAQtB,OAJA78D,KAAK6sE,cAAc,iBAAkBv5E,EAAS8J,EAAK,6BAC9CuvE,GAAS,CACZ7vE,SAAUgoB,KAELA,GAMF,YAAAioD,aAAP,SAAoBl7E,EAAc8qE,GAChC,IAAM73C,EAAW9kB,KAAK0sE,aAAe,eAKrC,OAJA1sE,KAAK6sE,cAAc,eAAgBh7E,EAAK,6BACnC8qE,GAAI,CACP7/D,SAAUgoB,KAELA,GAMF,YAAAmgD,YAAP,WACE,OAAOjlE,KAAK0sE,cAMP,YAAAxC,cAAP,SAAqBC,EAAwBxN,GACrC,yBAAEvD,EAAA,EAAAA,MAAOD,EAAA,EAAAA,OAEf,GAAKC,GAAUD,EAAf,CAGM,uCAAE,IAAA6T,wBAAA,IAAmB,EAAnB,OAAyB,IAAA5C,sBAAA,IAAiB,EAnM1B,IAmMS,EAGjC,KAAIA,GAAkB,GAAtB,CAEA,IAAME,EAAY,eACZD,EAAmB,OAAH,KAAG,CAAH,CAAKC,UAAS,GAAKH,GACnC8C,EAAkBD,EACnB,cAAe,WAAM,OAAAA,EAAiB3C,EAAjB,MACtBA,EAEoB,OAApB4C,GAEJ7T,EAAM8Q,cAAc+C,EAAiB/wE,KAAK00C,IAAIw5B,EA1M1B,SAgNf,YAAA7B,QAAP,SAAeC,GACb,IAAMpP,EAAQp5D,KAAKusE,WACfnT,GAAOA,EAAMmP,QAAQC,IAMpB,YAAAG,QAAP,SAAevL,GACb,IAAMhE,EAAQp5D,KAAKusE,WACfnT,GAAOA,EAAMuP,QAAQvL,IAMpB,YAAAyL,UAAP,SAAiBC,GACf,IAAM1P,EAAQp5D,KAAKusE,WACfnT,GAAOA,EAAMyP,UAAUC,IAMtB,YAAAF,OAAP,SAAc/zE,EAAaN,GACzB,IAAM6kE,EAAQp5D,KAAKusE,WACfnT,GAAOA,EAAMwP,OAAO/zE,EAAKN,IAMxB,YAAAw0E,SAAP,SAAgBl0E,EAAaisC,GAC3B,IAAMs4B,EAAQp5D,KAAKusE,WACfnT,GAAOA,EAAM2P,SAASl0E,EAAKisC,IAO1B,YAAAuoC,WAAP,SAAkB91E,EAAcivB,GAC9B,IAAM42C,EAAQp5D,KAAKusE,WACfnT,GAAOA,EAAMiQ,WAAW91E,EAAMivB,IAM7B,YAAA0qD,eAAP,SAAsBlwE,GACd,yBAAEo8D,EAAA,EAAAA,MACJA,GADW,EAAAD,QAEbn8D,EAASo8D,IAON,YAAA54D,IAAP,SAAWxD,GACT,IAAMu7D,EAASF,EAASr4D,MACxB,IACEhD,EAASgD,MADX,QAGEq4D,EAASE,KAON,YAAA4U,eAAP,SAA6CrT,GAC3C,IAAMX,EAASn5D,KAAKklE,YACpB,IAAK/L,EAAQ,OAAO,KACpB,IACE,OAAOA,EAAOgU,eAAerT,GAC7B,MAAOn8D,GAEP,OADAs8D,GAAOruC,KAAK,+BAA+BkuC,EAAYzyC,GAAE,yBAClD,OAOJ,YAAA+lD,UAAP,SAAiB5qD,GACf,OAAOxiB,KAAKqtE,qBAAqB,YAAa7qD,IAMzC,YAAA8qD,iBAAP,SAAwB9qD,EAA6B+qD,GACnD,OAAOvtE,KAAKqtE,qBAAqB,mBAAoB7qD,EAAS+qD,IAMzD,YAAAC,aAAP,WACE,OAAOxtE,KAAKqtE,qBAAgD,iBAMvD,YAAAlJ,aAAP,SAAoB3hD,GAElBxiB,KAAKkkE,aAEC,yBAAE9K,EAAA,EAAAA,MAAOD,EAAA,EAAAA,OACT,wBAAEz0C,EAAA,EAAAA,QAASC,EAAA,EAAAA,YACX+4C,EAAU,IAAI,GAAO,2BACzBh5C,QAAO,EACPC,YAAW,GACPy0C,GAAS,CAAEoP,KAAMpP,EAAMsP,YACxBlmD,IAKL,OAHI42C,GACFA,EAAMwQ,WAAWlM,GAEZA,GAMF,YAAAwG,WAAP,WACQ,yBAAE9K,EAAA,EAAAA,MAAOD,EAAA,EAAAA,OACf,GAAKC,EAAL,CAEA,IAAMsE,EAAUtE,EAAMyQ,YAAczQ,EAAMyQ,aACtCnM,IACFA,EAAQ/yD,QACJwuD,GAAUA,EAAOsU,gBACnBtU,EAAOsU,eAAe/P,GAExBtE,EAAMwQ,gBAWF,YAAAiD,cAAR,SAA8C/L,G,UAAW,oDACjD,yBAAE1H,EAAA,EAAAA,MAAOD,EAAA,EAAAA,OACXA,GAAUA,EAAO2H,KAEnB,EAAC3H,GAAe2H,GAAO,qBAAI7/D,EAAI,CAAEm4D,MAS7B,YAAAiU,qBAAR,SAAgCvM,G,IAAgB,wDAC9C,IAAM3I,EAAUD,IACVY,EAASX,EAAQJ,WACvB,GAAIe,GAAUA,EAAOlwC,YAAmD,mBAA9BkwC,EAAOlwC,WAAWk4C,GAC1D,OAAOhI,EAAOlwC,WAAWk4C,GAAQ1/D,MAAMpB,KAAMiB,GAE/Cg5D,GAAOruC,KAAK,oBAAoBk1C,EAAM,uCAE1C,EApXA,GiBrDazxB,GACX7/C,OAAO6/C,iBAAmB,CAAEC,UAAW,cAAgBpuC,MAMzD,SAAoDwC,EAAcy8D,GAGhE,OADAz8D,EAAI4rC,UAAY6wB,EACTz8D,GAOT,SAAyDA,EAAcy8D,GACrE,IAAK,IAAM1pD,KAAQ0pD,EAEZz8D,EAAIhU,eAAe+mB,KAEtB/S,EAAI+S,GAAQ0pD,EAAM1pD,IAItB,OAAO/S,ICvBT,eAIE,WAA0BpQ,G,uBAA1B,EACE,YAAMA,IAAQ,K,OADU,EAAAA,UAGxB,EAAKC,KAAO,EAAW9D,UAAU6kB,YAAY/gB,KAC7C87C,GAAe,EAAM,EAAW5/C,W,EAEpC,OAViC,kBAUjC,EAVA,CAAiCyC,OCE3Bw7E,GAAY,iEAMlB,cAiBE,WAAmB53D,GACG,iBAATA,EACT9V,KAAK2tE,YAAY73D,GAEjB9V,KAAK4tE,gBAAgB93D,GAGvB9V,KAAK6tE,YA+ET,OAnES,YAAA7xE,SAAP,SAAgB8xE,QAAA,IAAAA,OAAA,GACR,WAAQtxE,EAAA,EAAAA,KAAMuxE,EAAA,EAAAA,KAAMC,EAAA,EAAAA,KAC1B,OAD2C,EAAAvxE,SAE9B,MAFwC,EAAA+rE,MAE3BsF,GAAgBC,EAAO,IAAIA,EAAS,IAC5D,IAHM,EAAAxxE,MAGKyxE,EAAO,IAAIA,EAAS,IAAE,KAAIxxE,EAAUA,EAAI,IAAMA,GAH3B,EAAAyxE,WAQ1B,YAAAN,YAAR,SAAoB/oE,GAClB,IAAMtI,EAAQoxE,GAAUxqE,KAAK0B,GAE7B,IAAKtI,EACH,MAAM,IAAI,GApDM,eAuDZ,iCAACG,EAAA,KAAU+rE,EAAA,KAAM,OAAAuF,OAAA,IAAO,EAAP,KAAWxxE,EAAA,KAAM,OAAAyxE,OAAA,IAAO,EAAP,KACpCxxE,EAAO,GACPyxE,EAF+C,KAI7CppE,EAAQopE,EAAUppE,MAAM,KAM9B,GALIA,EAAMtV,OAAS,IACjBiN,EAAOqI,EAAMtP,MAAM,GAAI,GAAG4P,KAAK,KAC/B8oE,EAAYppE,EAAMqG,OAGhB+iE,EAAW,CACb,IAAMC,EAAeD,EAAU3xE,MAAM,QACjC4xE,IACFD,EAAYC,EAAa,IAI7BluE,KAAK4tE,gBAAgB,CAAErxE,KAAI,EAAEwxE,KAAI,EAAEvxE,KAAI,EAAEyxE,UAAS,EAAED,KAAI,EAAEvxE,SAAUA,EAAyB+rE,KAAI,KAI3F,YAAAoF,gBAAR,SAAwBO,GACtBnuE,KAAKvD,SAAW0xE,EAAW1xE,SAC3BuD,KAAKwoE,KAAO2F,EAAW3F,KACvBxoE,KAAK+tE,KAAOI,EAAWJ,MAAQ,GAC/B/tE,KAAKzD,KAAO4xE,EAAW5xE,KACvByD,KAAKguE,KAAOG,EAAWH,MAAQ,GAC/BhuE,KAAKxD,KAAO2xE,EAAW3xE,MAAQ,GAC/BwD,KAAKiuE,UAAYE,EAAWF,WAItB,YAAAJ,UAAR,sBAOE,GANA,CAAC,WAAY,OAAQ,OAAQ,aAAa1wE,SAAQ,SAAA4lB,GAChD,IAAK,EAAKA,GACR,MAAM,IAAI,GAAeqrD,gBAAkBrrD,EAAS,gBAInD/iB,KAAKiuE,UAAU3xE,MAAM,SACxB,MAAM,IAAI,GAAe8xE,kCAAoCpuE,KAAKiuE,WAGpE,GAAsB,SAAlBjuE,KAAKvD,UAAyC,UAAlBuD,KAAKvD,SACnC,MAAM,IAAI,GAAe2xE,iCAAmCpuE,KAAKvD,UAGnE,GAAIuD,KAAKguE,MAAQ5vE,MAAMD,SAAS6B,KAAKguE,KAAM,KACzC,MAAM,IAAI,GAAeI,6BAA+BpuE,KAAKguE,OAGnE,EAvGA,G,ajBPajU,GAAkC,GkBwD/C,cA0BE,WAAsBsU,EAAkCjnE,GAX9C,KAAAknE,cAAkC,GAGlC,KAAAC,YAAsB,EAS9BvuE,KAAKwuE,SAAW,IAAIH,EAAajnE,GACjCpH,KAAKyuE,SAAWrnE,EAEZA,EAAQqd,MACVzkB,KAAK0uE,KAAO,IAAI,GAAItnE,EAAQqd,MA8dlC,OAtdS,YAAA+6C,iBAAP,SAAwB5iE,EAAgB+/D,EAAkBvD,GAA1D,WACMt0C,EAA8B63C,GAAQA,EAAK7/D,SAW/C,OATAkD,KAAK2uE,SACH3uE,KAAK4uE,cACFlS,mBAAmB9/D,EAAW+/D,GAC9BpqE,MAAK,SAAAV,GAAS,SAAKg9E,cAAch9E,EAAO8qE,EAA1B,MACdpqE,MAAK,SAAA+K,GACJwnB,EAAUxnB,MAITwnB,GAMF,YAAAgoD,eAAP,SAAsBx5E,EAAiB8J,EAAkBu/D,EAAkBvD,GAA3E,WACMt0C,EAA8B63C,GAAQA,EAAK7/D,SAEzCgyE,EAAgB,OAAApxB,GAAA,GAAYpqD,GAC9B0M,KAAK4uE,cAAc5R,iBAAiB12D,OAAOhT,GAAU8J,EAAOu/D,GAC5D38D,KAAK4uE,cAAclS,mBAAmBppE,EAASqpE,GAUnD,OARA38D,KAAK2uE,SACHG,EACGv8E,MAAK,SAAAV,GAAS,SAAKg9E,cAAch9E,EAAO8qE,EAA1B,MACdpqE,MAAK,SAAA+K,GACJwnB,EAAUxnB,MAITwnB,GAMF,YAAAioD,aAAP,SAAoBl7E,EAAc8qE,EAAkBvD,GAClD,IAAIt0C,EAA8B63C,GAAQA,EAAK7/D,SAQ/C,OANAkD,KAAK2uE,SACH3uE,KAAK6uE,cAAch9E,EAAO8qE,EAAMvD,GAAO7mE,MAAK,SAAA+K,GAC1CwnB,EAAUxnB,MAIPwnB,GAMF,YAAA2oD,eAAP,SAAsB/P,GACfA,EAAQh5C,QAGX1kB,KAAK+uE,aAAarR,GAFlBzD,GAAOruC,KAAK,iDAST,YAAAojD,OAAP,WACE,OAAOhvE,KAAK0uE,MAMP,YAAA7jD,WAAP,WACE,OAAO7qB,KAAKyuE,UAMP,YAAArJ,MAAP,SAAavyE,GAAb,WACE,OAAOmN,KAAKivE,oBAAoBp8E,GAASN,MAAK,SAAA28E,GAC5C,OAAO,EAAKN,cACTO,eACAxkE,MAAM9X,GACNN,MAAK,SAAA68E,GAAoB,OAAAF,GAAA,SAOzB,YAAAvkE,MAAP,SAAa9X,GAAb,WACE,OAAOmN,KAAKolE,MAAMvyE,GAASN,MAAK,SAAA+K,GAE9B,OADA,EAAKutB,aAAawkD,SAAU,EACrB/xE,MAOJ,YAAAg8D,kBAAP,WACMt5D,KAAKsvE,eACPtvE,KAAKsuE,cAAgBhV,EAAkBt5D,KAAKyuE,YAOzC,YAAAtB,eAAP,SAA6CrT,GAC3C,IACE,OAAQ95D,KAAKsuE,cAAcxU,EAAYzyC,KAAa,KACpD,MAAO1pB,GAEP,OADAs8D,GAAOruC,KAAK,+BAA+BkuC,EAAYzyC,GAAE,4BAClD,OAKD,YAAAkoD,wBAAV,SAAkC7R,EAAkB7rE,G,QAG9C6zC,EAFA8pC,GAAU,EACVC,GAAU,EAERC,EAAa79E,EAAM+K,WAAa/K,EAAM+K,UAAUC,OAEtD,GAAI6yE,EAAY,CACdD,GAAU,E,IAEV,IAAiB,mBAAAC,GAAU,8BAAE,CAAxB,IACGhyE,EADK,QACUA,UACrB,GAAIA,IAAmC,IAAtBA,EAAUmhD,QAAmB,CAC5C2wB,GAAU,EACV,Q,kGAKN,IAAMhH,EAAO32E,EAAM22E,KACnB,IAAK9K,EAAQh4B,UAAW,CACtB,IAAMtM,EAAUvnC,EAAMC,QAAUD,EAAMC,QAAQsnC,QAAU,GACxD,IAAK,IAAMvkC,KAAOukC,EAChB,GAA0B,eAAtBvkC,EAAIiO,cAAgC,CACtC4iC,EAAYtM,EAAQvkC,GACpB,OAKN6oE,EAAQze,OAAM,6BACRuwB,GAAW,CAAEtO,OAAQyK,GAAcgE,UAAU,CACjDnH,KAAI,EACJ9iC,UAAS,EACT6lC,OAAQ7N,EAAQ6N,OAASvmE,OAAOyqE,GAAWD,OAKrC,YAAAT,aAAV,SAAuBrR,GACrB19D,KAAK4uE,cAAcgB,YAAYlS,IAIvB,YAAAuR,oBAAV,SAA8Bp8E,GAA9B,WACE,OAAO,IAAI,IAAY,SAAAlC,GACrB,IAAIk/E,EAAiB,EAGfC,EAAWtoB,aAAY,WACH,GAApB,EAAK+mB,aACP7mB,cAAcooB,GACdn/E,GAAQ,KAERk/E,GAPiB,EAQbh9E,GAAWg9E,GAAUh9E,IACvB60D,cAAcooB,GACdn/E,GAAQ,OAVO,OAkBf,YAAAi+E,YAAV,WACE,OAAO5uE,KAAKwuE,UAIJ,YAAAc,WAAV,WACE,OAAqC,IAA9BtvE,KAAK6qB,aAAawkD,cAAmC77E,IAAdwM,KAAK0uE,MAiB3C,YAAAqB,cAAV,SAAwBl+E,EAAcunE,EAAeuD,GAArD,WACU,oBAAAqT,sBAAA,UACFC,EAAQ,6BACTp+E,GAAK,CACRiL,SAAUjL,EAAMiL,WAAa6/D,GAAQA,EAAK7/D,SAAW6/D,EAAK7/D,SAAW,gBACrEwtE,UAAWz4E,EAAMy4E,WAAa,iBAGhCtqE,KAAKkwE,oBAAoBD,GACzBjwE,KAAKmwE,2BAA2BF,GAIhC,IAAIG,EAAahX,EACbuD,GAAQA,EAAKmN,iBACfsG,EAAa,GAAMjsB,MAAMisB,GAAYnxB,OAAO0d,EAAKmN,iBAInD,IAAIxsE,EAAS,GAAY3M,QAAsBs/E,GAS/C,OALIG,IAEF9yE,EAAS8yE,EAAW5F,aAAayF,EAAUtT,IAGtCr/D,EAAO/K,MAAK,SAAA89E,GACjB,MAA8B,iBAAnBL,GAA+BA,EAAiB,EAClD,EAAKM,gBAAgBD,EAAKL,GAE5BK,MAcD,YAAAC,gBAAV,SAA0Bz+E,EAAqB2+D,GAC7C,IAAK3+D,EACH,OAAO,KAGT,IAAMqxC,EAAa,OAAH,KAAG,CAAH,uDACXrxC,GACCA,EAAMg5E,aAAe,CACvBA,YAAah5E,EAAMg5E,YAAYplE,KAAI,SAAAquB,GAAK,oCACnCA,GACCA,EAAE9kC,MAAQ,CACZA,KAAM,aAAU8kC,EAAE9kC,KAAMwhE,UAI1B3+D,EAAM22E,MAAQ,CAChBA,KAAM,aAAU32E,EAAM22E,KAAMhY,KAE1B3+D,EAAMm4E,UAAY,CACpBA,SAAU,aAAUn4E,EAAMm4E,SAAUxZ,KAElC3+D,EAAMivC,OAAS,CACjBA,MAAO,aAAUjvC,EAAMivC,MAAO0vB,KAclC,OAJI3+D,EAAMm4E,UAAYn4E,EAAMm4E,SAASS,QAEnCvnC,EAAW8mC,SAASS,MAAQ54E,EAAMm4E,SAASS,OAEtCvnC,GASC,YAAAgtC,oBAAV,SAA8Br+E,GAC5B,IAAMuV,EAAUpH,KAAK6qB,aACAnG,EAAA,EAAAA,QAAS6rD,EAAA,EAAAA,KAAM,IAAAC,sBAAA,IAAiB,EAAjB,MAE9B,gBAAiB3+E,IACrBA,EAAM8yB,YAAc,gBAAiBvd,EAH/B,EAAAud,YAGuD,mBAGzCnxB,IAAlB3B,EAAM6yB,cAAqClxB,IAAZkxB,IACjC7yB,EAAM6yB,QAAUA,QAGClxB,IAAf3B,EAAM0+E,WAA+B/8E,IAAT+8E,IAC9B1+E,EAAM0+E,KAAOA,GAGX1+E,EAAMyB,UACRzB,EAAMyB,QAAU,aAASzB,EAAMyB,QAASk9E,IAG1C,IAAM5zE,EAAY/K,EAAM+K,WAAa/K,EAAM+K,UAAUC,QAAUhL,EAAM+K,UAAUC,OAAO,GAClFD,GAAaA,EAAUrI,QACzBqI,EAAUrI,MAAQ,aAASqI,EAAUrI,MAAOi8E,IAG9C,IAAM1+E,EAAUD,EAAMC,QAClBA,GAAWA,EAAQuK,MACrBvK,EAAQuK,IAAM,aAASvK,EAAQuK,IAAKm0E,KAQ9B,YAAAL,2BAAV,SAAqCt+E,GACnC,IAAM4+E,EAAU5+E,EAAM6+E,IAChBC,EAAoBnhF,OAAO+N,KAAKyC,KAAKsuE,eACvCmC,GAAWE,EAAkBphF,OAAS,IACxCkhF,EAAQlX,aAAeoX,IAQjB,YAAAC,WAAV,SAAqB/+E,GACnBmO,KAAK4uE,cAAciC,UAAUh/E,IASrB,YAAAg9E,cAAV,SAAwBh9E,EAAc8qE,EAAkBvD,GACtD,OAAOp5D,KAAK8wE,cAAcj/E,EAAO8qE,EAAMvD,GAAO7mE,MAC5C,SAAAw+E,GACE,OAAOA,EAAWj0E,YAEpB,SAAAkhC,GACEi8B,GAAOhnE,MAAM+qC,OAmBT,YAAA8yC,cAAV,SAAwBj/E,EAAc8qE,EAAkBvD,GAAxD,WAEQ,oBAAEx0C,EAAA,EAAAA,WAAY+5C,EAAA,EAAAA,WAEpB,IAAK3+D,KAAKsvE,aACR,OAAO,GAAY1+E,OAAO,IAAI,GAAY,0CAG5C,IAAMogF,EAA+B,gBAAfn/E,EAAMH,KAI5B,OAAKs/E,GAAuC,iBAAfrS,GAA2BziE,KAAKC,SAAWwiE,EAC/D,GAAY/tE,OACjB,IAAI,GACF,oFAAoF+tE,EAAU,MAK7F3+D,KAAK+vE,cAAcl+E,EAAOunE,EAAOuD,GACrCpqE,MAAK,SAAA09E,GACJ,GAAiB,OAAbA,EACF,MAAM,IAAI,GAAY,0DAIxB,GAD4BtT,GAAQA,EAAK3tE,OAA8D,IAArD2tE,EAAK3tE,KAAiCgwE,YAC7DgS,IAAkBpsD,EAC3C,OAAOqrD,EAGT,IAAMgB,EAAmBrsD,EAAWqrD,EAAUtT,GAC9C,QAAgC,IAArBsU,EACT,MAAM,IAAI,GAAY,8DACjB,OAAI,OAAAvzB,GAAA,GAAWuzB,GACZA,EAA+C1+E,MACrD,SAAAV,GAAS,OAAAA,KACT,SAAArB,GACE,MAAM,IAAI,GAAY,4BAA4BA,MAIjDygF,KAER1+E,MAAK,SAAAgtE,GACJ,GAAuB,OAAnBA,EACF,MAAM,IAAI,GAAY,sDAGxB,IAAM7B,EAAUtE,GAASA,EAAMyQ,YAAczQ,EAAMyQ,aAMnD,OALKmH,GAAiBtT,GACpB,EAAK6R,wBAAwB7R,EAAS6B,GAGxC,EAAKqR,WAAWrR,GACTA,KAERhtE,KAAK,MAAM,SAAAyrC,GACV,GAAIA,aAAkB,GACpB,MAAMA,EASR,MANA,EAAKwhC,iBAAiBxhC,EAAQ,CAC5BhvC,KAAM,CACJgwE,YAAY,GAEd4N,kBAAmB5uC,IAEf,IAAI,GACR,8HAA8HA,OAQ5H,YAAA2wC,SAAV,SAAsBl8E,GAAtB,WACEuN,KAAKuuE,aAAe,EACpB97E,EAAQF,MACN,SAAAgC,GAEE,OADA,EAAKg6E,aAAe,EACbh6E,KAET,SAAAypC,GAEE,OADA,EAAKuwC,aAAe,EACbvwC,MAIf,EA7fA,GCxDA,4BAiBA,OAbS,YAAA6yC,UAAP,WACE,OAAO,GAAYlgF,QAAQ,CACzBqtC,OAAQ,sEACRkjC,OAAQmE,GAAO6L,WAOZ,YAAAvmE,MAAP,WACE,OAAO,GAAYha,SAAQ,IAE/B,EAjBA,GCsDA,cAQE,WAAmByW,GACjBpH,KAAKyuE,SAAWrnE,EACXpH,KAAKyuE,SAAShqD,KACjBw1C,GAAOruC,KAAK,kDAEd5rB,KAAKmxE,WAAanxE,KAAKoxE,kBAsD3B,OA/CS,YAAA1U,mBAAP,WACE,MAAM,IAAI,GAAY,yDAMjB,YAAAM,iBAAP,WACE,MAAM,IAAI,GAAY,uDAMjB,YAAA6T,UAAP,SAAiBh/E,GACfmO,KAAKmxE,WAAWN,UAAUh/E,GAAOU,KAAK,MAAM,SAAAyrC,GAC1Ci8B,GAAOhnE,MAAM,8BAA8B+qC,OAOxC,YAAA4xC,YAAP,SAAmBlS,GACZ19D,KAAKmxE,WAAWvB,YAKrB5vE,KAAKmxE,WAAWvB,YAAYlS,GAASnrE,KAAK,MAAM,SAAAyrC,GAC9Ci8B,GAAOhnE,MAAM,gCAAgC+qC,MAL7Ci8B,GAAOruC,KAAK,4EAYT,YAAAujD,aAAP,WACE,OAAOnvE,KAAKmxE,YAMJ,YAAAC,gBAAV,WACE,OAAO,IAAI,IAEf,EAnEA,GlBdM,GAAS,6JAIT3V,GAAQ,kMACRD,GAAQ,gHACRE,GAAY,gDACZH,GAAa,gCAEbT,GAAsB,8BmB/C5B,cAIE,WAA0Br2C,GAAA,KAAAA,MACxBzkB,KAAKqxE,WAAa,IAAI,GAAI5sD,GA6H9B,OAzHS,YAAAuqD,OAAP,WACE,OAAOhvE,KAAKqxE,YAIP,YAAAC,mBAAP,WACE,IAAM7sD,EAAMzkB,KAAKqxE,WAGjB,OAFiB5sD,EAAIhoB,SAAcgoB,EAAIhoB,SAAQ,IAAM,IAEnC,KAAKgoB,EAAIloB,MADdkoB,EAAIupD,KAAO,IAAIvpD,EAAIupD,KAAS,KACAvpD,EAAIjoB,KAAO,IAAIioB,EAAIjoB,KAAS,IAAE,SAIlE,YAAA+0E,iBAAP,WACE,OAAOvxE,KAAKwxE,mBAAmB,UAQ1B,YAAAnT,mCAAP,WACE,OAAUr+D,KAAKuxE,mBAAkB,IAAIvxE,KAAKyxE,gBAQrC,YAAA3T,sCAAP,WACE,OAAU99D,KAAK0xE,uBAAsB,IAAI1xE,KAAKyxE,gBAIzC,YAAAE,qBAAP,WACE,IAAMltD,EAAMzkB,KAAKqxE,WACjB,OAAU5sD,EAAIjoB,KAAO,IAAIioB,EAAIjoB,KAAS,IAAE,QAAQioB,EAAIwpD,UAAS,WAOxD,YAAA2D,kBAAP,SAAyBC,EAAoBC,GAC3C,IAAMrtD,EAAMzkB,KAAKqxE,WACXpzE,EAAS,CAAC,2BAMhB,OALAA,EAAOpO,KAAK,iBAAiBgiF,EAAU,IAAIC,GAC3C7zE,EAAOpO,KAAK,cAAc40B,EAAI+jD,MAC1B/jD,EAAIspD,MACN9vE,EAAOpO,KAAK,iBAAiB40B,EAAIspD,MAE5B,CACL,eAAgB,mBAChB,gBAAiB9vE,EAAOkH,KAAK,QAK1B,YAAAu6D,wBAAP,SACEqS,QAAA,IAAAA,MAAA,IAMA,IAAMttD,EAAMzkB,KAAKqxE,WACXW,EAAchyE,KAAKsxE,qBAAoB,oBAEvCW,EAAiB,GAEvB,IAAK,IAAMp9E,KADXo9E,EAAepiF,KAAK,OAAO40B,EAAIzoB,YACb+1E,EAChB,GAAY,QAARl9E,EAIJ,GAAY,SAARA,EAAgB,CAClB,IAAKk9E,EAAcvJ,KACjB,SAEEuJ,EAAcvJ,KAAKj1E,MACrB0+E,EAAepiF,KAAK,QAAQkgE,mBAAmBgiB,EAAcvJ,KAAKj1E,OAEhEw+E,EAAcvJ,KAAKwD,OACrBiG,EAAepiF,KAAK,SAASkgE,mBAAmBgiB,EAAcvJ,KAAKwD,aAGrEiG,EAAepiF,KAAQkgE,mBAAmBl7D,GAAI,IAAIk7D,mBAAmBgiB,EAAcl9E,KAGvF,OAAIo9E,EAAe1iF,OACPyiF,EAAQ,IAAIC,EAAe9sE,KAAK,KAGrC6sE,GAID,YAAAN,qBAAR,WACE,OAAO1xE,KAAKwxE,mBAAmB,aAIzB,YAAAA,mBAAR,SAA2Bz/E,GAGzB,MAAO,GAFMiO,KAAKsxE,qBACNtxE,KAAKqxE,WACIpD,UAAS,IAAIl8E,EAAM,KAIlC,YAAA0/E,aAAR,WACE,IACMS,EAAO,CAGXC,WAJUnyE,KAAKqxE,WAIC7I,KAChB4J,eAjIqB,KAmIvB,OAAO,aAAUF,IAErB,EAlIA,GCFA,cAIE,WAA6BG,GAAA,KAAAA,SAFZ,KAAAC,QAAiC,GA4EpD,OArES,YAAAC,QAAP,WACE,YAAuB/+E,IAAhBwM,KAAKqyE,QAAwBryE,KAAKzQ,SAAWyQ,KAAKqyE,QASpD,YAAA9kE,IAAP,SAAWilE,GAAX,WACE,OAAKxyE,KAAKuyE,YAG0B,IAAhCvyE,KAAKsyE,QAAQvpE,QAAQypE,IACvBxyE,KAAKsyE,QAAQziF,KAAK2iF,GAEpBA,EACGjgF,MAAK,WAAM,SAAKkgF,OAAL,MACXlgF,KAAK,MAAM,WACV,SAAKkgF,OAAOD,GAAMjgF,KAAK,MAAM,kBAK1BigF,GAbE,GAAY5hF,OAAO,IAAI,GAAY,qDAsBvC,YAAA6hF,OAAP,SAAcD,GAEZ,OADoBxyE,KAAKsyE,QAAQrnE,OAAOjL,KAAKsyE,QAAQvpE,QAAQypE,GAAO,GAAG,IAOlE,YAAAjjF,OAAP,WACE,OAAOyQ,KAAKsyE,QAAQ/iF,QASf,YAAAmjF,MAAP,SAAa7/E,GAAb,WACE,OAAO,IAAI,IAAqB,SAAAlC,GAC9B,IAAMgiF,EAAqBl/E,YAAW,WAChCZ,GAAWA,EAAU,GACvBlC,GAAQ,KAETkC,GACH,GAAYc,IAAI,EAAK2+E,SAClB//E,MAAK,WACJW,aAAay/E,GACbhiF,GAAQ,MAET4B,KAAK,MAAM,WACV5B,GAAQ,UAIlB,EA9EA,GCQA,cAeE,WAA0ByW,GAAA,KAAAA,UALP,KAAAkrE,QAAyC,IAAI,GAAc,IAG3D,KAAAM,YAAoC,GAGrD5yE,KAAK6yE,KAAO,IAAI,GAAI7yE,KAAKoH,QAAQqd,KAEjCzkB,KAAK3D,IAAM2D,KAAK6yE,KAAKxU,qCAiGzB,OA3FS,YAAAwS,UAAP,WACE,MAAM,IAAI,GAAY,wDAMjB,YAAAlmE,MAAP,SAAa9X,GACX,OAAOmN,KAAKsyE,QAAQI,MAAM7/E,IAMlB,YAAAigF,gBAAV,SAA0B,G,IACxBC,EAAA,EAAAA,YACA3Q,EAAA,EAAAA,SACAhpC,EAAA,EAAAA,QACAzoC,EAAA,EAAAA,QACAC,EAAA,EAAAA,OAQMswE,EAASmE,GAAOO,aAAaxD,EAASlB,QAK5BlhE,KAAKgzE,iBAAiB55C,IACzB6gC,GAAOruC,KAAK,yCAAyC5rB,KAAKizE,eAAeF,IAElF7R,IAAWmE,GAAOQ,QAKtBj1E,EAAOwxE,GAJLzxE,EAAQ,CAAEuwE,OAAM,KAUV,YAAA+R,eAAV,SAAyBC,GACvB,OAAOlzE,KAAK4yE,YAAYM,IAAalzE,KAAK4yE,YAAYj/E,KAM9C,YAAAw/E,eAAV,SAAyBD,GACvB,OAAOlzE,KAAKizE,eAAeC,GAAY,IAAI50E,KAAKA,KAAKN,QAM7C,YAAAg1E,iBAAV,SAA2B55C,G,YACnBp7B,EAAMM,KAAKN,MACXo1E,EAAWh6C,EAAQ,wBACnBi6C,EAAWj6C,EAAQ,eAEzB,GAAIg6C,EAAU,C,IAWZ,IAAoB,mBAAAA,EAAS7nE,OAAO1G,MAAM,MAAI,8BAAE,CAA3C,IACGyuE,EADQ,QACWzuE,MAAM,IAAK,GAC9B3G,EAAcC,SAASm1E,EAAW,GAAI,IACtCC,EAAmD,KAAzCn1E,MAAMF,GAA6B,GAAdA,G,IACrC,IAAuB,6BAAAo1E,EAAW,GAAGzuE,MAAM,OAAI,8BAAE,CAC/C7E,KAAK4yE,YADY,SACY,OAAS,IAAIt0E,KAAKN,EAAMu1E,I,oMAGzD,OAAO,EACF,QAAIF,IACTrzE,KAAK4yE,YAAYj/E,IAAM,IAAI2K,KAAKN,EAAM,aAAsBA,EAAKq1E,KAC1D,IAIb,EAnHA,GCNM,GAAS,eAGf,4B,+CAkEA,OAlEoC,kBAI3B,YAAAxC,UAAP,SAAiBh/E,GACf,OAAOmO,KAAKwzE,aAAazV,EAAqBlsE,EAAOmO,KAAK6yE,MAAOhhF,IAM5D,YAAA+9E,YAAP,SAAmBlS,GACjB,OAAO19D,KAAKwzE,aAAa/V,EAAuBC,EAAS19D,KAAK6yE,MAAOnV,IAO/D,YAAA8V,aAAR,SAAqBC,EAA8BC,GAAnD,WACE,GAAI1zE,KAAKmzE,eAAeM,EAAc/hF,MACpC,OAAOhB,QAAQE,OAAO,CACpBiB,MAAO6hF,EACPhiF,KAAM+hF,EAAc/hF,KACpBssC,OAAQ,yBAAyBh+B,KAAKizE,eAAeQ,EAAc/hF,MAAK,6BACxEwvE,OAAQ,MAIZ,IAAM95D,EAAuB,CAC3ByhD,KAAM4qB,EAAc5qB,KACpBiY,OAAQ,OAKRrG,eAAiBD,IAA2B,SAAW,IASzD,YAPqChnE,IAAjCwM,KAAKoH,QAAQusE,iBACf,EAAcvsE,EAASpH,KAAKoH,QAAQusE,sBAETngF,IAAzBwM,KAAKoH,QAAQgyB,UACfhyB,EAAQgyB,QAAUp5B,KAAKoH,QAAQgyB,SAG1Bp5B,KAAKsyE,QAAQ/kE,IAClB,IAAI,IAAsB,SAAC5c,EAASC,GAClC,GACG8wE,MAAM+R,EAAcp3E,IAAK+K,GACzB7U,MAAK,SAAA6vE,GACJ,IAAMhpC,EAAU,CACd,uBAAwBgpC,EAAShpC,QAAQjlC,IAAI,wBAC7C,cAAeiuE,EAAShpC,QAAQjlC,IAAI,gBAEtC,EAAK2+E,gBAAgB,CACnBC,YAAaU,EAAc/hF,KAC3B0wE,SAAQ,EACRhpC,QAAO,EACPzoC,QAAO,EACPC,OAAM,OAGT+2C,MAAM/2C,QAIjB,EAlEA,CAAoC,ICFpC,4B,+CAqDA,OArDkC,kBAIzB,YAAAigF,UAAP,SAAiBh/E,GACf,OAAOmO,KAAKwzE,aAAazV,EAAqBlsE,EAAOmO,KAAK6yE,MAAOhhF,IAM5D,YAAA+9E,YAAP,SAAmBlS,GACjB,OAAO19D,KAAKwzE,aAAa/V,EAAuBC,EAAS19D,KAAK6yE,MAAOnV,IAO/D,YAAA8V,aAAR,SAAqBC,EAA8BC,GAAnD,WACE,OAAI1zE,KAAKmzE,eAAeM,EAAc/hF,MAC7BhB,QAAQE,OAAO,CACpBiB,MAAO6hF,EACPhiF,KAAM+hF,EAAc/hF,KACpBssC,OAAQ,yBAAyBh+B,KAAKizE,eAAeQ,EAAc/hF,MAAK,6BACxEwvE,OAAQ,MAILlhE,KAAKsyE,QAAQ/kE,IAClB,IAAI,IAAsB,SAAC5c,EAASC,GAClC,IAAMkB,EAAU,IAAI4uE,eAapB,IAAK,IAAMziE,KAXXnM,EAAQwvE,mBAAqB,WAC3B,GAA2B,IAAvBxvE,EAAQo1C,WAAkB,CAC5B,IAAM9N,EAAU,CACd,uBAAwBtnC,EAAQ8hF,kBAAkB,wBAClD,cAAe9hF,EAAQ8hF,kBAAkB,gBAE3C,EAAKd,gBAAgB,CAAEC,YAAaU,EAAc/hF,KAAM0wE,SAAUtwE,EAASsnC,QAAO,EAAEzoC,QAAO,EAAEC,OAAM,MAIvGkB,EAAQyY,KAAK,OAAQkpE,EAAcp3E,KACd,EAAK+K,QAAQgyB,QAC5B,EAAKhyB,QAAQgyB,QAAQ1pC,eAAeuO,IACtCnM,EAAQ+hF,iBAAiB51E,EAAQ,EAAKmJ,QAAQgyB,QAAQn7B,IAG1DnM,EAAQgiF,KAAKL,EAAc5qB,WAInC,EArDA,CAAkC,ICoClC,4B,+CAoCA,OApCoC,kBAI3B,YAAA6T,mBAAP,SAA0B9/D,EAAoB+/D,GAC5C,OAAOD,EAAmB18D,KAAKyuE,SAAU7xE,EAAW+/D,IAK/C,YAAAK,iBAAP,SAAwB1pE,EAAiB8J,EAAiCu/D,GACxE,YADuC,IAAAv/D,MAAkB2/D,GAASE,MAC3DD,EAAiBh9D,KAAKyuE,SAAUn7E,EAAS8J,EAAOu/D,IAM/C,YAAAyU,gBAAV,WACE,IAAKpxE,KAAKyuE,SAAShqD,IAEjB,OAAO,YAAM2sD,gBAAe,WAG9B,IAAM2C,EAAmB,OAAH,KAAG,CAAH,gBACjB/zE,KAAKyuE,SAASsF,kBAAgB,CACjCtvD,IAAKzkB,KAAKyuE,SAAShqD,MAGrB,OAAIzkB,KAAKyuE,SAASuF,UACT,IAAIh0E,KAAKyuE,SAASuF,UAAUD,GAEjC5Z,IACK,IAAI,GAAe4Z,GAErB,IAAI,GAAaA,IAE5B,EApCA,CAAoC,IpBvChClV,GAAwB,E,aCOtB,GAAS,eA6BTwE,GAA6E,GAC7ExD,GAA6D,GAyZ/D6D,GAAwB,EAoFxBV,GAA0C,KAuB1CC,GAA6D,K,aoBlhBjE,cAiBE,WAAmB77D,GARZ,KAAA7T,KAAe0gF,EAAY5sD,GAShCrnB,KAAKyuE,SAAQ,cACXt5E,SAAS,EACTg9C,KAAK,EACLuvB,OAAO,EACPx8C,SAAS,EACT4zC,QAAQ,EACR8H,KAAK,GACFx5D,GA2PT,OApPS,YAAA8sE,oBAAP,SAA2BriF,GACpBmO,KAAKyuE,SAAS3V,QAGnBJ,IAAgBwR,cACd,CACEgJ,SAAU,WAAyB,gBAAfrhF,EAAMH,KAAyB,cAAgB,SACnEoL,SAAUjL,EAAMiL,SAChBM,MAAOvL,EAAMuL,MACb9J,QAAS,aAAoBzB,IAE/B,CACEA,MAAK,KAaJ,YAAAmoE,UAAP,sBACMh6D,KAAKyuE,SAASt5E,SAChBguE,EAA0B,CACxBnmE,SAAU,W,IAAC,sDACT,EAAKm3E,mBAAkB,MAAvB,EAAI,aAAuBlzE,KAE7BvP,KAAM,YAGNsO,KAAKyuE,SAASt8B,KAChBgxB,EAA0B,CACxBnmE,SAAU,W,IAAC,sDACT,EAAKo3E,eAAc,MAAnB,EAAI,aAAmBnzE,KAEzBvP,KAAM,QAGNsO,KAAKyuE,SAAS7N,KAChBuC,EAA0B,CACxBnmE,SAAU,W,IAAC,sDACT,EAAKq3E,eAAc,MAAnB,EAAI,aAAmBpzE,KAEzBvP,KAAM,QAGNsO,KAAKyuE,SAAS/M,OAChByB,EAA0B,CACxBnmE,SAAU,W,IAAC,sDACT,EAAKs3E,iBAAgB,MAArB,EAAI,aAAqBrzE,KAE3BvP,KAAM,UAGNsO,KAAKyuE,SAASvpD,SAChBi+C,EAA0B,CACxBnmE,SAAU,W,IAAC,sDACT,EAAKu3E,mBAAkB,MAAvB,EAAI,aAAuBtzE,KAE7BvP,KAAM,aASJ,YAAAyiF,mBAAR,SAA2BnS,GACzB,IAAMmI,EAAa,CACjB+I,SAAU,UACVlkF,KAAM,CACJmS,UAAW6gE,EAAY/gE,KACvBg5D,OAAQ,WAEV78D,MAAO2/D,GAASuI,WAAWtD,EAAY5kE,OACvC9J,QAAS,aAAS0uE,EAAY/gE,KAAM,MAGtC,GAA0B,WAAtB+gE,EAAY5kE,MAAoB,CAClC,IAA4B,IAAxB4kE,EAAY/gE,KAAK,GAKnB,OAJAkpE,EAAW72E,QAAU,sBAAqB,aAAS0uE,EAAY/gE,KAAK1L,MAAM,GAAI,MAAQ,kBACtF40E,EAAWn7E,KAAKmS,UAAY6gE,EAAY/gE,KAAK1L,MAAM,GAOvDmjE,IAAgBwR,cAAcC,EAAY,CACxCr5B,MAAOkxB,EAAY/gE,KACnB7D,MAAO4kE,EAAY5kE,SAQf,YAAAg3E,eAAR,SAAuBpS,GACrB,IAAIjwE,EAGJ,IACEA,EAASiwE,EAAYnwE,MAAME,OACvB,aAAiBiwE,EAAYnwE,MAAME,QACnC,aAAkBiwE,EAAYnwE,OAClC,MAAOrB,GACPuB,EAAS,YAGW,IAAlBA,EAAOxC,QAIXmpE,IAAgBwR,cACd,CACEgJ,SAAU,MAAMlR,EAAYzuE,KAC5BD,QAASvB,GAEX,CACEF,MAAOmwE,EAAYnwE,MACnB0B,KAAMyuE,EAAYzuE,QAShB,YAAA8gF,eAAR,SAAuBrS,GACrB,GAAIA,EAAYZ,aAAhB,CAEE,GAAIY,EAAYpB,IAAIG,uBAClB,OAGI,+BAAED,EAAA,EAAAA,OAAQzkE,EAAA,EAAAA,IAAK4kE,EAAA,EAAAA,YAAapY,EAAA,EAAAA,KAElC6P,IAAgBwR,cACd,CACEgJ,SAAU,MACVlkF,KAAM,CACJ8xE,OAAM,EACNzkE,IAAG,EACH4kE,YAAW,GAEbvvE,KAAM,QAER,CACEkvE,IAAKoB,EAAYpB,IACjB9vB,MAAO+X,WAYP,YAAAyrB,iBAAR,SAAyBtS,GAElBA,EAAYZ,eAIbY,EAAYC,UAAU5lE,IAAIC,MAAM,eAAkD,SAAjC0lE,EAAYC,UAAUnB,SAKvEkB,EAAY/uE,MACdylE,IAAgBwR,cACd,CACEgJ,SAAU,QACVlkF,KAAMgzE,EAAYC,UAClB7kE,MAAO2/D,GAAS7qE,MAChBR,KAAM,QAER,CACE1C,KAAMgzE,EAAY/uE,MAClB69C,MAAOkxB,EAAY/gE,OAIvBy3D,IAAgBwR,cACd,CACEgJ,SAAU,QACVlkF,KAAM,OAAF,KAAE,CAAF,gBACCgzE,EAAYC,WAAS,CACxBhB,YAAae,EAAYI,SAASlB,SAEpCxvE,KAAM,QAER,CACEo/C,MAAOkxB,EAAY/gE,KACnBmhE,SAAUJ,EAAYI,cAUtB,YAAAmS,mBAAR,SAA2BvS,GACzB,IAAM5mE,EAAS,eACX0a,EAAOksD,EAAYlsD,KACnBmyC,EAAK+Z,EAAY/Z,GACfusB,EAAY,aAASp5E,EAAOyC,SAAShN,MACvC4jF,EAAa,aAAS3+D,GACpB4+D,EAAW,aAASzsB,GAGrBwsB,EAAWj4E,OACdi4E,EAAaD,GAKXA,EAAU/3E,WAAai4E,EAASj4E,UAAY+3E,EAAUj4E,OAASm4E,EAASn4E,OAC1E0rD,EAAKysB,EAASh4E,UAEZ83E,EAAU/3E,WAAag4E,EAAWh4E,UAAY+3E,EAAUj4E,OAASk4E,EAAWl4E,OAC9EuZ,EAAO2+D,EAAW/3E,UAGpBg8D,IAAgBwR,cAAc,CAC5BgJ,SAAU,aACVlkF,KAAM,CACJ8mB,KAAI,EACJmyC,GAAE,MA5QM,EAAA5gC,GAAa,cAgR7B,EApRA,GC3BastD,GAAW,4BACXC,GAAc,SCc3B,eAME,WAAmBxtE,G,YAAA,IAAAA,MAAA,IACjB,YAAM,GAAgBA,IAAQ,KAyDlC,OAhEmC,kBAe1B,YAAAyd,iBAAP,SAAwBzd,QAAA,IAAAA,MAAA,IAEL,eAA0BnW,WAKtC+O,KAAKsvE,aAKV7P,EAAmB,OAAD,KAAC,CAAD,gBACbr4D,GAAO,CACVqd,IAAKrd,EAAQqd,KAAOzkB,KAAKgvE,YANzB/U,GAAOhnE,MAAM,iEAaP,YAAA88E,cAAV,SAAwBl+E,EAAcunE,EAAeuD,GAenD,OAdA9qE,EAAMgjF,SAAWhjF,EAAMgjF,UAAY,aACnChjF,EAAM6+E,IAAG,6BACJ7+E,EAAM6+E,KAAG,CACZn9E,KAAMohF,GACNG,SAAU,OAAF,KAAE,CACHjjF,EAAM6+E,KAAO7+E,EAAM6+E,IAAIoE,UAAa,GAAG,CAC5C,CACEvhF,KAAM,sBACNkO,QAASmzE,MAGbnzE,QAASmzE,KAGJ,YAAM7E,cAAa,UAACl+E,EAAOunE,EAAOuD,IAMjC,YAAAiU,WAAV,SAAqB/+E,GACnB,IAAMioE,EAAc95D,KAAKmtE,eAAe,IACpCrT,GACFA,EAAYoa,oBAAoBriF,GAElC,YAAM++E,WAAU,UAAC/+E,IAErB,EAhEA,CAAmC,IfVnC,2BASS,KAAA0B,KAAewhF,EAAiB1tD,GAezC,OAVS,YAAA2yC,UAAP,WAEEsR,GAA2B5hB,SAASj6D,UAAUuM,SAG9C0tD,SAASj6D,UAAUuM,SAAW,W,IAAgC,sDAC5D,IAAMwmB,EAAUxiB,KAAK3C,qBAAuB2C,KAC5C,OAAOsrE,GAAyBlqE,MAAMohB,EAASvhB,KAjBrC,EAAAomB,GAAa,mBAoB7B,EAxBA,GgBCM2tD,GAAwB,CAAC,oBAAqB,iDAgBpD,cAWE,WAAoCvG,QAAA,IAAAA,MAAA,SAAAA,WAF7B,KAAAl7E,KAAe0hF,EAAe5tD,GA4KvC,OArKS,YAAA2yC,UAAP,WACE/B,GAAwB,SAACpmE,GACvB,IAAMumE,EAAMM,IACZ,IAAKN,EACH,OAAOvmE,EAET,IAAMwJ,EAAO+8D,EAAI+U,eAAe8H,GAChC,GAAI55E,EAAM,CACR,IAAM89D,EAASf,EAAI8M,YACbgQ,EAAgB/b,EAASA,EAAOtuC,aAAe,GAC/CzjB,EAAU/L,EAAK85E,cAAcD,GACnC,GAAI75E,EAAK+5E,iBAAiBvjF,EAAOuV,GAC/B,OAAO,KAGX,OAAOvV,MAKH,YAAAujF,iBAAR,SAAyBvjF,EAAcuV,GACrC,OAAIpH,KAAKq1E,eAAexjF,EAAOuV,IAC7B6yD,GAAOruC,KAAK,6DAA6D,aAAoB/5B,KACtF,GAELmO,KAAKs1E,gBAAgBzjF,EAAOuV,IAC9B6yD,GAAOruC,KACL,wEAA0E,aAAoB/5B,KAEzF,GAELmO,KAAKu1E,aAAa1jF,EAAOuV,IAC3B6yD,GAAOruC,KACL,oEAAsE,aACpE/5B,GACD,WAAWmO,KAAKw1E,mBAAmB3jF,KAE/B,IAEJmO,KAAKy1E,cAAc5jF,EAAOuV,KAC7B6yD,GAAOruC,KACL,yEAA2E,aACzE/5B,GACD,WAAWmO,KAAKw1E,mBAAmB3jF,KAE/B,IAMH,YAAAwjF,eAAR,SAAuBxjF,EAAcuV,GACnC,IAAKA,EAAQsuE,eACX,OAAO,EAGT,IACE,OACG7jF,GACCA,EAAM+K,WACN/K,EAAM+K,UAAUC,QAChBhL,EAAM+K,UAAUC,OAAO,IACY,gBAAnChL,EAAM+K,UAAUC,OAAO,GAAGnL,OAC5B,EAEF,MAAOiM,GACP,OAAO,IAKH,YAAA23E,gBAAR,SAAwBzjF,EAAcuV,GACpC,SAAKA,EAAQuuE,eAAiBvuE,EAAQuuE,aAAapmF,SAI5CyQ,KAAK41E,0BAA0B/jF,GAAOyxB,MAAK,SAAAhwB,GAEhD,OAAC8T,EAAQuuE,aAAwCryD,MAAK,SAAA2tB,GAAW,oBAAkB39C,EAAlB,UAK7D,YAAAiiF,aAAR,SAAqB1jF,EAAcuV,GAEjC,IAAKA,EAAQyuE,WAAazuE,EAAQyuE,SAAStmF,OACzC,OAAO,EAET,IAAM8M,EAAM2D,KAAKw1E,mBAAmB3jF,GACpC,QAAQwK,GAAc+K,EAAQyuE,SAASvyD,MAAK,SAAA2tB,GAAW,oBAAkB50C,EAAlB,OAIjD,YAAAo5E,cAAR,SAAsB5jF,EAAcuV,GAElC,IAAKA,EAAQ0uE,YAAc1uE,EAAQ0uE,UAAUvmF,OAC3C,OAAO,EAET,IAAM8M,EAAM2D,KAAKw1E,mBAAmB3jF,GACpC,OAAQwK,GAAa+K,EAAQ0uE,UAAUxyD,MAAK,SAAA2tB,GAAW,oBAAkB50C,EAAlB,OAIjD,YAAA84E,cAAR,SAAsBD,GACpB,YADoB,IAAAA,MAAA,IACb,CACLY,UAAW,OAAF,KAAE,CAEL91E,KAAKyuE,SAASsH,eAAiB,GAC/B/1E,KAAKyuE,SAASqH,WAAa,GAE3BZ,EAAca,eAAiB,GAC/Bb,EAAcY,WAAa,IAEjCD,SAAU,OAAF,KAAE,CAEJ71E,KAAKyuE,SAASuH,eAAiB,GAC/Bh2E,KAAKyuE,SAASoH,UAAY,GAE1BX,EAAcc,eAAiB,GAC/Bd,EAAcW,UAAY,IAEhCF,aAAc,OAAF,KAAE,CACR31E,KAAKyuE,SAASkH,cAAgB,GAC9BT,EAAcS,cAAgB,GAC/BX,IAELU,oBAAwD,IAAjC11E,KAAKyuE,SAASiH,gBAAiC11E,KAAKyuE,SAASiH,iBAKhF,YAAAE,0BAAR,SAAkC/jF,GAChC,GAAIA,EAAMyB,QACR,MAAO,CAACzB,EAAMyB,SAEhB,GAAIzB,EAAM+K,UACR,IACQ,oDAAE,IAAAlL,KAAW,IAAA6C,aAAA,IAAQ,EAAR,KACnB,MAAO,CAAC,GAAGA,QADH,IAAO,EAAP,MACmB,KAAKA,GAChC,MAAOuJ,GAEP,OADAm8D,GAAOhnE,MAAM,oCAAoC,aAAoBpB,IAC9D,GAGX,MAAO,IAID,YAAA2jF,mBAAR,SAA2B3jF,GACzB,IACE,GAAIA,EAAMkpE,WAAY,CACpB,IAAM,EAASlpE,EAAMkpE,WAAWgB,OAChC,OAAQ,GAAU,EAAO,EAAOxsE,OAAS,GAAG+sE,UAAa,KAE3D,GAAIzqE,EAAM+K,UAAW,CACnB,IAAM,EACJ/K,EAAM+K,UAAUC,QAAUhL,EAAM+K,UAAUC,OAAO,GAAGk+D,YAAclpE,EAAM+K,UAAUC,OAAO,GAAGk+D,WAAWgB,OACzG,OAAQ,GAAU,EAAO,EAAOxsE,OAAS,GAAG+sE,UAAa,KAE3D,OAAO,KACP,MAAOx+D,GAEP,OADAm8D,GAAOhnE,MAAM,gCAAgC,aAAoBpB,IAC1D,OA9KG,EAAAw1B,GAAa,iBAiL7B,EArLA,GCjBM4uD,GAAuB,CAC3B,cACA,SACA,OACA,mBACA,iBACA,oBACA,kBACA,cACA,aACA,qBACA,cACA,aACA,iBACA,eACA,kBACA,cACA,cACA,eACA,qBACA,SACA,YACA,eACA,gBACA,YACA,kBACA,SACA,iBACA,4BACA,wBAeF,cAiBE,WAAmB7uE,GARZ,KAAA7T,KAAe2iF,EAAS7uD,GAS7BrnB,KAAKyuE,SAAQ,cACX/N,gBAAgB,EAChByV,aAAa,EACblyD,uBAAuB,EACvBujC,aAAa,EACb/zD,YAAY,GACT2T,GAkNT,OA1MS,YAAA4yD,UAAP,WACE,IAAM5+D,EAAS,gBAEX4E,KAAKyuE,SAASh7E,YAChB,aAAK2H,EAAQ,aAAc4E,KAAKo2E,kBAAkBthF,KAAKkL,OAGrDA,KAAKyuE,SAASjnB,aAChB,aAAKpsD,EAAQ,cAAe4E,KAAKo2E,kBAAkBthF,KAAKkL,OAGtDA,KAAKyuE,SAASxqD,uBAChB,aAAK7oB,EAAQ,wBAAyB4E,KAAKq2E,SAASvhF,KAAKkL,OAGvDA,KAAKyuE,SAAS/N,gBAAkB,mBAAoBtlE,GACtD,aAAKslE,eAAejxE,UAAW,OAAQuQ,KAAKs2E,SAASxhF,KAAKkL,OAGxDA,KAAKyuE,SAAS0H,eACIj1E,MAAMwU,QAAQ1V,KAAKyuE,SAAS0H,aAAen2E,KAAKyuE,SAAS0H,YAAcF,IAC/E94E,QAAQ6C,KAAKu2E,iBAAiBzhF,KAAKkL,QAK3C,YAAAo2E,kBAAR,SAA0BhsE,GAExB,OAAO,W,IAAoB,sDACzB,IAAMosE,EAAmBv1E,EAAK,GAQ9B,OAPAA,EAAK,GAAKy/C,EAAK81B,EAAkB,CAC/B94E,UAAW,CACT1O,KAAM,CAAEutE,SAAU,aAAgBnyD,IAClCy0C,SAAS,EACTntD,KAAM,gBAGH0Y,EAAShJ,MAAMpB,KAAMiB,KAMxB,YAAAo1E,SAAR,SAAiBjsE,GAEf,OAAO,SAAoBpN,GAEzB,OAAOoN,EAASza,KACdqQ,KACA0gD,EAAK1jD,EAAU,CACbU,UAAW,CACT1O,KAAM,CACJutE,SAAU,wBACV6G,QAAS,aAAgBh5D,IAE3By0C,SAAS,EACTntD,KAAM,mBAQR,YAAA6kF,iBAAR,SAAyBxkF,GAEvB,IAAMqJ,EAAS,eAET+kE,EAAQ/kE,EAAOrJ,IAAWqJ,EAAOrJ,GAAQtC,UAG1C0wE,GAAUA,EAAMzwE,gBAAmBywE,EAAMzwE,eAAe,sBAI7D,aAAKywE,EAAO,oBAAoB,SAC9B/1D,GAEA,OAAO,SAGLg2D,EACAhkC,EACAh1B,GAEA,IACgC,mBAAnBg1B,EAAGgjC,cACZhjC,EAAGgjC,YAAc1e,EAAKtkB,EAAGgjC,YAAYtqE,KAAKsnC,GAAK,CAC7C1+B,UAAW,CACT1O,KAAM,CACJutE,SAAU,cACV6G,QAAS,aAAgBhnC,GACzBrqC,OAAM,GAER8sD,SAAS,EACTntD,KAAM,iBAIZ,MAAOO,IAIT,OAAOmY,EAASza,KACdqQ,KACAogE,EAEA1f,EAAMtkB,EAA+B,CACnC1+B,UAAW,CACT1O,KAAM,CACJutE,SAAU,mBACV6G,QAAS,aAAgBhnC,GACzBrqC,OAAM,GAER8sD,SAAS,EACTntD,KAAM,gBAGV0V,OAKN,aAAK+4D,EAAO,uBAAuB,SACjCsW,GAGA,OAAO,SAGLrW,EACAhkC,EACAh1B,G,MAmBMsvE,EAAuBt6C,EAC7B,IACE,IAAMu6C,EAA0C,QAAtB,EAAGD,SAAmB,eAAEzX,mBAC9C0X,GACFF,EAA4B9mF,KAAKqQ,KAAMogE,EAAWuW,EAAsBvvE,GAE1E,MAAO5W,IAGT,OAAOimF,EAA4B9mF,KAAKqQ,KAAMogE,EAAWsW,EAAqBtvE,SAM5E,YAAAkvE,SAAR,SAAiB9U,GAEf,OAAO,W,IAA+B,sDAEpC,IAAMZ,EAAM5gE,KACN42E,EAA4C,CAAC,SAAU,UAAW,aAAc,sBA4BtF,OA1BAA,EAAoBz5E,SAAQ,SAAAsZ,GACtBA,KAAQmqD,GAA4B,mBAAdA,EAAInqD,IAE5B,aAAKmqD,EAAKnqD,GAAM,SAASrM,GACvB,IAAMysE,EAAc,CAClBn5E,UAAW,CACT1O,KAAM,CACJutE,SAAU9lD,EACV2sD,QAAS,aAAgBh5D,IAE3By0C,SAAS,EACTntD,KAAM,eAUV,OALI0Y,EAAS/M,sBACXw5E,EAAYn5E,UAAU1O,KAAKo0E,QAAU,aAAgBh5D,EAAS/M,sBAIzDqjD,EAAKt2C,EAAUysE,SAKrBrV,EAAapgE,MAAMpB,KAAMiB,KAnOtB,EAAAomB,GAAa,WAsO7B,EA1OA,GC1BA,cAqBE,WAAmBjgB,GAZZ,KAAA7T,KAAeujF,EAAezvD,GAM7B,KAAA0vD,0BAAoC,EAGpC,KAAAC,uCAAiD,EAIvDh3E,KAAKyuE,SAAQ,cACX78E,SAAS,EACTsxE,sBAAsB,GACnB97D,GAiNT,OA3MS,YAAA4yD,UAAP,WACE9nE,MAAM+kF,gBAAkB,GAEpBj3E,KAAKyuE,SAAS78E,UAChBqoE,GAAOnrD,IAAI,oCACX9O,KAAKk3E,gCAGHl3E,KAAKyuE,SAASvL,uBAChBjJ,GAAOnrD,IAAI,iDACX9O,KAAKm3E,8CAKD,YAAAD,6BAAR,sBACMl3E,KAAK+2E,2BAIT5T,EAA0B,CAExBnmE,SAAU,SAAChO,GACT,IAAMiE,EAAQjE,EAAKiE,MACbmkF,EAAa1e,IACb2e,EAAiBD,EAAWjK,eAAe2J,GAC3CQ,EAAsBrkF,IAA0C,IAAjCA,EAAM8tE,uBAE3C,GAAKsW,IAAkBzY,MAAyB0Y,EAAhD,CAIA,IAAMne,EAASie,EAAWlS,YACpBrzE,EAAQ,OAAA6rD,GAAA,GAAYzqD,GACtB,EAAKskF,4BAA4BvoF,EAAKk/B,IAAKl/B,EAAKqN,IAAKrN,EAAKwhD,KAAMxhD,EAAKksE,QACrE,EAAKsc,8BACH5a,EAAsB3pE,OAAOO,EAAW,CACtCspE,iBAAkB3D,GAAUA,EAAOtuC,aAAaiyC,iBAChDO,WAAW,IAEbruE,EAAKqN,IACLrN,EAAKwhD,KACLxhD,EAAKksE,QAGX,aAAsBrpE,EAAO,CAC3BgtD,SAAS,EACTntD,KAAM,YAGR0lF,EAAWrK,aAAal7E,EAAO,CAC7B+6E,kBAAmB35E,MAGvBvB,KAAM,UAGRsO,KAAK+2E,0BAA2B,IAI1B,YAAAI,0CAAR,sBACMn3E,KAAKg3E,wCAIT7T,EAA0B,CAExBnmE,SAAU,SAACxM,GACT,IAAIyC,EAAQzC,EAGZ,IAGM,WAAYA,EACdyC,EAAQzC,EAAEwtC,OAOH,WAAYxtC,GAAK,WAAYA,EAAE2/D,SACtCl9D,EAAQzC,EAAE2/D,OAAOnyB,QAEnB,MAAOrgC,IAIT,IAAMy5E,EAAa1e,IACb2e,EAAiBD,EAAWjK,eAAe2J,GAC3CQ,EAAsBrkF,IAA0C,IAAjCA,EAAM8tE,uBAE3C,IAAKsW,GAAkBzY,KAAyB0Y,EAC9C,OAAO,EAGT,IAAMne,EAASie,EAAWlS,YACpBrzE,EAAQ,OAAA6rD,GAAA,GAAYzqD,GACtB,EAAKwkF,iCAAiCxkF,GACtC2pE,EAAsB3pE,OAAOO,EAAW,CACtCspE,iBAAkB3D,GAAUA,EAAOtuC,aAAaiyC,iBAChDO,WAAW,IAGjBxrE,EAAMuL,MAAQ2/D,GAAS7qE,MAEvB,aAAsBL,EAAO,CAC3BgtD,SAAS,EACTntD,KAAM,yBAGR0lF,EAAWrK,aAAal7E,EAAO,CAC7B+6E,kBAAmB35E,KAKvBvB,KAAM,uBAGRsO,KAAKg3E,uCAAwC,IAOvC,YAAAO,4BAAR,SAAoCrpD,EAAU7xB,EAAUm0C,EAAW0qB,GACjE,IAII3nE,EADAD,EAAU,OAAAoqD,GAAA,GAAaxvB,GAAOA,EAAI56B,QAAU46B,EAGhD,GAAI,OAAAwvB,GAAA,GAASpqD,GAAU,CACrB,IAAMokF,EAASpkF,EAAQgJ,MAPF,4GAQjBo7E,IACFnkF,EAAOmkF,EAAO,GACdpkF,EAAUokF,EAAO,IAerB,OAAO13E,KAAKw3E,8BAXE,CACZ56E,UAAW,CACTC,OAAQ,CACN,CACEnL,KAAM6B,GAAQ,QACdgB,MAAOjB,MAMkC+I,EAAKm0C,EAAM0qB,IAStD,YAAAuc,iCAAR,SAAyCz5C,GACvC,MAAO,CACLphC,UAAW,CACTC,OAAQ,CACN,CACEnL,KAAM,qBAEN6C,MAAO,oDAAoD+R,OAAO03B,QASpE,YAAAw5C,8BAAR,SAAsC3lF,EAAcwK,EAAUm0C,EAAW0qB,GACvErpE,EAAM+K,UAAY/K,EAAM+K,WAAa,GACrC/K,EAAM+K,UAAUC,OAAShL,EAAM+K,UAAUC,QAAU,GACnDhL,EAAM+K,UAAUC,OAAO,GAAKhL,EAAM+K,UAAUC,OAAO,IAAM,GACzDhL,EAAM+K,UAAUC,OAAO,GAAGk+D,WAAalpE,EAAM+K,UAAUC,OAAO,GAAGk+D,YAAc,GAC/ElpE,EAAM+K,UAAUC,OAAO,GAAGk+D,WAAWgB,OAASlqE,EAAM+K,UAAUC,OAAO,GAAGk+D,WAAWgB,QAAU,GAE7F,IAAMtrB,EAAQryC,MAAMD,SAAS+8D,EAAQ,UAAO1nE,EAAY0nE,EAClDuB,EAASr+D,MAAMD,SAASqyC,EAAM,UAAOh9C,EAAYg9C,EACjD8rB,EAAW,OAAA5e,GAAA,GAASrhD,IAAQA,EAAI9M,OAAS,EAAI8M,EAAM,eAYzD,OAV2D,IAAvDxK,EAAM+K,UAAUC,OAAO,GAAGk+D,WAAWgB,OAAOxsE,QAC9CsC,EAAM+K,UAAUC,OAAO,GAAGk+D,WAAWgB,OAAOlsE,KAAK,CAC/C4gD,MAAK,EACL6rB,SAAQ,EACRC,SAAU,IACVC,QAAQ,EACRC,OAAM,IAIH5qE,GApOK,EAAAw1B,GAAa,iBAsO7B,EA1OA,GCZA,cAwBE,WAAmBjgB,QAAA,IAAAA,MAAA,IAfH,KAAA7T,KAAeokF,EAAatwD,GAgB1CrnB,KAAK0pC,KAAOtiC,EAAQvS,KA7BJ,QA8BhBmL,KAAKqyE,OAASjrE,EAAQmuB,OA7BJ,EAoEtB,OAjCS,YAAAykC,UAAP,WACE/B,GAAwB,SAACpmE,EAAc8qE,GACrC,IAAMthE,EAAOq9D,IAAgByU,eAAewK,GAC5C,OAAIt8E,EACKA,EAAKu8E,SAAS/lF,EAAO8qE,GAEvB9qE,MAOH,YAAA+lF,SAAR,SAAiB/lF,EAAc8qE,GAC7B,KAAK9qE,EAAM+K,WAAc/K,EAAM+K,UAAUC,QAAW8/D,GAAS,OAAAjf,GAAA,GAAaif,EAAKiQ,kBAAmB16E,QAChG,OAAOL,EAET,IAAMgmF,EAAe73E,KAAK83E,eAAenb,EAAKiQ,kBAAoC5sE,KAAK0pC,MAEvF,OADA73C,EAAM+K,UAAUC,OAAM,aAAOg7E,EAAiBhmF,EAAM+K,UAAUC,QACvDhL,GAMD,YAAAimF,eAAR,SAAuB7kF,EAAsB4B,EAAagvC,GACxD,QADwD,IAAAA,MAAA,KACnD,OAAA6Z,GAAA,GAAazqD,EAAM4B,GAAM3C,QAAU2xC,EAAMt0C,OAAS,GAAKyQ,KAAKqyE,OAC/D,OAAOxuC,EAET,IACMjnC,EAAYk/D,EADCpB,EAAkBznE,EAAM4B,KAE3C,OAAOmL,KAAK83E,eAAe7kF,EAAM4B,GAAMA,EAAG,cAAG+H,GAAcinC,KA3D/C,EAAAxc,GAAa,eA6D7B,EAjEA,GCPM,GAAS,eAGf,2BASS,KAAA9zB,KAAewkF,EAAU1wD,GA8BlC,OAzBS,YAAA2yC,UAAP,WACE/B,GAAwB,SAACpmE,G,UACvB,GAAI6mE,IAAgByU,eAAe4K,GAAY,CAE7C,IAAK,GAAOtyC,YAAc,GAAO5nC,WAAa,GAAO5M,SACnD,OAAOY,EAIT,IAAMwK,GAAmB,QAAb,EAAAxK,EAAMC,eAAO,eAAEuK,OAAsB,QAAnB,EAAI,GAAOwB,gBAAQ,eAAEhN,MAC3CmnF,GAAA,iBAAAA,SACAtyC,GAAA,kBAAAA,UAEFtM,EAAU,OAAH,KAAG,CAAH,6BACK,QADL,EACRvnC,EAAMC,eAAO,eAAEsnC,SACd4+C,GAAY,CAAEC,QAASD,IACvBtyC,GAAa,CAAE,aAAcA,IAE7B5zC,EAAU,OAAH,KAAG,CAAH,gBAASuK,GAAO,CAAEA,IAAG,IAAG,CAAE+8B,QAAO,IAE9C,oCAAYvnC,GAAK,CAAEC,QAAO,IAE5B,OAAOD,MAhCG,EAAAw1B,GAAa,YAmC7B,EAvCA,G1BCa,GAAsB,CACjC,IAAI,GAAiB4tD,eACrB,IAAI,GAAiBF,iBACrB,IAAI,GACJ,IAAI,GACJ,IAAI,GACJ,IAAI,GACJ,IAAI,ITPFmD,GAAqB,GAGnBC,GAAU,eACZA,GAAQ5zD,QAAU4zD,GAAQ5zD,OAAO6zD,eACnCF,GAAqBC,GAAQ5zD,OAAO6zD,cAGtC,IAAMC,GAAe,OAAH,KAAG,CAAH,6BACbH,IACA,IACA,K,mBoCnBL9nF,EAAOD,QAAU,SAASsF,GACxB,IAAI6iF,EAAe,CACjBziF,QACE,8CACFD,QACE,yBACFE,SACE,2FAGAyiF,EAAY,CACdpiF,UAAW,QACXK,MAAO,OACPC,IAAK,IACLd,SAAU2iF,GAoBRxnE,EAAc,CAChBrb,EAAKyC,YACLzC,EAAK0C,kBACL1C,EAAK+B,qBAXM,CACXrB,UAAW,SACXH,SAAU,CAACuiF,GACXzhF,SAAU,CACR,CAACN,MAAO,KAAMC,IAAK,MACnB,CAACD,MAAO,IAAKC,IAAK,OAfV,CACVD,MAAO,uBAAwBwB,aAAa,EAC5C5B,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,UAoBb,OADA+hF,EAAUviF,SAAW8a,EACd,CACL/Z,QAAS,CAAC,SACVpB,SAAU2iF,EACVtiF,SAAU8a,K,gCC3CdthB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmHlBjH,EAAQiH,QAlHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,0BAA2B,CACzB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,WAAc,WAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCrHlBhH,EAAOD,QAAU,SAASsF,GAgBxB,MAAO,CACLsB,QAAS,CAAC,MAAO,OAAQ,OACzBrB,kBAAkB,EAClB+B,QAlBoB,oBAmBpB9B,SAlBoB,CACpBE,QAAS,sBAkBTG,SAAU,CAhBO,CACjBG,UAAW,OACXK,MAAO,gBACPJ,UAAW,IAEM,CACjBD,UAAW,OACXK,MAAO,oBACPJ,UAAW,IAWTX,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKiB,QAAQ,WAAY,QACzBjB,EAAK4B,cACL5B,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,OAC9CN,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/C,CACEI,UAAW,SACXK,MAAO,IAAKC,IAAK,KAEnB,CACEN,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,OACjBV,QAAS","file":"bundle.45225.esm.js","sourcesContent":[" \t// install a JSONP callback for chunk loading\n \tfunction webpackJsonpCallback(data) {\n \t\tvar chunkIds = data[0];\n \t\tvar moreModules = data[1];\n\n\n \t\t// add \"moreModules\" to the modules object,\n \t\t// then flag all \"chunkIds\" as loaded and fire callback\n \t\tvar moduleId, chunkId, i = 0, resolves = [];\n \t\tfor(;i < chunkIds.length; i++) {\n \t\t\tchunkId = chunkIds[i];\n \t\t\tif(Object.prototype.hasOwnProperty.call(installedChunks, chunkId) && installedChunks[chunkId]) {\n \t\t\t\tresolves.push(installedChunks[chunkId][0]);\n \t\t\t}\n \t\t\tinstalledChunks[chunkId] = 0;\n \t\t}\n \t\tfor(moduleId in moreModules) {\n \t\t\tif(Object.prototype.hasOwnProperty.call(moreModules, moduleId)) {\n \t\t\t\tmodules[moduleId] = moreModules[moduleId];\n \t\t\t}\n \t\t}\n \t\tif(parentJsonpFunction) parentJsonpFunction(data);\n\n \t\twhile(resolves.length) {\n \t\t\tresolves.shift()();\n \t\t}\n\n \t};\n\n\n \t// The module cache\n \tvar installedModules = {};\n\n \t// object to store loaded CSS chunks\n \tvar installedCssChunks = {\n \t\t0: 0\n \t}\n\n \t// object to store loaded and loading chunks\n \t// undefined = chunk not loaded, null = chunk preloaded/prefetched\n \t// Promise = chunk loading, 0 = chunk loaded\n \tvar installedChunks = {\n \t\t0: 0\n \t};\n\n\n\n \t// script path function\n \tfunction jsonpScriptSrc(chunkId) {\n \t\treturn __webpack_require__.p + \"\" + ({\"2\":\"route-AlgoritmiEStruttureDati\",\"3\":\"route-ApprendimentoSistemiArtificiali\",\"4\":\"route-BasiDiDati\",\"5\":\"route-CalcoloNumerico\",\"6\":\"route-Fisica\",\"7\":\"route-GestioneDellInformazione\",\"8\":\"route-Home\",\"9\":\"route-LinguaggiDinamici\",\"10\":\"route-MingwInstall\",\"11\":\"route-NetLogo\",\"12\":\"route-OttimizzazioneLineare\",\"13\":\"route-ProtocolliDiRete\",\"14\":\"route-RipassoDiAlgebraLineare\",\"15\":\"route-Statistica\",\"16\":\"route-VlDiGeometria\"}[chunkId]||chunkId) + \".chunk.\" + {\"2\":\"382e2\",\"3\":\"5d28c\",\"4\":\"abc00\",\"5\":\"feb65\",\"6\":\"22495\",\"7\":\"af84a\",\"8\":\"9c5d6\",\"9\":\"0aab1\",\"10\":\"fba30\",\"11\":\"eb175\",\"12\":\"dee78\",\"13\":\"42519\",\"14\":\"f4609\",\"15\":\"f93a4\",\"16\":\"ba9ee\"}[chunkId] + \".esm.js\"\n \t}\n\n \t// The require function\n \tfunction __webpack_require__(moduleId) {\n\n \t\t// Check if module is in cache\n \t\tif(installedModules[moduleId]) {\n \t\t\treturn installedModules[moduleId].exports;\n \t\t}\n \t\t// Create a new module (and put it into the cache)\n \t\tvar module = installedModules[moduleId] = {\n \t\t\ti: moduleId,\n \t\t\tl: false,\n \t\t\texports: {}\n \t\t};\n\n \t\t// Execute the module function\n \t\tmodules[moduleId].call(module.exports, module, module.exports, __webpack_require__);\n\n \t\t// Flag the module as loaded\n \t\tmodule.l = true;\n\n \t\t// Return the exports of the module\n \t\treturn module.exports;\n \t}\n\n \t// This file contains only the entry chunk.\n \t// The chunk loading function for additional chunks\n \t__webpack_require__.e = function requireEnsure(chunkId) {\n \t\tvar promises = [];\n\n\n \t\t// mini-css-extract-plugin CSS loading\n \t\tvar cssChunks = {\"3\":1,\"4\":1,\"5\":1,\"6\":1,\"7\":1,\"8\":1,\"11\":1,\"12\":1,\"14\":1,\"15\":1};\n \t\tif(installedCssChunks[chunkId]) promises.push(installedCssChunks[chunkId]);\n \t\telse if(installedCssChunks[chunkId] !== 0 && cssChunks[chunkId]) {\n \t\t\tpromises.push(installedCssChunks[chunkId] = new Promise(function(resolve, reject) {\n \t\t\t\tvar href = \"\" + ({\"2\":\"route-AlgoritmiEStruttureDati\",\"3\":\"route-ApprendimentoSistemiArtificiali\",\"4\":\"route-BasiDiDati\",\"5\":\"route-CalcoloNumerico\",\"6\":\"route-Fisica\",\"7\":\"route-GestioneDellInformazione\",\"8\":\"route-Home\",\"9\":\"route-LinguaggiDinamici\",\"10\":\"route-MingwInstall\",\"11\":\"route-NetLogo\",\"12\":\"route-OttimizzazioneLineare\",\"13\":\"route-ProtocolliDiRete\",\"14\":\"route-RipassoDiAlgebraLineare\",\"15\":\"route-Statistica\",\"16\":\"route-VlDiGeometria\"}[chunkId]||chunkId) + \".chunk.\" + {\"2\":\"31d6c\",\"3\":\"91139\",\"4\":\"a1161\",\"5\":\"34a40\",\"6\":\"94df5\",\"7\":\"a1161\",\"8\":\"1743e\",\"9\":\"31d6c\",\"10\":\"31d6c\",\"11\":\"a1161\",\"12\":\"08977\",\"13\":\"31d6c\",\"14\":\"a1161\",\"15\":\"9151b\",\"16\":\"31d6c\"}[chunkId] + \".css\";\n \t\t\t\tvar fullhref = __webpack_require__.p + href;\n \t\t\t\tvar existingLinkTags = document.getElementsByTagName(\"link\");\n \t\t\t\tfor(var i = 0; i < existingLinkTags.length; i++) {\n \t\t\t\t\tvar tag = existingLinkTags[i];\n \t\t\t\t\tvar dataHref = tag.getAttribute(\"data-href\") || tag.getAttribute(\"href\");\n \t\t\t\t\tif(tag.rel === \"stylesheet\" && (dataHref === href || dataHref === fullhref)) return resolve();\n \t\t\t\t}\n \t\t\t\tvar existingStyleTags = document.getElementsByTagName(\"style\");\n \t\t\t\tfor(var i = 0; i < existingStyleTags.length; i++) {\n \t\t\t\t\tvar tag = existingStyleTags[i];\n \t\t\t\t\tvar dataHref = tag.getAttribute(\"data-href\");\n \t\t\t\t\tif(dataHref === href || dataHref === fullhref) return resolve();\n \t\t\t\t}\n \t\t\t\tvar linkTag = document.createElement(\"link\");\n \t\t\t\tlinkTag.rel = \"stylesheet\";\n \t\t\t\tlinkTag.type = \"text/css\";\n \t\t\t\tlinkTag.onload = resolve;\n \t\t\t\tlinkTag.onerror = function(event) {\n \t\t\t\t\tvar request = event && event.target && event.target.src || fullhref;\n \t\t\t\t\tvar err = new Error(\"Loading CSS chunk \" + chunkId + \" failed.\\n(\" + request + \")\");\n \t\t\t\t\terr.code = \"CSS_CHUNK_LOAD_FAILED\";\n \t\t\t\t\terr.request = request;\n \t\t\t\t\tdelete installedCssChunks[chunkId]\n \t\t\t\t\tlinkTag.parentNode.removeChild(linkTag)\n \t\t\t\t\treject(err);\n \t\t\t\t};\n \t\t\t\tlinkTag.href = fullhref;\n\n \t\t\t\tvar head = document.getElementsByTagName(\"head\")[0];\n \t\t\t\thead.appendChild(linkTag);\n \t\t\t}).then(function() {\n \t\t\t\tinstalledCssChunks[chunkId] = 0;\n \t\t\t}));\n \t\t}\n\n \t\t// JSONP chunk loading for javascript\n\n \t\tvar installedChunkData = installedChunks[chunkId];\n \t\tif(installedChunkData !== 0) { // 0 means \"already installed\".\n\n \t\t\t// a Promise means \"currently loading\".\n \t\t\tif(installedChunkData) {\n \t\t\t\tpromises.push(installedChunkData[2]);\n \t\t\t} else {\n \t\t\t\t// setup Promise in chunk cache\n \t\t\t\tvar promise = new Promise(function(resolve, reject) {\n \t\t\t\t\tinstalledChunkData = installedChunks[chunkId] = [resolve, reject];\n \t\t\t\t});\n \t\t\t\tpromises.push(installedChunkData[2] = promise);\n\n \t\t\t\t// start chunk loading\n \t\t\t\tvar script = document.createElement('script');\n \t\t\t\tvar onScriptComplete;\n\n \t\t\t\tscript.charset = 'utf-8';\n \t\t\t\tscript.timeout = 120;\n \t\t\t\tif (__webpack_require__.nc) {\n \t\t\t\t\tscript.setAttribute(\"nonce\", __webpack_require__.nc);\n \t\t\t\t}\n \t\t\t\tscript.src = jsonpScriptSrc(chunkId);\n\n \t\t\t\t// create error before stack unwound to get useful stacktrace later\n \t\t\t\tvar error = new Error();\n \t\t\t\tonScriptComplete = function (event) {\n \t\t\t\t\t// avoid mem leaks in IE.\n \t\t\t\t\tscript.onerror = script.onload = null;\n \t\t\t\t\tclearTimeout(timeout);\n \t\t\t\t\tvar chunk = installedChunks[chunkId];\n \t\t\t\t\tif(chunk !== 0) {\n \t\t\t\t\t\tif(chunk) {\n \t\t\t\t\t\t\tvar errorType = event && (event.type === 'load' ? 'missing' : event.type);\n \t\t\t\t\t\t\tvar realSrc = event && event.target && event.target.src;\n \t\t\t\t\t\t\terror.message = 'Loading chunk ' + chunkId + ' failed.\\n(' + errorType + ': ' + realSrc + ')';\n \t\t\t\t\t\t\terror.name = 'ChunkLoadError';\n \t\t\t\t\t\t\terror.type = errorType;\n \t\t\t\t\t\t\terror.request = realSrc;\n \t\t\t\t\t\t\tchunk[1](error);\n \t\t\t\t\t\t}\n \t\t\t\t\t\tinstalledChunks[chunkId] = undefined;\n \t\t\t\t\t}\n \t\t\t\t};\n \t\t\t\tvar timeout = setTimeout(function(){\n \t\t\t\t\tonScriptComplete({ type: 'timeout', target: script });\n \t\t\t\t}, 120000);\n \t\t\t\tscript.onerror = script.onload = onScriptComplete;\n \t\t\t\tdocument.head.appendChild(script);\n \t\t\t}\n \t\t}\n \t\treturn Promise.all(promises);\n \t};\n\n \t// expose the modules object (__webpack_modules__)\n \t__webpack_require__.m = modules;\n\n \t// expose the module cache\n \t__webpack_require__.c = installedModules;\n\n \t// define getter function for harmony exports\n \t__webpack_require__.d = function(exports, name, getter) {\n \t\tif(!__webpack_require__.o(exports, name)) {\n \t\t\tObject.defineProperty(exports, name, { enumerable: true, get: getter });\n \t\t}\n \t};\n\n \t// define __esModule on exports\n \t__webpack_require__.r = function(exports) {\n \t\tif(typeof Symbol !== 'undefined' && Symbol.toStringTag) {\n \t\t\tObject.defineProperty(exports, Symbol.toStringTag, { value: 'Module' });\n \t\t}\n \t\tObject.defineProperty(exports, '__esModule', { value: true });\n \t};\n\n \t// create a fake namespace object\n \t// mode & 1: value is a module id, require it\n \t// mode & 2: merge all properties of value into the ns\n \t// mode & 4: return value when already ns object\n \t// mode & 8|1: behave like require\n \t__webpack_require__.t = function(value, mode) {\n \t\tif(mode & 1) value = __webpack_require__(value);\n \t\tif(mode & 8) return value;\n \t\tif((mode & 4) && typeof value === 'object' && value && value.__esModule) return value;\n \t\tvar ns = Object.create(null);\n \t\t__webpack_require__.r(ns);\n \t\tObject.defineProperty(ns, 'default', { enumerable: true, value: value });\n \t\tif(mode & 2 && typeof value != 'string') for(var key in value) __webpack_require__.d(ns, key, function(key) { return value[key]; }.bind(null, key));\n \t\treturn ns;\n \t};\n\n \t// getDefaultExport function for compatibility with non-harmony modules\n \t__webpack_require__.n = function(module) {\n \t\tvar getter = module && module.__esModule ?\n \t\t\tfunction getDefault() { return module['default']; } :\n \t\t\tfunction getModuleExports() { return module; };\n \t\t__webpack_require__.d(getter, 'a', getter);\n \t\treturn getter;\n \t};\n\n \t// Object.prototype.hasOwnProperty.call\n \t__webpack_require__.o = function(object, property) { return Object.prototype.hasOwnProperty.call(object, property); };\n\n \t// __webpack_public_path__\n \t__webpack_require__.p = \"/\";\n\n \t// on error function for async loading\n \t__webpack_require__.oe = function(err) { console.error(err); throw err; };\n\n \tvar jsonpArray = window[\"webpackJsonp\"] = window[\"webpackJsonp\"] || [];\n \tvar oldJsonpFunction = jsonpArray.push.bind(jsonpArray);\n \tjsonpArray.push = webpackJsonpCallback;\n \tjsonpArray = jsonpArray.slice();\n \tfor(var i = 0; i < jsonpArray.length; i++) webpackJsonpCallback(jsonpArray[i]);\n \tvar parentJsonpFunction = oldJsonpFunction;\n\n\n \t// Load entry module and return exports\n \treturn __webpack_require__(__webpack_require__.s = 0);\n","module.exports = function(hljs) {\n var PARAMS = {\n className: 'params',\n begin: '\\\\(', end: '\\\\)'\n };\n\n var F_KEYWORDS = {\n literal: '.False. .True.',\n keyword: 'kind do while private call intrinsic where elsewhere ' +\n 'type endtype endmodule endselect endinterface end enddo endif if forall endforall only contains default return stop then ' +\n 'public subroutine|10 function program .and. .or. .not. .le. .eq. .ge. .gt. .lt. ' +\n 'goto save else use module select case ' +\n 'access blank direct exist file fmt form formatted iostat name named nextrec number opened rec recl sequential status unformatted unit ' +\n 'continue format pause cycle exit ' +\n 'c_null_char c_alert c_backspace c_form_feed flush wait decimal round iomsg ' +\n 'synchronous nopass non_overridable pass protected volatile abstract extends import ' +\n 'non_intrinsic value deferred generic final enumerator class associate bind enum ' +\n 'c_int c_short c_long c_long_long c_signed_char c_size_t c_int8_t c_int16_t c_int32_t c_int64_t c_int_least8_t c_int_least16_t ' +\n 'c_int_least32_t c_int_least64_t c_int_fast8_t c_int_fast16_t c_int_fast32_t c_int_fast64_t c_intmax_t C_intptr_t c_float c_double ' +\n 'c_long_double c_float_complex c_double_complex c_long_double_complex c_bool c_char c_null_ptr c_null_funptr ' +\n 'c_new_line c_carriage_return c_horizontal_tab c_vertical_tab iso_c_binding c_loc c_funloc c_associated c_f_pointer ' +\n 'c_ptr c_funptr iso_fortran_env character_storage_size error_unit file_storage_size input_unit iostat_end iostat_eor ' +\n 'numeric_storage_size output_unit c_f_procpointer ieee_arithmetic ieee_support_underflow_control ' +\n 'ieee_get_underflow_mode ieee_set_underflow_mode newunit contiguous recursive ' +\n 'pad position action delim readwrite eor advance nml interface procedure namelist include sequence elemental pure ' +\n 'integer real character complex logical dimension allocatable|10 parameter ' +\n 'external implicit|10 none double precision assign intent optional pointer ' +\n 'target in out common equivalence data ' +\n // IRPF90 special keywords\n 'begin_provider &begin_provider end_provider begin_shell end_shell begin_template end_template subst assert touch ' +\n 'soft_touch provide no_dep free irp_if irp_else irp_endif irp_write irp_read',\n built_in: 'alog alog10 amax0 amax1 amin0 amin1 amod cabs ccos cexp clog csin csqrt dabs dacos dasin datan datan2 dcos dcosh ddim dexp dint ' +\n 'dlog dlog10 dmax1 dmin1 dmod dnint dsign dsin dsinh dsqrt dtan dtanh float iabs idim idint idnint ifix isign max0 max1 min0 min1 sngl ' +\n 'algama cdabs cdcos cdexp cdlog cdsin cdsqrt cqabs cqcos cqexp cqlog cqsin cqsqrt dcmplx dconjg derf derfc dfloat dgamma dimag dlgama ' +\n 'iqint qabs qacos qasin qatan qatan2 qcmplx qconjg qcos qcosh qdim qerf qerfc qexp qgamma qimag qlgama qlog qlog10 qmax1 qmin1 qmod ' +\n 'qnint qsign qsin qsinh qsqrt qtan qtanh abs acos aimag aint anint asin atan atan2 char cmplx conjg cos cosh exp ichar index int log ' +\n 'log10 max min nint sign sin sinh sqrt tan tanh print write dim lge lgt lle llt mod nullify allocate deallocate ' +\n 'adjustl adjustr all allocated any associated bit_size btest ceiling count cshift date_and_time digits dot_product ' +\n 'eoshift epsilon exponent floor fraction huge iand ibclr ibits ibset ieor ior ishft ishftc lbound len_trim matmul ' +\n 'maxexponent maxloc maxval merge minexponent minloc minval modulo mvbits nearest pack present product ' +\n 'radix random_number random_seed range repeat reshape rrspacing scale scan selected_int_kind selected_real_kind ' +\n 'set_exponent shape size spacing spread sum system_clock tiny transpose trim ubound unpack verify achar iachar transfer ' +\n 'dble entry dprod cpu_time command_argument_count get_command get_command_argument get_environment_variable is_iostat_end ' +\n 'ieee_arithmetic ieee_support_underflow_control ieee_get_underflow_mode ieee_set_underflow_mode ' +\n 'is_iostat_eor move_alloc new_line selected_char_kind same_type_as extends_type_of' +\n 'acosh asinh atanh bessel_j0 bessel_j1 bessel_jn bessel_y0 bessel_y1 bessel_yn erf erfc erfc_scaled gamma log_gamma hypot norm2 ' +\n 'atomic_define atomic_ref execute_command_line leadz trailz storage_size merge_bits ' +\n 'bge bgt ble blt dshiftl dshiftr findloc iall iany iparity image_index lcobound ucobound maskl maskr ' +\n 'num_images parity popcnt poppar shifta shiftl shiftr this_image ' +\n // IRPF90 special built_ins\n 'IRP_ALIGN irp_here'\n };\n return {\n case_insensitive: true,\n keywords: F_KEYWORDS,\n illegal: /\\/\\*/,\n contains: [\n hljs.inherit(hljs.APOS_STRING_MODE, {className: 'string', relevance: 0}),\n hljs.inherit(hljs.QUOTE_STRING_MODE, {className: 'string', relevance: 0}),\n {\n className: 'function',\n beginKeywords: 'subroutine function program',\n illegal: '[${=\\\\n]',\n contains: [hljs.UNDERSCORE_TITLE_MODE, PARAMS]\n },\n hljs.COMMENT('!', '$', {relevance: 0}),\n hljs.COMMENT('begin_doc', 'end_doc', {relevance: 10}),\n {\n className: 'number',\n begin: '(?=\\\\b|\\\\+|\\\\-|\\\\.)(?=\\\\.\\\\d|\\\\d)(?:\\\\d+)?(?:\\\\.?\\\\d*)(?:[de][+-]?\\\\d+)?\\\\b\\\\.?',\n relevance: 0\n }\n ]\n };\n};","module.exports = function(hljs) {\n var XML_IDENT_RE = '[A-Za-z0-9\\\\._:-]+';\n var TAG_INTERNALS = {\n endsWithParent: true,\n illegal: /`]+/}\n ]\n }\n ]\n }\n ]\n };\n return {\n aliases: ['html', 'xhtml', 'rss', 'atom', 'xjb', 'xsd', 'xsl', 'plist', 'wsf'],\n case_insensitive: true,\n contains: [\n {\n className: 'meta',\n begin: '',\n relevance: 10,\n contains: [{begin: '\\\\[', end: '\\\\]'}]\n },\n hljs.COMMENT(\n '',\n {\n relevance: 10\n }\n ),\n {\n begin: '<\\\\!\\\\[CDATA\\\\[', end: '\\\\]\\\\]>',\n relevance: 10\n },\n {\n className: 'meta',\n begin: /<\\?xml/, end: /\\?>/, relevance: 10\n },\n {\n begin: /<\\?(php)?/, end: /\\?>/,\n subLanguage: 'php',\n contains: [\n // We don't want the php closing tag ?> to close the PHP block when\n // inside any of the following blocks:\n {begin: '/\\\\*', end: '\\\\*/', skip: true},\n {begin: 'b\"', end: '\"', skip: true},\n {begin: 'b\\'', end: '\\'', skip: true},\n hljs.inherit(hljs.APOS_STRING_MODE, {illegal: null, className: null, contains: null, skip: true}),\n hljs.inherit(hljs.QUOTE_STRING_MODE, {illegal: null, className: null, contains: null, skip: true})\n ]\n },\n {\n className: 'tag',\n /*\n The lookahead pattern (?=...) ensures that 'begin' only matches\n '|$)', end: '>',\n keywords: {name: 'style'},\n contains: [TAG_INTERNALS],\n starts: {\n end: '', returnEnd: true,\n subLanguage: ['css', 'xml']\n }\n },\n {\n className: 'tag',\n // See the comment in the ",returnEnd:!0,subLanguage:["css","xml"]}},{className:"tag",begin:"|$)",end:">",keywords:{name:"script"},contains:[t],starts:{end:"<\/script>",returnEnd:!0,subLanguage:["actionscript","javascript","handlebars","xml","vbscript"]}},{className:"tag",begin:"",contains:[{className:"name",begin:/[^\/><\s]+/,relevance:0},t]}]}}},"+RZH":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#696969"},"hljs-quote":{color:"#696969"},"hljs-variable":{color:"#d91e18"},"hljs-template-variable":{color:"#d91e18"},"hljs-tag":{color:"#d91e18"},"hljs-name":{color:"#d91e18"},"hljs-selector-id":{color:"#d91e18"},"hljs-selector-class":{color:"#d91e18"},"hljs-regexp":{color:"#d91e18"},"hljs-deletion":{color:"#d91e18"},"hljs-number":{color:"#aa5d00"},"hljs-built_in":{color:"#aa5d00"},"hljs-builtin-name":{color:"#aa5d00"},"hljs-literal":{color:"#aa5d00"},"hljs-type":{color:"#aa5d00"},"hljs-params":{color:"#aa5d00"},"hljs-meta":{color:"#aa5d00"},"hljs-link":{color:"#aa5d00"},"hljs-attribute":{color:"#aa5d00"},"hljs-string":{color:"#008000"},"hljs-symbol":{color:"#008000"},"hljs-bullet":{color:"#008000"},"hljs-addition":{color:"#008000"},"hljs-title":{color:"#007faa"},"hljs-section":{color:"#007faa"},"hljs-keyword":{color:"#7928a1"},"hljs-selector-tag":{color:"#7928a1"},hljs:{display:"block",overflowX:"auto",background:"#fefefe",color:"#545454",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"+UHT":function(e){e.exports=function(e){return{keywords:"int float string vector matrix if else switch case default while do for in break continue global proc return about abs addAttr addAttributeEditorNodeHelp addDynamic addNewShelfTab addPP addPanelCategory addPrefixToName advanceToNextDrivenKey affectedNet affects aimConstraint air alias aliasAttr align alignCtx alignCurve alignSurface allViewFit ambientLight angle angleBetween animCone animCurveEditor animDisplay animView annotate appendStringArray applicationName applyAttrPreset applyTake arcLenDimContext arcLengthDimension arclen arrayMapper art3dPaintCtx artAttrCtx artAttrPaintVertexCtx artAttrSkinPaintCtx artAttrTool artBuildPaintMenu artFluidAttrCtx artPuttyCtx artSelectCtx artSetPaintCtx artUserPaintCtx assignCommand assignInputDevice assignViewportFactories attachCurve attachDeviceAttr attachSurface attrColorSliderGrp attrCompatibility attrControlGrp attrEnumOptionMenu attrEnumOptionMenuGrp attrFieldGrp attrFieldSliderGrp attrNavigationControlGrp attrPresetEditWin attributeExists attributeInfo attributeMenu attributeQuery autoKeyframe autoPlace bakeClip bakeFluidShading bakePartialHistory bakeResults bakeSimulation basename basenameEx batchRender bessel bevel bevelPlus binMembership bindSkin blend2 blendShape blendShapeEditor blendShapePanel blendTwoAttr blindDataType boneLattice boundary boxDollyCtx boxZoomCtx bufferCurve buildBookmarkMenu buildKeyframeMenu button buttonManip CBG cacheFile cacheFileCombine cacheFileMerge cacheFileTrack camera cameraView canCreateManip canvas capitalizeString catch catchQuiet ceil changeSubdivComponentDisplayLevel changeSubdivRegion channelBox character characterMap characterOutlineEditor characterize chdir checkBox checkBoxGrp checkDefaultRenderGlobals choice circle circularFillet clamp clear clearCache clip clipEditor clipEditorCurrentTimeCtx clipSchedule clipSchedulerOutliner clipTrimBefore closeCurve closeSurface cluster cmdFileOutput cmdScrollFieldExecuter cmdScrollFieldReporter cmdShell coarsenSubdivSelectionList collision color colorAtPoint colorEditor colorIndex colorIndexSliderGrp colorSliderButtonGrp colorSliderGrp columnLayout commandEcho commandLine commandPort compactHairSystem componentEditor compositingInterop computePolysetVolume condition cone confirmDialog connectAttr connectControl connectDynamic connectJoint connectionInfo constrain constrainValue constructionHistory container containsMultibyte contextInfo control convertFromOldLayers convertIffToPsd convertLightmap convertSolidTx convertTessellation convertUnit copyArray copyFlexor copyKey copySkinWeights cos cpButton cpCache cpClothSet cpCollision cpConstraint cpConvClothToMesh cpForces cpGetSolverAttr cpPanel cpProperty cpRigidCollisionFilter cpSeam cpSetEdit cpSetSolverAttr cpSolver cpSolverTypes cpTool cpUpdateClothUVs createDisplayLayer createDrawCtx createEditor createLayeredPsdFile createMotionField createNewShelf createNode createRenderLayer createSubdivRegion cross crossProduct ctxAbort ctxCompletion ctxEditMode ctxTraverse currentCtx currentTime currentTimeCtx currentUnit curve curveAddPtCtx curveCVCtx curveEPCtx curveEditorCtx curveIntersect curveMoveEPCtx curveOnSurface curveSketchCtx cutKey cycleCheck cylinder dagPose date defaultLightListCheckBox defaultNavigation defineDataServer defineVirtualDevice deformer deg_to_rad delete deleteAttr deleteShadingGroupsAndMaterials deleteShelfTab deleteUI deleteUnusedBrushes delrandstr detachCurve detachDeviceAttr detachSurface deviceEditor devicePanel dgInfo dgdirty dgeval dgtimer dimWhen directKeyCtx directionalLight dirmap dirname disable disconnectAttr disconnectJoint diskCache displacementToPoly displayAffected displayColor displayCull displayLevelOfDetail displayPref displayRGBColor displaySmoothness displayStats displayString displaySurface distanceDimContext distanceDimension doBlur dolly dollyCtx dopeSheetEditor dot dotProduct doubleProfileBirailSurface drag dragAttrContext draggerContext dropoffLocator duplicate duplicateCurve duplicateSurface dynCache dynControl dynExport dynExpression dynGlobals dynPaintEditor dynParticleCtx dynPref dynRelEdPanel dynRelEditor dynamicLoad editAttrLimits editDisplayLayerGlobals editDisplayLayerMembers editRenderLayerAdjustment editRenderLayerGlobals editRenderLayerMembers editor editorTemplate effector emit emitter enableDevice encodeString endString endsWith env equivalent equivalentTol erf error eval evalDeferred evalEcho event exactWorldBoundingBox exclusiveLightCheckBox exec executeForEachObject exists exp expression expressionEditorListen extendCurve extendSurface extrude fcheck fclose feof fflush fgetline fgetword file fileBrowserDialog fileDialog fileExtension fileInfo filetest filletCurve filter filterCurve filterExpand filterStudioImport findAllIntersections findAnimCurves findKeyframe findMenuItem findRelatedSkinCluster finder firstParentOf fitBspline flexor floatEq floatField floatFieldGrp floatScrollBar floatSlider floatSlider2 floatSliderButtonGrp floatSliderGrp floor flow fluidCacheInfo fluidEmitter fluidVoxelInfo flushUndo fmod fontDialog fopen formLayout format fprint frameLayout fread freeFormFillet frewind fromNativePath fwrite gamma gauss geometryConstraint getApplicationVersionAsFloat getAttr getClassification getDefaultBrush getFileList getFluidAttr getInputDeviceRange getMayaPanelTypes getModifiers getPanel getParticleAttr getPluginResource getenv getpid glRender glRenderEditor globalStitch gmatch goal gotoBindPose grabColor gradientControl gradientControlNoAttr graphDollyCtx graphSelectContext graphTrackCtx gravity grid gridLayout group groupObjectsByName HfAddAttractorToAS HfAssignAS HfBuildEqualMap HfBuildFurFiles HfBuildFurImages HfCancelAFR HfConnectASToHF HfCreateAttractor HfDeleteAS HfEditAS HfPerformCreateAS HfRemoveAttractorFromAS HfSelectAttached HfSelectAttractors HfUnAssignAS hardenPointCurve hardware hardwareRenderPanel headsUpDisplay headsUpMessage help helpLine hermite hide hilite hitTest hotBox hotkey hotkeyCheck hsv_to_rgb hudButton hudSlider hudSliderButton hwReflectionMap hwRender hwRenderLoad hyperGraph hyperPanel hyperShade hypot iconTextButton iconTextCheckBox iconTextRadioButton iconTextRadioCollection iconTextScrollList iconTextStaticLabel ikHandle ikHandleCtx ikHandleDisplayScale ikSolver ikSplineHandleCtx ikSystem ikSystemInfo ikfkDisplayMethod illustratorCurves image imfPlugins inheritTransform insertJoint insertJointCtx insertKeyCtx insertKnotCurve insertKnotSurface instance instanceable instancer intField intFieldGrp intScrollBar intSlider intSliderGrp interToUI internalVar intersect iprEngine isAnimCurve isConnected isDirty isParentOf isSameObject isTrue isValidObjectName isValidString isValidUiName isolateSelect itemFilter itemFilterAttr itemFilterRender itemFilterType joint jointCluster jointCtx jointDisplayScale jointLattice keyTangent keyframe keyframeOutliner keyframeRegionCurrentTimeCtx keyframeRegionDirectKeyCtx keyframeRegionDollyCtx keyframeRegionInsertKeyCtx keyframeRegionMoveKeyCtx keyframeRegionScaleKeyCtx keyframeRegionSelectKeyCtx keyframeRegionSetKeyCtx keyframeRegionTrackCtx keyframeStats lassoContext lattice latticeDeformKeyCtx launch launchImageEditor layerButton layeredShaderPort layeredTexturePort layout layoutDialog lightList lightListEditor lightListPanel lightlink lineIntersection linearPrecision linstep listAnimatable listAttr listCameras listConnections listDeviceAttachments listHistory listInputDeviceAxes listInputDeviceButtons listInputDevices listMenuAnnotation listNodeTypes listPanelCategories listRelatives listSets listTransforms listUnselected listerEditor loadFluid loadNewShelf loadPlugin loadPluginLanguageResources loadPrefObjects localizedPanelLabel lockNode loft log longNameOf lookThru ls lsThroughFilter lsType lsUI Mayatomr mag makeIdentity makeLive makePaintable makeRoll makeSingleSurface makeTubeOn makebot manipMoveContext manipMoveLimitsCtx manipOptions manipRotateContext manipRotateLimitsCtx manipScaleContext manipScaleLimitsCtx marker match max memory menu menuBarLayout menuEditor menuItem menuItemToShelf menuSet menuSetPref messageLine min minimizeApp mirrorJoint modelCurrentTimeCtx modelEditor modelPanel mouse movIn movOut move moveIKtoFK moveKeyCtx moveVertexAlongDirection multiProfileBirailSurface mute nParticle nameCommand nameField namespace namespaceInfo newPanelItems newton nodeCast nodeIconButton nodeOutliner nodePreset nodeType noise nonLinear normalConstraint normalize nurbsBoolean nurbsCopyUVSet nurbsCube nurbsEditUV nurbsPlane nurbsSelect nurbsSquare nurbsToPoly nurbsToPolygonsPref nurbsToSubdiv nurbsToSubdivPref nurbsUVSet nurbsViewDirectionVector objExists objectCenter objectLayer objectType objectTypeUI obsoleteProc oceanNurbsPreviewPlane offsetCurve offsetCurveOnSurface offsetSurface openGLExtension openMayaPref optionMenu optionMenuGrp optionVar orbit orbitCtx orientConstraint outlinerEditor outlinerPanel overrideModifier paintEffectsDisplay pairBlend palettePort paneLayout panel panelConfiguration panelHistory paramDimContext paramDimension paramLocator parent parentConstraint particle particleExists particleInstancer particleRenderInfo partition pasteKey pathAnimation pause pclose percent performanceOptions pfxstrokes pickWalk picture pixelMove planarSrf plane play playbackOptions playblast plugAttr plugNode pluginInfo pluginResourceUtil pointConstraint pointCurveConstraint pointLight pointMatrixMult pointOnCurve pointOnSurface pointPosition poleVectorConstraint polyAppend polyAppendFacetCtx polyAppendVertex polyAutoProjection polyAverageNormal polyAverageVertex polyBevel polyBlendColor polyBlindData polyBoolOp polyBridgeEdge polyCacheMonitor polyCheck polyChipOff polyClipboard polyCloseBorder polyCollapseEdge polyCollapseFacet polyColorBlindData polyColorDel polyColorPerVertex polyColorSet polyCompare polyCone polyCopyUV polyCrease polyCreaseCtx polyCreateFacet polyCreateFacetCtx polyCube polyCut polyCutCtx polyCylinder polyCylindricalProjection polyDelEdge polyDelFacet polyDelVertex polyDuplicateAndConnect polyDuplicateEdge polyEditUV polyEditUVShell polyEvaluate polyExtrudeEdge polyExtrudeFacet polyExtrudeVertex polyFlipEdge polyFlipUV polyForceUV polyGeoSampler polyHelix polyInfo polyInstallAction polyLayoutUV polyListComponentConversion polyMapCut polyMapDel polyMapSew polyMapSewMove polyMergeEdge polyMergeEdgeCtx polyMergeFacet polyMergeFacetCtx polyMergeUV polyMergeVertex polyMirrorFace polyMoveEdge polyMoveFacet polyMoveFacetUV polyMoveUV polyMoveVertex polyNormal polyNormalPerVertex polyNormalizeUV polyOptUvs polyOptions polyOutput polyPipe polyPlanarProjection polyPlane polyPlatonicSolid polyPoke polyPrimitive polyPrism polyProjection polyPyramid polyQuad polyQueryBlindData polyReduce polySelect polySelectConstraint polySelectConstraintMonitor polySelectCtx polySelectEditCtx polySeparate polySetToFaceNormal polySewEdge polyShortestPathCtx polySmooth polySoftEdge polySphere polySphericalProjection polySplit polySplitCtx polySplitEdge polySplitRing polySplitVertex polyStraightenUVBorder polySubdivideEdge polySubdivideFacet polyToSubdiv polyTorus polyTransfer polyTriangulate polyUVSet polyUnite polyWedgeFace popen popupMenu pose pow preloadRefEd print progressBar progressWindow projFileViewer projectCurve projectTangent projectionContext projectionManip promptDialog propModCtx propMove psdChannelOutliner psdEditTextureFile psdExport psdTextureFile putenv pwd python querySubdiv quit rad_to_deg radial radioButton radioButtonGrp radioCollection radioMenuItemCollection rampColorPort rand randomizeFollicles randstate rangeControl readTake rebuildCurve rebuildSurface recordAttr recordDevice redo reference referenceEdit referenceQuery refineSubdivSelectionList refresh refreshAE registerPluginResource rehash reloadImage removeJoint removeMultiInstance removePanelCategory rename renameAttr renameSelectionList renameUI render renderGlobalsNode renderInfo renderLayerButton renderLayerParent renderLayerPostProcess renderLayerUnparent renderManip renderPartition renderQualityNode renderSettings renderThumbnailUpdate renderWindowEditor renderWindowSelectContext renderer reorder reorderDeformers requires reroot resampleFluid resetAE resetPfxToPolyCamera resetTool resolutionNode retarget reverseCurve reverseSurface revolve rgb_to_hsv rigidBody rigidSolver roll rollCtx rootOf rot rotate rotationInterpolation roundConstantRadius rowColumnLayout rowLayout runTimeCommand runup sampleImage saveAllShelves saveAttrPreset saveFluid saveImage saveInitialState saveMenu savePrefObjects savePrefs saveShelf saveToolSettings scale scaleBrushBrightness scaleComponents scaleConstraint scaleKey scaleKeyCtx sceneEditor sceneUIReplacement scmh scriptCtx scriptEditorInfo scriptJob scriptNode scriptTable scriptToShelf scriptedPanel scriptedPanelType scrollField scrollLayout sculpt searchPathArray seed selLoadSettings select selectContext selectCurveCV selectKey selectKeyCtx selectKeyframeRegionCtx selectMode selectPref selectPriority selectType selectedNodes selectionConnection separator setAttr setAttrEnumResource setAttrMapping setAttrNiceNameResource setConstraintRestPosition setDefaultShadingGroup setDrivenKeyframe setDynamic setEditCtx setEditor setFluidAttr setFocus setInfinity setInputDeviceMapping setKeyCtx setKeyPath setKeyframe setKeyframeBlendshapeTargetWts setMenuMode setNodeNiceNameResource setNodeTypeFlag setParent setParticleAttr setPfxToPolyCamera setPluginResource setProject setStampDensity setStartupMessage setState setToolTo setUITemplate setXformManip sets shadingConnection shadingGeometryRelCtx shadingLightRelCtx shadingNetworkCompare shadingNode shapeCompare shelfButton shelfLayout shelfTabLayout shellField shortNameOf showHelp showHidden showManipCtx showSelectionInTitle showShadingGroupAttrEditor showWindow sign simplify sin singleProfileBirailSurface size sizeBytes skinCluster skinPercent smoothCurve smoothTangentSurface smoothstep snap2to2 snapKey snapMode snapTogetherCtx snapshot soft softMod softModCtx sort sound soundControl source spaceLocator sphere sphrand spotLight spotLightPreviewPort spreadSheetEditor spring sqrt squareSurface srtContext stackTrace startString startsWith stitchAndExplodeShell stitchSurface stitchSurfacePoints strcmp stringArrayCatenate stringArrayContains stringArrayCount stringArrayInsertAtIndex stringArrayIntersector stringArrayRemove stringArrayRemoveAtIndex stringArrayRemoveDuplicates stringArrayRemoveExact stringArrayToString stringToStringArray strip stripPrefixFromName stroke subdAutoProjection subdCleanTopology subdCollapse subdDuplicateAndConnect subdEditUV subdListComponentConversion subdMapCut subdMapSewMove subdMatchTopology subdMirror subdToBlind subdToPoly subdTransferUVsToCache subdiv subdivCrease subdivDisplaySmoothness substitute substituteAllString substituteGeometry substring surface surfaceSampler surfaceShaderList swatchDisplayPort switchTable symbolButton symbolCheckBox sysFile system tabLayout tan tangentConstraint texLatticeDeformContext texManipContext texMoveContext texMoveUVShellContext texRotateContext texScaleContext texSelectContext texSelectShortestPathCtx texSmudgeUVContext texWinToolCtx text textCurves textField textFieldButtonGrp textFieldGrp textManip textScrollList textToShelf textureDisplacePlane textureHairColor texturePlacementContext textureWindow threadCount threePointArcCtx timeControl timePort timerX toNativePath toggle toggleAxis toggleWindowVisibility tokenize tokenizeList tolerance tolower toolButton toolCollection toolDropped toolHasOptions toolPropertyWindow torus toupper trace track trackCtx transferAttributes transformCompare transformLimits translator trim trunc truncateFluidCache truncateHairCache tumble tumbleCtx turbulence twoPointArcCtx uiRes uiTemplate unassignInputDevice undo undoInfo ungroup uniform unit unloadPlugin untangleUV untitledFileName untrim upAxis updateAE userCtx uvLink uvSnapshot validateShelfName vectorize view2dToolCtx viewCamera viewClipPlane viewFit viewHeadOn viewLookAt viewManip viewPlace viewSet visor volumeAxis vortex waitCursor warning webBrowser webBrowserPrefs whatIs window windowPref wire wireContext workspace wrinkle wrinkleContext writeTake xbmLangPathList xform",illegal:"/,returnBegin:!0,end:/->/,contains:[e.inherit(e.TITLE_MODE,{starts:{endsWithParent:!0,keywords:t}})]};return{aliases:["tao"],lexemes:/[a-zA-Z][a-zA-Z0-9_?]*/,keywords:t,contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,{className:"string",begin:"'",end:"'",illegal:"\\n"},{className:"string",begin:"<<",end:">>"},o,n,{className:"number",begin:"[0-9]+#[0-9A-Z_]+(\\.[0-9-A-Z_]+)?#?([Ee][+-]?[0-9]+)?"},e.NUMBER_MODE]}}},"/PwN":function(e){e.exports=function(e){return{aliases:["cmake.in"],case_insensitive:!0,keywords:{keyword:"break cmake_host_system_information cmake_minimum_required cmake_parse_arguments cmake_policy configure_file continue elseif else endforeach endfunction endif endmacro endwhile execute_process file find_file find_library find_package find_path find_program foreach function get_cmake_property get_directory_property get_filename_component get_property if include include_guard list macro mark_as_advanced math message option return separate_arguments set_directory_properties set_property set site_name string unset variable_watch while add_compile_definitions add_compile_options add_custom_command add_custom_target add_definitions add_dependencies add_executable add_library add_link_options add_subdirectory add_test aux_source_directory build_command create_test_sourcelist define_property enable_language enable_testing export fltk_wrap_ui get_source_file_property get_target_property get_test_property include_directories include_external_msproject include_regular_expression install link_directories link_libraries load_cache project qt_wrap_cpp qt_wrap_ui remove_definitions set_source_files_properties set_target_properties set_tests_properties source_group target_compile_definitions target_compile_features target_compile_options target_include_directories target_link_directories target_link_libraries target_link_options target_sources try_compile try_run ctest_build ctest_configure ctest_coverage ctest_empty_binary_directory ctest_memcheck ctest_read_custom_files ctest_run_script ctest_sleep ctest_start ctest_submit ctest_test ctest_update ctest_upload build_name exec_program export_library_dependencies install_files install_programs install_targets load_command make_directory output_required_files remove subdir_depends subdirs use_mangled_mesa utility_source variable_requires write_file qt5_use_modules qt5_use_package qt5_wrap_cpp on off true false and or not command policy target test exists is_newer_than is_directory is_symlink is_absolute matches less greater equal less_equal greater_equal strless strgreater strequal strless_equal strgreater_equal version_less version_greater version_equal version_less_equal version_greater_equal in_list defined"},contains:[{className:"variable",begin:"\\${",end:"}"},e.HASH_COMMENT_MODE,e.QUOTE_STRING_MODE,e.NUMBER_MODE]}}},"/VJG":function(e){e.exports=function(e){function t(e,t){var r=[{begin:e,end:t}];return r[0].contains=r,r}var r="(_*[ui](8|16|32|64|128))?",n="[a-zA-Z_]\\w*[!?=]?|[-+~]\\@|<<|>>|=~|===?|<=>|[<>]=?|\\*\\*|[-/+%^&*~|]|//|//=|&[-+*]=?|&\\*\\*|\\[\\][=?]?",o={keyword:"abstract alias annotation as as? asm begin break case class def do else elsif end ensure enum extend for fun if include instance_sizeof is_a? lib macro module next nil? of out pointerof private protected rescue responds_to? return require select self sizeof struct super then type typeof union uninitialized unless until verbatim when while with yield __DIR__ __END_LINE__ __FILE__ __LINE__",literal:"false nil true"},a={className:"subst",begin:"#{",end:"}",keywords:o},i={className:"template-variable",variants:[{begin:"\\{\\{",end:"\\}\\}"},{begin:"\\{%",end:"%\\}"}],keywords:o},s={className:"string",contains:[e.BACKSLASH_ESCAPE,a],variants:[{begin:/'/,end:/'/},{begin:/"/,end:/"/},{begin:/`/,end:/`/},{begin:"%[Qwi]?\\(",end:"\\)",contains:t("\\(","\\)")},{begin:"%[Qwi]?\\[",end:"\\]",contains:t("\\[","\\]")},{begin:"%[Qwi]?{",end:"}",contains:t("{","}")},{begin:"%[Qwi]?<",end:">",contains:t("<",">")},{begin:"%[Qwi]?\\|",end:"\\|"},{begin:/<<-\w+$/,end:/^\s*\w+$/}],relevance:0},l={className:"string",variants:[{begin:"%q\\(",end:"\\)",contains:t("\\(","\\)")},{begin:"%q\\[",end:"\\]",contains:t("\\[","\\]")},{begin:"%q{",end:"}",contains:t("{","}")},{begin:"%q<",end:">",contains:t("<",">")},{begin:"%q\\|",end:"\\|"},{begin:/<<-'\w+'$/,end:/^\s*\w+$/}],relevance:0},c={begin:"(?!%})("+e.RE_STARTERS_RE+"|\\n|\\b(case|if|select|unless|until|when|while)\\b)\\s*",keywords:"case if select unless until when while",contains:[{className:"regexp",contains:[e.BACKSLASH_ESCAPE,a],variants:[{begin:"//[a-z]*",relevance:0},{begin:"/(?!\\/)",end:"/[a-z]*"}]}],relevance:0},_=[i,s,l,{className:"regexp",contains:[e.BACKSLASH_ESCAPE,a],variants:[{begin:"%r\\(",end:"\\)",contains:t("\\(","\\)")},{begin:"%r\\[",end:"\\]",contains:t("\\[","\\]")},{begin:"%r{",end:"}",contains:t("{","}")},{begin:"%r<",end:">",contains:t("<",">")},{begin:"%r\\|",end:"\\|"}],relevance:0},c,{className:"meta",begin:"@\\[",end:"\\]",contains:[e.inherit(e.QUOTE_STRING_MODE,{className:"meta-string"})]},e.HASH_COMMENT_MODE,{className:"class",beginKeywords:"class module struct",end:"$|;",illegal:/=/,contains:[e.HASH_COMMENT_MODE,e.inherit(e.TITLE_MODE,{begin:"[A-Za-z_]\\w*(::\\w+)*(\\?|\\!)?"}),{begin:"<"}]},{className:"class",beginKeywords:"lib enum union",end:"$|;",illegal:/=/,contains:[e.HASH_COMMENT_MODE,e.inherit(e.TITLE_MODE,{begin:"[A-Za-z_]\\w*(::\\w+)*(\\?|\\!)?"})],relevance:10},{beginKeywords:"annotation",end:"$|;",illegal:/=/,contains:[e.HASH_COMMENT_MODE,e.inherit(e.TITLE_MODE,{begin:"[A-Za-z_]\\w*(::\\w+)*(\\?|\\!)?"})],relevance:10},{className:"function",beginKeywords:"def",end:/\B\b/,contains:[e.inherit(e.TITLE_MODE,{begin:n,endsParent:!0})]},{className:"function",beginKeywords:"fun macro",end:/\B\b/,contains:[e.inherit(e.TITLE_MODE,{begin:n,endsParent:!0})],relevance:5},{className:"symbol",begin:e.UNDERSCORE_IDENT_RE+"(\\!|\\?)?:",relevance:0},{className:"symbol",begin:":",contains:[s,{begin:n}],relevance:0},{className:"number",variants:[{begin:"\\b0b([01_]+)"+r},{begin:"\\b0o([0-7_]+)"+r},{begin:"\\b0x([A-Fa-f0-9_]+)"+r},{begin:"\\b([1-9][0-9_]*[0-9]|[0-9])(\\.[0-9][0-9_]*)?([eE]_*[-+]?[0-9_]*)?(_*f(32|64))?(?!_)"},{begin:"\\b([1-9][0-9_]*|0)"+r}],relevance:0}];return a.contains=_,i.contains=_.slice(1),{aliases:["cr"],lexemes:"[a-zA-Z_]\\w*[!?=]?",keywords:o,contains:_}}},"/Wop":function(e){e.exports=function(e){return{aliases:["as"],keywords:{keyword:"as break case catch class const continue default delete do dynamic each else extends final finally for function get if implements import in include instanceof interface internal is namespace native new override package private protected public return set static super switch this throw try typeof use var void while with",literal:"true false null undefined"},contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.C_NUMBER_MODE,{className:"class",beginKeywords:"package",end:"{",contains:[e.TITLE_MODE]},{className:"class",beginKeywords:"class interface",end:"{",excludeEnd:!0,contains:[{beginKeywords:"extends implements"},e.TITLE_MODE]},{className:"meta",beginKeywords:"import include",end:";",keywords:{"meta-keyword":"import include"}},{className:"function",beginKeywords:"function",end:"[{;]",excludeEnd:!0,illegal:"\\S",contains:[e.TITLE_MODE,{className:"params",begin:"\\(",end:"\\)",contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"rest_arg",begin:"[.]{3}",end:"[a-zA-Z_$][a-zA-Z0-9_$]*",relevance:10}]},{begin:":\\s*([*]|[a-zA-Z_$][a-zA-Z0-9_$]*)"}]},e.METHOD_GUARD],illegal:/#/}}},"/n59":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#FFFFFF",color:"#434f54"},"hljs-subst":{color:"#434f54"},"hljs-keyword":{color:"#00979D"},"hljs-attribute":{color:"#00979D"},"hljs-selector-tag":{color:"#00979D"},"hljs-doctag":{color:"#00979D"},"hljs-name":{color:"#00979D"},"hljs-built_in":{color:"#D35400"},"hljs-literal":{color:"#D35400"},"hljs-bullet":{color:"#D35400"},"hljs-code":{color:"#D35400"},"hljs-addition":{color:"#D35400"},"hljs-regexp":{color:"#00979D"},"hljs-symbol":{color:"#00979D"},"hljs-variable":{color:"#00979D"},"hljs-template-variable":{color:"#00979D"},"hljs-link":{color:"#00979D"},"hljs-selector-attr":{color:"#00979D"},"hljs-selector-pseudo":{color:"#00979D"},"hljs-type":{color:"#005C5F"},"hljs-string":{color:"#005C5F"},"hljs-selector-id":{color:"#005C5F"},"hljs-selector-class":{color:"#005C5F"},"hljs-quote":{color:"#005C5F"},"hljs-template-tag":{color:"#005C5F"},"hljs-deletion":{color:"#005C5F"},"hljs-title":{color:"#880000",fontWeight:"bold"},"hljs-section":{color:"#880000",fontWeight:"bold"},"hljs-comment":{color:"rgba(149,165,166,.8)"},"hljs-meta-keyword":{color:"#728E00"},"hljs-meta":{color:"#434f54"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"},"hljs-function":{color:"#728E00"},"hljs-number":{color:"#8A7B52"}}},"/pBE":function(e){e.exports=function(e){var t={keyword:"in isa where baremodule begin break catch ccall const continue do else elseif end export false finally for function global if import importall let local macro module quote return true try using while type immutable abstract bitstype typealias ",literal:"true false ARGS C_NULL DevNull ENDIAN_BOM ENV I Inf Inf16 Inf32 Inf64 InsertionSort JULIA_HOME LOAD_PATH MergeSort NaN NaN16 NaN32 NaN64 PROGRAM_FILE QuickSort RoundDown RoundFromZero RoundNearest RoundNearestTiesAway RoundNearestTiesUp RoundToZero RoundUp STDERR STDIN STDOUT VERSION catalan e|0 eu|0 eulergamma golden im nothing pi γ π φ ",built_in:"ANY AbstractArray AbstractChannel AbstractFloat AbstractMatrix AbstractRNG AbstractSerializer AbstractSet AbstractSparseArray AbstractSparseMatrix AbstractSparseVector AbstractString AbstractUnitRange AbstractVecOrMat AbstractVector Any ArgumentError Array AssertionError Associative Base64DecodePipe Base64EncodePipe Bidiagonal BigFloat BigInt BitArray BitMatrix BitVector Bool BoundsError BufferStream CachingPool CapturedException CartesianIndex CartesianRange Cchar Cdouble Cfloat Channel Char Cint Cintmax_t Clong Clonglong ClusterManager Cmd CodeInfo Colon Complex Complex128 Complex32 Complex64 CompositeException Condition ConjArray ConjMatrix ConjVector Cptrdiff_t Cshort Csize_t Cssize_t Cstring Cuchar Cuint Cuintmax_t Culong Culonglong Cushort Cwchar_t Cwstring DataType Date DateFormat DateTime DenseArray DenseMatrix DenseVecOrMat DenseVector Diagonal Dict DimensionMismatch Dims DirectIndexString Display DivideError DomainError EOFError EachLine Enum Enumerate ErrorException Exception ExponentialBackOff Expr Factorization FileMonitor Float16 Float32 Float64 Function Future GlobalRef GotoNode HTML Hermitian IO IOBuffer IOContext IOStream IPAddr IPv4 IPv6 IndexCartesian IndexLinear IndexStyle InexactError InitError Int Int128 Int16 Int32 Int64 Int8 IntSet Integer InterruptException InvalidStateException Irrational KeyError LabelNode LinSpace LineNumberNode LoadError LowerTriangular MIME Matrix MersenneTwister Method MethodError MethodTable Module NTuple NewvarNode NullException Nullable Number ObjectIdDict OrdinalRange OutOfMemoryError OverflowError Pair ParseError PartialQuickSort PermutedDimsArray Pipe PollingFileWatcher ProcessExitedException Ptr QuoteNode RandomDevice Range RangeIndex Rational RawFD ReadOnlyMemoryError Real ReentrantLock Ref Regex RegexMatch RemoteChannel RemoteException RevString RoundingMode RowVector SSAValue SegmentationFault SerializationState Set SharedArray SharedMatrix SharedVector Signed SimpleVector Slot SlotNumber SparseMatrixCSC SparseVector StackFrame StackOverflowError StackTrace StepRange StepRangeLen StridedArray StridedMatrix StridedVecOrMat StridedVector String SubArray SubString SymTridiagonal Symbol Symmetric SystemError TCPSocket Task Text TextDisplay Timer Tridiagonal Tuple Type TypeError TypeMapEntry TypeMapLevel TypeName TypeVar TypedSlot UDPSocket UInt UInt128 UInt16 UInt32 UInt64 UInt8 UndefRefError UndefVarError UnicodeError UniformScaling Union UnionAll UnitRange Unsigned UpperTriangular Val Vararg VecElement VecOrMat Vector VersionNumber Void WeakKeyDict WeakRef WorkerConfig WorkerPool "},r="[A-Za-z_\\u00A1-\\uFFFF][A-Za-z_0-9\\u00A1-\\uFFFF]*",n={lexemes:r,keywords:t,illegal:/<\//},o={className:"subst",begin:/\$\(/,end:/\)/,keywords:t},a={className:"variable",begin:"\\$"+r};return n.contains=[{className:"number",begin:/(\b0x[\d_]*(\.[\d_]*)?|0x\.\d[\d_]*)p[-+]?\d+|\b0[box][a-fA-F0-9][a-fA-F0-9_]*|(\b\d[\d_]*(\.[\d_]*)?|\.\d[\d_]*)([eEfF][-+]?\d+)?/,relevance:0},{className:"string",begin:/'(.|\\[xXuU][a-zA-Z0-9]+)'/},{className:"string",contains:[e.BACKSLASH_ESCAPE,o,a],variants:[{begin:/\w*"""/,end:/"""\w*/,relevance:10},{begin:/\w*"/,end:/"\w*/}]},{className:"string",contains:[e.BACKSLASH_ESCAPE,o,a],begin:"`",end:"`"},{className:"meta",begin:"@"+r},{className:"comment",variants:[{begin:"#=",end:"=#",relevance:10},{begin:"#",end:"$"}]},e.HASH_COMMENT_MODE,{className:"keyword",begin:"\\b(((abstract|primitive)\\s+)type|(mutable\\s+)?struct)\\b"},{begin:/<:/}],o.contains=n.contains,n}},"/uaa":function(e){e.exports=function(e){return{contains:[{className:"attribute",begin:"^dn",end:": ",excludeEnd:!0,starts:{end:"$",relevance:0},relevance:10},{className:"attribute",begin:"^\\w",end:": ",excludeEnd:!0,starts:{end:"$",relevance:0}},{className:"literal",begin:"^-",end:"$"},e.HASH_COMMENT_MODE]}}},"/uux":function(e){e.exports=function(e){return{aliases:["nim"],keywords:{keyword:"addr and as asm bind block break case cast const continue converter discard distinct div do elif else end enum except export finally for from generic if import in include interface is isnot iterator let macro method mixin mod nil not notin object of or out proc ptr raise ref return shl shr static template try tuple type using var when while with without xor yield",literal:"shared guarded stdin stdout stderr result true false",built_in:"int int8 int16 int32 int64 uint uint8 uint16 uint32 uint64 float float32 float64 bool char string cstring pointer expr stmt void auto any range array openarray varargs seq set clong culong cchar cschar cshort cint csize clonglong cfloat cdouble clongdouble cuchar cushort cuint culonglong cstringarray semistatic"},contains:[{className:"meta",begin:/{\./,end:/\.}/,relevance:10},{className:"string",begin:/[a-zA-Z]\w*"/,end:/"/,contains:[{begin:/""/}]},{className:"string",begin:/([a-zA-Z]\w*)?"""/,end:/"""/},e.QUOTE_STRING_MODE,{className:"type",begin:/\b[A-Z]\w+\b/,relevance:0},{className:"number",relevance:0,variants:[{begin:/\b(0[xX][0-9a-fA-F][_0-9a-fA-F]*)('?[iIuU](8|16|32|64))?/},{begin:/\b(0o[0-7][_0-7]*)('?[iIuUfF](8|16|32|64))?/},{begin:/\b(0(b|B)[01][_01]*)('?[iIuUfF](8|16|32|64))?/},{begin:/\b(\d[_\d]*)('?[iIuUfF](8|16|32|64))?/}]},e.HASH_COMMENT_MODE]}}},0:function(e,t,r){r("xhzY"),e.exports=r("mdyV")},"00aX":function(e,t,r){"use strict";var n=r("Zv4o");e.exports=n,n.registerLanguage("1c",r("Xzb/")),n.registerLanguage("abnf",r("N8vt")),n.registerLanguage("accesslog",r("XjiV")),n.registerLanguage("actionscript",r("/Wop")),n.registerLanguage("ada",r("ws46")),n.registerLanguage("angelscript",r("p6Ik")),n.registerLanguage("apache",r("keGk")),n.registerLanguage("applescript",r("9mLN")),n.registerLanguage("arcade",r("3owC")),n.registerLanguage("cpp",r("VXhU")),n.registerLanguage("arduino",r("Wu1p")),n.registerLanguage("armasm",r("Crng")),n.registerLanguage("xml",r("+8c/")),n.registerLanguage("asciidoc",r("3v4y")),n.registerLanguage("aspectj",r("pgXu")),n.registerLanguage("autohotkey",r("hJY2")),n.registerLanguage("autoit",r("xQYA")),n.registerLanguage("avrasm",r("mloD")),n.registerLanguage("awk",r("UJe/")),n.registerLanguage("axapta",r("UL2C")),n.registerLanguage("bash",r("sEJB")),n.registerLanguage("basic",r("rXXl")),n.registerLanguage("bnf",r("K/sK")),n.registerLanguage("brainfuck",r("rsTH")),n.registerLanguage("cal",r("2sdm")),n.registerLanguage("capnproto",r("Vpya")),n.registerLanguage("ceylon",r("KX9w")),n.registerLanguage("clean",r("D5DT")),n.registerLanguage("clojure",r("EDti")),n.registerLanguage("clojure-repl",r("H5wA")),n.registerLanguage("cmake",r("/PwN")),n.registerLanguage("coffeescript",r("sbTZ")),n.registerLanguage("coq",r("7lJl")),n.registerLanguage("cos",r("kbeW")),n.registerLanguage("crmsh",r("ifO9")),n.registerLanguage("crystal",r("/VJG")),n.registerLanguage("cs",r("9o2t")),n.registerLanguage("csp",r("O1m0")),n.registerLanguage("css",r("AHd/")),n.registerLanguage("d",r("qT1w")),n.registerLanguage("markdown",r("SaSO")),n.registerLanguage("dart",r("cjDv")),n.registerLanguage("delphi",r("rpfY")),n.registerLanguage("diff",r("xzDO")),n.registerLanguage("django",r("s4ix")),n.registerLanguage("dns",r("Q33b")),n.registerLanguage("dockerfile",r("Esuy")),n.registerLanguage("dos",r("ZTrp")),n.registerLanguage("dsconfig",r("bwUq")),n.registerLanguage("dts",r("5FvQ")),n.registerLanguage("dust",r("Azdn")),n.registerLanguage("ebnf",r("IDdc")),n.registerLanguage("elixir",r("LAoE")),n.registerLanguage("elm",r("YF8Q")),n.registerLanguage("ruby",r("5puq")),n.registerLanguage("erb",r("ODfq")),n.registerLanguage("erlang-repl",r("X9+K")),n.registerLanguage("erlang",r("0ekW")),n.registerLanguage("excel",r("Bxv/")),n.registerLanguage("fix",r("DrKe")),n.registerLanguage("flix",r("8CEn")),n.registerLanguage("fortran",r("WfZR")),n.registerLanguage("fsharp",r("fQ0b")),n.registerLanguage("gams",r("ecIJ")),n.registerLanguage("gauss",r("Ltaw")),n.registerLanguage("gcode",r("mzq4")),n.registerLanguage("gherkin",r("Xi3L")),n.registerLanguage("glsl",r("BSDL")),n.registerLanguage("gml",r("p5dA")),n.registerLanguage("go",r("EuRZ")),n.registerLanguage("golo",r("fjMO")),n.registerLanguage("gradle",r("klYI")),n.registerLanguage("groovy",r("GWTn")),n.registerLanguage("haml",r("knqJ")),n.registerLanguage("handlebars",r("dwHH")),n.registerLanguage("haskell",r("rmQ9")),n.registerLanguage("haxe",r("CkeN")),n.registerLanguage("hsp",r("S5O/")),n.registerLanguage("htmlbars",r("Ce7u")),n.registerLanguage("http",r("mq8Y")),n.registerLanguage("hy",r("K+EF")),n.registerLanguage("inform7",r("AXrV")),n.registerLanguage("ini",r("PfMy")),n.registerLanguage("irpf90",r("+0sr")),n.registerLanguage("isbl",r("r/ji")),n.registerLanguage("java",r("MyA/")),n.registerLanguage("javascript",r("RrKz")),n.registerLanguage("jboss-cli",r("Xd/W")),n.registerLanguage("json",r("C8B/")),n.registerLanguage("julia",r("/pBE")),n.registerLanguage("julia-repl",r("pfxK")),n.registerLanguage("kotlin",r("kmhd")),n.registerLanguage("lasso",r("OFGV")),n.registerLanguage("ldif",r("/uaa")),n.registerLanguage("leaf",r("umAW")),n.registerLanguage("less",r("T/Rq")),n.registerLanguage("lisp",r("7qbZ")),n.registerLanguage("livecodeserver",r("HRD3")),n.registerLanguage("livescript",r("Bcp6")),n.registerLanguage("llvm",r("7Sho")),n.registerLanguage("lsl",r("GiAl")),n.registerLanguage("lua",r("wOLQ")),n.registerLanguage("makefile",r("NFRW")),n.registerLanguage("mathematica",r("mtq0")),n.registerLanguage("matlab",r("D5+f")),n.registerLanguage("maxima",r("MjZ9")),n.registerLanguage("mel",r("+UHT")),n.registerLanguage("mercury",r("rv8P")),n.registerLanguage("mipsasm",r("AGdH")),n.registerLanguage("mizar",r("PRHp")),n.registerLanguage("perl",r("4ti2")),n.registerLanguage("mojolicious",r("oELs")),n.registerLanguage("monkey",r("lx36")),n.registerLanguage("moonscript",r("EBmo")),n.registerLanguage("n1ql",r("B4Ph")),n.registerLanguage("nginx",r("UbJx")),n.registerLanguage("nimrod",r("/uux")),n.registerLanguage("nix",r("z9+T")),n.registerLanguage("nsis",r("56a2")),n.registerLanguage("objectivec",r("Edfb")),n.registerLanguage("ocaml",r("RBz6")),n.registerLanguage("openscad",r("Yxl4")),n.registerLanguage("oxygene",r("sThc")),n.registerLanguage("parser3",r("Rq3L")),n.registerLanguage("pf",r("Ow5/")),n.registerLanguage("pgsql",r("UjWg")),n.registerLanguage("php",r("9fCj")),n.registerLanguage("plaintext",r("iVrB")),n.registerLanguage("pony",r("rmG5")),n.registerLanguage("powershell",r("FFoo")),n.registerLanguage("processing",r("GsKg")),n.registerLanguage("profile",r("JAp6")),n.registerLanguage("prolog",r("tWsw")),n.registerLanguage("properties",r("Yplx")),n.registerLanguage("protobuf",r("FIQr")),n.registerLanguage("puppet",r("y2h4")),n.registerLanguage("purebasic",r("pDxH")),n.registerLanguage("python",r("B0R+")),n.registerLanguage("q",r("ySsl")),n.registerLanguage("qml",r("JIGC")),n.registerLanguage("r",r("6g+T")),n.registerLanguage("reasonml",r("vk9i")),n.registerLanguage("rib",r("Sw1d")),n.registerLanguage("roboconf",r("JDse")),n.registerLanguage("routeros",r("JS2L")),n.registerLanguage("rsl",r("+g0j")),n.registerLanguage("ruleslanguage",r("EK8M")),n.registerLanguage("rust",r("HU/z")),n.registerLanguage("sas",r("H73q")),n.registerLanguage("scala",r("EL4w")),n.registerLanguage("scheme",r("DXMi")),n.registerLanguage("scilab",r("uYOp")),n.registerLanguage("scss",r("dCW+")),n.registerLanguage("shell",r("6f5H")),n.registerLanguage("smali",r("bTp+")),n.registerLanguage("smalltalk",r("rFJK")),n.registerLanguage("sml",r("FJoh")),n.registerLanguage("sqf",r("TKpr")),n.registerLanguage("sql",r("C31R")),n.registerLanguage("stan",r("GgUT")),n.registerLanguage("stata",r("qi4Z")),n.registerLanguage("step21",r("z9jV")),n.registerLanguage("stylus",r("mf9v")),n.registerLanguage("subunit",r("E8kr")),n.registerLanguage("swift",r("HHqG")),n.registerLanguage("taggerscript",r("oFdW")),n.registerLanguage("yaml",r("dfOM")),n.registerLanguage("tap",r("Qv1G")),n.registerLanguage("tcl",r("NLC4")),n.registerLanguage("tex",r("hsdt")),n.registerLanguage("thrift",r("n7wK")),n.registerLanguage("tp",r("4env")),n.registerLanguage("twig",r("lcND")),n.registerLanguage("typescript",r("3YOz")),n.registerLanguage("vala",r("nYO0")),n.registerLanguage("vbnet",r("VzVz")),n.registerLanguage("vbscript",r("Cb1o")),n.registerLanguage("vbscript-html",r("xJGe")),n.registerLanguage("verilog",r("gLyw")),n.registerLanguage("vhdl",r("IiIf")),n.registerLanguage("vim",r("33zS")),n.registerLanguage("x86asm",r("+eux")),n.registerLanguage("xl",r("/HvK")),n.registerLanguage("xquery",r("ERHy")),n.registerLanguage("zephir",r("FU0U"))},"0Sbo":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#8e908c"},"hljs-quote":{color:"#8e908c"},"hljs-variable":{color:"#c82829"},"hljs-template-variable":{color:"#c82829"},"hljs-tag":{color:"#c82829"},"hljs-name":{color:"#c82829"},"hljs-selector-id":{color:"#c82829"},"hljs-selector-class":{color:"#c82829"},"hljs-regexp":{color:"#c82829"},"hljs-deletion":{color:"#c82829"},"hljs-number":{color:"#f5871f"},"hljs-built_in":{color:"#f5871f"},"hljs-builtin-name":{color:"#f5871f"},"hljs-literal":{color:"#f5871f"},"hljs-type":{color:"#f5871f"},"hljs-params":{color:"#f5871f"},"hljs-meta":{color:"#f5871f"},"hljs-link":{color:"#f5871f"},"hljs-attribute":{color:"#eab700"},"hljs-string":{color:"#718c00"},"hljs-symbol":{color:"#718c00"},"hljs-bullet":{color:"#718c00"},"hljs-addition":{color:"#718c00"},"hljs-title":{color:"#4271ae"},"hljs-section":{color:"#4271ae"},"hljs-keyword":{color:"#8959a8"},"hljs-selector-tag":{color:"#8959a8"},hljs:{display:"block",overflowX:"auto",background:"white",color:"#4d4d4c",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"0ekW":function(e){e.exports=function(e){var t="[a-z'][a-zA-Z0-9_']*",r="("+t+":"+t+"|"+t+")",n={keyword:"after and andalso|10 band begin bnot bor bsl bzr bxor case catch cond div end fun if let not of orelse|10 query receive rem try when xor",literal:"false true"},o=e.COMMENT("%","$"),a={className:"number",begin:"\\b(\\d+#[a-fA-F0-9]+|\\d+(\\.\\d+)?([eE][-+]?\\d+)?)",relevance:0},i={begin:"fun\\s+"+t+"/\\d+"},s={begin:r+"\\(",end:"\\)",returnBegin:!0,relevance:0,contains:[{begin:r,relevance:0},{begin:"\\(",end:"\\)",endsWithParent:!0,returnEnd:!0,relevance:0}]},l={begin:"{",end:"}",relevance:0},c={begin:"\\b_([A-Z][A-Za-z0-9_]*)?",relevance:0},_={begin:"[A-Z][a-zA-Z0-9_]*",relevance:0},d={begin:"#"+e.UNDERSCORE_IDENT_RE,relevance:0,returnBegin:!0,contains:[{begin:"#"+e.UNDERSCORE_IDENT_RE,relevance:0},{begin:"{",end:"}",relevance:0}]},u={beginKeywords:"fun receive if try case",end:"end",keywords:n};u.contains=[o,i,e.inherit(e.APOS_STRING_MODE,{className:""}),u,s,e.QUOTE_STRING_MODE,a,l,c,_,d];var p=[o,i,u,s,e.QUOTE_STRING_MODE,a,l,c,_,d];s.contains[1].contains=p,l.contains=p,d.contains[1].contains=p;var m={className:"params",begin:"\\(",end:"\\)",contains:p};return{aliases:["erl"],keywords:n,illegal:"(",returnBegin:!0,illegal:"\\(|#|//|/\\*|\\\\|:|;",contains:[m,e.inherit(e.TITLE_MODE,{begin:t})],starts:{end:";|\\.",keywords:n,contains:p}},o,{begin:"^-",end:"\\.",relevance:0,excludeEnd:!0,returnBegin:!0,lexemes:"-"+e.IDENT_RE,keywords:"-module -record -undef -export -ifdef -ifndef -author -copyright -doc -vsn -import -include -include_lib -compile -define -else -endif -file -behaviour -behavior -spec",contains:[m]},a,e.QUOTE_STRING_MODE,d,c,_,l,{begin:/\.$/}]}}},"0s03":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#1d1f21",color:"#c5c8c6"},"hljs::selection":{background:"#373b41"},"hljs span::selection":{background:"#373b41"},"hljs::-moz-selection":{background:"#373b41"},"hljs span::-moz-selection":{background:"#373b41"},"hljs-title":{color:"#f0c674"},"hljs-name":{color:"#f0c674"},"hljs-comment":{color:"#707880"},"hljs-meta":{color:"#707880"},"hljs-meta .hljs-keyword":{color:"#707880"},"hljs-number":{color:"#cc6666"},"hljs-symbol":{color:"#cc6666"},"hljs-literal":{color:"#cc6666"},"hljs-deletion":{color:"#cc6666"},"hljs-link":{color:"#cc6666"},"hljs-string":{color:"#b5bd68"},"hljs-doctag":{color:"#b5bd68"},"hljs-addition":{color:"#b5bd68"},"hljs-regexp":{color:"#b5bd68"},"hljs-selector-attr":{color:"#b5bd68"},"hljs-selector-pseudo":{color:"#b5bd68"},"hljs-attribute":{color:"#b294bb"},"hljs-code":{color:"#b294bb"},"hljs-selector-id":{color:"#b294bb"},"hljs-keyword":{color:"#81a2be"},"hljs-selector-tag":{color:"#81a2be"},"hljs-bullet":{color:"#81a2be"},"hljs-tag":{color:"#81a2be"},"hljs-subst":{color:"#8abeb7"},"hljs-variable":{color:"#8abeb7"},"hljs-template-tag":{color:"#8abeb7"},"hljs-template-variable":{color:"#8abeb7"},"hljs-type":{color:"#de935f"},"hljs-built_in":{color:"#de935f"},"hljs-builtin-name":{color:"#de935f"},"hljs-quote":{color:"#de935f"},"hljs-section":{color:"#de935f"},"hljs-selector-class":{color:"#de935f"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"1+YT":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#B6B18B"},"hljs-quote":{color:"#B6B18B"},"hljs-variable":{color:"#EB3C54"},"hljs-template-variable":{color:"#EB3C54"},"hljs-tag":{color:"#EB3C54"},"hljs-name":{color:"#EB3C54"},"hljs-selector-id":{color:"#EB3C54"},"hljs-selector-class":{color:"#EB3C54"},"hljs-regexp":{color:"#EB3C54"},"hljs-deletion":{color:"#EB3C54"},"hljs-number":{color:"#E7CE56"},"hljs-built_in":{color:"#E7CE56"},"hljs-builtin-name":{color:"#E7CE56"},"hljs-literal":{color:"#E7CE56"},"hljs-type":{color:"#E7CE56"},"hljs-params":{color:"#E7CE56"},"hljs-meta":{color:"#E7CE56"},"hljs-link":{color:"#E7CE56"},"hljs-attribute":{color:"#EE7C2B"},"hljs-string":{color:"#4FB4D7"},"hljs-symbol":{color:"#4FB4D7"},"hljs-bullet":{color:"#4FB4D7"},"hljs-addition":{color:"#4FB4D7"},"hljs-title":{color:"#78BB65"},"hljs-section":{color:"#78BB65"},"hljs-keyword":{color:"#B45EA4"},"hljs-selector-tag":{color:"#B45EA4"},hljs:{display:"block",overflowX:"auto",background:"#1C1D21",color:"#c0c5ce",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"1x5M":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#989498"},"hljs-quote":{color:"#989498"},"hljs-variable":{color:"#dd464c"},"hljs-template-variable":{color:"#dd464c"},"hljs-attribute":{color:"#dd464c"},"hljs-tag":{color:"#dd464c"},"hljs-name":{color:"#dd464c"},"hljs-selector-id":{color:"#dd464c"},"hljs-selector-class":{color:"#dd464c"},"hljs-regexp":{color:"#dd464c"},"hljs-link":{color:"#dd464c"},"hljs-deletion":{color:"#dd464c"},"hljs-number":{color:"#fd8b19"},"hljs-built_in":{color:"#fd8b19"},"hljs-builtin-name":{color:"#fd8b19"},"hljs-literal":{color:"#fd8b19"},"hljs-type":{color:"#fd8b19"},"hljs-params":{color:"#fd8b19"},"hljs-class .hljs-title":{color:"#fdcc59"},"hljs-string":{color:"#8fc13e"},"hljs-symbol":{color:"#8fc13e"},"hljs-bullet":{color:"#8fc13e"},"hljs-addition":{color:"#8fc13e"},"hljs-meta":{color:"#149b93"},"hljs-function":{color:"#1290bf"},"hljs-section":{color:"#1290bf"},"hljs-title":{color:"#1290bf"},"hljs-keyword":{color:"#c85e7c"},"hljs-selector-tag":{color:"#c85e7c"},hljs:{display:"block",background:"#322931",color:"#b9b5b8",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"26O/":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#383a42",background:"#fafafa"},"hljs-comment":{color:"#a0a1a7",fontStyle:"italic"},"hljs-quote":{color:"#a0a1a7",fontStyle:"italic"},"hljs-doctag":{color:"#a626a4"},"hljs-keyword":{color:"#a626a4"},"hljs-formula":{color:"#a626a4"},"hljs-section":{color:"#e45649"},"hljs-name":{color:"#e45649"},"hljs-selector-tag":{color:"#e45649"},"hljs-deletion":{color:"#e45649"},"hljs-subst":{color:"#e45649"},"hljs-literal":{color:"#0184bb"},"hljs-string":{color:"#50a14f"},"hljs-regexp":{color:"#50a14f"},"hljs-addition":{color:"#50a14f"},"hljs-attribute":{color:"#50a14f"},"hljs-meta-string":{color:"#50a14f"},"hljs-built_in":{color:"#c18401"},"hljs-class .hljs-title":{color:"#c18401"},"hljs-attr":{color:"#986801"},"hljs-variable":{color:"#986801"},"hljs-template-variable":{color:"#986801"},"hljs-type":{color:"#986801"},"hljs-selector-class":{color:"#986801"},"hljs-selector-attr":{color:"#986801"},"hljs-selector-pseudo":{color:"#986801"},"hljs-number":{color:"#986801"},"hljs-symbol":{color:"#4078f2"},"hljs-bullet":{color:"#4078f2"},"hljs-link":{color:"#4078f2",textDecoration:"underline"},"hljs-meta":{color:"#4078f2"},"hljs-selector-id":{color:"#4078f2"},"hljs-title":{color:"#4078f2"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"2L5r":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#655d5d"},"hljs-quote":{color:"#655d5d"},"hljs-variable":{color:"#ca4949"},"hljs-template-variable":{color:"#ca4949"},"hljs-attribute":{color:"#ca4949"},"hljs-tag":{color:"#ca4949"},"hljs-name":{color:"#ca4949"},"hljs-regexp":{color:"#ca4949"},"hljs-link":{color:"#ca4949"},"hljs-selector-id":{color:"#ca4949"},"hljs-selector-class":{color:"#ca4949"},"hljs-number":{color:"#b45a3c"},"hljs-meta":{color:"#b45a3c"},"hljs-built_in":{color:"#b45a3c"},"hljs-builtin-name":{color:"#b45a3c"},"hljs-literal":{color:"#b45a3c"},"hljs-type":{color:"#b45a3c"},"hljs-params":{color:"#b45a3c"},"hljs-string":{color:"#4b8b8b"},"hljs-symbol":{color:"#4b8b8b"},"hljs-bullet":{color:"#4b8b8b"},"hljs-title":{color:"#7272ca"},"hljs-section":{color:"#7272ca"},"hljs-keyword":{color:"#8464c4"},"hljs-selector-tag":{color:"#8464c4"},"hljs-deletion":{color:"#1b1818",display:"inline-block",width:"100%",backgroundColor:"#ca4949"},"hljs-addition":{color:"#1b1818",display:"inline-block",width:"100%",backgroundColor:"#4b8b8b"},hljs:{display:"block",overflowX:"auto",background:"#f4ecec",color:"#585050",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"2dfV":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#898ea4"},"hljs-quote":{color:"#898ea4"},"hljs-variable":{color:"#c94922"},"hljs-template-variable":{color:"#c94922"},"hljs-attribute":{color:"#c94922"},"hljs-tag":{color:"#c94922"},"hljs-name":{color:"#c94922"},"hljs-regexp":{color:"#c94922"},"hljs-link":{color:"#c94922"},"hljs-selector-id":{color:"#c94922"},"hljs-selector-class":{color:"#c94922"},"hljs-number":{color:"#c76b29"},"hljs-meta":{color:"#c76b29"},"hljs-built_in":{color:"#c76b29"},"hljs-builtin-name":{color:"#c76b29"},"hljs-literal":{color:"#c76b29"},"hljs-type":{color:"#c76b29"},"hljs-params":{color:"#c76b29"},"hljs-string":{color:"#ac9739"},"hljs-symbol":{color:"#ac9739"},"hljs-bullet":{color:"#ac9739"},"hljs-title":{color:"#3d8fd1"},"hljs-section":{color:"#3d8fd1"},"hljs-keyword":{color:"#6679cc"},"hljs-selector-tag":{color:"#6679cc"},hljs:{display:"block",overflowX:"auto",background:"#202746",color:"#979db4",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"2sdm":function(e){e.exports=function(e){var t="div mod in and or not xor asserterror begin case do downto else end exit for if of repeat then to until while with var",r=[e.C_LINE_COMMENT_MODE,e.COMMENT(/\{/,/\}/,{relevance:0}),e.COMMENT(/\(\*/,/\*\)/,{relevance:10})],n={className:"string",begin:/'/,end:/'/,contains:[{begin:/''/}]},o={className:"string",begin:/(#\d+)+/},a={className:"function",beginKeywords:"procedure",end:/[:;]/,keywords:"procedure|10",contains:[e.TITLE_MODE,{className:"params",begin:/\(/,end:/\)/,keywords:t,contains:[n,o]}].concat(r)};return{case_insensitive:!0,keywords:{keyword:t,literal:"false true"},illegal:/\/\*/,contains:[n,o,{className:"number",begin:"\\b\\d+(\\.\\d+)?(DT|D|T)",relevance:0},{className:"string",begin:'"',end:'"'},e.NUMBER_MODE,{className:"class",begin:"OBJECT (Table|Form|Report|Dataport|Codeunit|XMLport|MenuSuite|Page|Query) (\\d+) ([^\\r\\n]+)",returnBegin:!0,contains:[e.TITLE_MODE,a]},a]}}},"33zS":function(e){e.exports=function(e){return{lexemes:/[!#@\w]+/,keywords:{keyword:"N|0 P|0 X|0 a|0 ab abc abo al am an|0 ar arga argd arge argdo argg argl argu as au aug aun b|0 bN ba bad bd be bel bf bl bm bn bo bp br brea breaka breakd breakl bro bufdo buffers bun bw c|0 cN cNf ca cabc caddb cad caddf cal cat cb cc ccl cd ce cex cf cfir cgetb cgete cg changes chd che checkt cl cla clo cm cmapc cme cn cnew cnf cno cnorea cnoreme co col colo com comc comp con conf cope cp cpf cq cr cs cst cu cuna cunme cw delm deb debugg delc delf dif diffg diffo diffp diffpu diffs diffthis dig di dl dell dj dli do doautoa dp dr ds dsp e|0 ea ec echoe echoh echom echon el elsei em en endfo endf endt endw ene ex exe exi exu f|0 files filet fin fina fini fir fix fo foldc foldd folddoc foldo for fu go gr grepa gu gv ha helpf helpg helpt hi hid his ia iabc if ij il im imapc ime ino inorea inoreme int is isp iu iuna iunme j|0 ju k|0 keepa kee keepj lN lNf l|0 lad laddb laddf la lan lat lb lc lch lcl lcs le lefta let lex lf lfir lgetb lgete lg lgr lgrepa lh ll lla lli lmak lm lmapc lne lnew lnf ln loadk lo loc lockv lol lope lp lpf lr ls lt lu lua luad luaf lv lvimgrepa lw m|0 ma mak map mapc marks mat me menut mes mk mks mksp mkv mkvie mod mz mzf nbc nb nbs new nm nmapc nme nn nnoreme noa no noh norea noreme norm nu nun nunme ol o|0 om omapc ome on ono onoreme opt ou ounme ow p|0 profd prof pro promptr pc ped pe perld po popu pp pre prev ps pt ptN ptf ptj ptl ptn ptp ptr pts pu pw py3 python3 py3d py3f py pyd pyf quita qa rec red redi redr redraws reg res ret retu rew ri rightb rub rubyd rubyf rund ru rv sN san sa sal sav sb sbN sba sbf sbl sbm sbn sbp sbr scrip scripte scs se setf setg setl sf sfir sh sim sig sil sl sla sm smap smapc sme sn sni sno snor snoreme sor so spelld spe spelli spellr spellu spellw sp spr sre st sta startg startr star stopi stj sts sun sunm sunme sus sv sw sy synti sync tN tabN tabc tabdo tabe tabf tabfir tabl tabm tabnew tabn tabo tabp tabr tabs tab ta tags tc tcld tclf te tf th tj tl tm tn to tp tr try ts tu u|0 undoj undol una unh unl unlo unm unme uns up ve verb vert vim vimgrepa vi viu vie vm vmapc vme vne vn vnoreme vs vu vunme windo w|0 wN wa wh wi winc winp wn wp wq wqa ws wu wv x|0 xa xmapc xm xme xn xnoreme xu xunme y|0 z|0 ~ Next Print append abbreviate abclear aboveleft all amenu anoremenu args argadd argdelete argedit argglobal arglocal argument ascii autocmd augroup aunmenu buffer bNext ball badd bdelete behave belowright bfirst blast bmodified bnext botright bprevious brewind break breakadd breakdel breaklist browse bunload bwipeout change cNext cNfile cabbrev cabclear caddbuffer caddexpr caddfile call catch cbuffer cclose center cexpr cfile cfirst cgetbuffer cgetexpr cgetfile chdir checkpath checktime clist clast close cmap cmapclear cmenu cnext cnewer cnfile cnoremap cnoreabbrev cnoremenu copy colder colorscheme command comclear compiler continue confirm copen cprevious cpfile cquit crewind cscope cstag cunmap cunabbrev cunmenu cwindow delete delmarks debug debuggreedy delcommand delfunction diffupdate diffget diffoff diffpatch diffput diffsplit digraphs display deletel djump dlist doautocmd doautoall deletep drop dsearch dsplit edit earlier echo echoerr echohl echomsg else elseif emenu endif endfor endfunction endtry endwhile enew execute exit exusage file filetype find finally finish first fixdel fold foldclose folddoopen folddoclosed foldopen function global goto grep grepadd gui gvim hardcopy help helpfind helpgrep helptags highlight hide history insert iabbrev iabclear ijump ilist imap imapclear imenu inoremap inoreabbrev inoremenu intro isearch isplit iunmap iunabbrev iunmenu join jumps keepalt keepmarks keepjumps lNext lNfile list laddexpr laddbuffer laddfile last language later lbuffer lcd lchdir lclose lcscope left leftabove lexpr lfile lfirst lgetbuffer lgetexpr lgetfile lgrep lgrepadd lhelpgrep llast llist lmake lmap lmapclear lnext lnewer lnfile lnoremap loadkeymap loadview lockmarks lockvar lolder lopen lprevious lpfile lrewind ltag lunmap luado luafile lvimgrep lvimgrepadd lwindow move mark make mapclear match menu menutranslate messages mkexrc mksession mkspell mkvimrc mkview mode mzscheme mzfile nbclose nbkey nbsart next nmap nmapclear nmenu nnoremap nnoremenu noautocmd noremap nohlsearch noreabbrev noremenu normal number nunmap nunmenu oldfiles open omap omapclear omenu only onoremap onoremenu options ounmap ounmenu ownsyntax print profdel profile promptfind promptrepl pclose pedit perl perldo pop popup ppop preserve previous psearch ptag ptNext ptfirst ptjump ptlast ptnext ptprevious ptrewind ptselect put pwd py3do py3file python pydo pyfile quit quitall qall read recover redo redir redraw redrawstatus registers resize retab return rewind right rightbelow ruby rubydo rubyfile rundo runtime rviminfo substitute sNext sandbox sargument sall saveas sbuffer sbNext sball sbfirst sblast sbmodified sbnext sbprevious sbrewind scriptnames scriptencoding scscope set setfiletype setglobal setlocal sfind sfirst shell simalt sign silent sleep slast smagic smapclear smenu snext sniff snomagic snoremap snoremenu sort source spelldump spellgood spellinfo spellrepall spellundo spellwrong split sprevious srewind stop stag startgreplace startreplace startinsert stopinsert stjump stselect sunhide sunmap sunmenu suspend sview swapname syntax syntime syncbind tNext tabNext tabclose tabedit tabfind tabfirst tablast tabmove tabnext tabonly tabprevious tabrewind tag tcl tcldo tclfile tearoff tfirst throw tjump tlast tmenu tnext topleft tprevious trewind tselect tunmenu undo undojoin undolist unabbreviate unhide unlet unlockvar unmap unmenu unsilent update vglobal version verbose vertical vimgrep vimgrepadd visual viusage view vmap vmapclear vmenu vnew vnoremap vnoremenu vsplit vunmap vunmenu write wNext wall while winsize wincmd winpos wnext wprevious wqall wsverb wundo wviminfo xit xall xmapclear xmap xmenu xnoremap xnoremenu xunmap xunmenu yank",built_in:"synIDtrans atan2 range matcharg did_filetype asin feedkeys xor argv complete_check add getwinposx getqflist getwinposy screencol clearmatches empty extend getcmdpos mzeval garbagecollect setreg ceil sqrt diff_hlID inputsecret get getfperm getpid filewritable shiftwidth max sinh isdirectory synID system inputrestore winline atan visualmode inputlist tabpagewinnr round getregtype mapcheck hasmapto histdel argidx findfile sha256 exists toupper getcmdline taglist string getmatches bufnr strftime winwidth bufexists strtrans tabpagebuflist setcmdpos remote_read printf setloclist getpos getline bufwinnr float2nr len getcmdtype diff_filler luaeval resolve libcallnr foldclosedend reverse filter has_key bufname str2float strlen setline getcharmod setbufvar index searchpos shellescape undofile foldclosed setqflist buflisted strchars str2nr virtcol floor remove undotree remote_expr winheight gettabwinvar reltime cursor tabpagenr finddir localtime acos getloclist search tanh matchend rename gettabvar strdisplaywidth type abs py3eval setwinvar tolower wildmenumode log10 spellsuggest bufloaded synconcealed nextnonblank server2client complete settabwinvar executable input wincol setmatches getftype hlID inputsave searchpair or screenrow line settabvar histadd deepcopy strpart remote_peek and eval getftime submatch screenchar winsaveview matchadd mkdir screenattr getfontname libcall reltimestr getfsize winnr invert pow getbufline byte2line soundfold repeat fnameescape tagfiles sin strwidth spellbadword trunc maparg log lispindent hostname setpos globpath remote_foreground getchar synIDattr fnamemodify cscope_connection stridx winbufnr indent min complete_add nr2char searchpairpos inputdialog values matchlist items hlexists strridx browsedir expand fmod pathshorten line2byte argc count getwinvar glob foldtextresult getreg foreground cosh matchdelete has char2nr simplify histget searchdecl iconv winrestcmd pumvisible writefile foldlevel haslocaldir keys cos matchstr foldtext histnr tan tempname getcwd byteidx getbufvar islocked escape eventhandler remote_send serverlist winrestview synstack pyeval prevnonblank readfile cindent filereadable changenr exp"},illegal:/;/,contains:[e.NUMBER_MODE,{className:"string",begin:"'",end:"'",illegal:"\\n"},{className:"string",begin:/"(\\"|\n\\|[^"\n])*"/},e.COMMENT('"',"$"),{className:"variable",begin:/[bwtglsav]:[\w\d_]*/},{className:"function",beginKeywords:"function function!",end:"$",relevance:0,contains:[e.TITLE_MODE,{className:"params",begin:"\\(",end:"\\)"}]},{className:"symbol",begin:/<[\w-]+>/}]}}},"3NM4":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#fbf1c7",color:"#3c3836"},"hljs-subst":{color:"#3c3836"},"hljs-deletion":{color:"#9d0006"},"hljs-formula":{color:"#9d0006"},"hljs-keyword":{color:"#9d0006"},"hljs-link":{color:"#9d0006"},"hljs-selector-tag":{color:"#9d0006"},"hljs-built_in":{color:"#076678"},"hljs-emphasis":{color:"#076678",fontStyle:"italic"},"hljs-name":{color:"#076678"},"hljs-quote":{color:"#076678"},"hljs-strong":{color:"#076678",fontWeight:"bold"},"hljs-title":{color:"#076678"},"hljs-variable":{color:"#076678"},"hljs-attr":{color:"#b57614"},"hljs-params":{color:"#b57614"},"hljs-template-tag":{color:"#b57614"},"hljs-type":{color:"#b57614"},"hljs-builtin-name":{color:"#8f3f71"},"hljs-doctag":{color:"#8f3f71"},"hljs-literal":{color:"#8f3f71"},"hljs-number":{color:"#8f3f71"},"hljs-code":{color:"#af3a03"},"hljs-meta":{color:"#af3a03"},"hljs-regexp":{color:"#af3a03"},"hljs-selector-id":{color:"#af3a03"},"hljs-template-variable":{color:"#af3a03"},"hljs-addition":{color:"#79740e"},"hljs-meta-string":{color:"#79740e"},"hljs-section":{color:"#79740e",fontWeight:"bold"},"hljs-selector-attr":{color:"#79740e"},"hljs-selector-class":{color:"#79740e"},"hljs-string":{color:"#79740e"},"hljs-symbol":{color:"#79740e"},"hljs-attribute":{color:"#427b58"},"hljs-bullet":{color:"#427b58"},"hljs-class":{color:"#427b58"},"hljs-function":{color:"#427b58"},"hljs-function .hljs-keyword":{color:"#427b58"},"hljs-meta-keyword":{color:"#427b58"},"hljs-selector-pseudo":{color:"#427b58"},"hljs-tag":{color:"#427b58",fontWeight:"bold"},"hljs-comment":{color:"#928374",fontStyle:"italic"},"hljs-link_label":{color:"#8f3f71"}}},"3YOz":function(e){e.exports=function(e){var t={keyword:"in if for while finally var new function do return void else break catch instanceof with throw case default try this switch continue typeof delete let yield const class public private protected get set super static implements enum export import declare type namespace abstract as from extends async await",literal:"true false null undefined NaN Infinity",built_in:"eval isFinite isNaN parseFloat parseInt decodeURI decodeURIComponent encodeURI encodeURIComponent escape unescape Object Function Boolean Error EvalError InternalError RangeError ReferenceError StopIteration SyntaxError TypeError URIError Number Math Date String RegExp Array Float32Array Float64Array Int16Array Int32Array Int8Array Uint16Array Uint32Array Uint8Array Uint8ClampedArray ArrayBuffer DataView JSON Intl arguments require module console window document any number boolean string void Promise"},r={className:"meta",begin:"@[A-Za-z$_][0-9A-Za-z$_]*"},n={begin:"\\(",end:/\)/,keywords:t,contains:["self",e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,e.NUMBER_MODE]},o={className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,keywords:t,contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,n]},a={className:"number",variants:[{begin:"\\b(0[bB][01]+)"},{begin:"\\b(0[oO][0-7]+)"},{begin:e.C_NUMBER_RE}],relevance:0},i={className:"subst",begin:"\\$\\{",end:"\\}",keywords:t,contains:[]},s={begin:"html`",end:"",starts:{end:"`",returnEnd:!1,contains:[e.BACKSLASH_ESCAPE,i],subLanguage:"xml"}},l={begin:"css`",end:"",starts:{end:"`",returnEnd:!1,contains:[e.BACKSLASH_ESCAPE,i],subLanguage:"css"}},c={className:"string",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE,i]};return i.contains=[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,s,l,c,a,e.REGEXP_MODE],{aliases:["ts"],keywords:t,contains:[{className:"meta",begin:/^\s*['"]use strict['"]/},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,s,l,c,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,a,{begin:"("+e.RE_STARTERS_RE+"|\\b(case|return|throw)\\b)\\s*",keywords:"return throw case",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.REGEXP_MODE,{className:"function",begin:"(\\(.*?\\)|"+e.IDENT_RE+")\\s*=>",returnBegin:!0,end:"\\s*=>",contains:[{className:"params",variants:[{begin:e.IDENT_RE},{begin:/\(\s*\)/},{begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,keywords:t,contains:["self",e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]}]}]}],relevance:0},{className:"function",begin:"function",end:/[\{;]/,excludeEnd:!0,keywords:t,contains:["self",e.inherit(e.TITLE_MODE,{begin:"[A-Za-z$_][0-9A-Za-z$_]*"}),o],illegal:/%/,relevance:0},{beginKeywords:"constructor",end:/\{/,excludeEnd:!0,contains:["self",o]},{begin:/module\./,keywords:{built_in:"module"},relevance:0},{beginKeywords:"module",end:/\{/,excludeEnd:!0},{beginKeywords:"interface",end:/\{/,excludeEnd:!0,keywords:"interface extends"},{begin:/\$[(.]/},{begin:"\\."+e.IDENT_RE,relevance:0},r,n]}}},"3ZRO":function(e,t,r){"use strict";(function(e){function n(){return Object(u.b)()?e:"undefined"!=typeof window?window:"undefined"!=typeof self?self:p}function o(){var e=n(),t=e.crypto||e.msCrypto;if(void 0!==t&&t.getRandomValues){var r=new Uint16Array(8);t.getRandomValues(r),r[3]=4095&r[3]|16384,r[4]=16383&r[4]|32768;var o=function(e){for(var t=e.toString(16);t.length<4;)t="0"+t;return t};return o(r[0])+o(r[1])+o(r[2])+o(r[3])+o(r[4])+o(r[5])+o(r[6])+o(r[7])}return"xxxxxxxxxxxx4xxxyxxxxxxxxxxxxxxx".replace(/[xy]/g,(function(e){var t=16*Math.random()|0;return("x"===e?t:3&t|8).toString(16)}))}function a(e){if(!e)return{};var t=e.match(/^(([^:/?#]+):)?(\/\/([^/?#]*))?([^?#]*)(\?([^#]*))?(#(.*))?$/);return t?{host:t[4],path:t[5],protocol:t[2],relative:t[5]+(t[6]||"")+(t[8]||"")}:{}}function i(e){if(e.message)return e.message;if(e.exception&&e.exception.values&&e.exception.values[0]){var t=e.exception.values[0];return t.type&&t.value?t.type+": "+t.value:t.type||t.value||e.event_id||""}return e.event_id||""}function s(e){var t=n();if(!("console"in t))return e();var r=t.console,o={};["debug","info","warn","error","log","assert"].forEach((function(e){e in t.console&&r[e].__sentry_original__&&(o[e]=r[e],r[e]=r[e].__sentry_original__)}));var a=e();return Object.keys(o).forEach((function(e){r[e]=o[e]})),a}function l(e,t,r){e.exception=e.exception||{},e.exception.values=e.exception.values||[],e.exception.values[0]=e.exception.values[0]||{},e.exception.values[0].value=e.exception.values[0].value||t||"",e.exception.values[0].type=e.exception.values[0].type||r||"Error"}function c(e,t){void 0===t&&(t={});try{e.exception.values[0].mechanism=e.exception.values[0].mechanism||{},Object.keys(t).forEach((function(r){e.exception.values[0].mechanism[r]=t[r]}))}catch(e){}}function _(){try{return document.location.href}catch(e){return""}}function d(e,t){if(!t)return 6e4;var r=parseInt(""+t,10);if(!isNaN(r))return 1e3*r;var n=Date.parse(""+t);return isNaN(n)?6e4:n-e}r.d(t,"e",(function(){return n})),r.d(t,"i",(function(){return o})),r.d(t,"h",(function(){return a})),r.d(t,"d",(function(){return i})),r.d(t,"c",(function(){return s})),r.d(t,"b",(function(){return l})),r.d(t,"a",(function(){return c})),r.d(t,"f",(function(){return _})),r.d(t,"g",(function(){return d}));var u=r("fTaw"),p=(r("dbjm"),{})}).call(this,r("pCvA"))},"3iWU":function(e){e.exports={red:"red__2O_-s",orange:"orange__3l05m",yellow:"yellow__23pUb",lime:"lime__3kpNm",cyan:"cyan__3o-WF",blue:"blue__11mQ_",magenta:"magenta__1Gq_k",errorabbr:"errorabbr__1rWME"}},"3owC":function(e){e.exports=function(e){var t="[A-Za-z_][0-9A-Za-z_]*",r={keyword:"if for while var new function do return void else break",literal:"true false null undefined NaN Infinity PI BackSlash DoubleQuote ForwardSlash NewLine SingleQuote Tab",built_in:"Abs Acos Area AreaGeodetic Asin Atan Atan2 Average Boolean Buffer BufferGeodetic Ceil Centroid Clip Console Constrain Contains Cos Count Crosses Cut Date DateAdd DateDiff Day Decode DefaultValue Dictionary Difference Disjoint Distance Distinct DomainCode DomainName Equals Exp Extent Feature FeatureSet FeatureSetById FeatureSetByTitle FeatureSetByUrl Filter First Floor Geometry Guid HasKey Hour IIf IndexOf Intersection Intersects IsEmpty Length LengthGeodetic Log Max Mean Millisecond Min Minute Month MultiPartToSinglePart Multipoint NextSequenceValue Now Number OrderBy Overlaps Point Polygon Polyline Pow Random Relate Reverse Round Second SetGeometry Sin Sort Sqrt Stdev Sum SymmetricDifference Tan Text Timestamp Today ToLocal Top Touches ToUTC TypeOf Union Variance Weekday When Within Year "},n={className:"number",variants:[{begin:"\\b(0[bB][01]+)"},{begin:"\\b(0[oO][0-7]+)"},{begin:e.C_NUMBER_RE}],relevance:0},o={className:"subst",begin:"\\$\\{",end:"\\}",keywords:r,contains:[]},a={className:"string",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE,o]};o.contains=[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,a,n,e.REGEXP_MODE];var i=o.contains.concat([e.C_BLOCK_COMMENT_MODE,e.C_LINE_COMMENT_MODE]);return{aliases:["arcade"],keywords:r,contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,a,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"symbol",begin:"\\$[feature|layer|map|value|view]+"},n,{begin:/[{,]\s*/,relevance:0,contains:[{begin:t+"\\s*:",returnBegin:!0,relevance:0,contains:[{className:"attr",begin:t,relevance:0}]}]},{begin:"("+e.RE_STARTERS_RE+"|\\b(return)\\b)\\s*",keywords:"return",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.REGEXP_MODE,{className:"function",begin:"(\\(.*?\\)|"+t+")\\s*=>",returnBegin:!0,end:"\\s*=>",contains:[{className:"params",variants:[{begin:t},{begin:/\(\s*\)/},{begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,keywords:r,contains:i}]}]}],relevance:0},{className:"function",beginKeywords:"function",end:/\{/,excludeEnd:!0,contains:[e.inherit(e.TITLE_MODE,{begin:t}),{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,contains:i}],illegal:/\[|%/},{begin:/\$[(.]/}],illegal:/#(?!!)/}}},"3v4y":function(e){e.exports=function(e){return{aliases:["adoc"],contains:[e.COMMENT("^/{4,}\\n","\\n/{4,}$",{relevance:10}),e.COMMENT("^//","$",{relevance:0}),{className:"title",begin:"^\\.\\w.*$"},{begin:"^[=\\*]{4,}\\n",end:"\\n^[=\\*]{4,}$",relevance:10},{className:"section",relevance:10,variants:[{begin:"^(={1,5}) .+?( \\1)?$"},{begin:"^[^\\[\\]\\n]+?\\n[=\\-~\\^\\+]{2,}$"}]},{className:"meta",begin:"^:.+?:",end:"\\s",excludeEnd:!0,relevance:10},{className:"meta",begin:"^\\[.+?\\]$",relevance:0},{className:"quote",begin:"^_{4,}\\n",end:"\\n_{4,}$",relevance:10},{className:"code",begin:"^[\\-\\.]{4,}\\n",end:"\\n[\\-\\.]{4,}$",relevance:10},{begin:"^\\+{4,}\\n",end:"\\n\\+{4,}$",contains:[{begin:"<",end:">",subLanguage:"xml",relevance:0}],relevance:10},{className:"bullet",begin:"^(\\*+|\\-+|\\.+|[^\\n]+?::)\\s+"},{className:"symbol",begin:"^(NOTE|TIP|IMPORTANT|WARNING|CAUTION):\\s+",relevance:10},{className:"strong",begin:"\\B\\*(?![\\*\\s])",end:"(\\n{2}|\\*)",contains:[{begin:"\\\\*\\w",relevance:0}]},{className:"emphasis",begin:"\\B'(?!['\\s])",end:"(\\n{2}|')",contains:[{begin:"\\\\'\\w",relevance:0}],relevance:0},{className:"emphasis",begin:"_(?![_\\s])",end:"(\\n{2}|_)",relevance:0},{className:"string",variants:[{begin:"``.+?''"},{begin:"`.+?'"}]},{className:"code",begin:"(`.+?`|\\+.+?\\+)",relevance:0},{className:"code",begin:"^[ \\t]",end:"$",relevance:0},{begin:"^'{3,}[ \\t]*$",relevance:10},{begin:"(link:)?(http|https|ftp|file|irc|image:?):\\S+\\[.*?\\]",returnBegin:!0,contains:[{begin:"(link|image:?):",relevance:0},{className:"link",begin:"\\w",end:"[^\\[]+",relevance:0},{className:"string",begin:"\\[",end:"\\]",excludeBegin:!0,excludeEnd:!0,relevance:0}],relevance:10}]}}},"41rK":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#dccf8f",background:"url(./pojoaque.jpg) repeat scroll left top #181914"},"hljs-comment":{color:"#586e75",fontStyle:"italic"},"hljs-quote":{color:"#586e75",fontStyle:"italic"},"hljs-keyword":{color:"#b64926"},"hljs-selector-tag":{color:"#b64926"},"hljs-literal":{color:"#b64926"},"hljs-addition":{color:"#b64926"},"hljs-number":{color:"#468966"},"hljs-string":{color:"#468966"},"hljs-doctag":{color:"#468966"},"hljs-regexp":{color:"#468966"},"hljs-title":{color:"#ffb03b"},"hljs-section":{color:"#ffb03b"},"hljs-built_in":{color:"#ffb03b"},"hljs-name":{color:"#ffb03b"},"hljs-variable":{color:"#b58900"},"hljs-template-variable":{color:"#b58900"},"hljs-class .hljs-title":{color:"#b58900"},"hljs-type":{color:"#b58900"},"hljs-tag":{color:"#b58900"},"hljs-attribute":{color:"#b89859"},"hljs-symbol":{color:"#cb4b16"},"hljs-bullet":{color:"#cb4b16"},"hljs-link":{color:"#cb4b16"},"hljs-subst":{color:"#cb4b16"},"hljs-meta":{color:"#cb4b16"},"hljs-deletion":{color:"#dc322f"},"hljs-selector-id":{color:"#d3a60c"},"hljs-selector-class":{color:"#d3a60c"},"hljs-formula":{background:"#073642"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"4Z8A":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#6b7394"},"hljs-quote":{color:"#6b7394"},"hljs-variable":{color:"#c94922"},"hljs-template-variable":{color:"#c94922"},"hljs-attribute":{color:"#c94922"},"hljs-tag":{color:"#c94922"},"hljs-name":{color:"#c94922"},"hljs-regexp":{color:"#c94922"},"hljs-link":{color:"#c94922"},"hljs-selector-id":{color:"#c94922"},"hljs-selector-class":{color:"#c94922"},"hljs-number":{color:"#c76b29"},"hljs-meta":{color:"#c76b29"},"hljs-built_in":{color:"#c76b29"},"hljs-builtin-name":{color:"#c76b29"},"hljs-literal":{color:"#c76b29"},"hljs-type":{color:"#c76b29"},"hljs-params":{color:"#c76b29"},"hljs-string":{color:"#ac9739"},"hljs-symbol":{color:"#ac9739"},"hljs-bullet":{color:"#ac9739"},"hljs-title":{color:"#3d8fd1"},"hljs-section":{color:"#3d8fd1"},"hljs-keyword":{color:"#6679cc"},"hljs-selector-tag":{color:"#6679cc"},hljs:{display:"block",overflowX:"auto",background:"#f5f7ff",color:"#5e6687",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"4env":function(e){e.exports=function(e){var t={className:"number",begin:"[1-9][0-9]*",relevance:0},r={className:"symbol",begin:":[^\\]]+"};return{keywords:{keyword:"ABORT ACC ADJUST AND AP_LD BREAK CALL CNT COL CONDITION CONFIG DA DB DIV DETECT ELSE END ENDFOR ERR_NUM ERROR_PROG FINE FOR GP GUARD INC IF JMP LINEAR_MAX_SPEED LOCK MOD MONITOR OFFSET Offset OR OVERRIDE PAUSE PREG PTH RT_LD RUN SELECT SKIP Skip TA TB TO TOOL_OFFSET Tool_Offset UF UT UFRAME_NUM UTOOL_NUM UNLOCK WAIT X Y Z W P R STRLEN SUBSTR FINDSTR VOFFSET PROG ATTR MN POS",literal:"ON OFF max_speed LPOS JPOS ENABLE DISABLE START STOP RESET"},contains:[{className:"built_in",begin:"(AR|P|PAYLOAD|PR|R|SR|RSR|LBL|VR|UALM|MESSAGE|UTOOL|UFRAME|TIMER|TIMER_OVERFLOW|JOINT_MAX_SPEED|RESUME_PROG|DIAG_REC)\\[",end:"\\]",contains:["self",t,r]},{className:"built_in",begin:"(AI|AO|DI|DO|F|RI|RO|UI|UO|GI|GO|SI|SO)\\[",end:"\\]",contains:["self",t,e.QUOTE_STRING_MODE,r]},{className:"keyword",begin:"/(PROG|ATTR|MN|POS|END)\\b"},{className:"keyword",begin:"(CALL|RUN|POINT_LOGIC|LBL)\\b"},{className:"keyword",begin:"\\b(ACC|CNT|Skip|Offset|PSPD|RT_LD|AP_LD|Tool_Offset)"},{className:"number",begin:"\\d+(sec|msec|mm/sec|cm/min|inch/min|deg/sec|mm|in|cm)?\\b",relevance:0},e.COMMENT("//","[;$]"),e.COMMENT("!","[;$]"),e.COMMENT("--eg:","$"),e.QUOTE_STRING_MODE,{className:"string",begin:"'",end:"'"},e.C_NUMBER_MODE,{className:"variable",begin:"\\$[A-Za-z0-9_]+"}]}}},"4lNu":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#FFFFDF",color:"#000000"},"hljs-type":{color:"#000000"},"hljs-function":{color:"#000000"},"hljs-name":{color:"#000000",fontWeight:"bold"},"hljs-number":{color:"#000000"},"hljs-attr":{color:"#000000"},"hljs-params":{color:"#000000"},"hljs-subst":{color:"#000000"},"hljs-comment":{color:"#00AAAA"},"hljs-regexp":{color:"#00AAAA"},"hljs-section":{color:"#00AAAA"},"hljs-selector-pseudo":{color:"#00AAAA"},"hljs-addition":{color:"#00AAAA"},"hljs-title":{color:"#006666"},"hljs-tag":{color:"#006666"},"hljs-variable":{color:"#006666"},"hljs-code":{color:"#006666"},"hljs-keyword":{color:"#006666",fontWeight:"bold"},"hljs-class":{color:"#006666",fontWeight:"bold"},"hljs-meta-keyword":{color:"#006666",fontWeight:"bold"},"hljs-selector-class":{color:"#006666",fontWeight:"bold"},"hljs-built_in":{color:"#006666",fontWeight:"bold"},"hljs-builtin-name":{color:"#006666",fontWeight:"bold"},"hljs-string":{color:"#0080FF"},"hljs-selector-attr":{color:"#0080FF"},"hljs-symbol":{color:"#924B72"},"hljs-link":{color:"#924B72"},"hljs-deletion":{color:"#924B72"},"hljs-attribute":{color:"#924B72"},"hljs-meta":{color:"#924B72",fontWeight:"bold"},"hljs-literal":{color:"#924B72",fontWeight:"bold"},"hljs-selector-id":{color:"#924B72",fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},"4pdu":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#7285b7"},"hljs-quote":{color:"#7285b7"},"hljs-variable":{color:"#ff9da4"},"hljs-template-variable":{color:"#ff9da4"},"hljs-tag":{color:"#ff9da4"},"hljs-name":{color:"#ff9da4"},"hljs-selector-id":{color:"#ff9da4"},"hljs-selector-class":{color:"#ff9da4"},"hljs-regexp":{color:"#ff9da4"},"hljs-deletion":{color:"#ff9da4"},"hljs-number":{color:"#ffc58f"},"hljs-built_in":{color:"#ffc58f"},"hljs-builtin-name":{color:"#ffc58f"},"hljs-literal":{color:"#ffc58f"},"hljs-type":{color:"#ffc58f"},"hljs-params":{color:"#ffc58f"},"hljs-meta":{color:"#ffc58f"},"hljs-link":{color:"#ffc58f"},"hljs-attribute":{color:"#ffeead"},"hljs-string":{color:"#d1f1a9"},"hljs-symbol":{color:"#d1f1a9"},"hljs-bullet":{color:"#d1f1a9"},"hljs-addition":{color:"#d1f1a9"},"hljs-title":{color:"#bbdaff"},"hljs-section":{color:"#bbdaff"},"hljs-keyword":{color:"#ebbbff"},"hljs-selector-tag":{color:"#ebbbff"},hljs:{display:"block",overflowX:"auto",background:"#002451",color:"white",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"4ti2":function(e){e.exports=function(e){var t="getpwent getservent quotemeta msgrcv scalar kill dbmclose undef lc ma syswrite tr send umask sysopen shmwrite vec qx utime local oct semctl localtime readpipe do return format read sprintf dbmopen pop getpgrp not getpwnam rewinddir qqfileno qw endprotoent wait sethostent bless s|0 opendir continue each sleep endgrent shutdown dump chomp connect getsockname die socketpair close flock exists index shmgetsub for endpwent redo lstat msgctl setpgrp abs exit select print ref gethostbyaddr unshift fcntl syscall goto getnetbyaddr join gmtime symlink semget splice x|0 getpeername recv log setsockopt cos last reverse gethostbyname getgrnam study formline endhostent times chop length gethostent getnetent pack getprotoent getservbyname rand mkdir pos chmod y|0 substr endnetent printf next open msgsnd readdir use unlink getsockopt getpriority rindex wantarray hex system getservbyport endservent int chr untie rmdir prototype tell listen fork shmread ucfirst setprotoent else sysseek link getgrgid shmctl waitpid unpack getnetbyname reset chdir grep split require caller lcfirst until warn while values shift telldir getpwuid my getprotobynumber delete and sort uc defined srand accept package seekdir getprotobyname semop our rename seek if q|0 chroot sysread setpwent no crypt getc chown sqrt write setnetent setpriority foreach tie sin msgget map stat getlogin unless elsif truncate exec keys glob tied closedirioctl socket readlink eval xor readline binmode setservent eof ord bind alarm pipe atan2 getgrent exp time push setgrent gt lt or ne m|0 break given say state when",r={className:"subst",begin:"[$@]\\{",end:"\\}",keywords:t},n={begin:"->{",end:"}"},o={variants:[{begin:/\$\d/},{begin:/[\$%@](\^\w\b|#\w+(::\w+)*|{\w+}|\w+(::\w*)*)/},{begin:/[\$%@][^\s\w{]/,relevance:0}]},a=[e.BACKSLASH_ESCAPE,r,o],i=[o,e.HASH_COMMENT_MODE,e.COMMENT("^\\=\\w","\\=cut",{endsWithParent:!0}),n,{className:"string",contains:a,variants:[{begin:"q[qwxr]?\\s*\\(",end:"\\)",relevance:5},{begin:"q[qwxr]?\\s*\\[",end:"\\]",relevance:5},{begin:"q[qwxr]?\\s*\\{",end:"\\}",relevance:5},{begin:"q[qwxr]?\\s*\\|",end:"\\|",relevance:5},{begin:"q[qwxr]?\\s*\\<",end:"\\>",relevance:5},{begin:"qw\\s+q",end:"q",relevance:5},{begin:"'",end:"'",contains:[e.BACKSLASH_ESCAPE]},{begin:'"',end:'"'},{begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE]},{begin:"{\\w+}",contains:[],relevance:0},{begin:"-?\\w+\\s*\\=\\>",contains:[],relevance:0}]},{className:"number",begin:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",relevance:0},{begin:"(\\/\\/|"+e.RE_STARTERS_RE+"|\\b(split|return|print|reverse|grep)\\b)\\s*",keywords:"split return print reverse grep",relevance:0,contains:[e.HASH_COMMENT_MODE,{className:"regexp",begin:"(s|tr|y)/(\\\\.|[^/])*/(\\\\.|[^/])*/[a-z]*",relevance:10},{className:"regexp",begin:"(m|qr)?/",end:"/[a-z]*",contains:[e.BACKSLASH_ESCAPE],relevance:0}]},{className:"function",beginKeywords:"sub",end:"(\\s*\\(.*?\\))?[;{]",excludeEnd:!0,relevance:5,contains:[e.TITLE_MODE]},{begin:"-\\w\\b",relevance:0},{begin:"^__DATA__$",end:"^__END__$",subLanguage:"mojolicious",contains:[{begin:"^@@.*",end:"$",className:"comment"}]}];return r.contains=i,n.contains=i,{aliases:["pl","pm"],lexemes:/[\w\.]+/,keywords:t,contains:i}}},"56a2":function(e){e.exports=function(e){var t={className:"variable",begin:/\$+{[\w\.:-]+}/},r={className:"variable",begin:/\$+\w+/,illegal:/\(\){}/},n={className:"variable",begin:/\$+\([\w\^\.:-]+\)/},o={className:"string",variants:[{begin:'"',end:'"'},{begin:"'",end:"'"},{begin:"`",end:"`"}],illegal:/\n/,contains:[{className:"meta",begin:/\$(\\[nrt]|\$)/},{className:"variable",begin:/\$(ADMINTOOLS|APPDATA|CDBURN_AREA|CMDLINE|COMMONFILES32|COMMONFILES64|COMMONFILES|COOKIES|DESKTOP|DOCUMENTS|EXEDIR|EXEFILE|EXEPATH|FAVORITES|FONTS|HISTORY|HWNDPARENT|INSTDIR|INTERNET_CACHE|LANGUAGE|LOCALAPPDATA|MUSIC|NETHOOD|OUTDIR|PICTURES|PLUGINSDIR|PRINTHOOD|PROFILE|PROGRAMFILES32|PROGRAMFILES64|PROGRAMFILES|QUICKLAUNCH|RECENT|RESOURCES_LOCALIZED|RESOURCES|SENDTO|SMPROGRAMS|SMSTARTUP|STARTMENU|SYSDIR|TEMP|TEMPLATES|VIDEOS|WINDIR)/},t,r,n]};return{case_insensitive:!1,keywords:{keyword:"Abort AddBrandingImage AddSize AllowRootDirInstall AllowSkipFiles AutoCloseWindow BGFont BGGradient BrandingText BringToFront Call CallInstDLL Caption ChangeUI CheckBitmap ClearErrors CompletedText ComponentText CopyFiles CRCCheck CreateDirectory CreateFont CreateShortCut Delete DeleteINISec DeleteINIStr DeleteRegKey DeleteRegValue DetailPrint DetailsButtonText DirText DirVar DirVerify EnableWindow EnumRegKey EnumRegValue Exch Exec ExecShell ExecShellWait ExecWait ExpandEnvStrings File FileBufSize FileClose FileErrorText FileOpen FileRead FileReadByte FileReadUTF16LE FileReadWord FileSeek FileWrite FileWriteByte FileWriteUTF16LE FileWriteWord FindClose FindFirst FindNext FindWindow FlushINI FunctionEnd GetCurInstType GetCurrentAddress GetDlgItem GetDLLVersion GetDLLVersionLocal GetErrorLevel GetFileTime GetFileTimeLocal GetFullPathName GetFunctionAddress GetInstDirError GetLabelAddress GetTempFileName Goto HideWindow Icon IfAbort IfErrors IfFileExists IfRebootFlag IfSilent InitPluginsDir InstallButtonText InstallColors InstallDir InstallDirRegKey InstProgressFlags InstType InstTypeGetText InstTypeSetText Int64Cmp Int64CmpU Int64Fmt IntCmp IntCmpU IntFmt IntOp IntPtrCmp IntPtrCmpU IntPtrOp IsWindow LangString LicenseBkColor LicenseData LicenseForceSelection LicenseLangString LicenseText LoadLanguageFile LockWindow LogSet LogText ManifestDPIAware ManifestSupportedOS MessageBox MiscButtonText Name Nop OutFile Page PageCallbacks PageExEnd Pop Push Quit ReadEnvStr ReadINIStr ReadRegDWORD ReadRegStr Reboot RegDLL Rename RequestExecutionLevel ReserveFile Return RMDir SearchPath SectionEnd SectionGetFlags SectionGetInstTypes SectionGetSize SectionGetText SectionGroupEnd SectionIn SectionSetFlags SectionSetInstTypes SectionSetSize SectionSetText SendMessage SetAutoClose SetBrandingImage SetCompress SetCompressor SetCompressorDictSize SetCtlColors SetCurInstType SetDatablockOptimize SetDateSave SetDetailsPrint SetDetailsView SetErrorLevel SetErrors SetFileAttributes SetFont SetOutPath SetOverwrite SetRebootFlag SetRegView SetShellVarContext SetSilent ShowInstDetails ShowUninstDetails ShowWindow SilentInstall SilentUnInstall Sleep SpaceTexts StrCmp StrCmpS StrCpy StrLen SubCaption Unicode UninstallButtonText UninstallCaption UninstallIcon UninstallSubCaption UninstallText UninstPage UnRegDLL Var VIAddVersionKey VIFileVersion VIProductVersion WindowIcon WriteINIStr WriteRegBin WriteRegDWORD WriteRegExpandStr WriteRegMultiStr WriteRegNone WriteRegStr WriteUninstaller XPStyle",literal:"admin all auto both bottom bzip2 colored components current custom directory false force hide highest ifdiff ifnewer instfiles lastused leave left license listonly lzma nevershow none normal notset off on open print right show silent silentlog smooth textonly top true try un.components un.custom un.directory un.instfiles un.license uninstConfirm user Win10 Win7 Win8 WinVista zlib"},contains:[e.HASH_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.COMMENT(";","$",{relevance:0}),{className:"function",beginKeywords:"Function PageEx Section SectionGroup",end:"$"},o,{className:"keyword",begin:/\!(addincludedir|addplugindir|appendfile|cd|define|delfile|echo|else|endif|error|execute|finalize|getdllversion|gettlbversion|if|ifdef|ifmacrodef|ifmacrondef|ifndef|include|insertmacro|macro|macroend|makensis|packhdr|searchparse|searchreplace|system|tempfile|undef|verbose|warning)/},t,r,n,{className:"params",begin:"(ARCHIVE|FILE_ATTRIBUTE_ARCHIVE|FILE_ATTRIBUTE_NORMAL|FILE_ATTRIBUTE_OFFLINE|FILE_ATTRIBUTE_READONLY|FILE_ATTRIBUTE_SYSTEM|FILE_ATTRIBUTE_TEMPORARY|HKCR|HKCU|HKDD|HKEY_CLASSES_ROOT|HKEY_CURRENT_CONFIG|HKEY_CURRENT_USER|HKEY_DYN_DATA|HKEY_LOCAL_MACHINE|HKEY_PERFORMANCE_DATA|HKEY_USERS|HKLM|HKPD|HKU|IDABORT|IDCANCEL|IDIGNORE|IDNO|IDOK|IDRETRY|IDYES|MB_ABORTRETRYIGNORE|MB_DEFBUTTON1|MB_DEFBUTTON2|MB_DEFBUTTON3|MB_DEFBUTTON4|MB_ICONEXCLAMATION|MB_ICONINFORMATION|MB_ICONQUESTION|MB_ICONSTOP|MB_OK|MB_OKCANCEL|MB_RETRYCANCEL|MB_RIGHT|MB_RTLREADING|MB_SETFOREGROUND|MB_TOPMOST|MB_USERICON|MB_YESNO|NORMAL|OFFLINE|READONLY|SHCTX|SHELL_CONTEXT|SYSTEM|TEMPORARY)"},{className:"class",begin:/\w+\:\:\w+/},e.NUMBER_MODE]}}},"5FvQ":function(e){e.exports=function(e){var t={className:"string",variants:[e.inherit(e.QUOTE_STRING_MODE,{begin:'((u8?|U)|L)?"'}),{begin:'(u8?|U)?R"',end:'"',contains:[e.BACKSLASH_ESCAPE]},{begin:"'\\\\?.",end:"'",illegal:"."}]},r={className:"number",variants:[{begin:"\\b(\\d+(\\.\\d*)?|\\.\\d+)(u|U|l|L|ul|UL|f|F)"},{begin:e.C_NUMBER_RE}],relevance:0},n={className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"if else elif endif define undef ifdef ifndef"},contains:[{begin:/\\\n/,relevance:0},{beginKeywords:"include",end:"$",keywords:{"meta-keyword":"include"},contains:[e.inherit(t,{className:"meta-string"}),{className:"meta-string",begin:"<",end:">",illegal:"\\n"}]},t,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},o={className:"variable",begin:"\\&[a-z\\d_]*\\b"},a={className:"meta-keyword",begin:"/[a-z][a-z\\d-]*/"},i={className:"symbol",begin:"^\\s*[a-zA-Z_][a-zA-Z\\d_]*:"},s={className:"params",begin:"<",end:">",contains:[r,o]},l={className:"class",begin:/[a-zA-Z_][a-zA-Z\d_@]*\s{/,end:/[{;=]/,returnBegin:!0,excludeEnd:!0};return{keywords:"",contains:[{className:"class",begin:"/\\s*{",end:"};",relevance:10,contains:[o,a,i,l,s,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,t]},o,a,i,l,s,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,t,n,{begin:e.IDENT_RE+"::",keywords:""}]}}},"5IsQ":function(e){function t(){throw new Error("setTimeout has not been defined")}function r(){throw new Error("clearTimeout has not been defined")}function n(e){if(l===setTimeout)return setTimeout(e,0);if((l===t||!l)&&setTimeout)return l=setTimeout,setTimeout(e,0);try{return l(e,0)}catch(t){try{return l.call(null,e,0)}catch(t){return l.call(this,e,0)}}}function o(){p&&d&&(p=!1,d.length?u=d.concat(u):m=-1,u.length&&a())}function a(){if(!p){var e=n(o);p=!0;for(var t=u.length;t;){for(d=u,u=[];++m1)for(var r=1;r/g,">")}function r(e){return e.nodeName.toLowerCase()}function n(e,t){var r=e&&e.exec(t);return r&&0===r.index}function o(e){return h.test(e)}function a(e){var t,r={},n=Array.prototype.slice.call(arguments,1);for(t in e)r[t]=e[t];return n.forEach((function(e){for(t in e)r[t]=e[t]})),r}function i(e){var t=[];return function e(n,o){for(var a=n.firstChild;a;a=a.nextSibling)3===a.nodeType?o+=a.nodeValue.length:1===a.nodeType&&(t.push({event:"start",offset:o,node:a}),o=e(a,o),r(a).match(/br|hr|img|input/)||t.push({event:"stop",offset:o,node:a}));return o}(e,0),t}function s(e){function t(e){return e&&e.source||e}function r(r,n){return new RegExp(t(r),"m"+(e.case_insensitive?"i":"")+(n?"g":""))}!function n(o,i){if(!o.compiled){if(o.compiled=!0,o.keywords=o.keywords||o.beginKeywords,o.keywords){var s={},l=function(t,r){e.case_insensitive&&(r=r.toLowerCase()),r.split(" ").forEach((function(e){var r=e.split("|");s[r[0]]=[t,r[1]?Number(r[1]):1]}))};"string"==typeof o.keywords?l("keyword",o.keywords):f(o.keywords).forEach((function(e){l(e,o.keywords[e])})),o.keywords=s}o.lexemesRe=r(o.lexemes||/\w+/,!0),i&&(o.beginKeywords&&(o.begin="\\b("+o.beginKeywords.split(" ").join("|")+")\\b"),o.begin||(o.begin=/\B|\b/),o.beginRe=r(o.begin),o.endSameAsBegin&&(o.end=o.begin),o.end||o.endsWithParent||(o.end=/\B|\b/),o.end&&(o.endRe=r(o.end)),o.terminator_end=t(o.end)||"",o.endsWithParent&&i.terminator_end&&(o.terminator_end+=(o.end?"|":"")+i.terminator_end)),o.illegal&&(o.illegalRe=r(o.illegal)),null==o.relevance&&(o.relevance=1),o.contains||(o.contains=[]),o.contains=Array.prototype.concat.apply([],o.contains.map((function(e){return function(e){return e.variants&&!e.cached_variants&&(e.cached_variants=e.variants.map((function(t){return a(e,{variants:null},t)}))),e.cached_variants||e.endsWithParent&&[a(e)]||[e]}("self"===e?o:e)}))),o.contains.forEach((function(e){n(e,o)})),o.starts&&n(o.starts,i);var c=o.contains.map((function(e){return e.beginKeywords?"\\.?(?:"+e.begin+")\\.?":e.begin})).concat([o.terminator_end,o.illegal]).map(t).filter(Boolean);o.terminators=c.length?r(function(e,r){for(var n=/\[(?:[^\\\]]|\\.)*\]|\(\??|\\([1-9][0-9]*)|\\./,o=0,a="",i=0;i0&&(a+=r);l.length>0;){var c=n.exec(l);if(null==c){a+=l;break}a+=l.substring(0,c.index),l=l.substring(c.index+c[0].length),"\\"==c[0][0]&&c[1]?a+="\\"+String(Number(c[1])+s):(a+=c[0],"("==c[0]&&o++)}}return a}(c,"|"),!0):{exec:function(){return null}}}}(e)}function l(e,r,o,a){function i(e){return new RegExp(e.replace(/[-\/\\^$*+?.()|[\]{}]/g,"\\$&"),"m")}function _(e,t){var r=f.case_insensitive?t[0].toLowerCase():t[0];return e.keywords.hasOwnProperty(r)&&e.keywords[r]}function d(e,t,r,n){var o='')+t+(r?"":""):t}function u(){T+=null!=h.subLanguage?function(){var e="string"==typeof h.subLanguage;if(e&&!E[h.subLanguage])return t(C);var r=e?l(h.subLanguage,C,!0,S[h.subLanguage]):c(C,h.subLanguage.length?h.subLanguage:void 0);return h.relevance>0&&(y+=r.relevance),e&&(S[h.subLanguage]=r.top),d(r.language,r.value,!1,!0)}():function(){var e,r,n,o;if(!h.keywords)return t(C);for(o="",r=0,h.lexemesRe.lastIndex=0,n=h.lexemesRe.exec(C);n;)o+=t(C.substring(r,n.index)),(e=_(h,n))?(y+=e[1],o+=d(e[0],t(n[0]))):o+=t(n[0]),r=h.lexemesRe.lastIndex,n=h.lexemesRe.exec(C);return o+t(C.substr(r))}(),C=""}function m(e){T+=e.className?d(e.className,"",!0):"",h=Object.create(e,{parent:{value:h}})}function g(e,t){if(C+=e,null==t)return u(),0;var r=function(e,t){var r,o;for(r=0,o=t.contains.length;r"),h.skip||h.subLanguage||(y+=h.relevance),h=h.parent}while(h!==a.parent);return a.starts&&(a.endSameAsBegin&&(a.starts.endRe=a.endRe),m(a.starts)),s.returnEnd?0:t.length}if(function(e,t){return!o&&n(t.illegalRe,e)}(t,h))throw new Error('Illegal lexeme "'+t+'" for mode "'+(h.className||"")+'"');return C+=t,t.length||1}var f=p(e);if(!f)throw new Error('Unknown language: "'+e+'"');s(f);var b,h=a||f,S={},T="";for(b=h;b!==f;b=b.parent)b.className&&(T=d(b.className,"",!0)+T);var C="",y=0;try{for(var R,N,O=0;h.terminators.lastIndex=O,R=h.terminators.exec(r);)N=g(r.substring(O,R.index),R[0]),O=R.index+N;for(g(r.substr(O)),b=h;b.parent;b=b.parent)b.className&&(T+="");return{relevance:y,value:T,language:e,top:h}}catch(e){if(e.message&&-1!==e.message.indexOf("Illegal"))return{relevance:0,value:t(r)};throw e}}function c(e,r){r=r||v.languages||f(E);var n={relevance:0,value:t(e)},o=n;return r.filter(p).filter(m).forEach((function(t){var r=l(t,e,!1);r.language=t,r.relevance>o.relevance&&(o=r),r.relevance>n.relevance&&(o=n,n=r)})),o.language&&(n.second_best=o),n}function _(e){return v.tabReplace||v.useBR?e.replace(T,(function(e,t){return v.useBR&&"\n"===e?"
":v.tabReplace?t.replace(/\t/g,v.tabReplace):""})):e}function d(e){var n,a,s,d,u,m=function(e){var t,r,n,a,i=e.className+" ";if(r=S.exec(i+=e.parentNode?e.parentNode.className:""))return p(r[1])?r[1]:"no-highlight";for(t=0,n=(i=i.split(/\s+/)).length;t/g,"\n"):n=e,u=n.textContent,s=m?l(m,u,!0):c(u),(a=i(n)).length&&((d=document.createElementNS("http://www.w3.org/1999/xhtml","div")).innerHTML=s.value,s.value=function(e,n,o){function a(){return e.length&&n.length?e[0].offset!==n[0].offset?e[0].offset"}function s(e){_+=""}function l(e){("start"===e.event?i:s)(e.node)}for(var c=0,_="",d=[];e.length||n.length;){var u=a();if(_+=t(o.substring(c,u[0].offset)),c=u[0].offset,u===e){d.reverse().forEach(s);do{l(u.splice(0,1)[0]),u=a()}while(u===e&&u.length&&u[0].offset===c);d.reverse().forEach(i)}else"start"===u[0].event?d.push(u[0].node):d.pop(),l(u.splice(0,1)[0])}return _+t(o.substr(c))}(a,i(d),u)),s.value=_(s.value),e.innerHTML=s.value,e.className=function(e,t,r){var n=t?b[t]:r,o=[e.trim()];return e.match(/\bhljs\b/)||o.push("hljs"),-1===e.indexOf(n)&&o.push(n),o.join(" ").trim()}(e.className,m,s.language),e.result={language:s.language,re:s.relevance},s.second_best&&(e.second_best={language:s.second_best.language,re:s.second_best.relevance}))}function u(){if(!u.called){u.called=!0;var e=document.querySelectorAll("pre code");g.forEach.call(e,d)}}function p(e){return e=(e||"").toLowerCase(),E[e]||E[b[e]]}function m(e){var t=p(e);return t&&!t.disableAutodetect}var g=[],f=Object.keys,E={},b={},h=/^(no-?highlight|plain|text)$/i,S=/\blang(?:uage)?-([\w-]+)\b/i,T=/((^(<[^>]+>|\t|)+|(?:\n)))/gm,v={classPrefix:"hljs-",tabReplace:null,useBR:!1,languages:void 0};return e.highlight=l,e.highlightAuto=c,e.fixMarkup=_,e.highlightBlock=d,e.configure=function(e){v=a(v,e)},e.initHighlighting=u,e.initHighlightingOnLoad=function(){addEventListener("DOMContentLoaded",u,!1),addEventListener("load",u,!1)},e.registerLanguage=function(t,r){var n=E[t]=r(e);n.aliases&&n.aliases.forEach((function(e){b[e]=t}))},e.listLanguages=function(){return f(E)},e.getLanguage=p,e.autoDetection=m,e.inherit=a,e.IDENT_RE="[a-zA-Z]\\w*",e.UNDERSCORE_IDENT_RE="[a-zA-Z_]\\w*",e.NUMBER_RE="\\b\\d+(\\.\\d+)?",e.C_NUMBER_RE="(-?)(\\b0[xX][a-fA-F0-9]+|(\\b\\d+(\\.\\d*)?|\\.\\d+)([eE][-+]?\\d+)?)",e.BINARY_NUMBER_RE="\\b(0b[01]+)",e.RE_STARTERS_RE="!|!=|!==|%|%=|&|&&|&=|\\*|\\*=|\\+|\\+=|,|-|-=|/=|/|:|;|<<|<<=|<=|<|===|==|=|>>>=|>>=|>=|>>>|>>|>|\\?|\\[|\\{|\\(|\\^|\\^=|\\||\\|=|\\|\\||~",e.BACKSLASH_ESCAPE={begin:"\\\\[\\s\\S]",relevance:0},e.APOS_STRING_MODE={className:"string",begin:"'",end:"'",illegal:"\\n",contains:[e.BACKSLASH_ESCAPE]},e.QUOTE_STRING_MODE={className:"string",begin:'"',end:'"',illegal:"\\n",contains:[e.BACKSLASH_ESCAPE]},e.PHRASAL_WORDS_MODE={begin:/\b(a|an|the|are|I'm|isn't|don't|doesn't|won't|but|just|should|pretty|simply|enough|gonna|going|wtf|so|such|will|you|your|they|like|more)\b/},e.COMMENT=function(t,r,n){var o=e.inherit({className:"comment",begin:t,end:r,contains:[]},n||{});return o.contains.push(e.PHRASAL_WORDS_MODE),o.contains.push({className:"doctag",begin:"(?:TODO|FIXME|NOTE|BUG|XXX):",relevance:0}),o},e.C_LINE_COMMENT_MODE=e.COMMENT("//","$"),e.C_BLOCK_COMMENT_MODE=e.COMMENT("/\\*","\\*/"),e.HASH_COMMENT_MODE=e.COMMENT("#","$"),e.NUMBER_MODE={className:"number",begin:e.NUMBER_RE,relevance:0},e.C_NUMBER_MODE={className:"number",begin:e.C_NUMBER_RE,relevance:0},e.BINARY_NUMBER_MODE={className:"number",begin:e.BINARY_NUMBER_RE,relevance:0},e.CSS_NUMBER_MODE={className:"number",begin:e.NUMBER_RE+"(%|em|ex|ch|rem|vw|vh|vmin|vmax|cm|mm|in|pt|pc|px|deg|grad|rad|turn|s|ms|Hz|kHz|dpi|dpcm|dppx)?",relevance:0},e.REGEXP_MODE={className:"regexp",begin:/\//,end:/\/[gimuy]*/,illegal:/\n/,contains:[e.BACKSLASH_ESCAPE,{begin:/\[/,end:/\]/,relevance:0,contains:[e.BACKSLASH_ESCAPE]}]},e.TITLE_MODE={className:"title",begin:e.IDENT_RE,relevance:0},e.UNDERSCORE_TITLE_MODE={className:"title",begin:e.UNDERSCORE_IDENT_RE,relevance:0},e.METHOD_GUARD={begin:"\\.\\s*"+e.UNDERSCORE_IDENT_RE,relevance:0},e},o="object"==typeof window&&window||"object"==typeof self&&self,t.nodeType?o&&(o.hljs=n({}),void 0===(r=function(){return o.hljs}.apply(t,[]))||(e.exports=r)):n(t)},"5puq":function(e){e.exports=function(e){var t="[a-zA-Z_]\\w*[!?=]?|[-+~]\\@|<<|>>|=~|===?|<=>|[<>]=?|\\*\\*|[-/+%^&*~`|]|\\[\\]=?",r={keyword:"and then defined module in return redo if BEGIN retry end for self when next until do begin unless END rescue else break undef not super class case require yield alias while ensure elsif or include attr_reader attr_writer attr_accessor",literal:"true false nil"},n={className:"doctag",begin:"@[A-Za-z]+"},o={begin:"#<",end:">"},a=[e.COMMENT("#","$",{contains:[n]}),e.COMMENT("^\\=begin","^\\=end",{contains:[n],relevance:10}),e.COMMENT("^__END__","\\n$")],i={className:"subst",begin:"#\\{",end:"}",keywords:r},s={className:"string",contains:[e.BACKSLASH_ESCAPE,i],variants:[{begin:/'/,end:/'/},{begin:/"/,end:/"/},{begin:/`/,end:/`/},{begin:"%[qQwWx]?\\(",end:"\\)"},{begin:"%[qQwWx]?\\[",end:"\\]"},{begin:"%[qQwWx]?{",end:"}"},{begin:"%[qQwWx]?<",end:">"},{begin:"%[qQwWx]?/",end:"/"},{begin:"%[qQwWx]?%",end:"%"},{begin:"%[qQwWx]?-",end:"-"},{begin:"%[qQwWx]?\\|",end:"\\|"},{begin:/\B\?(\\\d{1,3}|\\x[A-Fa-f0-9]{1,2}|\\u[A-Fa-f0-9]{4}|\\?\S)\b/},{begin:/<<[-~]?'?(\w+)(?:.|\n)*?\n\s*\1\b/,returnBegin:!0,contains:[{begin:/<<[-~]?'?/},{begin:/\w+/,endSameAsBegin:!0,contains:[e.BACKSLASH_ESCAPE,i]}]}]},l={className:"params",begin:"\\(",end:"\\)",endsParent:!0,keywords:r},c=[s,o,{className:"class",beginKeywords:"class module",end:"$|;",illegal:/=/,contains:[e.inherit(e.TITLE_MODE,{begin:"[A-Za-z_]\\w*(::\\w+)*(\\?|\\!)?"}),{begin:"<\\s*",contains:[{begin:"("+e.IDENT_RE+"::)?"+e.IDENT_RE}]}].concat(a)},{className:"function",beginKeywords:"def",end:"$|;",contains:[e.inherit(e.TITLE_MODE,{begin:t}),l].concat(a)},{begin:e.IDENT_RE+"::"},{className:"symbol",begin:e.UNDERSCORE_IDENT_RE+"(\\!|\\?)?:",relevance:0},{className:"symbol",begin:":(?!\\s)",contains:[s,{begin:t}],relevance:0},{className:"number",begin:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",relevance:0},{begin:"(\\$\\W)|((\\$|\\@\\@?)(\\w+))"},{className:"params",begin:/\|/,end:/\|/,keywords:r},{begin:"("+e.RE_STARTERS_RE+"|unless)\\s*",keywords:"unless",contains:[o,{className:"regexp",contains:[e.BACKSLASH_ESCAPE,i],illegal:/\n/,variants:[{begin:"/",end:"/[a-z]*"},{begin:"%r{",end:"}[a-z]*"},{begin:"%r\\(",end:"\\)[a-z]*"},{begin:"%r!",end:"![a-z]*"},{begin:"%r\\[",end:"\\][a-z]*"}]}].concat(a),relevance:0}].concat(a);i.contains=c,l.contains=c;return{aliases:["rb","gemspec","podspec","thor","irb"],keywords:r,illegal:/\/\*/,contains:a.concat([{begin:/^\s*=>/,starts:{end:"$",contains:c}},{className:"meta",begin:"^([>?]>|[\\w#]+\\(\\w+\\):\\d+:\\d+>|(\\w+-)?\\d+\\.\\d+\\.\\d(p\\d+)?[^>]+>)",starts:{end:"$",contains:c}}]).concat(c)}}},"63Ad":function(e){e.exports=function(e){return e&&e.__esModule?e:{default:e}}},"6LlI":function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(11).then(function(){var t=r("hkqw");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},"6f5H":function(e){e.exports=function(){return{aliases:["console"],contains:[{className:"meta",begin:"^\\s{0,3}[\\w\\d\\[\\]()@-]*[>%$#]",starts:{end:"$",subLanguage:"bash"}}]}}},"6g+T":function(e){e.exports=function(e){var t="([a-zA-Z]|\\.[a-zA-Z.])[a-zA-Z0-9._]*";return{contains:[e.HASH_COMMENT_MODE,{begin:t,lexemes:t,keywords:{keyword:"function if in break next repeat else for return switch while try tryCatch stop warning require library attach detach source setMethod setGeneric setGroupGeneric setClass ...",literal:"NULL NA TRUE FALSE T F Inf NaN NA_integer_|10 NA_real_|10 NA_character_|10 NA_complex_|10"},relevance:0},{className:"number",begin:"0[xX][0-9a-fA-F]+[Li]?\\b",relevance:0},{className:"number",begin:"\\d+(?:[eE][+\\-]?\\d*)?L\\b",relevance:0},{className:"number",begin:"\\d+\\.(?!\\d)(?:i\\b)?",relevance:0},{className:"number",begin:"\\d+(?:\\.\\d*)?(?:[eE][+\\-]?\\d*)?i?\\b",relevance:0},{className:"number",begin:"\\.\\d+(?:[eE][+\\-]?\\d*)?i?\\b",relevance:0},{begin:"`",end:"`",relevance:0},{className:"string",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:'"',end:'"'},{begin:"'",end:"'"}]}]}}},"75ri":function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(16).then(function(){var t=r("UvCR");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},"7Sho":function(e){e.exports=function(e){var t="([-a-zA-Z$._][\\w\\-$.]*)";return{keywords:"begin end true false declare define global constant private linker_private internal available_externally linkonce linkonce_odr weak weak_odr appending dllimport dllexport common default hidden protected extern_weak external thread_local zeroinitializer undef null to tail target triple datalayout volatile nuw nsw nnan ninf nsz arcp fast exact inbounds align addrspace section alias module asm sideeffect gc dbg linker_private_weak attributes blockaddress initialexec localdynamic localexec prefix unnamed_addr ccc fastcc coldcc x86_stdcallcc x86_fastcallcc arm_apcscc arm_aapcscc arm_aapcs_vfpcc ptx_device ptx_kernel intel_ocl_bicc msp430_intrcc spir_func spir_kernel x86_64_sysvcc x86_64_win64cc x86_thiscallcc cc c signext zeroext inreg sret nounwind noreturn noalias nocapture byval nest readnone readonly inlinehint noinline alwaysinline optsize ssp sspreq noredzone noimplicitfloat naked builtin cold nobuiltin noduplicate nonlazybind optnone returns_twice sanitize_address sanitize_memory sanitize_thread sspstrong uwtable returned type opaque eq ne slt sgt sle sge ult ugt ule uge oeq one olt ogt ole oge ord uno ueq une x acq_rel acquire alignstack atomic catch cleanup filter inteldialect max min monotonic nand personality release seq_cst singlethread umax umin unordered xchg add fadd sub fsub mul fmul udiv sdiv fdiv urem srem frem shl lshr ashr and or xor icmp fcmp phi call trunc zext sext fptrunc fpext uitofp sitofp fptoui fptosi inttoptr ptrtoint bitcast addrspacecast select va_arg ret br switch invoke unwind unreachable indirectbr landingpad resume malloc alloca free load store getelementptr extractelement insertelement shufflevector getresult extractvalue insertvalue atomicrmw cmpxchg fence argmemonly double",contains:[{className:"keyword",begin:"i\\d+"},e.COMMENT(";","\\n",{relevance:0}),e.QUOTE_STRING_MODE,{className:"string",variants:[{begin:'"',end:'[^\\\\]"'}],relevance:0},{className:"title",variants:[{begin:"@"+t},{begin:"@\\d+"},{begin:"!"+t},{begin:"!\\d+"+t}]},{className:"symbol",variants:[{begin:"%"+t},{begin:"%\\d+"},{begin:"#\\d+"}]},{className:"number",variants:[{begin:"0[xX][a-fA-F0-9]+"},{begin:"-?\\d+(?:[.]\\d+)?(?:[eE][-+]?\\d+(?:[.]\\d+)?)?"}],relevance:0}]}}},"7UEW":function(e,t,r){"use strict";r.d(t,"a",(function(){return n}));var n=function(){function e(){this._hasWeakSet="function"==typeof WeakSet,this._inner=this._hasWeakSet?new WeakSet:[]}return e.prototype.memoize=function(e){if(this._hasWeakSet)return!!this._inner.has(e)||(this._inner.add(e),!1);for(var t=0;t0?parseInt(r):null};s/}]}}},"7qbZ":function(e){e.exports=function(e){var t="[a-zA-Z_\\-\\+\\*\\/\\<\\=\\>\\&\\#][a-zA-Z0-9_\\-\\+\\*\\/\\<\\=\\>\\&\\#!]*",r="(\\-|\\+)?\\d+(\\.\\d+|\\/\\d+)?((d|e|f|l|s|D|E|F|L|S)(\\+|\\-)?\\d+)?",n={className:"literal",begin:"\\b(t{1}|nil)\\b"},o={className:"number",variants:[{begin:r,relevance:0},{begin:"#(b|B)[0-1]+(/[0-1]+)?"},{begin:"#(o|O)[0-7]+(/[0-7]+)?"},{begin:"#(x|X)[0-9a-fA-F]+(/[0-9a-fA-F]+)?"},{begin:"#(c|C)\\("+r+" +"+r,end:"\\)"}]},a=e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),i=e.COMMENT(";","$",{relevance:0}),s={begin:"\\*",end:"\\*"},l={className:"symbol",begin:"[:&]"+t},c={begin:t,relevance:0},_={begin:"\\|[^]*?\\|"},d={contains:[o,a,s,l,{begin:"\\(",end:"\\)",contains:["self",n,a,o,c]},c],variants:[{begin:"['`]\\(",end:"\\)"},{begin:"\\(quote ",end:"\\)",keywords:{name:"quote"}},{begin:"'\\|[^]*?\\|"}]},u={variants:[{begin:"'"+t},{begin:"#'"+t+"(::"+t+")*"}]},p={begin:"\\(\\s*",end:"\\)"},m={endsWithParent:!0,relevance:0};return p.contains=[{className:"name",variants:[{begin:t},{begin:"\\|[^]*?\\|"}]},m],m.contains=[d,u,p,n,o,a,i,s,l,_,c],{illegal:/\S/,contains:[o,{className:"meta",begin:"^#!",end:"$"},n,a,i,d,u,p,c]}}},"862k":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"white",color:"black"},"hljs-comment":{color:"#008000"},"hljs-quote":{color:"#008000"},"hljs-variable":{color:"#008000"},"hljs-keyword":{color:"#00f"},"hljs-selector-tag":{color:"#00f"},"hljs-built_in":{color:"#00f"},"hljs-name":{color:"#00f"},"hljs-tag":{color:"#00f"},"hljs-string":{color:"#a31515"},"hljs-title":{color:"#a31515"},"hljs-section":{color:"#a31515"},"hljs-attribute":{color:"#a31515"},"hljs-literal":{color:"#a31515"},"hljs-template-tag":{color:"#a31515"},"hljs-template-variable":{color:"#a31515"},"hljs-type":{color:"#a31515"},"hljs-addition":{color:"#a31515"},"hljs-deletion":{color:"#2b91af"},"hljs-selector-attr":{color:"#2b91af"},"hljs-selector-pseudo":{color:"#2b91af"},"hljs-meta":{color:"#2b91af"},"hljs-doctag":{color:"#808080"},"hljs-attr":{color:"#f00"},"hljs-symbol":{color:"#00b0e8"},"hljs-bullet":{color:"#00b0e8"},"hljs-link":{color:"#00b0e8"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"8CEn":function(e){e.exports=function(e){return{keywords:{literal:"true false",keyword:"case class def else enum if impl import in lat rel index let match namespace switch type yield with"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"string",begin:/'(.|\\[xXuU][a-zA-Z0-9]+)'/},{className:"string",variants:[{begin:'"',end:'"'}]},{className:"function",beginKeywords:"def",end:/[:={\[(\n;]/,excludeEnd:!0,contains:[{className:"title",begin:/[^0-9\n\t "'(),.`{}\[\]:;][^\n\t "'(),.`{}\[\]:;]+|[^0-9\n\t "'(),.`{}\[\]:;=]/}]},e.C_NUMBER_MODE]}}},"8QGF":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#232323",color:"#e6e1dc"},"hljs-comment":{color:"#bc9458",fontStyle:"italic"},"hljs-quote":{color:"#bc9458",fontStyle:"italic"},"hljs-keyword":{color:"#c26230"},"hljs-selector-tag":{color:"#c26230"},"hljs-string":{color:"#a5c261"},"hljs-number":{color:"#a5c261"},"hljs-regexp":{color:"#a5c261"},"hljs-variable":{color:"#a5c261"},"hljs-template-variable":{color:"#a5c261"},"hljs-subst":{color:"#519f50"},"hljs-tag":{color:"#e8bf6a"},"hljs-name":{color:"#e8bf6a"},"hljs-type":{color:"#da4939"},"hljs-symbol":{color:"#6d9cbe"},"hljs-bullet":{color:"#6d9cbe"},"hljs-built_in":{color:"#6d9cbe"},"hljs-builtin-name":{color:"#6d9cbe"},"hljs-attr":{color:"#6d9cbe"},"hljs-link":{color:"#6d9cbe",textDecoration:"underline"},"hljs-params":{color:"#d0d0ff"},"hljs-attribute":{color:"#cda869"},"hljs-meta":{color:"#9b859d"},"hljs-title":{color:"#ffc66d"},"hljs-section":{color:"#ffc66d"},"hljs-addition":{backgroundColor:"#144212",color:"#e6e1dc",display:"inline-block",width:"100%"},"hljs-deletion":{backgroundColor:"#600",color:"#e6e1dc",display:"inline-block",width:"100%"},"hljs-selector-class":{color:"#9b703f"},"hljs-selector-id":{color:"#8b98ab"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"8VmE":function(e){function t(){return e.exports=t=Object.assign||function(e){for(var t=1;t/},n={className:"string",contains:[e.BACKSLASH_ESCAPE,r],variants:[{begin:'b"',end:'"'},{begin:"b'",end:"'"},e.inherit(e.APOS_STRING_MODE,{illegal:null}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null})]},o={variants:[e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE]};return{aliases:["php","php3","php4","php5","php6","php7"],case_insensitive:!0,keywords:"and include_once list abstract global private echo interface as static endswitch array null if endwhile or const for endforeach self var while isset public protected exit foreach throw elseif include __FILE__ empty require_once do xor return parent clone use __CLASS__ __LINE__ else break print eval new catch __METHOD__ case exception default die require __FUNCTION__ enddeclare final try switch continue endfor endif declare unset true false trait goto instanceof insteadof __DIR__ __NAMESPACE__ yield finally",contains:[e.HASH_COMMENT_MODE,e.COMMENT("//","$",{contains:[r]}),e.COMMENT("/\\*","\\*/",{contains:[{className:"doctag",begin:"@[A-Za-z]+"}]}),e.COMMENT("__halt_compiler.+?;",!1,{endsWithParent:!0,keywords:"__halt_compiler",lexemes:e.UNDERSCORE_IDENT_RE}),{className:"string",begin:/<<<['"]?\w+['"]?$/,end:/^\w+;?$/,contains:[e.BACKSLASH_ESCAPE,{className:"subst",variants:[{begin:/\$\w+/},{begin:/\{\$/,end:/\}/}]}]},r,{className:"keyword",begin:/\$this\b/},t,{begin:/(::|->)+[a-zA-Z_\x7f-\xff][a-zA-Z0-9_\x7f-\xff]*/},{className:"function",beginKeywords:"function",end:/[;{]/,excludeEnd:!0,illegal:"\\$|\\[|%",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",begin:"\\(",end:"\\)",contains:["self",t,e.C_BLOCK_COMMENT_MODE,n,o]}]},{className:"class",beginKeywords:"class interface",end:"{",excludeEnd:!0,illegal:/[:\(\$"]/,contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"namespace",end:";",illegal:/[\.']/,contains:[e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"use",end:";",contains:[e.UNDERSCORE_TITLE_MODE]},{begin:"=>"},n,o]}}},"9mI7":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#222",color:"#aaa"},"hljs-subst":{color:"#aaa"},"hljs-section":{color:"#fff",fontWeight:"bold"},"hljs-comment":{color:"#444"},"hljs-quote":{color:"#444"},"hljs-meta":{color:"#444"},"hljs-string":{color:"#ffcc33"},"hljs-symbol":{color:"#ffcc33"},"hljs-bullet":{color:"#ffcc33"},"hljs-regexp":{color:"#ffcc33"},"hljs-number":{color:"#00cc66"},"hljs-addition":{color:"#00cc66"},"hljs-built_in":{color:"#32aaee"},"hljs-builtin-name":{color:"#32aaee"},"hljs-literal":{color:"#32aaee"},"hljs-type":{color:"#32aaee"},"hljs-template-variable":{color:"#32aaee"},"hljs-attribute":{color:"#32aaee"},"hljs-link":{color:"#32aaee"},"hljs-keyword":{color:"#6644aa"},"hljs-selector-tag":{color:"#6644aa"},"hljs-name":{color:"#6644aa"},"hljs-selector-id":{color:"#6644aa"},"hljs-selector-class":{color:"#6644aa"},"hljs-title":{color:"#bb1166"},"hljs-variable":{color:"#bb1166"},"hljs-deletion":{color:"#bb1166"},"hljs-template-tag":{color:"#bb1166"},"hljs-doctag":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},"9mLN":function(e){e.exports=function(e){var t=e.inherit(e.QUOTE_STRING_MODE,{illegal:""}),r={className:"params",begin:"\\(",end:"\\)",contains:["self",e.C_NUMBER_MODE,t]},n=e.COMMENT("--","$"),o=e.COMMENT("\\(\\*","\\*\\)",{contains:["self",n]});return{aliases:["osascript"],keywords:{keyword:"about above after against and around as at back before beginning behind below beneath beside between but by considering contain contains continue copy div does eighth else end equal equals error every exit fifth first for fourth from front get given global if ignoring in into is it its last local me middle mod my ninth not of on onto or over prop property put ref reference repeat returning script second set seventh since sixth some tell tenth that the|0 then third through thru timeout times to transaction try until where while whose with without",literal:"AppleScript false linefeed return pi quote result space tab true",built_in:"alias application boolean class constant date file integer list number real record string text activate beep count delay launch log offset read round run say summarize write character characters contents day frontmost id item length month name paragraph paragraphs rest reverse running time version weekday word words year"},contains:[t,e.C_NUMBER_MODE,{className:"built_in",begin:"\\b(clipboard info|the clipboard|info for|list (disks|folder)|mount volume|path to|(close|open for) access|(get|set) eof|current date|do shell script|get volume settings|random number|set volume|system attribute|system info|time to GMT|(load|run|store) script|scripting components|ASCII (character|number)|localized string|choose (application|color|file|file name|folder|from list|remote application|URL)|display (alert|dialog))\\b|^\\s*return\\b"},{className:"literal",begin:"\\b(text item delimiters|current application|missing value)\\b"},{className:"keyword",begin:"\\b(apart from|aside from|instead of|out of|greater than|isn't|(doesn't|does not) (equal|come before|come after|contain)|(greater|less) than( or equal)?|(starts?|ends|begins?) with|contained by|comes (before|after)|a (ref|reference)|POSIX file|POSIX path|(date|time) string|quoted form)\\b"},{beginKeywords:"on",illegal:"[${=;\\n]",contains:[e.UNDERSCORE_TITLE_MODE,r]}].concat([n,o,e.HASH_COMMENT_MODE]),illegal:"//|->|=>|\\[\\["}}},"9o2t":function(e){e.exports=function(e){var t={keyword:"abstract as base bool break byte case catch char checked const continue decimal default delegate do double enum event explicit extern finally fixed float for foreach goto if implicit in int interface internal is lock long nameof object operator out override params private protected public readonly ref sbyte sealed short sizeof stackalloc static string struct switch this try typeof uint ulong unchecked unsafe ushort using virtual void volatile while add alias ascending async await by descending dynamic equals from get global group into join let on orderby partial remove select set value var where yield",literal:"null false true"},r={className:"number",variants:[{begin:"\\b(0b[01']+)"},{begin:"(-?)\\b([\\d']+(\\.[\\d']*)?|\\.[\\d']+)(u|U|l|L|ul|UL|f|F|b|B)"},{begin:"(-?)(\\b0[xX][a-fA-F0-9']+|(\\b[\\d']+(\\.[\\d']*)?|\\.[\\d']+)([eE][-+]?[\\d']+)?)"}],relevance:0},n={className:"string",begin:'@"',end:'"',contains:[{begin:'""'}]},o=e.inherit(n,{illegal:/\n/}),a={className:"subst",begin:"{",end:"}",keywords:t},i=e.inherit(a,{illegal:/\n/}),s={className:"string",begin:/\$"/,end:'"',illegal:/\n/,contains:[{begin:"{{"},{begin:"}}"},e.BACKSLASH_ESCAPE,i]},l={className:"string",begin:/\$@"/,end:'"',contains:[{begin:"{{"},{begin:"}}"},{begin:'""'},a]},c=e.inherit(l,{illegal:/\n/,contains:[{begin:"{{"},{begin:"}}"},{begin:'""'},i]});a.contains=[l,s,n,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,r,e.C_BLOCK_COMMENT_MODE],i.contains=[c,s,o,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,r,e.inherit(e.C_BLOCK_COMMENT_MODE,{illegal:/\n/})];var _={variants:[l,s,n,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]},d=e.IDENT_RE+"(<"+e.IDENT_RE+"(\\s*,\\s*"+e.IDENT_RE+")*>)?(\\[\\])?";return{aliases:["csharp","c#"],keywords:t,illegal:/::/,contains:[e.COMMENT("///","$",{returnBegin:!0,contains:[{className:"doctag",variants:[{begin:"///",relevance:0},{begin:"\x3c!--|--\x3e"},{begin:""}]}]}),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"if else elif endif define undef warning error line region endregion pragma checksum"}},_,r,{beginKeywords:"class interface",end:/[{;=]/,illegal:/[^\s:,]/,contains:[e.TITLE_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},{beginKeywords:"namespace",end:/[{;=]/,illegal:/[^\s:]/,contains:[e.inherit(e.TITLE_MODE,{begin:"[a-zA-Z](\\.?\\w)*"}),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},{className:"meta",begin:"^\\s*\\[",excludeBegin:!0,end:"\\]",excludeEnd:!0,contains:[{className:"meta-string",begin:/"/,end:/"/}]},{beginKeywords:"new return throw await else",relevance:0},{className:"function",begin:"("+d+"\\s+)+"+e.IDENT_RE+"\\s*\\(",returnBegin:!0,end:/\s*[{;=]/,excludeEnd:!0,keywords:t,contains:[{begin:e.IDENT_RE+"\\s*\\(",returnBegin:!0,contains:[e.TITLE_MODE],relevance:0},{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,keywords:t,relevance:0,contains:[_,r,e.C_BLOCK_COMMENT_MODE]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]}]}}},AGdH:function(e){e.exports=function(e){return{case_insensitive:!0,aliases:["mips"],lexemes:"\\.?"+e.IDENT_RE,keywords:{meta:".2byte .4byte .align .ascii .asciz .balign .byte .code .data .else .end .endif .endm .endr .equ .err .exitm .extern .global .hword .if .ifdef .ifndef .include .irp .long .macro .rept .req .section .set .skip .space .text .word .ltorg ",built_in:"$0 $1 $2 $3 $4 $5 $6 $7 $8 $9 $10 $11 $12 $13 $14 $15 $16 $17 $18 $19 $20 $21 $22 $23 $24 $25 $26 $27 $28 $29 $30 $31 zero at v0 v1 a0 a1 a2 a3 a4 a5 a6 a7 t0 t1 t2 t3 t4 t5 t6 t7 t8 t9 s0 s1 s2 s3 s4 s5 s6 s7 s8 k0 k1 gp sp fp ra $f0 $f1 $f2 $f2 $f4 $f5 $f6 $f7 $f8 $f9 $f10 $f11 $f12 $f13 $f14 $f15 $f16 $f17 $f18 $f19 $f20 $f21 $f22 $f23 $f24 $f25 $f26 $f27 $f28 $f29 $f30 $f31 Context Random EntryLo0 EntryLo1 Context PageMask Wired EntryHi HWREna BadVAddr Count Compare SR IntCtl SRSCtl SRSMap Cause EPC PRId EBase Config Config1 Config2 Config3 LLAddr Debug DEPC DESAVE CacheErr ECC ErrorEPC TagLo DataLo TagHi DataHi WatchLo WatchHi PerfCtl PerfCnt "},contains:[{className:"keyword",begin:"\\b(addi?u?|andi?|b(al)?|beql?|bgez(al)?l?|bgtzl?|blezl?|bltz(al)?l?|bnel?|cl[oz]|divu?|ext|ins|j(al)?|jalr(.hb)?|jr(.hb)?|lbu?|lhu?|ll|lui|lw[lr]?|maddu?|mfhi|mflo|movn|movz|move|msubu?|mthi|mtlo|mul|multu?|nop|nor|ori?|rotrv?|sb|sc|se[bh]|sh|sllv?|slti?u?|srav?|srlv?|subu?|sw[lr]?|xori?|wsbh|abs.[sd]|add.[sd]|alnv.ps|bc1[ft]l?|c.(s?f|un|u?eq|[ou]lt|[ou]le|ngle?|seq|l[et]|ng[et]).[sd]|(ceil|floor|round|trunc).[lw].[sd]|cfc1|cvt.d.[lsw]|cvt.l.[dsw]|cvt.ps.s|cvt.s.[dlw]|cvt.s.p[lu]|cvt.w.[dls]|div.[ds]|ldx?c1|luxc1|lwx?c1|madd.[sd]|mfc1|mov[fntz]?.[ds]|msub.[sd]|mth?c1|mul.[ds]|neg.[ds]|nmadd.[ds]|nmsub.[ds]|p[lu][lu].ps|recip.fmt|r?sqrt.[ds]|sdx?c1|sub.[ds]|suxc1|swx?c1|break|cache|d?eret|[de]i|ehb|mfc0|mtc0|pause|prefx?|rdhwr|rdpgpr|sdbbp|ssnop|synci?|syscall|teqi?|tgei?u?|tlb(p|r|w[ir])|tlti?u?|tnei?|wait|wrpgpr)",end:"\\s"},e.COMMENT("[;#]","$"),e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,{className:"string",begin:"'",end:"[^\\\\]'",relevance:0},{className:"title",begin:"\\|",end:"\\|",illegal:"\\n",relevance:0},{className:"number",variants:[{begin:"0x[0-9a-f]+"},{begin:"\\b-?\\d+"}],relevance:0},{className:"symbol",variants:[{begin:"^\\s*[a-z_\\.\\$][a-z0-9_\\.\\$]+:"},{begin:"^\\s*[0-9]+:"},{begin:"[0-9]+[bf]"}],relevance:0}],illegal:"/"}}},"AHd/":function(e){e.exports=function(e){return{case_insensitive:!0,illegal:/[=\/|'\$]/,contains:[e.C_BLOCK_COMMENT_MODE,{className:"selector-id",begin:/#[A-Za-z0-9_-]+/},{className:"selector-class",begin:/\.[A-Za-z0-9_-]+/},{className:"selector-attr",begin:/\[/,end:/\]/,illegal:"$"},{className:"selector-pseudo",begin:/:(:)?[a-zA-Z0-9\_\-\+\(\)"'.]+/},{begin:"@(font-face|page)",lexemes:"[a-z-]+",keywords:"font-face page"},{begin:"@",end:"[{;]",illegal:/:/,contains:[{className:"keyword",begin:/\w+/},{begin:/\s/,endsWithParent:!0,excludeEnd:!0,relevance:0,contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.CSS_NUMBER_MODE]}]},{className:"selector-tag",begin:"[a-zA-Z-][a-zA-Z0-9_-]*",relevance:0},{begin:"{",end:"}",illegal:/\S/,contains:[e.C_BLOCK_COMMENT_MODE,{begin:/(?:[A-Z\_\.\-]+|--[a-zA-Z0-9_-]+)\s*:/,returnBegin:!0,end:";",endsWithParent:!0,contains:[{className:"attribute",begin:/\S/,end:":",excludeEnd:!0,starts:{endsWithParent:!0,excludeEnd:!0,contains:[{begin:/[\w-]+\(/,returnBegin:!0,contains:[{className:"built_in",begin:/[\w-]+/},{begin:/\(/,end:/\)/,contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]}]},e.CSS_NUMBER_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,e.C_BLOCK_COMMENT_MODE,{className:"number",begin:"#[0-9A-Fa-f]+"},{className:"meta",begin:"!important"}]}}]}]}]}}},AXrV:function(e){e.exports=function(){return{aliases:["i7"],case_insensitive:!0,keywords:{keyword:"thing room person man woman animal container supporter backdrop door scenery open closed locked inside gender is are say understand kind of rule"},contains:[{className:"string",begin:'"',end:'"',relevance:0,contains:[{className:"subst",begin:"\\[",end:"\\]"}]},{className:"section",begin:/^(Volume|Book|Part|Chapter|Section|Table)\b/,end:"$"},{begin:/^(Check|Carry out|Report|Instead of|To|Rule|When|Before|After)\b/,end:":",contains:[{begin:"\\(This",end:"\\)"}]},{className:"comment",begin:"\\[",end:"\\]",contains:["self"]}]}}},AdZH:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#fff",color:"#000"},"hljs-subst":{color:"#000"},"hljs-string":{color:"#756bb1"},"hljs-meta":{color:"#756bb1"},"hljs-symbol":{color:"#756bb1"},"hljs-template-tag":{color:"#756bb1"},"hljs-template-variable":{color:"#756bb1"},"hljs-addition":{color:"#756bb1"},"hljs-comment":{color:"#636363"},"hljs-quote":{color:"#636363"},"hljs-number":{color:"#31a354"},"hljs-regexp":{color:"#31a354"},"hljs-literal":{color:"#31a354"},"hljs-bullet":{color:"#31a354"},"hljs-link":{color:"#31a354"},"hljs-deletion":{color:"#88f"},"hljs-variable":{color:"#88f"},"hljs-keyword":{color:"#3182bd"},"hljs-selector-tag":{color:"#3182bd"},"hljs-title":{color:"#3182bd"},"hljs-section":{color:"#3182bd"},"hljs-built_in":{color:"#3182bd"},"hljs-doctag":{color:"#3182bd"},"hljs-type":{color:"#3182bd"},"hljs-tag":{color:"#3182bd"},"hljs-name":{color:"#3182bd"},"hljs-selector-id":{color:"#3182bd"},"hljs-selector-class":{color:"#3182bd"},"hljs-strong":{color:"#3182bd"},"hljs-emphasis":{fontStyle:"italic"},"hljs-attribute":{color:"#e6550d"}}},Azdn:function(e){e.exports=function(e){return{aliases:["dst"],case_insensitive:!0,subLanguage:"xml",contains:[{className:"template-tag",begin:/\{[#\/]/,end:/\}/,illegal:/;/,contains:[{className:"name",begin:/[a-zA-Z\.-]+/,starts:{endsWithParent:!0,relevance:0,contains:[e.QUOTE_STRING_MODE]}}]},{className:"template-variable",begin:/\{/,end:/\}/,illegal:/;/,keywords:"if eq ne lt lte gt gte select default math sep"}]}}},"B0R+":function(e){e.exports=function(e){var t={keyword:"and elif is global as in if from raise for except finally print import pass return exec else break not with class assert yield try while continue del or def lambda async await nonlocal|10",built_in:"Ellipsis NotImplemented",literal:"False None True"},r={className:"meta",begin:/^(>>>|\.\.\.) /},n={className:"subst",begin:/\{/,end:/\}/,keywords:t,illegal:/#/},o={className:"string",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:/(u|b)?r?'''/,end:/'''/,contains:[e.BACKSLASH_ESCAPE,r],relevance:10},{begin:/(u|b)?r?"""/,end:/"""/,contains:[e.BACKSLASH_ESCAPE,r],relevance:10},{begin:/(fr|rf|f)'''/,end:/'''/,contains:[e.BACKSLASH_ESCAPE,r,n]},{begin:/(fr|rf|f)"""/,end:/"""/,contains:[e.BACKSLASH_ESCAPE,r,n]},{begin:/(u|r|ur)'/,end:/'/,relevance:10},{begin:/(u|r|ur)"/,end:/"/,relevance:10},{begin:/(b|br)'/,end:/'/},{begin:/(b|br)"/,end:/"/},{begin:/(fr|rf|f)'/,end:/'/,contains:[e.BACKSLASH_ESCAPE,n]},{begin:/(fr|rf|f)"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,n]},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]},a={className:"number",relevance:0,variants:[{begin:e.BINARY_NUMBER_RE+"[lLjJ]?"},{begin:"\\b(0o[0-7]+)[lLjJ]?"},{begin:e.C_NUMBER_RE+"[lLjJ]?"}]},i={className:"params",begin:/\(/,end:/\)/,contains:["self",r,a,o]};return n.contains=[o,a,r],{aliases:["py","gyp","ipython"],keywords:t,illegal:/(<\/|->|\?)|=>/,contains:[r,a,o,e.HASH_COMMENT_MODE,{variants:[{className:"function",beginKeywords:"def"},{className:"class",beginKeywords:"class"}],end:/:/,illegal:/[${=;\n,]/,contains:[e.UNDERSCORE_TITLE_MODE,i,{begin:/->/,endsWithParent:!0,keywords:"None"}]},{className:"meta",begin:/^[\t ]*@/,end:/$/},{begin:/\b(print|exec)\(/}]}}},B4Ph:function(e){e.exports=function(e){return{case_insensitive:!0,contains:[{beginKeywords:"build create index delete drop explain infer|10 insert merge prepare select update upsert|10",end:/;/,endsWithParent:!0,keywords:{keyword:"all alter analyze and any array as asc begin between binary boolean break bucket build by call case cast cluster collate collection commit connect continue correlate cover create database dataset datastore declare decrement delete derived desc describe distinct do drop each element else end every except exclude execute exists explain fetch first flatten for force from function grant group gsi having if ignore ilike in include increment index infer inline inner insert intersect into is join key keys keyspace known last left let letting like limit lsm map mapping matched materialized merge minus namespace nest not number object offset on option or order outer over parse partition password path pool prepare primary private privilege procedure public raw realm reduce rename return returning revoke right role rollback satisfies schema select self semi set show some start statistics string system then to transaction trigger truncate under union unique unknown unnest unset update upsert use user using validate value valued values via view when where while with within work xor",literal:"true false null missing|5",built_in:"array_agg array_append array_concat array_contains array_count array_distinct array_ifnull array_length array_max array_min array_position array_prepend array_put array_range array_remove array_repeat array_replace array_reverse array_sort array_sum avg count max min sum greatest least ifmissing ifmissingornull ifnull missingif nullif ifinf ifnan ifnanorinf naninf neginfif posinfif clock_millis clock_str date_add_millis date_add_str date_diff_millis date_diff_str date_part_millis date_part_str date_trunc_millis date_trunc_str duration_to_str millis str_to_millis millis_to_str millis_to_utc millis_to_zone_name now_millis now_str str_to_duration str_to_utc str_to_zone_name decode_json encode_json encoded_size poly_length base64 base64_encode base64_decode meta uuid abs acos asin atan atan2 ceil cos degrees e exp ln log floor pi power radians random round sign sin sqrt tan trunc object_length object_names object_pairs object_inner_pairs object_values object_inner_values object_add object_put object_remove object_unwrap regexp_contains regexp_like regexp_position regexp_replace contains initcap length lower ltrim position repeat replace rtrim split substr title trim upper isarray isatom isboolean isnumber isobject isstring type toarray toatom toboolean tonumber toobject tostring"},contains:[{className:"string",begin:"'",end:"'",contains:[e.BACKSLASH_ESCAPE],relevance:0},{className:"string",begin:'"',end:'"',contains:[e.BACKSLASH_ESCAPE],relevance:0},{className:"symbol",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE],relevance:2},e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE]},e.C_BLOCK_COMMENT_MODE]}}},B8QI:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",lineHeight:"1.3em",color:"#abb2bf",background:"#282c34",borderRadius:"5px"},"hljs-keyword":{color:"#F92672"},"hljs-operator":{color:"#F92672"},"hljs-pattern-match":{color:"#F92672"},"hljs-pattern-match .hljs-constructor":{color:"#61aeee"},"hljs-function":{color:"#61aeee"},"hljs-function .hljs-params":{color:"#A6E22E"},"hljs-function .hljs-params .hljs-typing":{color:"#FD971F"},"hljs-module-access .hljs-module":{color:"#7e57c2"},"hljs-constructor":{color:"#e2b93d"},"hljs-constructor .hljs-string":{color:"#9CCC65"},"hljs-comment":{color:"#b18eb1",fontStyle:"italic"},"hljs-quote":{color:"#b18eb1",fontStyle:"italic"},"hljs-doctag":{color:"#c678dd"},"hljs-formula":{color:"#c678dd"},"hljs-section":{color:"#e06c75"},"hljs-name":{color:"#e06c75"},"hljs-selector-tag":{color:"#e06c75"},"hljs-deletion":{color:"#e06c75"},"hljs-subst":{color:"#e06c75"},"hljs-literal":{color:"#56b6c2"},"hljs-string":{color:"#98c379"},"hljs-regexp":{color:"#98c379"},"hljs-addition":{color:"#98c379"},"hljs-attribute":{color:"#98c379"},"hljs-meta-string":{color:"#98c379"},"hljs-built_in":{color:"#e6c07b"},"hljs-class .hljs-title":{color:"#e6c07b"},"hljs-attr":{color:"#d19a66"},"hljs-variable":{color:"#d19a66"},"hljs-template-variable":{color:"#d19a66"},"hljs-type":{color:"#d19a66"},"hljs-selector-class":{color:"#d19a66"},"hljs-selector-attr":{color:"#d19a66"},"hljs-selector-pseudo":{color:"#d19a66"},"hljs-number":{color:"#d19a66"},"hljs-symbol":{color:"#61aeee"},"hljs-bullet":{color:"#61aeee"},"hljs-link":{color:"#61aeee",textDecoration:"underline"},"hljs-meta":{color:"#61aeee"},"hljs-selector-id":{color:"#61aeee"},"hljs-title":{color:"#61aeee"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"BED+":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#7195a8"},"hljs-quote":{color:"#7195a8"},"hljs-variable":{color:"#d22d72"},"hljs-template-variable":{color:"#d22d72"},"hljs-attribute":{color:"#d22d72"},"hljs-tag":{color:"#d22d72"},"hljs-name":{color:"#d22d72"},"hljs-regexp":{color:"#d22d72"},"hljs-link":{color:"#d22d72"},"hljs-selector-id":{color:"#d22d72"},"hljs-selector-class":{color:"#d22d72"},"hljs-number":{color:"#935c25"},"hljs-meta":{color:"#935c25"},"hljs-built_in":{color:"#935c25"},"hljs-builtin-name":{color:"#935c25"},"hljs-literal":{color:"#935c25"},"hljs-type":{color:"#935c25"},"hljs-params":{color:"#935c25"},"hljs-string":{color:"#568c3b"},"hljs-symbol":{color:"#568c3b"},"hljs-bullet":{color:"#568c3b"},"hljs-title":{color:"#257fad"},"hljs-section":{color:"#257fad"},"hljs-keyword":{color:"#6b6bb8"},"hljs-selector-tag":{color:"#6b6bb8"},hljs:{display:"block",overflowX:"auto",background:"#161b1d",color:"#7ea2b4",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},BSDL:function(e){e.exports=function(e){return{keywords:{keyword:"break continue discard do else for if return while switch case default attribute binding buffer ccw centroid centroid varying coherent column_major const cw depth_any depth_greater depth_less depth_unchanged early_fragment_tests equal_spacing flat fractional_even_spacing fractional_odd_spacing highp in index inout invariant invocations isolines layout line_strip lines lines_adjacency local_size_x local_size_y local_size_z location lowp max_vertices mediump noperspective offset origin_upper_left out packed patch pixel_center_integer point_mode points precise precision quads r11f_g11f_b10f r16 r16_snorm r16f r16i r16ui r32f r32i r32ui r8 r8_snorm r8i r8ui readonly restrict rg16 rg16_snorm rg16f rg16i rg16ui rg32f rg32i rg32ui rg8 rg8_snorm rg8i rg8ui rgb10_a2 rgb10_a2ui rgba16 rgba16_snorm rgba16f rgba16i rgba16ui rgba32f rgba32i rgba32ui rgba8 rgba8_snorm rgba8i rgba8ui row_major sample shared smooth std140 std430 stream triangle_strip triangles triangles_adjacency uniform varying vertices volatile writeonly",type:"atomic_uint bool bvec2 bvec3 bvec4 dmat2 dmat2x2 dmat2x3 dmat2x4 dmat3 dmat3x2 dmat3x3 dmat3x4 dmat4 dmat4x2 dmat4x3 dmat4x4 double dvec2 dvec3 dvec4 float iimage1D iimage1DArray iimage2D iimage2DArray iimage2DMS iimage2DMSArray iimage2DRect iimage3D iimageBufferiimageCube iimageCubeArray image1D image1DArray image2D image2DArray image2DMS image2DMSArray image2DRect image3D imageBuffer imageCube imageCubeArray int isampler1D isampler1DArray isampler2D isampler2DArray isampler2DMS isampler2DMSArray isampler2DRect isampler3D isamplerBuffer isamplerCube isamplerCubeArray ivec2 ivec3 ivec4 mat2 mat2x2 mat2x3 mat2x4 mat3 mat3x2 mat3x3 mat3x4 mat4 mat4x2 mat4x3 mat4x4 sampler1D sampler1DArray sampler1DArrayShadow sampler1DShadow sampler2D sampler2DArray sampler2DArrayShadow sampler2DMS sampler2DMSArray sampler2DRect sampler2DRectShadow sampler2DShadow sampler3D samplerBuffer samplerCube samplerCubeArray samplerCubeArrayShadow samplerCubeShadow image1D uimage1DArray uimage2D uimage2DArray uimage2DMS uimage2DMSArray uimage2DRect uimage3D uimageBuffer uimageCube uimageCubeArray uint usampler1D usampler1DArray usampler2D usampler2DArray usampler2DMS usampler2DMSArray usampler2DRect usampler3D samplerBuffer usamplerCube usamplerCubeArray uvec2 uvec3 uvec4 vec2 vec3 vec4 void",built_in:"gl_MaxAtomicCounterBindings gl_MaxAtomicCounterBufferSize gl_MaxClipDistances gl_MaxClipPlanes gl_MaxCombinedAtomicCounterBuffers gl_MaxCombinedAtomicCounters gl_MaxCombinedImageUniforms gl_MaxCombinedImageUnitsAndFragmentOutputs gl_MaxCombinedTextureImageUnits gl_MaxComputeAtomicCounterBuffers gl_MaxComputeAtomicCounters gl_MaxComputeImageUniforms gl_MaxComputeTextureImageUnits gl_MaxComputeUniformComponents gl_MaxComputeWorkGroupCount gl_MaxComputeWorkGroupSize gl_MaxDrawBuffers gl_MaxFragmentAtomicCounterBuffers gl_MaxFragmentAtomicCounters gl_MaxFragmentImageUniforms gl_MaxFragmentInputComponents gl_MaxFragmentInputVectors gl_MaxFragmentUniformComponents gl_MaxFragmentUniformVectors gl_MaxGeometryAtomicCounterBuffers gl_MaxGeometryAtomicCounters gl_MaxGeometryImageUniforms gl_MaxGeometryInputComponents gl_MaxGeometryOutputComponents gl_MaxGeometryOutputVertices gl_MaxGeometryTextureImageUnits gl_MaxGeometryTotalOutputComponents gl_MaxGeometryUniformComponents gl_MaxGeometryVaryingComponents gl_MaxImageSamples gl_MaxImageUnits gl_MaxLights gl_MaxPatchVertices gl_MaxProgramTexelOffset gl_MaxTessControlAtomicCounterBuffers gl_MaxTessControlAtomicCounters gl_MaxTessControlImageUniforms gl_MaxTessControlInputComponents gl_MaxTessControlOutputComponents gl_MaxTessControlTextureImageUnits gl_MaxTessControlTotalOutputComponents gl_MaxTessControlUniformComponents gl_MaxTessEvaluationAtomicCounterBuffers gl_MaxTessEvaluationAtomicCounters gl_MaxTessEvaluationImageUniforms gl_MaxTessEvaluationInputComponents gl_MaxTessEvaluationOutputComponents gl_MaxTessEvaluationTextureImageUnits gl_MaxTessEvaluationUniformComponents gl_MaxTessGenLevel gl_MaxTessPatchComponents gl_MaxTextureCoords gl_MaxTextureImageUnits gl_MaxTextureUnits gl_MaxVaryingComponents gl_MaxVaryingFloats gl_MaxVaryingVectors gl_MaxVertexAtomicCounterBuffers gl_MaxVertexAtomicCounters gl_MaxVertexAttribs gl_MaxVertexImageUniforms gl_MaxVertexOutputComponents gl_MaxVertexOutputVectors gl_MaxVertexTextureImageUnits gl_MaxVertexUniformComponents gl_MaxVertexUniformVectors gl_MaxViewports gl_MinProgramTexelOffset gl_BackColor gl_BackLightModelProduct gl_BackLightProduct gl_BackMaterial gl_BackSecondaryColor gl_ClipDistance gl_ClipPlane gl_ClipVertex gl_Color gl_DepthRange gl_EyePlaneQ gl_EyePlaneR gl_EyePlaneS gl_EyePlaneT gl_Fog gl_FogCoord gl_FogFragCoord gl_FragColor gl_FragCoord gl_FragData gl_FragDepth gl_FrontColor gl_FrontFacing gl_FrontLightModelProduct gl_FrontLightProduct gl_FrontMaterial gl_FrontSecondaryColor gl_GlobalInvocationID gl_InstanceID gl_InvocationID gl_Layer gl_LightModel gl_LightSource gl_LocalInvocationID gl_LocalInvocationIndex gl_ModelViewMatrix gl_ModelViewMatrixInverse gl_ModelViewMatrixInverseTranspose gl_ModelViewMatrixTranspose gl_ModelViewProjectionMatrix gl_ModelViewProjectionMatrixInverse gl_ModelViewProjectionMatrixInverseTranspose gl_ModelViewProjectionMatrixTranspose gl_MultiTexCoord0 gl_MultiTexCoord1 gl_MultiTexCoord2 gl_MultiTexCoord3 gl_MultiTexCoord4 gl_MultiTexCoord5 gl_MultiTexCoord6 gl_MultiTexCoord7 gl_Normal gl_NormalMatrix gl_NormalScale gl_NumSamples gl_NumWorkGroups gl_ObjectPlaneQ gl_ObjectPlaneR gl_ObjectPlaneS gl_ObjectPlaneT gl_PatchVerticesIn gl_Point gl_PointCoord gl_PointSize gl_Position gl_PrimitiveID gl_PrimitiveIDIn gl_ProjectionMatrix gl_ProjectionMatrixInverse gl_ProjectionMatrixInverseTranspose gl_ProjectionMatrixTranspose gl_SampleID gl_SampleMask gl_SampleMaskIn gl_SamplePosition gl_SecondaryColor gl_TessCoord gl_TessLevelInner gl_TessLevelOuter gl_TexCoord gl_TextureEnvColor gl_TextureMatrix gl_TextureMatrixInverse gl_TextureMatrixInverseTranspose gl_TextureMatrixTranspose gl_Vertex gl_VertexID gl_ViewportIndex gl_WorkGroupID gl_WorkGroupSize gl_in gl_out EmitStreamVertex EmitVertex EndPrimitive EndStreamPrimitive abs acos acosh all any asin asinh atan atanh atomicAdd atomicAnd atomicCompSwap atomicCounter atomicCounterDecrement atomicCounterIncrement atomicExchange atomicMax atomicMin atomicOr atomicXor barrier bitCount bitfieldExtract bitfieldInsert bitfieldReverse ceil clamp cos cosh cross dFdx dFdy degrees determinant distance dot equal exp exp2 faceforward findLSB findMSB floatBitsToInt floatBitsToUint floor fma fract frexp ftransform fwidth greaterThan greaterThanEqual groupMemoryBarrier imageAtomicAdd imageAtomicAnd imageAtomicCompSwap imageAtomicExchange imageAtomicMax imageAtomicMin imageAtomicOr imageAtomicXor imageLoad imageSize imageStore imulExtended intBitsToFloat interpolateAtCentroid interpolateAtOffset interpolateAtSample inverse inversesqrt isinf isnan ldexp length lessThan lessThanEqual log log2 matrixCompMult max memoryBarrier memoryBarrierAtomicCounter memoryBarrierBuffer memoryBarrierImage memoryBarrierShared min mix mod modf noise1 noise2 noise3 noise4 normalize not notEqual outerProduct packDouble2x32 packHalf2x16 packSnorm2x16 packSnorm4x8 packUnorm2x16 packUnorm4x8 pow radians reflect refract round roundEven shadow1D shadow1DLod shadow1DProj shadow1DProjLod shadow2D shadow2DLod shadow2DProj shadow2DProjLod sign sin sinh smoothstep sqrt step tan tanh texelFetch texelFetchOffset texture texture1D texture1DLod texture1DProj texture1DProjLod texture2D texture2DLod texture2DProj texture2DProjLod texture3D texture3DLod texture3DProj texture3DProjLod textureCube textureCubeLod textureGather textureGatherOffset textureGatherOffsets textureGrad textureGradOffset textureLod textureLodOffset textureOffset textureProj textureProjGrad textureProjGradOffset textureProjLod textureProjLodOffset textureProjOffset textureQueryLevels textureQueryLod textureSize transpose trunc uaddCarry uintBitsToFloat umulExtended unpackDouble2x32 unpackHalf2x16 unpackSnorm2x16 unpackSnorm4x8 unpackUnorm2x16 unpackUnorm4x8 usubBorrow",literal:"true false"},illegal:'"',contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.C_NUMBER_MODE,{className:"meta",begin:"#",end:"$"}]}}},BadI:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"white",color:"black"},"hljs-comment":{color:"#800"},"hljs-quote":{color:"#800"},"hljs-keyword":{color:"#008"},"hljs-selector-tag":{color:"#008"},"hljs-section":{color:"#008"},"hljs-title":{color:"#606"},"hljs-name":{color:"#008"},"hljs-variable":{color:"#660"},"hljs-template-variable":{color:"#660"},"hljs-string":{color:"#080"},"hljs-selector-attr":{color:"#080"},"hljs-selector-pseudo":{color:"#080"},"hljs-regexp":{color:"#080"},"hljs-literal":{color:"#066"},"hljs-symbol":{color:"#066"},"hljs-bullet":{color:"#066"},"hljs-meta":{color:"#066"},"hljs-number":{color:"#066"},"hljs-link":{color:"#066"},"hljs-doctag":{color:"#606",fontWeight:"bold"},"hljs-type":{color:"#606"},"hljs-attr":{color:"#606"},"hljs-built_in":{color:"#606"},"hljs-builtin-name":{color:"#606"},"hljs-params":{color:"#606"},"hljs-attribute":{color:"#000"},"hljs-subst":{color:"#000"},"hljs-formula":{backgroundColor:"#eee",fontStyle:"italic"},"hljs-selector-id":{color:"#9B703F"},"hljs-selector-class":{color:"#9B703F"},"hljs-addition":{backgroundColor:"#baeeba"},"hljs-deletion":{backgroundColor:"#ffc8bd"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},Bcp6:function(e){e.exports=function(e){var t={keyword:"in if for while finally new do return else break catch instanceof throw try this switch continue typeof delete debugger case default function var with then unless until loop of by when and or is isnt not it that otherwise from to til fallthrough super case default function var void const let enum export import native __hasProp __extends __slice __bind __indexOf",literal:"true false null undefined yes no on off it that void",built_in:"npm require console print module global window document"},r="[A-Za-z$_](?:-[0-9A-Za-z$_]|[0-9A-Za-z$_])*",n=e.inherit(e.TITLE_MODE,{begin:r}),o={className:"subst",begin:/#\{/,end:/}/,keywords:t},a={className:"subst",begin:/#[A-Za-z$_]/,end:/(?:\-[0-9A-Za-z$_]|[0-9A-Za-z$_])*/,keywords:t},i=[e.BINARY_NUMBER_MODE,{className:"number",begin:"(\\b0[xX][a-fA-F0-9_]+)|(\\b\\d(\\d|_\\d)*(\\.(\\d(\\d|_\\d)*)?)?(_*[eE]([-+]\\d(_\\d|\\d)*)?)?[_a-z]*)",relevance:0,starts:{end:"(\\s*/)?",relevance:0}},{className:"string",variants:[{begin:/'''/,end:/'''/,contains:[e.BACKSLASH_ESCAPE]},{begin:/'/,end:/'/,contains:[e.BACKSLASH_ESCAPE]},{begin:/"""/,end:/"""/,contains:[e.BACKSLASH_ESCAPE,o,a]},{begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,o,a]},{begin:/\\/,end:/(\s|$)/,excludeEnd:!0}]},{className:"regexp",variants:[{begin:"//",end:"//[gim]*",contains:[o,e.HASH_COMMENT_MODE]},{begin:/\/(?![ *])(\\\/|.)*?\/[gim]*(?=\W|$)/}]},{begin:"@"+r},{begin:"``",end:"``",excludeBegin:!0,excludeEnd:!0,subLanguage:"javascript"}];o.contains=i;var s={className:"params",begin:"\\(",returnBegin:!0,contains:[{begin:/\(/,end:/\)/,keywords:t,contains:["self"].concat(i)}]};return{aliases:["ls"],keywords:t,illegal:/\/\*/,contains:i.concat([e.COMMENT("\\/\\*","\\*\\/"),e.HASH_COMMENT_MODE,{className:"function",contains:[n,s],returnBegin:!0,variants:[{begin:"("+r+"\\s*(?:=|:=)\\s*)?(\\(.*\\))?\\s*\\B\\->\\*?",end:"\\->\\*?"},{begin:"("+r+"\\s*(?:=|:=)\\s*)?!?(\\(.*\\))?\\s*\\B[-~]{1,2}>\\*?",end:"[-~]{1,2}>\\*?"},{begin:"("+r+"\\s*(?:=|:=)\\s*)?(\\(.*\\))?\\s*\\B!?[-~]{1,2}>\\*?",end:"!?[-~]{1,2}>\\*?"}]},{className:"class",beginKeywords:"class",end:"$",illegal:/[:="\[\]]/,contains:[{beginKeywords:"extends",endsWithParent:!0,illegal:/[:="\[\]]/,contains:[n]},n]},{begin:r+":",end:":",returnBegin:!0,returnEnd:!0,relevance:0}])}}},"Bxv/":function(e){e.exports=function(e){return{aliases:["xlsx","xls"],case_insensitive:!0,lexemes:/[a-zA-Z][\w\.]*/,keywords:{built_in:"ABS ACCRINT ACCRINTM ACOS ACOSH ACOT ACOTH AGGREGATE ADDRESS AMORDEGRC AMORLINC AND ARABIC AREAS ASC ASIN ASINH ATAN ATAN2 ATANH AVEDEV AVERAGE AVERAGEA AVERAGEIF AVERAGEIFS BAHTTEXT BASE BESSELI BESSELJ BESSELK BESSELY BETADIST BETA.DIST BETAINV BETA.INV BIN2DEC BIN2HEX BIN2OCT BINOMDIST BINOM.DIST BINOM.DIST.RANGE BINOM.INV BITAND BITLSHIFT BITOR BITRSHIFT BITXOR CALL CEILING CEILING.MATH CEILING.PRECISE CELL CHAR CHIDIST CHIINV CHITEST CHISQ.DIST CHISQ.DIST.RT CHISQ.INV CHISQ.INV.RT CHISQ.TEST CHOOSE CLEAN CODE COLUMN COLUMNS COMBIN COMBINA COMPLEX CONCAT CONCATENATE CONFIDENCE CONFIDENCE.NORM CONFIDENCE.T CONVERT CORREL COS COSH COT COTH COUNT COUNTA COUNTBLANK COUNTIF COUNTIFS COUPDAYBS COUPDAYS COUPDAYSNC COUPNCD COUPNUM COUPPCD COVAR COVARIANCE.P COVARIANCE.S CRITBINOM CSC CSCH CUBEKPIMEMBER CUBEMEMBER CUBEMEMBERPROPERTY CUBERANKEDMEMBER CUBESET CUBESETCOUNT CUBEVALUE CUMIPMT CUMPRINC DATE DATEDIF DATEVALUE DAVERAGE DAY DAYS DAYS360 DB DBCS DCOUNT DCOUNTA DDB DEC2BIN DEC2HEX DEC2OCT DECIMAL DEGREES DELTA DEVSQ DGET DISC DMAX DMIN DOLLAR DOLLARDE DOLLARFR DPRODUCT DSTDEV DSTDEVP DSUM DURATION DVAR DVARP EDATE EFFECT ENCODEURL EOMONTH ERF ERF.PRECISE ERFC ERFC.PRECISE ERROR.TYPE EUROCONVERT EVEN EXACT EXP EXPON.DIST EXPONDIST FACT FACTDOUBLE FALSE|0 F.DIST FDIST F.DIST.RT FILTERXML FIND FINDB F.INV F.INV.RT FINV FISHER FISHERINV FIXED FLOOR FLOOR.MATH FLOOR.PRECISE FORECAST FORECAST.ETS FORECAST.ETS.CONFINT FORECAST.ETS.SEASONALITY FORECAST.ETS.STAT FORECAST.LINEAR FORMULATEXT FREQUENCY F.TEST FTEST FV FVSCHEDULE GAMMA GAMMA.DIST GAMMADIST GAMMA.INV GAMMAINV GAMMALN GAMMALN.PRECISE GAUSS GCD GEOMEAN GESTEP GETPIVOTDATA GROWTH HARMEAN HEX2BIN HEX2DEC HEX2OCT HLOOKUP HOUR HYPERLINK HYPGEOM.DIST HYPGEOMDIST IF|0 IFERROR IFNA IFS IMABS IMAGINARY IMARGUMENT IMCONJUGATE IMCOS IMCOSH IMCOT IMCSC IMCSCH IMDIV IMEXP IMLN IMLOG10 IMLOG2 IMPOWER IMPRODUCT IMREAL IMSEC IMSECH IMSIN IMSINH IMSQRT IMSUB IMSUM IMTAN INDEX INDIRECT INFO INT INTERCEPT INTRATE IPMT IRR ISBLANK ISERR ISERROR ISEVEN ISFORMULA ISLOGICAL ISNA ISNONTEXT ISNUMBER ISODD ISREF ISTEXT ISO.CEILING ISOWEEKNUM ISPMT JIS KURT LARGE LCM LEFT LEFTB LEN LENB LINEST LN LOG LOG10 LOGEST LOGINV LOGNORM.DIST LOGNORMDIST LOGNORM.INV LOOKUP LOWER MATCH MAX MAXA MAXIFS MDETERM MDURATION MEDIAN MID MIDBs MIN MINIFS MINA MINUTE MINVERSE MIRR MMULT MOD MODE MODE.MULT MODE.SNGL MONTH MROUND MULTINOMIAL MUNIT N NA NEGBINOM.DIST NEGBINOMDIST NETWORKDAYS NETWORKDAYS.INTL NOMINAL NORM.DIST NORMDIST NORMINV NORM.INV NORM.S.DIST NORMSDIST NORM.S.INV NORMSINV NOT NOW NPER NPV NUMBERVALUE OCT2BIN OCT2DEC OCT2HEX ODD ODDFPRICE ODDFYIELD ODDLPRICE ODDLYIELD OFFSET OR PDURATION PEARSON PERCENTILE.EXC PERCENTILE.INC PERCENTILE PERCENTRANK.EXC PERCENTRANK.INC PERCENTRANK PERMUT PERMUTATIONA PHI PHONETIC PI PMT POISSON.DIST POISSON POWER PPMT PRICE PRICEDISC PRICEMAT PROB PRODUCT PROPER PV QUARTILE QUARTILE.EXC QUARTILE.INC QUOTIENT RADIANS RAND RANDBETWEEN RANK.AVG RANK.EQ RANK RATE RECEIVED REGISTER.ID REPLACE REPLACEB REPT RIGHT RIGHTB ROMAN ROUND ROUNDDOWN ROUNDUP ROW ROWS RRI RSQ RTD SEARCH SEARCHB SEC SECH SECOND SERIESSUM SHEET SHEETS SIGN SIN SINH SKEW SKEW.P SLN SLOPE SMALL SQL.REQUEST SQRT SQRTPI STANDARDIZE STDEV STDEV.P STDEV.S STDEVA STDEVP STDEVPA STEYX SUBSTITUTE SUBTOTAL SUM SUMIF SUMIFS SUMPRODUCT SUMSQ SUMX2MY2 SUMX2PY2 SUMXMY2 SWITCH SYD T TAN TANH TBILLEQ TBILLPRICE TBILLYIELD T.DIST T.DIST.2T T.DIST.RT TDIST TEXT TEXTJOIN TIME TIMEVALUE T.INV T.INV.2T TINV TODAY TRANSPOSE TREND TRIM TRIMMEAN TRUE|0 TRUNC T.TEST TTEST TYPE UNICHAR UNICODE UPPER VALUE VAR VAR.P VAR.S VARA VARP VARPA VDB VLOOKUP WEBSERVICE WEEKDAY WEEKNUM WEIBULL WEIBULL.DIST WORKDAY WORKDAY.INTL XIRR XNPV XOR YEAR YEARFRAC YIELD YIELDDISC YIELDMAT Z.TEST ZTEST"},contains:[{begin:/^=/,end:/[^=]/,returnEnd:!0,illegal:/=/,relevance:10},{className:"symbol",begin:/\b[A-Z]{1,2}\d+\b/,end:/[^\d]/,excludeEnd:!0,relevance:0},{className:"symbol",begin:/[A-Z]{0,2}\d*:[A-Z]{0,2}\d*/,relevance:0},e.BACKSLASH_ESCAPE,e.QUOTE_STRING_MODE,{className:"number",begin:e.NUMBER_RE+"(%)?",relevance:0},e.COMMENT(/\bN\(/,/\)/,{excludeBegin:!0,excludeEnd:!0,illegal:/\n/})]}}},C31R:function(e){e.exports=function(e){var t=e.COMMENT("--","$");return{case_insensitive:!0,illegal:/[<>{}*]/,contains:[{beginKeywords:"begin end start commit rollback savepoint lock alter create drop rename call delete do handler insert load replace select truncate update set show pragma grant merge describe use explain help declare prepare execute deallocate release unlock purge reset change stop analyze cache flush optimize repair kill install uninstall checksum restore check backup revoke comment values with",end:/;/,endsWithParent:!0,lexemes:/[\w\.]+/,keywords:{keyword:"as abort abs absolute acc acce accep accept access accessed accessible account acos action activate add addtime admin administer advanced advise aes_decrypt aes_encrypt after agent aggregate ali alia alias all allocate allow alter always analyze ancillary and anti any anydata anydataset anyschema anytype apply archive archived archivelog are as asc ascii asin assembly assertion associate asynchronous at atan atn2 attr attri attrib attribu attribut attribute attributes audit authenticated authentication authid authors auto autoallocate autodblink autoextend automatic availability avg backup badfile basicfile before begin beginning benchmark between bfile bfile_base big bigfile bin binary_double binary_float binlog bit_and bit_count bit_length bit_or bit_xor bitmap blob_base block blocksize body both bound bucket buffer_cache buffer_pool build bulk by byte byteordermark bytes cache caching call calling cancel capacity cascade cascaded case cast catalog category ceil ceiling chain change changed char_base char_length character_length characters characterset charindex charset charsetform charsetid check checksum checksum_agg child choose chr chunk class cleanup clear client clob clob_base clone close cluster_id cluster_probability cluster_set clustering coalesce coercibility col collate collation collect colu colum column column_value columns columns_updated comment commit compact compatibility compiled complete composite_limit compound compress compute concat concat_ws concurrent confirm conn connec connect connect_by_iscycle connect_by_isleaf connect_by_root connect_time connection consider consistent constant constraint constraints constructor container content contents context contributors controlfile conv convert convert_tz corr corr_k corr_s corresponding corruption cos cost count count_big counted covar_pop covar_samp cpu_per_call cpu_per_session crc32 create creation critical cross cube cume_dist curdate current current_date current_time current_timestamp current_user cursor curtime customdatum cycle data database databases datafile datafiles datalength date_add date_cache date_format date_sub dateadd datediff datefromparts datename datepart datetime2fromparts day day_to_second dayname dayofmonth dayofweek dayofyear days db_role_change dbtimezone ddl deallocate declare decode decompose decrement decrypt deduplicate def defa defau defaul default defaults deferred defi defin define degrees delayed delegate delete delete_all delimited demand dense_rank depth dequeue des_decrypt des_encrypt des_key_file desc descr descri describ describe descriptor deterministic diagnostics difference dimension direct_load directory disable disable_all disallow disassociate discardfile disconnect diskgroup distinct distinctrow distribute distributed div do document domain dotnet double downgrade drop dumpfile duplicate duration each edition editionable editions element ellipsis else elsif elt empty enable enable_all enclosed encode encoding encrypt end end-exec endian enforced engine engines enqueue enterprise entityescaping eomonth error errors escaped evalname evaluate event eventdata events except exception exceptions exchange exclude excluding execu execut execute exempt exists exit exp expire explain explode export export_set extended extent external external_1 external_2 externally extract failed failed_login_attempts failover failure far fast feature_set feature_value fetch field fields file file_name_convert filesystem_like_logging final finish first first_value fixed flash_cache flashback floor flush following follows for forall force foreign form forma format found found_rows freelist freelists freepools fresh from from_base64 from_days ftp full function general generated get get_format get_lock getdate getutcdate global global_name globally go goto grant grants greatest group group_concat group_id grouping grouping_id groups gtid_subtract guarantee guard handler hash hashkeys having hea head headi headin heading heap help hex hierarchy high high_priority hosts hour hours http id ident_current ident_incr ident_seed identified identity idle_time if ifnull ignore iif ilike ilm immediate import in include including increment index indexes indexing indextype indicator indices inet6_aton inet6_ntoa inet_aton inet_ntoa infile initial initialized initially initrans inmemory inner innodb input insert install instance instantiable instr interface interleaved intersect into invalidate invisible is is_free_lock is_ipv4 is_ipv4_compat is_not is_not_null is_used_lock isdate isnull isolation iterate java join json json_exists keep keep_duplicates key keys kill language large last last_day last_insert_id last_value lateral lax lcase lead leading least leaves left len lenght length less level levels library like like2 like4 likec limit lines link list listagg little ln load load_file lob lobs local localtime localtimestamp locate locator lock locked log log10 log2 logfile logfiles logging logical logical_reads_per_call logoff logon logs long loop low low_priority lower lpad lrtrim ltrim main make_set makedate maketime managed management manual map mapping mask master master_pos_wait match matched materialized max maxextents maximize maxinstances maxlen maxlogfiles maxloghistory maxlogmembers maxsize maxtrans md5 measures median medium member memcompress memory merge microsecond mid migration min minextents minimum mining minus minute minutes minvalue missing mod mode model modification modify module monitoring month months mount move movement multiset mutex name name_const names nan national native natural nav nchar nclob nested never new newline next nextval no no_write_to_binlog noarchivelog noaudit nobadfile nocheck nocompress nocopy nocycle nodelay nodiscardfile noentityescaping noguarantee nokeep nologfile nomapping nomaxvalue nominimize nominvalue nomonitoring none noneditionable nonschema noorder nopr nopro noprom nopromp noprompt norely noresetlogs noreverse normal norowdependencies noschemacheck noswitch not nothing notice notnull notrim novalidate now nowait nth_value nullif nulls num numb numbe nvarchar nvarchar2 object ocicoll ocidate ocidatetime ociduration ociinterval ociloblocator ocinumber ociref ocirefcursor ocirowid ocistring ocitype oct octet_length of off offline offset oid oidindex old on online only opaque open operations operator optimal optimize option optionally or oracle oracle_date oradata ord ordaudio orddicom orddoc order ordimage ordinality ordvideo organization orlany orlvary out outer outfile outline output over overflow overriding package pad parallel parallel_enable parameters parent parse partial partition partitions pascal passing password password_grace_time password_lock_time password_reuse_max password_reuse_time password_verify_function patch path patindex pctincrease pctthreshold pctused pctversion percent percent_rank percentile_cont percentile_disc performance period period_add period_diff permanent physical pi pipe pipelined pivot pluggable plugin policy position post_transaction pow power pragma prebuilt precedes preceding precision prediction prediction_cost prediction_details prediction_probability prediction_set prepare present preserve prior priority private private_sga privileges procedural procedure procedure_analyze processlist profiles project prompt protection public publishingservername purge quarter query quick quiesce quota quotename radians raise rand range rank raw read reads readsize rebuild record records recover recovery recursive recycle redo reduced ref reference referenced references referencing refresh regexp_like register regr_avgx regr_avgy regr_count regr_intercept regr_r2 regr_slope regr_sxx regr_sxy reject rekey relational relative relaylog release release_lock relies_on relocate rely rem remainder rename repair repeat replace replicate replication required reset resetlogs resize resource respect restore restricted result result_cache resumable resume retention return returning returns reuse reverse revoke right rlike role roles rollback rolling rollup round row row_count rowdependencies rowid rownum rows rtrim rules safe salt sample save savepoint sb1 sb2 sb4 scan schema schemacheck scn scope scroll sdo_georaster sdo_topo_geometry search sec_to_time second seconds section securefile security seed segment select self semi sequence sequential serializable server servererror session session_user sessions_per_user set sets settings sha sha1 sha2 share shared shared_pool short show shrink shutdown si_averagecolor si_colorhistogram si_featurelist si_positionalcolor si_stillimage si_texture siblings sid sign sin size size_t sizes skip slave sleep smalldatetimefromparts smallfile snapshot some soname sort soundex source space sparse spfile split sql sql_big_result sql_buffer_result sql_cache sql_calc_found_rows sql_small_result sql_variant_property sqlcode sqldata sqlerror sqlname sqlstate sqrt square standalone standby start starting startup statement static statistics stats_binomial_test stats_crosstab stats_ks_test stats_mode stats_mw_test stats_one_way_anova stats_t_test_ stats_t_test_indep stats_t_test_one stats_t_test_paired stats_wsr_test status std stddev stddev_pop stddev_samp stdev stop storage store stored str str_to_date straight_join strcmp strict string struct stuff style subdate subpartition subpartitions substitutable substr substring subtime subtring_index subtype success sum suspend switch switchoffset switchover sync synchronous synonym sys sys_xmlagg sysasm sysaux sysdate sysdatetimeoffset sysdba sysoper system system_user sysutcdatetime table tables tablespace tablesample tan tdo template temporary terminated tertiary_weights test than then thread through tier ties time time_format time_zone timediff timefromparts timeout timestamp timestampadd timestampdiff timezone_abbr timezone_minute timezone_region to to_base64 to_date to_days to_seconds todatetimeoffset trace tracking transaction transactional translate translation treat trigger trigger_nestlevel triggers trim truncate try_cast try_convert try_parse type ub1 ub2 ub4 ucase unarchived unbounded uncompress under undo unhex unicode uniform uninstall union unique unix_timestamp unknown unlimited unlock unnest unpivot unrecoverable unsafe unsigned until untrusted unusable unused update updated upgrade upped upper upsert url urowid usable usage use use_stored_outlines user user_data user_resources users using utc_date utc_timestamp uuid uuid_short validate validate_password_strength validation valist value values var var_samp varcharc vari varia variab variabl variable variables variance varp varraw varrawc varray verify version versions view virtual visible void wait wallet warning warnings week weekday weekofyear wellformed when whene whenev wheneve whenever where while whitespace window with within without work wrapped xdb xml xmlagg xmlattributes xmlcast xmlcolattval xmlelement xmlexists xmlforest xmlindex xmlnamespaces xmlpi xmlquery xmlroot xmlschema xmlserialize xmltable xmltype xor year year_to_month years yearweek",literal:"true false null unknown",built_in:"array bigint binary bit blob bool boolean char character date dec decimal float int int8 integer interval number numeric real record serial serial8 smallint text time timestamp tinyint varchar varying void"},contains:[{className:"string",begin:"'",end:"'",contains:[e.BACKSLASH_ESCAPE,{begin:"''"}]},{className:"string",begin:'"',end:'"',contains:[e.BACKSLASH_ESCAPE,{begin:'""'}]},{className:"string",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE]},e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE,t,e.HASH_COMMENT_MODE]},e.C_BLOCK_COMMENT_MODE,t,e.HASH_COMMENT_MODE]}}},"C8B/":function(e){e.exports=function(e){var t={literal:"true false null"},r=[e.QUOTE_STRING_MODE,e.C_NUMBER_MODE],n={end:",",endsWithParent:!0,excludeEnd:!0,contains:r,keywords:t},o={begin:"{",end:"}",contains:[{className:"attr",begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE],illegal:"\\n"},e.inherit(n,{begin:/:/})],illegal:"\\S"},a={begin:"\\[",end:"\\]",contains:[e.inherit(n)],illegal:"\\S"};return r.splice(r.length,0,o,a),{contains:r,keywords:t,illegal:"\\S"}}},CR3u:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",background:"white",padding:"0.5em",color:"#333333",overflowX:"auto"},"hljs-comment":{color:"#969896"},"hljs-meta":{color:"#969896"},"hljs-string":{color:"#df5000"},"hljs-variable":{color:"#df5000"},"hljs-template-variable":{color:"#df5000"},"hljs-strong":{color:"#df5000"},"hljs-emphasis":{color:"#df5000"},"hljs-quote":{color:"#df5000"},"hljs-keyword":{color:"#a71d5d"},"hljs-selector-tag":{color:"#a71d5d"},"hljs-type":{color:"#a71d5d"},"hljs-literal":{color:"#0086b3"},"hljs-symbol":{color:"#0086b3"},"hljs-bullet":{color:"#0086b3"},"hljs-attribute":{color:"#0086b3"},"hljs-section":{color:"#63a35c"},"hljs-name":{color:"#63a35c"},"hljs-tag":{color:"#333333"},"hljs-title":{color:"#795da3"},"hljs-attr":{color:"#795da3"},"hljs-selector-id":{color:"#795da3"},"hljs-selector-class":{color:"#795da3"},"hljs-selector-attr":{color:"#795da3"},"hljs-selector-pseudo":{color:"#795da3"},"hljs-addition":{color:"#55a532",backgroundColor:"#eaffea"},"hljs-deletion":{color:"#bd2c00",backgroundColor:"#ffecec"},"hljs-link":{textDecoration:"underline"}}},CRb5:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(4).then(function(){var t=r("S+8T");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},Cb1o:function(e){e.exports=function(e){return{aliases:["vbs"],case_insensitive:!0,keywords:{keyword:"call class const dim do loop erase execute executeglobal exit for each next function if then else on error option explicit new private property let get public randomize redim rem select case set stop sub while wend with end to elseif is or xor and not class_initialize class_terminate default preserve in me byval byref step resume goto",built_in:"lcase month vartype instrrev ubound setlocale getobject rgb getref string weekdayname rnd dateadd monthname now day minute isarray cbool round formatcurrency conversions csng timevalue second year space abs clng timeserial fixs len asc isempty maths dateserial atn timer isobject filter weekday datevalue ccur isdate instr datediff formatdatetime replace isnull right sgn array snumeric log cdbl hex chr lbound msgbox ucase getlocale cos cdate cbyte rtrim join hour oct typename trim strcomp int createobject loadpicture tan formatnumber mid scriptenginebuildversion scriptengine split scriptengineminorversion cint sin datepart ltrim sqr scriptenginemajorversion time derived eval date formatpercent exp inputbox left ascw chrw regexp server response request cstr err",literal:"true false null nothing empty"},illegal:"//",contains:[e.inherit(e.QUOTE_STRING_MODE,{contains:[{begin:'""'}]}),e.COMMENT(/'/,/$/,{relevance:0}),e.C_NUMBER_MODE]}}},Ce7u:function(e){e.exports=function(e){var t="action collection component concat debugger each each-in else get hash if input link-to loc log mut outlet partial query-params render textarea unbound unless with yield view",r={endsWithParent:!0,relevance:0,keywords:{keyword:"as",built_in:t},contains:[e.QUOTE_STRING_MODE,{illegal:/\}\}/,begin:/[a-zA-Z0-9_]+=/,returnBegin:!0,relevance:0,contains:[{className:"attr",begin:/[a-zA-Z0-9_]+/}]},e.NUMBER_MODE]};return{case_insensitive:!0,subLanguage:"xml",contains:[e.COMMENT("{{!(--)?","(--)?}}"),{className:"template-tag",begin:/\{\{[#\/]/,end:/\}\}/,contains:[{className:"name",begin:/[a-zA-Z\.\-]+/,keywords:{"builtin-name":t},starts:r}]},{className:"template-variable",begin:/\{\{[a-zA-Z][a-zA-Z\-]+/,end:/\}\}/,keywords:{keyword:"as",built_in:t},contains:[e.QUOTE_STRING_MODE]}]}}},CkeN:function(e){e.exports=function(e){return{aliases:["hx"],keywords:{keyword:"break case cast catch continue default do dynamic else enum extern for function here if import in inline never new override package private get set public return static super switch this throw trace try typedef untyped using var while Int Float String Bool Dynamic Void Array ",built_in:"trace this",literal:"true false null _"},contains:[{className:"string",begin:"'",end:"'",contains:[e.BACKSLASH_ESCAPE,{className:"subst",begin:"\\$\\{",end:"\\}"},{className:"subst",begin:"\\$",end:"\\W}"}]},e.QUOTE_STRING_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.C_NUMBER_MODE,{className:"meta",begin:"@:",end:"$"},{className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"if else elseif end error"}},{className:"type",begin:":[ \t]*",end:"[^A-Za-z0-9_ \t\\->]",excludeBegin:!0,excludeEnd:!0,relevance:0},{className:"type",begin:":[ \t]*",end:"\\W",excludeBegin:!0,excludeEnd:!0},{className:"type",begin:"new *",end:"\\W",excludeBegin:!0,excludeEnd:!0},{className:"class",beginKeywords:"enum",end:"\\{",contains:[e.TITLE_MODE]},{className:"class",beginKeywords:"abstract",end:"[\\{$]",contains:[{className:"type",begin:"\\(",end:"\\)",excludeBegin:!0,excludeEnd:!0},{className:"type",begin:"from +",end:"\\W",excludeBegin:!0,excludeEnd:!0},{className:"type",begin:"to +",end:"\\W",excludeBegin:!0,excludeEnd:!0},e.TITLE_MODE],keywords:{keyword:"abstract from to"}},{className:"class",begin:"\\b(class|interface) +",end:"[\\{$]",excludeEnd:!0,keywords:"class interface",contains:[{className:"keyword",begin:"\\b(extends|implements) +",keywords:"extends implements",contains:[{className:"type",begin:e.IDENT_RE,relevance:0}]},e.TITLE_MODE]},{className:"function",beginKeywords:"function",end:"\\(",excludeEnd:!0,illegal:"\\S",contains:[e.TITLE_MODE]}],illegal:/<\//}}},Crng:function(e){e.exports=function(e){return{case_insensitive:!0,aliases:["arm"],lexemes:"\\.?"+e.IDENT_RE,keywords:{meta:".2byte .4byte .align .ascii .asciz .balign .byte .code .data .else .end .endif .endm .endr .equ .err .exitm .extern .global .hword .if .ifdef .ifndef .include .irp .long .macro .rept .req .section .set .skip .space .text .word .arm .thumb .code16 .code32 .force_thumb .thumb_func .ltorg ALIAS ALIGN ARM AREA ASSERT ATTR CN CODE CODE16 CODE32 COMMON CP DATA DCB DCD DCDU DCDO DCFD DCFDU DCI DCQ DCQU DCW DCWU DN ELIF ELSE END ENDFUNC ENDIF ENDP ENTRY EQU EXPORT EXPORTAS EXTERN FIELD FILL FUNCTION GBLA GBLL GBLS GET GLOBAL IF IMPORT INCBIN INCLUDE INFO KEEP LCLA LCLL LCLS LTORG MACRO MAP MEND MEXIT NOFP OPT PRESERVE8 PROC QN READONLY RELOC REQUIRE REQUIRE8 RLIST FN ROUT SETA SETL SETS SN SPACE SUBT THUMB THUMBX TTL WHILE WEND ",built_in:"r0 r1 r2 r3 r4 r5 r6 r7 r8 r9 r10 r11 r12 r13 r14 r15 pc lr sp ip sl sb fp a1 a2 a3 a4 v1 v2 v3 v4 v5 v6 v7 v8 f0 f1 f2 f3 f4 f5 f6 f7 p0 p1 p2 p3 p4 p5 p6 p7 p8 p9 p10 p11 p12 p13 p14 p15 c0 c1 c2 c3 c4 c5 c6 c7 c8 c9 c10 c11 c12 c13 c14 c15 q0 q1 q2 q3 q4 q5 q6 q7 q8 q9 q10 q11 q12 q13 q14 q15 cpsr_c cpsr_x cpsr_s cpsr_f cpsr_cx cpsr_cxs cpsr_xs cpsr_xsf cpsr_sf cpsr_cxsf spsr_c spsr_x spsr_s spsr_f spsr_cx spsr_cxs spsr_xs spsr_xsf spsr_sf spsr_cxsf s0 s1 s2 s3 s4 s5 s6 s7 s8 s9 s10 s11 s12 s13 s14 s15 s16 s17 s18 s19 s20 s21 s22 s23 s24 s25 s26 s27 s28 s29 s30 s31 d0 d1 d2 d3 d4 d5 d6 d7 d8 d9 d10 d11 d12 d13 d14 d15 d16 d17 d18 d19 d20 d21 d22 d23 d24 d25 d26 d27 d28 d29 d30 d31 {PC} {VAR} {TRUE} {FALSE} {OPT} {CONFIG} {ENDIAN} {CODESIZE} {CPU} {FPU} {ARCHITECTURE} {PCSTOREOFFSET} {ARMASM_VERSION} {INTER} {ROPI} {RWPI} {SWST} {NOSWST} . @"},contains:[{className:"keyword",begin:"\\b(adc|(qd?|sh?|u[qh]?)?add(8|16)?|usada?8|(q|sh?|u[qh]?)?(as|sa)x|and|adrl?|sbc|rs[bc]|asr|b[lx]?|blx|bxj|cbn?z|tb[bh]|bic|bfc|bfi|[su]bfx|bkpt|cdp2?|clz|clrex|cmp|cmn|cpsi[ed]|cps|setend|dbg|dmb|dsb|eor|isb|it[te]{0,3}|lsl|lsr|ror|rrx|ldm(([id][ab])|f[ds])?|ldr((s|ex)?[bhd])?|movt?|mvn|mra|mar|mul|[us]mull|smul[bwt][bt]|smu[as]d|smmul|smmla|mla|umlaal|smlal?([wbt][bt]|d)|mls|smlsl?[ds]|smc|svc|sev|mia([bt]{2}|ph)?|mrr?c2?|mcrr2?|mrs|msr|orr|orn|pkh(tb|bt)|rbit|rev(16|sh)?|sel|[su]sat(16)?|nop|pop|push|rfe([id][ab])?|stm([id][ab])?|str(ex)?[bhd]?|(qd?)?sub|(sh?|q|u[qh]?)?sub(8|16)|[su]xt(a?h|a?b(16)?)|srs([id][ab])?|swpb?|swi|smi|tst|teq|wfe|wfi|yield)(eq|ne|cs|cc|mi|pl|vs|vc|hi|ls|ge|lt|gt|le|al|hs|lo)?[sptrx]?",end:"\\s"},e.COMMENT("[;@]","$",{relevance:0}),e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,{className:"string",begin:"'",end:"[^\\\\]'",relevance:0},{className:"title",begin:"\\|",end:"\\|",illegal:"\\n",relevance:0},{className:"number",variants:[{begin:"[#$=]?0x[0-9a-f]+"},{begin:"[#$=]?0b[01]+"},{begin:"[#$=]\\d+"},{begin:"\\b\\d+"}],relevance:0},{className:"symbol",variants:[{begin:"^[a-z_\\.\\$][a-z0-9_\\.\\$]+"},{begin:"^\\s*[a-z_\\.\\$][a-z0-9_\\.\\$]+:"},{begin:"[=#]\\w+"}],relevance:0}]}}},D4a2:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#272822",color:"#ddd"},"hljs-tag":{color:"#f92672"},"hljs-keyword":{color:"#f92672",fontWeight:"bold"},"hljs-selector-tag":{color:"#f92672",fontWeight:"bold"},"hljs-literal":{color:"#f92672",fontWeight:"bold"},"hljs-strong":{color:"#f92672"},"hljs-name":{color:"#f92672"},"hljs-code":{color:"#66d9ef"},"hljs-class .hljs-title":{color:"white"},"hljs-attribute":{color:"#bf79db"},"hljs-symbol":{color:"#bf79db"},"hljs-regexp":{color:"#bf79db"},"hljs-link":{color:"#bf79db"},"hljs-string":{color:"#a6e22e"},"hljs-bullet":{color:"#a6e22e"},"hljs-subst":{color:"#a6e22e"},"hljs-title":{color:"#a6e22e",fontWeight:"bold"},"hljs-section":{color:"#a6e22e",fontWeight:"bold"},"hljs-emphasis":{color:"#a6e22e"},"hljs-type":{color:"#a6e22e",fontWeight:"bold"},"hljs-built_in":{color:"#a6e22e"},"hljs-builtin-name":{color:"#a6e22e"},"hljs-selector-attr":{color:"#a6e22e"},"hljs-selector-pseudo":{color:"#a6e22e"},"hljs-addition":{color:"#a6e22e"},"hljs-variable":{color:"#a6e22e"},"hljs-template-tag":{color:"#a6e22e"},"hljs-template-variable":{color:"#a6e22e"},"hljs-comment":{color:"#75715e"},"hljs-quote":{color:"#75715e"},"hljs-deletion":{color:"#75715e"},"hljs-meta":{color:"#75715e"},"hljs-doctag":{fontWeight:"bold"},"hljs-selector-id":{fontWeight:"bold"}}},"D5+f":function(e){e.exports=function(e){var t={relevance:0,contains:[{begin:"('|\\.')+"}]};return{keywords:{keyword:"break case catch classdef continue else elseif end enumerated events for function global if methods otherwise parfor persistent properties return spmd switch try while",built_in:"sin sind sinh asin asind asinh cos cosd cosh acos acosd acosh tan tand tanh atan atand atan2 atanh sec secd sech asec asecd asech csc cscd csch acsc acscd acsch cot cotd coth acot acotd acoth hypot exp expm1 log log1p log10 log2 pow2 realpow reallog realsqrt sqrt nthroot nextpow2 abs angle complex conj imag real unwrap isreal cplxpair fix floor ceil round mod rem sign airy besselj bessely besselh besseli besselk beta betainc betaln ellipj ellipke erf erfc erfcx erfinv expint gamma gammainc gammaln psi legendre cross dot factor isprime primes gcd lcm rat rats perms nchoosek factorial cart2sph cart2pol pol2cart sph2cart hsv2rgb rgb2hsv zeros ones eye repmat rand randn linspace logspace freqspace meshgrid accumarray size length ndims numel disp isempty isequal isequalwithequalnans cat reshape diag blkdiag tril triu fliplr flipud flipdim rot90 find sub2ind ind2sub bsxfun ndgrid permute ipermute shiftdim circshift squeeze isscalar isvector ans eps realmax realmin pi i inf nan isnan isinf isfinite j why compan gallery hadamard hankel hilb invhilb magic pascal rosser toeplitz vander wilkinson max min nanmax nanmin mean nanmean type table readtable writetable sortrows sort figure plot plot3 scatter scatter3 cellfun legend intersect ismember procrustes hold num2cell "},illegal:'(//|"|#|/\\*|\\s+/\\w+)',contains:[{className:"function",beginKeywords:"function",end:"$",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",variants:[{begin:"\\(",end:"\\)"},{begin:"\\[",end:"\\]"}]}]},{className:"built_in",begin:/true|false/,relevance:0,starts:t},{begin:"[a-zA-Z][a-zA-Z_0-9]*('|\\.')+",relevance:0},{className:"number",begin:e.C_NUMBER_RE,relevance:0,starts:t},{className:"string",begin:"'",end:"'",contains:[e.BACKSLASH_ESCAPE,{begin:"''"}]},{begin:/\]|}|\)/,relevance:0,starts:t},{className:"string",begin:'"',end:'"',contains:[e.BACKSLASH_ESCAPE,{begin:'""'}],starts:t},e.COMMENT("^\\s*\\%\\{\\s*$","^\\s*\\%\\}\\s*$"),e.COMMENT("\\%","$")]}}},D5DT:function(e){e.exports=function(e){return{aliases:["clean","icl","dcl"],keywords:{keyword:"if let in with where case of class instance otherwise implementation definition system module from import qualified as special code inline foreign export ccall stdcall generic derive infix infixl infixr",built_in:"Int Real Char Bool",literal:"True False"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,{begin:"->|<-[|:]?|#!?|>>=|\\{\\||\\|\\}|:==|=:|<>"}]}}},DXMi:function(e){e.exports=function(e){var t="[^\\(\\)\\[\\]\\{\\}\",'`;#|\\\\\\s]+",r={className:"literal",begin:"(#t|#f|#\\\\"+t+"|#\\\\.)"},n={className:"number",variants:[{begin:"(\\-|\\+)?\\d+([./]\\d+)?",relevance:0},{begin:"(\\-|\\+)?\\d+([./]\\d+)?[+\\-](\\-|\\+)?\\d+([./]\\d+)?i",relevance:0},{begin:"#b[0-1]+(/[0-1]+)?"},{begin:"#o[0-7]+(/[0-7]+)?"},{begin:"#x[0-9a-f]+(/[0-9a-f]+)?"}]},o=e.QUOTE_STRING_MODE,a=[e.COMMENT(";","$",{relevance:0}),e.COMMENT("#\\|","\\|#")],i={begin:t,relevance:0},s={className:"symbol",begin:"'"+t},l={endsWithParent:!0,relevance:0},c={variants:[{begin:/'/},{begin:"`"}],contains:[{begin:"\\(",end:"\\)",contains:["self",r,o,n,i,s]}]},_={className:"name",begin:t,lexemes:t,keywords:{"builtin-name":"case-lambda call/cc class define-class exit-handler field import inherit init-field interface let*-values let-values let/ec mixin opt-lambda override protect provide public rename require require-for-syntax syntax syntax-case syntax-error unit/sig unless when with-syntax and begin call-with-current-continuation call-with-input-file call-with-output-file case cond define define-syntax delay do dynamic-wind else for-each if lambda let let* let-syntax letrec letrec-syntax map or syntax-rules ' * + , ,@ - ... / ; < <= = => > >= ` abs acos angle append apply asin assoc assq assv atan boolean? caar cadr call-with-input-file call-with-output-file call-with-values car cdddar cddddr cdr ceiling char->integer char-alphabetic? char-ci<=? char-ci=? char-ci>? char-downcase char-lower-case? char-numeric? char-ready? char-upcase char-upper-case? char-whitespace? char<=? char=? char>? char? close-input-port close-output-port complex? cons cos current-input-port current-output-port denominator display eof-object? eq? equal? eqv? eval even? exact->inexact exact? exp expt floor force gcd imag-part inexact->exact inexact? input-port? integer->char integer? interaction-environment lcm length list list->string list->vector list-ref list-tail list? load log magnitude make-polar make-rectangular make-string make-vector max member memq memv min modulo negative? newline not null-environment null? number->string number? numerator odd? open-input-file open-output-file output-port? pair? peek-char port? positive? procedure? quasiquote quote quotient rational? rationalize read read-char real-part real? remainder reverse round scheme-report-environment set! set-car! set-cdr! sin sqrt string string->list string->number string->symbol string-append string-ci<=? string-ci=? string-ci>? string-copy string-fill! string-length string-ref string-set! string<=? string=? string>? string? substring symbol->string symbol? tan transcript-off transcript-on truncate values vector vector->list vector-fill! vector-length vector-ref vector-set! with-input-from-file with-output-to-file write write-char zero?"}},d={variants:[{begin:"\\(",end:"\\)"},{begin:"\\[",end:"\\]"}],contains:[{begin:/lambda/,endsWithParent:!0,returnBegin:!0,contains:[_,{begin:/\(/,end:/\)/,endsParent:!0,contains:[i]}]},_,l]};return l.contains=[r,n,o,i,s,c,d].concat(a),{illegal:/\S/,contains:[{className:"meta",begin:"^#!",end:"$"},n,o,s,c,d].concat(a)}}},DrKe:function(e){e.exports=function(){return{contains:[{begin:/[^\u2401\u0001]+/,end:/[\u2401\u0001]/,excludeEnd:!0,returnBegin:!0,returnEnd:!1,contains:[{begin:/([^\u2401\u0001=]+)/,end:/=([^\u2401\u0001=]+)/,returnEnd:!0,returnBegin:!1,className:"attr"},{begin:/=/,end:/([\u2401\u0001])/,excludeEnd:!0,excludeBegin:!0,className:"string"}]}],case_insensitive:!0}}},"E+QW":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#23241f",color:"#f8f8f2"},"hljs-tag":{color:"#f8f8f2"},"hljs-subst":{color:"#f8f8f2"},"hljs-strong":{color:"#a8a8a2",fontWeight:"bold"},"hljs-emphasis":{color:"#a8a8a2",fontStyle:"italic"},"hljs-bullet":{color:"#ae81ff"},"hljs-quote":{color:"#ae81ff"},"hljs-number":{color:"#ae81ff"},"hljs-regexp":{color:"#ae81ff"},"hljs-literal":{color:"#ae81ff"},"hljs-link":{color:"#ae81ff"},"hljs-code":{color:"#a6e22e"},"hljs-title":{color:"#a6e22e"},"hljs-section":{color:"#a6e22e"},"hljs-selector-class":{color:"#a6e22e"},"hljs-keyword":{color:"#f92672"},"hljs-selector-tag":{color:"#f92672"},"hljs-name":{color:"#f92672"},"hljs-attr":{color:"#f92672"},"hljs-symbol":{color:"#66d9ef"},"hljs-attribute":{color:"#66d9ef"},"hljs-params":{color:"#f8f8f2"},"hljs-class .hljs-title":{color:"#f8f8f2"},"hljs-string":{color:"#e6db74"},"hljs-type":{color:"#e6db74"},"hljs-built_in":{color:"#e6db74"},"hljs-builtin-name":{color:"#e6db74"},"hljs-selector-id":{color:"#e6db74"},"hljs-selector-attr":{color:"#e6db74"},"hljs-selector-pseudo":{color:"#e6db74"},"hljs-addition":{color:"#e6db74"},"hljs-variable":{color:"#e6db74"},"hljs-template-variable":{color:"#e6db74"},"hljs-comment":{color:"#75715e"},"hljs-deletion":{color:"#75715e"},"hljs-meta":{color:"#75715e"}}},E02R:function(e){"use strict";e.exports="SECRET_DO_NOT_PASS_THIS_OR_YOU_WILL_BE_FIRED"},E6vx:function(e,t,r){"use strict";function n(e){switch(Object.prototype.toString.call(e)){case"[object Error]":case"[object Exception]":case"[object DOMException]":return!0;default:return g(e,Error)}}function o(e){return"[object ErrorEvent]"===Object.prototype.toString.call(e)}function a(e){return"[object DOMError]"===Object.prototype.toString.call(e)}function i(e){return"[object DOMException]"===Object.prototype.toString.call(e)}function s(e){return"[object String]"===Object.prototype.toString.call(e)}function l(e){return null===e||"object"!=typeof e&&"function"!=typeof e}function c(e){return"[object Object]"===Object.prototype.toString.call(e)}function _(e){return"undefined"!=typeof Event&&g(e,Event)}function d(e){return"undefined"!=typeof Element&&g(e,Element)}function u(e){return"[object RegExp]"===Object.prototype.toString.call(e)}function p(e){return Boolean(e&&e.then&&"function"==typeof e.then)}function m(e){return c(e)&&"nativeEvent"in e&&"preventDefault"in e&&"stopPropagation"in e}function g(e,t){try{return e instanceof t}catch(e){return!1}}r.d(t,"d",(function(){return n})),r.d(t,"e",(function(){return o})),r.d(t,"a",(function(){return a})),r.d(t,"b",(function(){return i})),r.d(t,"k",(function(){return s})),r.d(t,"i",(function(){return l})),r.d(t,"h",(function(){return c})),r.d(t,"f",(function(){return _})),r.d(t,"c",(function(){return d})),r.d(t,"j",(function(){return u})),r.d(t,"m",(function(){return p})),r.d(t,"l",(function(){return m})),r.d(t,"g",(function(){return g}))},E8kr:function(e){e.exports=function(){return{case_insensitive:!0,contains:[{className:"string",begin:"\\[\n(multipart)?",end:"\\]\n"},{className:"string",begin:"\\d{4}-\\d{2}-\\d{2}(\\s+)\\d{2}:\\d{2}:\\d{2}.\\d+Z"},{className:"string",begin:"(\\+|-)\\d+"},{className:"keyword",relevance:10,variants:[{begin:"^(test|testing|success|successful|failure|error|skip|xfail|uxsuccess)(:?)\\s+(test)?"},{begin:"^progress(:?)(\\s+)?(pop|push)?"},{begin:"^tags:"},{begin:"^time:"}]}]}}},EBmo:function(e){e.exports=function(e){var t={keyword:"if then not for in while do return else elseif break continue switch and or unless when class extends super local import export from using",literal:"true false nil",built_in:"_G _VERSION assert collectgarbage dofile error getfenv getmetatable ipairs load loadfile loadstring module next pairs pcall print rawequal rawget rawset require select setfenv setmetatable tonumber tostring type unpack xpcall coroutine debug io math os package string table"},r="[A-Za-z$_][0-9A-Za-z$_]*",n={className:"subst",begin:/#\{/,end:/}/,keywords:t},o=[e.inherit(e.C_NUMBER_MODE,{starts:{end:"(\\s*/)?",relevance:0}}),{className:"string",variants:[{begin:/'/,end:/'/,contains:[e.BACKSLASH_ESCAPE]},{begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,n]}]},{className:"built_in",begin:"@__"+e.IDENT_RE},{begin:"@"+e.IDENT_RE},{begin:e.IDENT_RE+"\\\\"+e.IDENT_RE}];n.contains=o;var a=e.inherit(e.TITLE_MODE,{begin:r}),i={className:"params",begin:"\\([^\\(]",returnBegin:!0,contains:[{begin:/\(/,end:/\)/,keywords:t,contains:["self"].concat(o)}]};return{aliases:["moon"],keywords:t,illegal:/\/\*/,contains:o.concat([e.COMMENT("--","$"),{className:"function",begin:"^\\s*"+r+"\\s*=\\s*(\\(.*\\))?\\s*\\B[-=]>",end:"[-=]>",returnBegin:!0,contains:[a,i]},{begin:/[\(,:=]\s*/,relevance:0,contains:[{className:"function",begin:"(\\(.*\\))?\\s*\\B[-=]>",end:"[-=]>",returnBegin:!0,contains:[i]}]},{className:"class",beginKeywords:"class",end:"$",illegal:/[:="\[\]]/,contains:[{beginKeywords:"extends",endsWithParent:!0,illegal:/[:="\[\]]/,contains:[a]},a]},{className:"name",begin:r+":",end:":",returnBegin:!0,returnEnd:!0,relevance:0}])}}},EDti:function(e){e.exports=function(e){var t="[a-zA-Z_\\-!.?+*=<>&#'][a-zA-Z_\\-!.?+*=<>&#'0-9/;:]*",r={begin:t,relevance:0},n={className:"number",begin:"[-+]?\\d+(\\.\\d+)?",relevance:0},o=e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),a=e.COMMENT(";","$",{relevance:0}),i={className:"literal",begin:/\b(true|false|nil)\b/},s={begin:"[\\[\\{]",end:"[\\]\\}]"},l={className:"comment",begin:"\\^"+t},c=e.COMMENT("\\^\\{","\\}"),_={className:"symbol",begin:"[:]{1,2}"+t},d={begin:"\\(",end:"\\)"},u={endsWithParent:!0,relevance:0},p={keywords:{"builtin-name":"def defonce cond apply if-not if-let if not not= = < > <= >= == + / * - rem quot neg? pos? delay? symbol? keyword? true? false? integer? empty? coll? list? set? ifn? fn? associative? sequential? sorted? counted? reversible? number? decimal? class? distinct? isa? float? rational? reduced? ratio? odd? even? char? seq? vector? string? map? nil? contains? zero? instance? not-every? not-any? libspec? -> ->> .. . inc compare do dotimes mapcat take remove take-while drop letfn drop-last take-last drop-while while intern condp case reduced cycle split-at split-with repeat replicate iterate range merge zipmap declare line-seq sort comparator sort-by dorun doall nthnext nthrest partition eval doseq await await-for let agent atom send send-off release-pending-sends add-watch mapv filterv remove-watch agent-error restart-agent set-error-handler error-handler set-error-mode! error-mode shutdown-agents quote var fn loop recur throw try monitor-enter monitor-exit defmacro defn defn- macroexpand macroexpand-1 for dosync and or when when-not when-let comp juxt partial sequence memoize constantly complement identity assert peek pop doto proxy defstruct first rest cons defprotocol cast coll deftype defrecord last butlast sigs reify second ffirst fnext nfirst nnext defmulti defmethod meta with-meta ns in-ns create-ns import refer keys select-keys vals key val rseq name namespace promise into transient persistent! conj! assoc! dissoc! pop! disj! use class type num float double short byte boolean bigint biginteger bigdec print-method print-dup throw-if printf format load compile get-in update-in pr pr-on newline flush read slurp read-line subvec with-open memfn time re-find re-groups rand-int rand mod locking assert-valid-fdecl alias resolve ref deref refset swap! reset! set-validator! compare-and-set! alter-meta! reset-meta! commute get-validator alter ref-set ref-history-count ref-min-history ref-max-history ensure sync io! new next conj set! to-array future future-call into-array aset gen-class reduce map filter find empty hash-map hash-set sorted-map sorted-map-by sorted-set sorted-set-by vec vector seq flatten reverse assoc dissoc list disj get union difference intersection extend extend-type extend-protocol int nth delay count concat chunk chunk-buffer chunk-append chunk-first chunk-rest max min dec unchecked-inc-int unchecked-inc unchecked-dec-inc unchecked-dec unchecked-negate unchecked-add-int unchecked-add unchecked-subtract-int unchecked-subtract chunk-next chunk-cons chunked-seq? prn vary-meta lazy-seq spread list* str find-keyword keyword symbol gensym force rationalize"},lexemes:t,className:"name",begin:t,starts:u},m=[d,o,l,c,a,_,s,n,i,r];return d.contains=[e.COMMENT("comment",""),p,u],u.contains=m,s.contains=m,c.contains=[s],{aliases:["clj"],illegal:/\S/,contains:[d,o,l,c,a,_,s,n,i]}}},EK8M:function(e){e.exports=function(e){return{keywords:{keyword:"BILL_PERIOD BILL_START BILL_STOP RS_EFFECTIVE_START RS_EFFECTIVE_STOP RS_JURIS_CODE RS_OPCO_CODE INTDADDATTRIBUTE|5 INTDADDVMSG|5 INTDBLOCKOP|5 INTDBLOCKOPNA|5 INTDCLOSE|5 INTDCOUNT|5 INTDCOUNTSTATUSCODE|5 INTDCREATEMASK|5 INTDCREATEDAYMASK|5 INTDCREATEFACTORMASK|5 INTDCREATEHANDLE|5 INTDCREATEOVERRIDEDAYMASK|5 INTDCREATEOVERRIDEMASK|5 INTDCREATESTATUSCODEMASK|5 INTDCREATETOUPERIOD|5 INTDDELETE|5 INTDDIPTEST|5 INTDEXPORT|5 INTDGETERRORCODE|5 INTDGETERRORMESSAGE|5 INTDISEQUAL|5 INTDJOIN|5 INTDLOAD|5 INTDLOADACTUALCUT|5 INTDLOADDATES|5 INTDLOADHIST|5 INTDLOADLIST|5 INTDLOADLISTDATES|5 INTDLOADLISTENERGY|5 INTDLOADLISTHIST|5 INTDLOADRELATEDCHANNEL|5 INTDLOADSP|5 INTDLOADSTAGING|5 INTDLOADUOM|5 INTDLOADUOMDATES|5 INTDLOADUOMHIST|5 INTDLOADVERSION|5 INTDOPEN|5 INTDREADFIRST|5 INTDREADNEXT|5 INTDRECCOUNT|5 INTDRELEASE|5 INTDREPLACE|5 INTDROLLAVG|5 INTDROLLPEAK|5 INTDSCALAROP|5 INTDSCALE|5 INTDSETATTRIBUTE|5 INTDSETDSTPARTICIPANT|5 INTDSETSTRING|5 INTDSETVALUE|5 INTDSETVALUESTATUS|5 INTDSHIFTSTARTTIME|5 INTDSMOOTH|5 INTDSORT|5 INTDSPIKETEST|5 INTDSUBSET|5 INTDTOU|5 INTDTOURELEASE|5 INTDTOUVALUE|5 INTDUPDATESTATS|5 INTDVALUE|5 STDEV INTDDELETEEX|5 INTDLOADEXACTUAL|5 INTDLOADEXCUT|5 INTDLOADEXDATES|5 INTDLOADEX|5 INTDLOADEXRELATEDCHANNEL|5 INTDSAVEEX|5 MVLOAD|5 MVLOADACCT|5 MVLOADACCTDATES|5 MVLOADACCTHIST|5 MVLOADDATES|5 MVLOADHIST|5 MVLOADLIST|5 MVLOADLISTDATES|5 MVLOADLISTHIST|5 IF FOR NEXT DONE SELECT END CALL ABORT CLEAR CHANNEL FACTOR LIST NUMBER OVERRIDE SET WEEK DISTRIBUTIONNODE ELSE WHEN THEN OTHERWISE IENUM CSV INCLUDE LEAVE RIDER SAVE DELETE NOVALUE SECTION WARN SAVE_UPDATE DETERMINANT LABEL REPORT REVENUE EACH IN FROM TOTAL CHARGE BLOCK AND OR CSV_FILE RATE_CODE AUXILIARY_DEMAND UIDACCOUNT RS BILL_PERIOD_SELECT HOURS_PER_MONTH INTD_ERROR_STOP SEASON_SCHEDULE_NAME ACCOUNTFACTOR ARRAYUPPERBOUND CALLSTOREDPROC GETADOCONNECTION GETCONNECT GETDATASOURCE GETQUALIFIER GETUSERID HASVALUE LISTCOUNT LISTOP LISTUPDATE LISTVALUE PRORATEFACTOR RSPRORATE SETBINPATH SETDBMONITOR WQ_OPEN BILLINGHOURS DATE DATEFROMFLOAT DATETIMEFROMSTRING DATETIMETOSTRING DATETOFLOAT DAY DAYDIFF DAYNAME DBDATETIME HOUR MINUTE MONTH MONTHDIFF MONTHHOURS MONTHNAME ROUNDDATE SAMEWEEKDAYLASTYEAR SECOND WEEKDAY WEEKDIFF YEAR YEARDAY YEARSTR COMPSUM HISTCOUNT HISTMAX HISTMIN HISTMINNZ HISTVALUE MAXNRANGE MAXRANGE MINRANGE COMPIKVA COMPKVA COMPKVARFROMKQKW COMPLF IDATTR FLAG LF2KW LF2KWH MAXKW POWERFACTOR READING2USAGE AVGSEASON MAXSEASON MONTHLYMERGE SEASONVALUE SUMSEASON ACCTREADDATES ACCTTABLELOAD CONFIGADD CONFIGGET CREATEOBJECT CREATEREPORT EMAILCLIENT EXPBLKMDMUSAGE EXPMDMUSAGE EXPORT_USAGE FACTORINEFFECT GETUSERSPECIFIEDSTOP INEFFECT ISHOLIDAY RUNRATE SAVE_PROFILE SETREPORTTITLE USEREXIT WATFORRUNRATE TO TABLE ACOS ASIN ATAN ATAN2 BITAND CEIL COS COSECANT COSH COTANGENT DIVQUOT DIVREM EXP FABS FLOOR FMOD FREPM FREXPN LOG LOG10 MAX MAXN MIN MINNZ MODF POW ROUND ROUND2VALUE ROUNDINT SECANT SIN SINH SQROOT TAN TANH FLOAT2STRING FLOAT2STRINGNC INSTR LEFT LEN LTRIM MID RIGHT RTRIM STRING STRINGNC TOLOWER TOUPPER TRIM NUMDAYS READ_DATE STAGING",built_in:"IDENTIFIER OPTIONS XML_ELEMENT XML_OP XML_ELEMENT_OF DOMDOCCREATE DOMDOCLOADFILE DOMDOCLOADXML DOMDOCSAVEFILE DOMDOCGETROOT DOMDOCADDPI DOMNODEGETNAME DOMNODEGETTYPE DOMNODEGETVALUE DOMNODEGETCHILDCT DOMNODEGETFIRSTCHILD DOMNODEGETSIBLING DOMNODECREATECHILDELEMENT DOMNODESETATTRIBUTE DOMNODEGETCHILDELEMENTCT DOMNODEGETFIRSTCHILDELEMENT DOMNODEGETSIBLINGELEMENT DOMNODEGETATTRIBUTECT DOMNODEGETATTRIBUTEI DOMNODEGETATTRIBUTEBYNAME DOMNODEGETBYNAME"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,{className:"literal",variants:[{begin:"#\\s+[a-zA-Z\\ \\.]*",relevance:0},{begin:"#[a-zA-Z\\ \\.]+"}]}]}}},EL4w:function(e){e.exports=function(e){var t={className:"subst",variants:[{begin:"\\$[A-Za-z0-9_]+"},{begin:"\\${",end:"}"}]},r={className:"type",begin:"\\b[A-Z][A-Za-z0-9_]*",relevance:0},n={className:"title",begin:/[^0-9\n\t "'(),.`{}\[\]:;][^\n\t "'(),.`{}\[\]:;]+|[^0-9\n\t "'(),.`{}\[\]:;=]/,relevance:0};return{keywords:{literal:"true false null",keyword:"type yield lazy override def with val var sealed abstract private trait object if forSome for while throw finally protected extends import final return else break new catch super class case package default try this match continue throws implicit"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"string",variants:[{begin:'"',end:'"',illegal:"\\n",contains:[e.BACKSLASH_ESCAPE]},{begin:'"""',end:'"""',relevance:10},{begin:'[a-z]+"',end:'"',illegal:"\\n",contains:[e.BACKSLASH_ESCAPE,t]},{className:"string",begin:'[a-z]+"""',end:'"""',contains:[t],relevance:10}]},{className:"symbol",begin:"'\\w[\\w\\d_]*(?!')"},r,{className:"function",beginKeywords:"def",end:/[:={\[(\n;]/,excludeEnd:!0,contains:[n]},{className:"class",beginKeywords:"class object trait type",end:/[:={\[\n;]/,excludeEnd:!0,contains:[{beginKeywords:"extends with",relevance:10},{begin:/\[/,end:/\]/,excludeBegin:!0,excludeEnd:!0,relevance:0,contains:[r]},{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,relevance:0,contains:[r]},n]},e.C_NUMBER_MODE,{className:"meta",begin:"@[A-Za-z]+"}]}}},ERHy:function(e){e.exports=function(){var e=[{className:"variable",begin:/[\$][\w-:]+/},{className:"built_in",variants:[{begin:/\barray\:/,end:/(?:append|filter|flatten|fold\-(?:left|right)|for-each(?:\-pair)?|get|head|insert\-before|join|put|remove|reverse|size|sort|subarray|tail)\b/},{begin:/\bmap\:/,end:/(?:contains|entry|find|for\-each|get|keys|merge|put|remove|size)\b/},{begin:/\bmath\:/,end:/(?:a(?:cos|sin|tan[2]?)|cos|exp(?:10)?|log(?:10)?|pi|pow|sin|sqrt|tan)\b/},{begin:/\bop\:/,end:/\(/,excludeEnd:!0},{begin:/\bfn\:/,end:/\(/,excludeEnd:!0},{begin:/[^<\/\$\:'"-]\b(?:abs|accumulator\-(?:after|before)|adjust\-(?:date(?:Time)?|time)\-to\-timezone|analyze\-string|apply|available\-(?:environment\-variables|system\-properties)|avg|base\-uri|boolean|ceiling|codepoints?\-(?:equal|to\-string)|collation\-key|collection|compare|concat|contains(?:\-token)?|copy\-of|count|current(?:\-)?(?:date(?:Time)?|time|group(?:ing\-key)?|output\-uri|merge\-(?:group|key))?data|dateTime|days?\-from\-(?:date(?:Time)?|duration)|deep\-equal|default\-(?:collation|language)|distinct\-values|document(?:\-uri)?|doc(?:\-available)?|element\-(?:available|with\-id)|empty|encode\-for\-uri|ends\-with|environment\-variable|error|escape\-html\-uri|exactly\-one|exists|false|filter|floor|fold\-(?:left|right)|for\-each(?:\-pair)?|format\-(?:date(?:Time)?|time|integer|number)|function\-(?:arity|available|lookup|name)|generate\-id|has\-children|head|hours\-from\-(?:dateTime|duration|time)|id(?:ref)?|implicit\-timezone|in\-scope\-prefixes|index\-of|innermost|insert\-before|iri\-to\-uri|json\-(?:doc|to\-xml)|key|lang|last|load\-xquery\-module|local\-name(?:\-from\-QName)?|(?:lower|upper)\-case|matches|max|minutes\-from\-(?:dateTime|duration|time)|min|months?\-from\-(?:date(?:Time)?|duration)|name(?:space\-uri\-?(?:for\-prefix|from\-QName)?)?|nilled|node\-name|normalize\-(?:space|unicode)|not|number|one\-or\-more|outermost|parse\-(?:ietf\-date|json)|path|position|(?:prefix\-from\-)?QName|random\-number\-generator|regex\-group|remove|replace|resolve\-(?:QName|uri)|reverse|root|round(?:\-half\-to\-even)?|seconds\-from\-(?:dateTime|duration|time)|snapshot|sort|starts\-with|static\-base\-uri|stream\-available|string\-?(?:join|length|to\-codepoints)?|subsequence|substring\-?(?:after|before)?|sum|system\-property|tail|timezone\-from\-(?:date(?:Time)?|time)|tokenize|trace|trans(?:form|late)|true|type\-available|unordered|unparsed\-(?:entity|text)?\-?(?:public\-id|uri|available|lines)?|uri\-collection|xml\-to\-json|years?\-from\-(?:date(?:Time)?|duration)|zero\-or\-one)\b/},{begin:/\blocal\:/,end:/\(/,excludeEnd:!0},{begin:/\bzip\:/,end:/(?:zip\-file|(?:xml|html|text|binary)\-entry| (?:update\-)?entries)\b/},{begin:/\b(?:util|db|functx|app|xdmp|xmldb)\:/,end:/\(/,excludeEnd:!0}]},{className:"string",variants:[{begin:/"/,end:/"/,contains:[{begin:/""/,relevance:0}]},{begin:/'/,end:/'/,contains:[{begin:/''/,relevance:0}]}]},{className:"number",begin:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",relevance:0},{className:"comment",begin:"\\(:",end:":\\)",relevance:10,contains:[{className:"doctag",begin:"@\\w+"}]},{className:"meta",begin:/%[\w-:]+/},{className:"title",begin:/\bxquery version "[13]\.[01]"\s?(?:encoding ".+")?/,end:/;/},{beginKeywords:"element attribute comment document processing-instruction",end:"{",excludeEnd:!0},{begin:/<([\w\._:\-]+)((\s*.*)=('|").*('|"))?>/,end:/(\/[\w\._:\-]+>)/,subLanguage:"xml",contains:[{begin:"{",end:"}",subLanguage:"xquery"},"self"]}];return{aliases:["xpath","xq"],case_insensitive:!1,lexemes:/[a-zA-Z\$][a-zA-Z0-9_:\-]*/,illegal:/(proc)|(abstract)|(extends)|(until)|(#)/,keywords:{keyword:"module schema namespace boundary-space preserve no-preserve strip default collation base-uri ordering context decimal-format decimal-separator copy-namespaces empty-sequence except exponent-separator external grouping-separator inherit no-inherit lax minus-sign per-mille percent schema-attribute schema-element strict unordered zero-digit declare import option function validate variable for at in let where order group by return if then else tumbling sliding window start when only end previous next stable ascending descending allowing empty greatest least some every satisfies switch case typeswitch try catch and or to union intersect instance of treat as castable cast map array delete insert into replace value rename copy modify update",type:"item document-node node attribute document element comment namespace namespace-node processing-instruction text construction xs:anyAtomicType xs:untypedAtomic xs:duration xs:time xs:decimal xs:float xs:double xs:gYearMonth xs:gYear xs:gMonthDay xs:gMonth xs:gDay xs:boolean xs:base64Binary xs:hexBinary xs:anyURI xs:QName xs:NOTATION xs:dateTime xs:dateTimeStamp xs:date xs:string xs:normalizedString xs:token xs:language xs:NMTOKEN xs:Name xs:NCName xs:ID xs:IDREF xs:ENTITY xs:integer xs:nonPositiveInteger xs:negativeInteger xs:long xs:int xs:short xs:byte xs:nonNegativeInteger xs:unisignedLong xs:unsignedInt xs:unsignedShort xs:unsignedByte xs:positiveInteger xs:yearMonthDuration xs:dayTimeDuration",literal:"eq ne lt le gt ge is self:: child:: descendant:: descendant-or-self:: attribute:: following:: following-sibling:: parent:: ancestor:: ancestor-or-self:: preceding:: preceding-sibling:: NaN"},contains:e}}},Edfb:function(e){e.exports=function(e){var t=/[a-zA-Z@][a-zA-Z0-9_]*/,r="@interface @class @protocol @implementation";return{aliases:["mm","objc","obj-c"],keywords:{keyword:"int float while char export sizeof typedef const struct for union unsigned long volatile static bool mutable if do return goto void enum else break extern asm case short default double register explicit signed typename this switch continue wchar_t inline readonly assign readwrite self @synchronized id typeof nonatomic super unichar IBOutlet IBAction strong weak copy in out inout bycopy byref oneway __strong __weak __block __autoreleasing @private @protected @public @try @property @end @throw @catch @finally @autoreleasepool @synthesize @dynamic @selector @optional @required @encode @package @import @defs @compatibility_alias __bridge __bridge_transfer __bridge_retained __bridge_retain __covariant __contravariant __kindof _Nonnull _Nullable _Null_unspecified __FUNCTION__ __PRETTY_FUNCTION__ __attribute__ getter setter retain unsafe_unretained nonnull nullable null_unspecified null_resettable class instancetype NS_DESIGNATED_INITIALIZER NS_UNAVAILABLE NS_REQUIRES_SUPER NS_RETURNS_INNER_POINTER NS_INLINE NS_AVAILABLE NS_DEPRECATED NS_ENUM NS_OPTIONS NS_SWIFT_UNAVAILABLE NS_ASSUME_NONNULL_BEGIN NS_ASSUME_NONNULL_END NS_REFINED_FOR_SWIFT NS_SWIFT_NAME NS_SWIFT_NOTHROW NS_DURING NS_HANDLER NS_ENDHANDLER NS_VALUERETURN NS_VOIDRETURN",literal:"false true FALSE TRUE nil YES NO NULL",built_in:"BOOL dispatch_once_t dispatch_queue_t dispatch_sync dispatch_async dispatch_once"},lexemes:t,illegal:""}]}]},{className:"class",begin:"("+r.split(" ").join("|")+")\\b",end:"({|$)",excludeEnd:!0,keywords:r,lexemes:t,contains:[e.UNDERSCORE_TITLE_MODE]},{begin:"\\."+e.UNDERSCORE_IDENT_RE,relevance:0}]}}},Esuy:function(e){e.exports=function(e){return{aliases:["docker"],case_insensitive:!0,keywords:"from maintainer expose env arg user onbuild stopsignal",contains:[e.HASH_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.NUMBER_MODE,{beginKeywords:"run cmd entrypoint volume add copy workdir label healthcheck shell",starts:{end:/[^\\]$/,subLanguage:"bash"}}],illegal:"/}],contains:[{className:"doctag",variants:[{begin:/\.(synopsis|description|example|inputs|outputs|notes|link|component|role|functionality)/},{begin:/\.(parameter|forwardhelptargetname|forwardhelpcategory|remotehelprunspace|externalhelp)\s+\S+/}]}]});return{aliases:["ps"],lexemes:/-?[A-z\.\-]+/,case_insensitive:!0,keywords:{keyword:"if else foreach return function do while until elseif begin for trap data dynamicparam end break throw param continue finally in switch exit filter try process catchValidateNoCircleInNodeResources ValidateNodeExclusiveResources ValidateNodeManager ValidateNodeResources ValidateNodeResourceSource ValidateNoNameNodeResources ThrowError IsHiddenResourceIsPatternMatched ",built_in:"Add-Computer Add-Content Add-History Add-JobTrigger Add-Member Add-PSSnapin Add-Type Checkpoint-Computer Clear-Content Clear-EventLog Clear-History Clear-Host Clear-Item Clear-ItemProperty Clear-Variable Compare-Object Complete-Transaction Connect-PSSession Connect-WSMan Convert-Path ConvertFrom-Csv ConvertFrom-Json ConvertFrom-SecureString ConvertFrom-StringData ConvertTo-Csv ConvertTo-Html ConvertTo-Json ConvertTo-SecureString ConvertTo-Xml Copy-Item Copy-ItemProperty Debug-Process Disable-ComputerRestore Disable-JobTrigger Disable-PSBreakpoint Disable-PSRemoting Disable-PSSessionConfiguration Disable-WSManCredSSP Disconnect-PSSession Disconnect-WSMan Disable-ScheduledJob Enable-ComputerRestore Enable-JobTrigger Enable-PSBreakpoint Enable-PSRemoting Enable-PSSessionConfiguration Enable-ScheduledJob Enable-WSManCredSSP Enter-PSSession Exit-PSSession Export-Alias Export-Clixml Export-Console Export-Counter Export-Csv Export-FormatData Export-ModuleMember Export-PSSession ForEach-Object Format-Custom Format-List Format-Table Format-Wide Get-Acl Get-Alias Get-AuthenticodeSignature Get-ChildItem Get-Command Get-ComputerRestorePoint Get-Content Get-ControlPanelItem Get-Counter Get-Credential Get-Culture Get-Date Get-Event Get-EventLog Get-EventSubscriber Get-ExecutionPolicy Get-FormatData Get-Host Get-HotFix Get-Help Get-History Get-IseSnippet Get-Item Get-ItemProperty Get-Job Get-JobTrigger Get-Location Get-Member Get-Module Get-PfxCertificate Get-Process Get-PSBreakpoint Get-PSCallStack Get-PSDrive Get-PSProvider Get-PSSession Get-PSSessionConfiguration Get-PSSnapin Get-Random Get-ScheduledJob Get-ScheduledJobOption Get-Service Get-TraceSource Get-Transaction Get-TypeData Get-UICulture Get-Unique Get-Variable Get-Verb Get-WinEvent Get-WmiObject Get-WSManCredSSP Get-WSManInstance Group-Object Import-Alias Import-Clixml Import-Counter Import-Csv Import-IseSnippet Import-LocalizedData Import-PSSession Import-Module Invoke-AsWorkflow Invoke-Command Invoke-Expression Invoke-History Invoke-Item Invoke-RestMethod Invoke-WebRequest Invoke-WmiMethod Invoke-WSManAction Join-Path Limit-EventLog Measure-Command Measure-Object Move-Item Move-ItemProperty New-Alias New-Event New-EventLog New-IseSnippet New-Item New-ItemProperty New-JobTrigger New-Object New-Module New-ModuleManifest New-PSDrive New-PSSession New-PSSessionConfigurationFile New-PSSessionOption New-PSTransportOption New-PSWorkflowExecutionOption New-PSWorkflowSession New-ScheduledJobOption New-Service New-TimeSpan New-Variable New-WebServiceProxy New-WinEvent New-WSManInstance New-WSManSessionOption Out-Default Out-File Out-GridView Out-Host Out-Null Out-Printer Out-String Pop-Location Push-Location Read-Host Receive-Job Register-EngineEvent Register-ObjectEvent Register-PSSessionConfiguration Register-ScheduledJob Register-WmiEvent Remove-Computer Remove-Event Remove-EventLog Remove-Item Remove-ItemProperty Remove-Job Remove-JobTrigger Remove-Module Remove-PSBreakpoint Remove-PSDrive Remove-PSSession Remove-PSSnapin Remove-TypeData Remove-Variable Remove-WmiObject Remove-WSManInstance Rename-Computer Rename-Item Rename-ItemProperty Reset-ComputerMachinePassword Resolve-Path Restart-Computer Restart-Service Restore-Computer Resume-Job Resume-Service Save-Help Select-Object Select-String Select-Xml Send-MailMessage Set-Acl Set-Alias Set-AuthenticodeSignature Set-Content Set-Date Set-ExecutionPolicy Set-Item Set-ItemProperty Set-JobTrigger Set-Location Set-PSBreakpoint Set-PSDebug Set-PSSessionConfiguration Set-ScheduledJob Set-ScheduledJobOption Set-Service Set-StrictMode Set-TraceSource Set-Variable Set-WmiInstance Set-WSManInstance Set-WSManQuickConfig Show-Command Show-ControlPanelItem Show-EventLog Sort-Object Split-Path Start-Job Start-Process Start-Service Start-Sleep Start-Transaction Start-Transcript Stop-Computer Stop-Job Stop-Process Stop-Service Stop-Transcript Suspend-Job Suspend-Service Tee-Object Test-ComputerSecureChannel Test-Connection Test-ModuleManifest Test-Path Test-PSSessionConfigurationFile Trace-Command Unblock-File Undo-Transaction Unregister-Event Unregister-PSSessionConfiguration Unregister-ScheduledJob Update-FormatData Update-Help Update-List Update-TypeData Use-Transaction Wait-Event Wait-Job Wait-Process Where-Object Write-Debug Write-Error Write-EventLog Write-Host Write-Output Write-Progress Write-Verbose Write-Warning Add-MDTPersistentDrive Disable-MDTMonitorService Enable-MDTMonitorService Get-MDTDeploymentShareStatistics Get-MDTMonitorData Get-MDTOperatingSystemCatalog Get-MDTPersistentDrive Import-MDTApplication Import-MDTDriver Import-MDTOperatingSystem Import-MDTPackage Import-MDTTaskSequence New-MDTDatabase Remove-MDTMonitorData Remove-MDTPersistentDrive Restore-MDTPersistentDrive Set-MDTMonitorData Test-MDTDeploymentShare Test-MDTMonitorData Update-MDTDatabaseSchema Update-MDTDeploymentShare Update-MDTLinkedDS Update-MDTMedia Add-VamtProductKey Export-VamtData Find-VamtManagedMachine Get-VamtConfirmationId Get-VamtProduct Get-VamtProductKey Import-VamtData Initialize-VamtData Install-VamtConfirmationId Install-VamtProductActivation Install-VamtProductKey Update-VamtProduct Add-CIDatastore Add-KeyManagementServer Add-NodeKeys Add-NsxDynamicCriteria Add-NsxDynamicMemberSet Add-NsxEdgeInterfaceAddress Add-NsxFirewallExclusionListMember Add-NsxFirewallRuleMember Add-NsxIpSetMember Add-NsxLicense Add-NsxLoadBalancerPoolMember Add-NsxLoadBalancerVip Add-NsxSecondaryManager Add-NsxSecurityGroupMember Add-NsxSecurityPolicyRule Add-NsxSecurityPolicyRuleGroup Add-NsxSecurityPolicyRuleService Add-NsxServiceGroupMember Add-NsxTransportZoneMember Add-PassthroughDevice Add-VDSwitchPhysicalNetworkAdapter Add-VDSwitchVMHost Add-VMHost Add-VMHostNtpServer Add-VirtualSwitchPhysicalNetworkAdapter Add-XmlElement Add-vRACustomForm Add-vRAPrincipalToTenantRole Add-vRAReservationNetwork Add-vRAReservationStorage Clear-NsxEdgeInterface Clear-NsxManagerTimeSettings Compress-Archive Connect-CIServer Connect-CisServer Connect-HCXServer Connect-NIServer Connect-NsxLogicalSwitch Connect-NsxServer Connect-NsxtServer Connect-SrmServer Connect-VIServer Connect-Vmc Connect-vRAServer Connect-vRNIServer ConvertFrom-Markdown ConvertTo-MOFInstance Copy-DatastoreItem Copy-HardDisk Copy-NsxEdge Copy-VDisk Copy-VMGuestFile Debug-Runspace Disable-NsxEdgeSsh Disable-RunspaceDebug Disable-vRNIDataSource Disconnect-CIServer Disconnect-CisServer Disconnect-HCXServer Disconnect-NsxLogicalSwitch Disconnect-NsxServer Disconnect-NsxtServer Disconnect-SrmServer Disconnect-VIServer Disconnect-Vmc Disconnect-vRAServer Disconnect-vRNIServer Dismount-Tools Enable-NsxEdgeSsh Enable-RunspaceDebug Enable-vRNIDataSource Expand-Archive Export-NsxObject Export-SpbmStoragePolicy Export-VApp Export-VDPortGroup Export-VDSwitch Export-VMHostProfile Export-vRAIcon Export-vRAPackage Find-Command Find-DscResource Find-Module Find-NsxWhereVMUsed Find-Package Find-PackageProvider Find-RoleCapability Find-Script Format-Hex Format-VMHostDiskPartition Format-XML Generate-VersionInfo Get-AdvancedSetting Get-AlarmAction Get-AlarmActionTrigger Get-AlarmDefinition Get-Annotation Get-CDDrive Get-CIAccessControlRule Get-CIDatastore Get-CINetworkAdapter Get-CIRole Get-CIUser Get-CIVApp Get-CIVAppNetwork Get-CIVAppStartRule Get-CIVAppTemplate Get-CIVM Get-CIVMTemplate Get-CIView Get-Catalog Get-CisCommand Get-CisService Get-CloudCommand Get-Cluster Get-CompatibleVersionAddtionaPropertiesStr Get-ComplexResourceQualifier Get-ConfigurationErrorCount Get-ContentLibraryItem Get-CustomAttribute Get-DSCResourceModules Get-Datacenter Get-Datastore Get-DatastoreCluster Get-DrsClusterGroup Get-DrsRecommendation Get-DrsRule Get-DrsVMHostRule Get-DscResource Get-EdgeGateway Get-EncryptedPassword Get-ErrorReport Get-EsxCli Get-EsxTop Get-ExternalNetwork Get-FileHash Get-FloppyDrive Get-Folder Get-HAPrimaryVMHost Get-HCXAppliance Get-HCXApplianceCompute Get-HCXApplianceDVS Get-HCXApplianceDatastore Get-HCXApplianceNetwork Get-HCXContainer Get-HCXDatastore Get-HCXGateway Get-HCXInterconnectStatus Get-HCXJob Get-HCXMigration Get-HCXNetwork Get-HCXNetworkExtension Get-HCXReplication Get-HCXReplicationSnapshot Get-HCXService Get-HCXSite Get-HCXSitePairing Get-HCXVM Get-HardDisk Get-IScsiHbaTarget Get-InnerMostErrorRecord Get-InstallPath Get-InstalledModule Get-InstalledScript Get-Inventory Get-ItemPropertyValue Get-KeyManagementServer Get-KmipClientCertificate Get-KmsCluster Get-Log Get-LogType Get-MarkdownOption Get-Media Get-MofInstanceName Get-MofInstanceText Get-NetworkAdapter Get-NetworkPool Get-NfsUser Get-NicTeamingPolicy Get-NsxApplicableMember Get-NsxApplicableSecurityAction Get-NsxBackingDVSwitch Get-NsxBackingPortGroup Get-NsxCliDfwAddrSet Get-NsxCliDfwFilter Get-NsxCliDfwRule Get-NsxClusterStatus Get-NsxController Get-NsxDynamicCriteria Get-NsxDynamicMemberSet Get-NsxEdge Get-NsxEdgeBgp Get-NsxEdgeBgpNeighbour Get-NsxEdgeCertificate Get-NsxEdgeCsr Get-NsxEdgeFirewall Get-NsxEdgeFirewallRule Get-NsxEdgeInterface Get-NsxEdgeInterfaceAddress Get-NsxEdgeNat Get-NsxEdgeNatRule Get-NsxEdgeOspf Get-NsxEdgeOspfArea Get-NsxEdgeOspfInterface Get-NsxEdgePrefix Get-NsxEdgeRedistributionRule Get-NsxEdgeRouting Get-NsxEdgeStaticRoute Get-NsxEdgeSubInterface Get-NsxFirewallExclusionListMember Get-NsxFirewallGlobalConfiguration Get-NsxFirewallPublishStatus Get-NsxFirewallRule Get-NsxFirewallRuleMember Get-NsxFirewallSavedConfiguration Get-NsxFirewallSection Get-NsxFirewallThreshold Get-NsxIpPool Get-NsxIpSet Get-NsxLicense Get-NsxLoadBalancer Get-NsxLoadBalancerApplicationProfile Get-NsxLoadBalancerApplicationRule Get-NsxLoadBalancerMonitor Get-NsxLoadBalancerPool Get-NsxLoadBalancerPoolMember Get-NsxLoadBalancerStats Get-NsxLoadBalancerVip Get-NsxLogicalRouter Get-NsxLogicalRouterBgp Get-NsxLogicalRouterBgpNeighbour Get-NsxLogicalRouterBridge Get-NsxLogicalRouterBridging Get-NsxLogicalRouterInterface Get-NsxLogicalRouterOspf Get-NsxLogicalRouterOspfArea Get-NsxLogicalRouterOspfInterface Get-NsxLogicalRouterPrefix Get-NsxLogicalRouterRedistributionRule Get-NsxLogicalRouterRouting Get-NsxLogicalRouterStaticRoute Get-NsxLogicalSwitch Get-NsxMacSet Get-NsxManagerBackup Get-NsxManagerCertificate Get-NsxManagerComponentSummary Get-NsxManagerNetwork Get-NsxManagerRole Get-NsxManagerSsoConfig Get-NsxManagerSyncStatus Get-NsxManagerSyslogServer Get-NsxManagerSystemSummary Get-NsxManagerTimeSettings Get-NsxManagerVcenterConfig Get-NsxSecondaryManager Get-NsxSecurityGroup Get-NsxSecurityGroupEffectiveIpAddress Get-NsxSecurityGroupEffectiveMacAddress Get-NsxSecurityGroupEffectiveMember Get-NsxSecurityGroupEffectiveVirtualMachine Get-NsxSecurityGroupEffectiveVnic Get-NsxSecurityGroupMemberTypes Get-NsxSecurityPolicy Get-NsxSecurityPolicyHighestUsedPrecedence Get-NsxSecurityPolicyRule Get-NsxSecurityTag Get-NsxSecurityTagAssignment Get-NsxSegmentIdRange Get-NsxService Get-NsxServiceDefinition Get-NsxServiceGroup Get-NsxServiceGroupMember Get-NsxServiceProfile Get-NsxSpoofguardNic Get-NsxSpoofguardPolicy Get-NsxSslVpn Get-NsxSslVpnAuthServer Get-NsxSslVpnClientInstallationPackage Get-NsxSslVpnIpPool Get-NsxSslVpnPrivateNetwork Get-NsxSslVpnUser Get-NsxTransportZone Get-NsxUserRole Get-NsxVdsContext Get-NsxtPolicyService Get-NsxtService Get-OSCustomizationNicMapping Get-OSCustomizationSpec Get-Org Get-OrgNetwork Get-OrgVdc Get-OrgVdcNetwork Get-OvfConfiguration Get-PSCurrentConfigurationNode Get-PSDefaultConfigurationDocument Get-PSMetaConfigDocumentInstVersionInfo Get-PSMetaConfigurationProcessed Get-PSReadLineKeyHandler Get-PSReadLineOption Get-PSRepository Get-PSTopConfigurationName Get-PSVersion Get-Package Get-PackageProvider Get-PackageSource Get-PassthroughDevice Get-PositionInfo Get-PowerCLICommunity Get-PowerCLIConfiguration Get-PowerCLIHelp Get-PowerCLIVersion Get-PowerNsxVersion Get-ProviderVdc Get-PublicKeyFromFile Get-PublicKeyFromStore Get-ResourcePool Get-Runspace Get-RunspaceDebug Get-ScsiController Get-ScsiLun Get-ScsiLunPath Get-SecurityInfo Get-SecurityPolicy Get-Snapshot Get-SpbmCapability Get-SpbmCompatibleStorage Get-SpbmEntityConfiguration Get-SpbmFaultDomain Get-SpbmPointInTimeReplica Get-SpbmReplicationGroup Get-SpbmReplicationPair Get-SpbmStoragePolicy Get-Stat Get-StatInterval Get-StatType Get-Tag Get-TagAssignment Get-TagCategory Get-Task Get-Template Get-TimeZone Get-Uptime Get-UsbDevice Get-VAIOFilter Get-VApp Get-VDBlockedPolicy Get-VDPort Get-VDPortgroup Get-VDPortgroupOverridePolicy Get-VDSecurityPolicy Get-VDSwitch Get-VDSwitchPrivateVlan Get-VDTrafficShapingPolicy Get-VDUplinkLacpPolicy Get-VDUplinkTeamingPolicy Get-VDisk Get-VIAccount Get-VICommand Get-VICredentialStoreItem Get-VIEvent Get-VIObjectByVIView Get-VIPermission Get-VIPrivilege Get-VIProperty Get-VIRole Get-VM Get-VMGuest Get-VMHost Get-VMHostAccount Get-VMHostAdvancedConfiguration Get-VMHostAuthentication Get-VMHostAvailableTimeZone Get-VMHostDiagnosticPartition Get-VMHostDisk Get-VMHostDiskPartition Get-VMHostFirewallDefaultPolicy Get-VMHostFirewallException Get-VMHostFirmware Get-VMHostHardware Get-VMHostHba Get-VMHostModule Get-VMHostNetwork Get-VMHostNetworkAdapter Get-VMHostNtpServer Get-VMHostPatch Get-VMHostPciDevice Get-VMHostProfile Get-VMHostProfileImageCacheConfiguration Get-VMHostProfileRequiredInput Get-VMHostProfileStorageDeviceConfiguration Get-VMHostProfileUserConfiguration Get-VMHostProfileVmPortGroupConfiguration Get-VMHostRoute Get-VMHostService Get-VMHostSnmp Get-VMHostStartPolicy Get-VMHostStorage Get-VMHostSysLogServer Get-VMQuestion Get-VMResourceConfiguration Get-VMStartPolicy Get-VTpm Get-VTpmCSR Get-VTpmCertificate Get-VasaProvider Get-VasaStorageArray Get-View Get-VirtualPortGroup Get-VirtualSwitch Get-VmcSddcNetworkService Get-VmcService Get-VsanClusterConfiguration Get-VsanComponent Get-VsanDisk Get-VsanDiskGroup Get-VsanEvacuationPlan Get-VsanFaultDomain Get-VsanIscsiInitiatorGroup Get-VsanIscsiInitiatorGroupTargetAssociation Get-VsanIscsiLun Get-VsanIscsiTarget Get-VsanObject Get-VsanResyncingComponent Get-VsanRuntimeInfo Get-VsanSpaceUsage Get-VsanStat Get-VsanView Get-vRAApplianceServiceStatus Get-vRAAuthorizationRole Get-vRABlueprint Get-vRABusinessGroup Get-vRACatalogItem Get-vRACatalogItemRequestTemplate Get-vRACatalogPrincipal Get-vRAComponentRegistryService Get-vRAComponentRegistryServiceEndpoint Get-vRAComponentRegistryServiceStatus Get-vRAContent Get-vRAContentData Get-vRAContentType Get-vRACustomForm Get-vRAEntitledCatalogItem Get-vRAEntitledService Get-vRAEntitlement Get-vRAExternalNetworkProfile Get-vRAGroupPrincipal Get-vRAIcon Get-vRANATNetworkProfile Get-vRANetworkProfileIPAddressList Get-vRANetworkProfileIPRangeSummary Get-vRAPackage Get-vRAPackageContent Get-vRAPropertyDefinition Get-vRAPropertyGroup Get-vRARequest Get-vRARequestDetail Get-vRAReservation Get-vRAReservationComputeResource Get-vRAReservationComputeResourceMemory Get-vRAReservationComputeResourceNetwork Get-vRAReservationComputeResourceResourcePool Get-vRAReservationComputeResourceStorage Get-vRAReservationPolicy Get-vRAReservationTemplate Get-vRAReservationType Get-vRAResource Get-vRAResourceAction Get-vRAResourceActionRequestTemplate Get-vRAResourceMetric Get-vRAResourceOperation Get-vRAResourceType Get-vRARoutedNetworkProfile Get-vRAService Get-vRAServiceBlueprint Get-vRASourceMachine Get-vRAStorageReservationPolicy Get-vRATenant Get-vRATenantDirectory Get-vRATenantDirectoryStatus Get-vRATenantRole Get-vRAUserPrincipal Get-vRAUserPrincipalGroupMembership Get-vRAVersion Get-vRNIAPIVersion Get-vRNIApplication Get-vRNIApplicationTier Get-vRNIDataSource Get-vRNIDataSourceSNMPConfig Get-vRNIDatastore Get-vRNIDistributedSwitch Get-vRNIDistributedSwitchPortGroup Get-vRNIEntity Get-vRNIEntityName Get-vRNIFirewallRule Get-vRNIFlow Get-vRNIHost Get-vRNIHostVMKNic Get-vRNIIPSet Get-vRNIL2Network Get-vRNINSXManager Get-vRNINodes Get-vRNIProblem Get-vRNIRecommendedRules Get-vRNIRecommendedRulesNsxBundle Get-vRNISecurityGroup Get-vRNISecurityTag Get-vRNIService Get-vRNIServiceGroup Get-vRNIVM Get-vRNIVMvNIC Get-vRNIvCenter Get-vRNIvCenterCluster Get-vRNIvCenterDatacenter Get-vRNIvCenterFolder Grant-NsxSpoofguardNicApproval Import-CIVApp Import-CIVAppTemplate Import-NsxObject Import-PackageProvider Import-PowerShellDataFile Import-SpbmStoragePolicy Import-VApp Import-VMHostProfile Import-vRAContentData Import-vRAIcon Import-vRAPackage Initialize-ConfigurationRuntimeState Install-Module Install-NsxCluster Install-Package Install-PackageProvider Install-Script Install-VMHostPatch Invoke-DrsRecommendation Invoke-NsxCli Invoke-NsxClusterResolveAll Invoke-NsxManagerSync Invoke-NsxRestMethod Invoke-NsxWebRequest Invoke-VMHostProfile Invoke-VMScript Invoke-XpathQuery Invoke-vRADataCollection Invoke-vRARestMethod Invoke-vRATenantDirectorySync Invoke-vRNIRestMethod Join-String Mount-Tools Move-Cluster Move-Datacenter Move-Datastore Move-Folder Move-HardDisk Move-Inventory Move-NsxSecurityPolicyRule Move-ResourcePool Move-Template Move-VApp Move-VDisk Move-VM Move-VMHost New-AdvancedSetting New-AlarmAction New-AlarmActionTrigger New-CDDrive New-CIAccessControlRule New-CIVApp New-CIVAppNetwork New-CIVAppTemplate New-CIVM New-Cluster New-CustomAttribute New-Datacenter New-Datastore New-DatastoreCluster New-DatastoreDrive New-DrsClusterGroup New-DrsRule New-DrsVMHostRule New-DscChecksum New-FloppyDrive New-Folder New-Guid New-HCXAppliance New-HCXMigration New-HCXNetworkExtension New-HCXNetworkMapping New-HCXReplication New-HCXSitePairing New-HCXStaticRoute New-HardDisk New-IScsiHbaTarget New-KmipClientCertificate New-NetworkAdapter New-NfsUser New-NsxAddressSpec New-NsxClusterVxlanConfig New-NsxController New-NsxDynamicCriteriaSpec New-NsxEdge New-NsxEdgeBgpNeighbour New-NsxEdgeCsr New-NsxEdgeFirewallRule New-NsxEdgeInterfaceSpec New-NsxEdgeNatRule New-NsxEdgeOspfArea New-NsxEdgeOspfInterface New-NsxEdgePrefix New-NsxEdgeRedistributionRule New-NsxEdgeSelfSignedCertificate New-NsxEdgeStaticRoute New-NsxEdgeSubInterface New-NsxEdgeSubInterfaceSpec New-NsxFirewallRule New-NsxFirewallSavedConfiguration New-NsxFirewallSection New-NsxIpPool New-NsxIpSet New-NsxLoadBalancerApplicationProfile New-NsxLoadBalancerApplicationRule New-NsxLoadBalancerMemberSpec New-NsxLoadBalancerMonitor New-NsxLoadBalancerPool New-NsxLogicalRouter New-NsxLogicalRouterBgpNeighbour New-NsxLogicalRouterBridge New-NsxLogicalRouterInterface New-NsxLogicalRouterInterfaceSpec New-NsxLogicalRouterOspfArea New-NsxLogicalRouterOspfInterface New-NsxLogicalRouterPrefix New-NsxLogicalRouterRedistributionRule New-NsxLogicalRouterStaticRoute New-NsxLogicalSwitch New-NsxMacSet New-NsxManager New-NsxSecurityGroup New-NsxSecurityPolicy New-NsxSecurityPolicyAssignment New-NsxSecurityPolicyFirewallRuleSpec New-NsxSecurityPolicyGuestIntrospectionSpec New-NsxSecurityPolicyNetworkIntrospectionSpec New-NsxSecurityTag New-NsxSecurityTagAssignment New-NsxSegmentIdRange New-NsxService New-NsxServiceGroup New-NsxSpoofguardPolicy New-NsxSslVpnAuthServer New-NsxSslVpnClientInstallationPackage New-NsxSslVpnIpPool New-NsxSslVpnPrivateNetwork New-NsxSslVpnUser New-NsxTransportZone New-NsxVdsContext New-OSCustomizationNicMapping New-OSCustomizationSpec New-Org New-OrgNetwork New-OrgVdc New-OrgVdcNetwork New-ResourcePool New-ScriptFileInfo New-ScsiController New-Snapshot New-SpbmRule New-SpbmRuleSet New-SpbmStoragePolicy New-StatInterval New-Tag New-TagAssignment New-TagCategory New-Template New-TemporaryFile New-VAIOFilter New-VApp New-VDPortgroup New-VDSwitch New-VDSwitchPrivateVlan New-VDisk New-VICredentialStoreItem New-VIInventoryDrive New-VIPermission New-VIProperty New-VIRole New-VISamlSecurityContext New-VM New-VMHostAccount New-VMHostNetworkAdapter New-VMHostProfile New-VMHostProfileVmPortGroupConfiguration New-VMHostRoute New-VTpm New-VasaProvider New-VcsOAuthSecurityContext New-VirtualPortGroup New-VirtualSwitch New-VsanDisk New-VsanDiskGroup New-VsanFaultDomain New-VsanIscsiInitiatorGroup New-VsanIscsiInitiatorGroupTargetAssociation New-VsanIscsiLun New-VsanIscsiTarget New-vRABusinessGroup New-vRAEntitlement New-vRAExternalNetworkProfile New-vRAGroupPrincipal New-vRANATNetworkProfile New-vRANetworkProfileIPRangeDefinition New-vRAPackage New-vRAPropertyDefinition New-vRAPropertyGroup New-vRAReservation New-vRAReservationNetworkDefinition New-vRAReservationPolicy New-vRAReservationStorageDefinition New-vRARoutedNetworkProfile New-vRAService New-vRAStorageReservationPolicy New-vRATenant New-vRATenantDirectory New-vRAUserPrincipal New-vRNIApplication New-vRNIApplicationTier New-vRNIDataSource Open-VMConsoleWindow Publish-Module Publish-NsxSpoofguardPolicy Publish-Script Register-PSRepository Register-PackageSource Remove-AdvancedSetting Remove-AlarmAction Remove-AlarmActionTrigger Remove-Alias Remove-CDDrive Remove-CIAccessControlRule Remove-CIVApp Remove-CIVAppNetwork Remove-CIVAppTemplate Remove-Cluster Remove-CustomAttribute Remove-Datacenter Remove-Datastore Remove-DatastoreCluster Remove-DrsClusterGroup Remove-DrsRule Remove-DrsVMHostRule Remove-FloppyDrive Remove-Folder Remove-HCXAppliance Remove-HCXNetworkExtension Remove-HCXReplication Remove-HCXSitePairing Remove-HardDisk Remove-IScsiHbaTarget Remove-Inventory Remove-KeyManagementServer Remove-NetworkAdapter Remove-NfsUser Remove-NsxCluster Remove-NsxClusterVxlanConfig Remove-NsxController Remove-NsxDynamicCriteria Remove-NsxDynamicMemberSet Remove-NsxEdge Remove-NsxEdgeBgpNeighbour Remove-NsxEdgeCertificate Remove-NsxEdgeCsr Remove-NsxEdgeFirewallRule Remove-NsxEdgeInterfaceAddress Remove-NsxEdgeNatRule Remove-NsxEdgeOspfArea Remove-NsxEdgeOspfInterface Remove-NsxEdgePrefix Remove-NsxEdgeRedistributionRule Remove-NsxEdgeStaticRoute Remove-NsxEdgeSubInterface Remove-NsxFirewallExclusionListMember Remove-NsxFirewallRule Remove-NsxFirewallRuleMember Remove-NsxFirewallSavedConfiguration Remove-NsxFirewallSection Remove-NsxIpPool Remove-NsxIpSet Remove-NsxIpSetMember Remove-NsxLoadBalancerApplicationProfile Remove-NsxLoadBalancerMonitor Remove-NsxLoadBalancerPool Remove-NsxLoadBalancerPoolMember Remove-NsxLoadBalancerVip Remove-NsxLogicalRouter Remove-NsxLogicalRouterBgpNeighbour Remove-NsxLogicalRouterBridge Remove-NsxLogicalRouterInterface Remove-NsxLogicalRouterOspfArea Remove-NsxLogicalRouterOspfInterface Remove-NsxLogicalRouterPrefix Remove-NsxLogicalRouterRedistributionRule Remove-NsxLogicalRouterStaticRoute Remove-NsxLogicalSwitch Remove-NsxMacSet Remove-NsxSecondaryManager Remove-NsxSecurityGroup Remove-NsxSecurityGroupMember Remove-NsxSecurityPolicy Remove-NsxSecurityPolicyAssignment Remove-NsxSecurityPolicyRule Remove-NsxSecurityPolicyRuleGroup Remove-NsxSecurityPolicyRuleService Remove-NsxSecurityTag Remove-NsxSecurityTagAssignment Remove-NsxSegmentIdRange Remove-NsxService Remove-NsxServiceGroup Remove-NsxSpoofguardPolicy Remove-NsxSslVpnClientInstallationPackage Remove-NsxSslVpnIpPool Remove-NsxSslVpnPrivateNetwork Remove-NsxSslVpnUser Remove-NsxTransportZone Remove-NsxTransportZoneMember Remove-NsxVdsContext Remove-OSCustomizationNicMapping Remove-OSCustomizationSpec Remove-Org Remove-OrgNetwork Remove-OrgVdc Remove-OrgVdcNetwork Remove-PSReadLineKeyHandler Remove-PassthroughDevice Remove-ResourcePool Remove-Snapshot Remove-SpbmStoragePolicy Remove-StatInterval Remove-Tag Remove-TagAssignment Remove-TagCategory Remove-Template Remove-UsbDevice Remove-VAIOFilter Remove-VApp Remove-VDPortGroup Remove-VDSwitch Remove-VDSwitchPhysicalNetworkAdapter Remove-VDSwitchPrivateVlan Remove-VDSwitchVMHost Remove-VDisk Remove-VICredentialStoreItem Remove-VIPermission Remove-VIProperty Remove-VIRole Remove-VM Remove-VMHost Remove-VMHostAccount Remove-VMHostNetworkAdapter Remove-VMHostNtpServer Remove-VMHostProfile Remove-VMHostProfileVmPortGroupConfiguration Remove-VMHostRoute Remove-VTpm Remove-VasaProvider Remove-VirtualPortGroup Remove-VirtualSwitch Remove-VirtualSwitchPhysicalNetworkAdapter Remove-VsanDisk Remove-VsanDiskGroup Remove-VsanFaultDomain Remove-VsanIscsiInitiatorGroup Remove-VsanIscsiInitiatorGroupTargetAssociation Remove-VsanIscsiLun Remove-VsanIscsiTarget Remove-vRABusinessGroup Remove-vRACustomForm Remove-vRAExternalNetworkProfile Remove-vRAGroupPrincipal Remove-vRAIcon Remove-vRANATNetworkProfile Remove-vRAPackage Remove-vRAPrincipalFromTenantRole Remove-vRAPropertyDefinition Remove-vRAPropertyGroup Remove-vRAReservation Remove-vRAReservationNetwork Remove-vRAReservationPolicy Remove-vRAReservationStorage Remove-vRARoutedNetworkProfile Remove-vRAService Remove-vRAStorageReservationPolicy Remove-vRATenant Remove-vRATenantDirectory Remove-vRAUserPrincipal Remove-vRNIApplication Remove-vRNIApplicationTier Remove-vRNIDataSource Repair-NsxEdge Repair-VsanObject Request-vRACatalogItem Request-vRAResourceAction Restart-CIVApp Restart-CIVAppGuest Restart-CIVM Restart-CIVMGuest Restart-VM Restart-VMGuest Restart-VMHost Restart-VMHostService Resume-HCXReplication Revoke-NsxSpoofguardNicApproval Save-Module Save-Package Save-Script Search-Cloud Set-AdvancedSetting Set-AlarmDefinition Set-Annotation Set-CDDrive Set-CIAccessControlRule Set-CINetworkAdapter Set-CIVApp Set-CIVAppNetwork Set-CIVAppStartRule Set-CIVAppTemplate Set-Cluster Set-CustomAttribute Set-Datacenter Set-Datastore Set-DatastoreCluster Set-DrsClusterGroup Set-DrsRule Set-DrsVMHostRule Set-FloppyDrive Set-Folder Set-HCXAppliance Set-HCXMigration Set-HCXReplication Set-HardDisk Set-IScsiHbaTarget Set-KeyManagementServer Set-KmsCluster Set-MarkdownOption Set-NetworkAdapter Set-NfsUser Set-NicTeamingPolicy Set-NodeExclusiveResources Set-NodeManager Set-NodeResourceSource Set-NodeResources Set-NsxEdge Set-NsxEdgeBgp Set-NsxEdgeFirewall Set-NsxEdgeInterface Set-NsxEdgeNat Set-NsxEdgeOspf Set-NsxEdgeRouting Set-NsxFirewallGlobalConfiguration Set-NsxFirewallRule Set-NsxFirewallSavedConfiguration Set-NsxFirewallThreshold Set-NsxLoadBalancer Set-NsxLoadBalancerPoolMember Set-NsxLogicalRouter Set-NsxLogicalRouterBgp Set-NsxLogicalRouterBridging Set-NsxLogicalRouterInterface Set-NsxLogicalRouterOspf Set-NsxLogicalRouterRouting Set-NsxManager Set-NsxManagerRole Set-NsxManagerTimeSettings Set-NsxSecurityPolicy Set-NsxSecurityPolicyFirewallRule Set-NsxSslVpn Set-OSCustomizationNicMapping Set-OSCustomizationSpec Set-Org Set-OrgNetwork Set-OrgVdc Set-OrgVdcNetwork Set-PSCurrentConfigurationNode Set-PSDefaultConfigurationDocument Set-PSMetaConfigDocInsProcessedBeforeMeta Set-PSMetaConfigVersionInfoV2 Set-PSReadLineKeyHandler Set-PSReadLineOption Set-PSRepository Set-PSTopConfigurationName Set-PackageSource Set-PowerCLIConfiguration Set-ResourcePool Set-ScsiController Set-ScsiLun Set-ScsiLunPath Set-SecurityPolicy Set-Snapshot Set-SpbmEntityConfiguration Set-SpbmStoragePolicy Set-StatInterval Set-Tag Set-TagCategory Set-Template Set-VAIOFilter Set-VApp Set-VDBlockedPolicy Set-VDPort Set-VDPortgroup Set-VDPortgroupOverridePolicy Set-VDSecurityPolicy Set-VDSwitch Set-VDTrafficShapingPolicy Set-VDUplinkLacpPolicy Set-VDUplinkTeamingPolicy Set-VDVlanConfiguration Set-VDisk Set-VIPermission Set-VIRole Set-VM Set-VMHost Set-VMHostAccount Set-VMHostAdvancedConfiguration Set-VMHostAuthentication Set-VMHostDiagnosticPartition Set-VMHostFirewallDefaultPolicy Set-VMHostFirewallException Set-VMHostFirmware Set-VMHostHba Set-VMHostModule Set-VMHostNetwork Set-VMHostNetworkAdapter Set-VMHostProfile Set-VMHostProfileImageCacheConfiguration Set-VMHostProfileStorageDeviceConfiguration Set-VMHostProfileUserConfiguration Set-VMHostProfileVmPortGroupConfiguration Set-VMHostRoute Set-VMHostService Set-VMHostSnmp Set-VMHostStartPolicy Set-VMHostStorage Set-VMHostSysLogServer Set-VMQuestion Set-VMResourceConfiguration Set-VMStartPolicy Set-VTpm Set-VirtualPortGroup Set-VirtualSwitch Set-VsanClusterConfiguration Set-VsanFaultDomain Set-VsanIscsiInitiatorGroup Set-VsanIscsiLun Set-VsanIscsiTarget Set-vRABusinessGroup Set-vRACatalogItem Set-vRACustomForm Set-vRAEntitlement Set-vRAExternalNetworkProfile Set-vRANATNetworkProfile Set-vRAReservation Set-vRAReservationNetwork Set-vRAReservationPolicy Set-vRAReservationStorage Set-vRARoutedNetworkProfile Set-vRAService Set-vRAStorageReservationPolicy Set-vRATenant Set-vRATenantDirectory Set-vRAUserPrincipal Set-vRNIDataSourceSNMPConfig Show-Markdown Start-CIVApp Start-CIVM Start-HCXMigration Start-HCXReplication Start-SpbmReplicationFailover Start-SpbmReplicationPrepareFailover Start-SpbmReplicationPromote Start-SpbmReplicationReverse Start-SpbmReplicationTestFailover Start-ThreadJob Start-VApp Start-VM Start-VMHost Start-VMHostService Start-VsanClusterDiskUpdate Start-VsanClusterRebalance Start-VsanEncryptionConfiguration Stop-CIVApp Stop-CIVAppGuest Stop-CIVM Stop-CIVMGuest Stop-SpbmReplicationTestFailover Stop-Task Stop-VApp Stop-VM Stop-VMGuest Stop-VMHost Stop-VMHostService Stop-VsanClusterRebalance Suspend-CIVApp Suspend-CIVM Suspend-HCXReplication Suspend-VM Suspend-VMGuest Suspend-VMHost Sync-SpbmReplicationGroup Test-ConflictingResources Test-HCXMigration Test-HCXReplication Test-Json Test-ModuleReloadRequired Test-MofInstanceText Test-NodeManager Test-NodeResourceSource Test-NodeResources Test-ScriptFileInfo Test-VMHostProfileCompliance Test-VMHostSnmp Test-VsanClusterHealth Test-VsanNetworkPerformance Test-VsanStoragePerformance Test-VsanVMCreation Test-vRAPackage Uninstall-Module Uninstall-Package Uninstall-Script Unlock-VM Unregister-PSRepository Unregister-PackageSource Update-ConfigurationDocumentRef Update-ConfigurationErrorCount Update-DependsOn Update-LocalConfigManager Update-Module Update-ModuleManifest Update-ModuleVersion Update-PowerNsx Update-Script Update-ScriptFileInfo Update-Tools Update-VsanHclDatabase ValidateUpdate-ConfigurationData Wait-Debugger Wait-NsxControllerJob Wait-NsxGenericJob Wait-NsxJob Wait-Task Wait-Tools Write-Information Write-Log Write-MetaConfigFile Write-NodeMOFFile",nomarkup:"-ne -eq -lt -gt -ge -le -not -like -notlike -match -notmatch -contains -notcontains -in -notin -replace"},contains:[t,e.NUMBER_MODE,n,{className:"string",variants:[{begin:/'/,end:/'/},{begin:/@'/,end:/^'@/}]},{className:"literal",begin:/\$(null|true|false)\b/},r,o]}}},FIQr:function(e){e.exports=function(e){return{keywords:{keyword:"package import option optional required repeated group oneof",built_in:"double float int32 int64 uint32 uint64 sint32 sint64 fixed32 fixed64 sfixed32 sfixed64 bool string bytes",literal:"true false"},contains:[e.QUOTE_STRING_MODE,e.NUMBER_MODE,e.C_LINE_COMMENT_MODE,{className:"class",beginKeywords:"message enum service",end:/\{/,illegal:/\n/,contains:[e.inherit(e.TITLE_MODE,{starts:{endsWithParent:!0,excludeEnd:!0}})]},{className:"function",beginKeywords:"rpc",end:/;/,excludeEnd:!0,keywords:"rpc returns"},{begin:/^\s*[A-Z_]+/,end:/\s*=/,excludeEnd:!0}]}}},FJoh:function(e){e.exports=function(e){return{aliases:["ml"],keywords:{keyword:"abstype and andalso as case datatype do else end eqtype exception fn fun functor handle if in include infix infixr let local nonfix of op open orelse raise rec sharing sig signature struct structure then type val with withtype where while",built_in:"array bool char exn int list option order real ref string substring vector unit word",literal:"true false NONE SOME LESS EQUAL GREATER nil"},illegal:/\/\/|>>/,lexemes:"[a-z_]\\w*!?",contains:[{className:"literal",begin:/\[(\|\|)?\]|\(\)/,relevance:0},e.COMMENT("\\(\\*","\\*\\)",{contains:["self"]}),{className:"symbol",begin:"'[A-Za-z_](?!')[\\w']*"},{className:"type",begin:"`[A-Z][\\w']*"},{className:"type",begin:"\\b[A-Z][\\w']*",relevance:0},{begin:"[a-z_]\\w*'[\\w']*"},e.inherit(e.APOS_STRING_MODE,{className:"string",relevance:0}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),{className:"number",begin:"\\b(0[xX][a-fA-F0-9_]+[Lln]?|0[oO][0-7_]+[Lln]?|0[bB][01_]+[Lln]?|[0-9][0-9_]*([Lln]|(\\.[0-9_]*)?([eE][-+]?[0-9_]+)?)?)",relevance:0},{begin:/[-=]>/}]}}},FNUU:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#1E1E1E",color:"#DCDCDC"},"hljs-keyword":{color:"#569CD6"},"hljs-literal":{color:"#569CD6"},"hljs-symbol":{color:"#569CD6"},"hljs-name":{color:"#569CD6"},"hljs-link":{color:"#569CD6",textDecoration:"underline"},"hljs-built_in":{color:"#4EC9B0"},"hljs-type":{color:"#4EC9B0"},"hljs-number":{color:"#B8D7A3"},"hljs-class":{color:"#B8D7A3"},"hljs-string":{color:"#D69D85"},"hljs-meta-string":{color:"#D69D85"},"hljs-regexp":{color:"#9A5334"},"hljs-template-tag":{color:"#9A5334"},"hljs-subst":{color:"#DCDCDC"},"hljs-function":{color:"#DCDCDC"},"hljs-title":{color:"#DCDCDC"},"hljs-params":{color:"#DCDCDC"},"hljs-formula":{color:"#DCDCDC"},"hljs-comment":{color:"#57A64A",fontStyle:"italic"},"hljs-quote":{color:"#57A64A",fontStyle:"italic"},"hljs-doctag":{color:"#608B4E"},"hljs-meta":{color:"#9B9B9B"},"hljs-meta-keyword":{color:"#9B9B9B"},"hljs-tag":{color:"#9B9B9B"},"hljs-variable":{color:"#BD63C5"},"hljs-template-variable":{color:"#BD63C5"},"hljs-attr":{color:"#9CDCFE"},"hljs-attribute":{color:"#9CDCFE"},"hljs-builtin-name":{color:"#9CDCFE"},"hljs-section":{color:"gold"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"},"hljs-bullet":{color:"#D7BA7D"},"hljs-selector-tag":{color:"#D7BA7D"},"hljs-selector-id":{color:"#D7BA7D"},"hljs-selector-class":{color:"#D7BA7D"},"hljs-selector-attr":{color:"#D7BA7D"},"hljs-selector-pseudo":{color:"#D7BA7D"},"hljs-addition":{backgroundColor:"#144212",display:"inline-block",width:"100%"},"hljs-deletion":{backgroundColor:"#600",display:"inline-block",width:"100%"}}},FU0U:function(e){e.exports=function(e){var t={className:"string",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:'b"',end:'"'},{begin:"b'",end:"'"},e.inherit(e.APOS_STRING_MODE,{illegal:null}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null})]},r={variants:[e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE]};return{aliases:["zep"],case_insensitive:!0,keywords:"and include_once list abstract global private echo interface as static endswitch array null if endwhile or const for endforeach self var let while isset public protected exit foreach throw elseif include __FILE__ empty require_once do xor return parent clone use __CLASS__ __LINE__ else break print eval new catch __METHOD__ case exception default die require __FUNCTION__ enddeclare final try switch continue endfor endif declare unset true false trait goto instanceof insteadof __DIR__ __NAMESPACE__ yield finally int uint long ulong char uchar double float bool boolean stringlikely unlikely",contains:[e.C_LINE_COMMENT_MODE,e.HASH_COMMENT_MODE,e.COMMENT("/\\*","\\*/",{contains:[{className:"doctag",begin:"@[A-Za-z]+"}]}),e.COMMENT("__halt_compiler.+?;",!1,{endsWithParent:!0,keywords:"__halt_compiler",lexemes:e.UNDERSCORE_IDENT_RE}),{className:"string",begin:"<<<['\"]?\\w+['\"]?$",end:"^\\w+;",contains:[e.BACKSLASH_ESCAPE]},{begin:/(::|->)+[a-zA-Z_\x7f-\xff][a-zA-Z0-9_\x7f-\xff]*/},{className:"function",beginKeywords:"function",end:/[;{]/,excludeEnd:!0,illegal:"\\$|\\[|%",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",begin:"\\(",end:"\\)",contains:["self",e.C_BLOCK_COMMENT_MODE,t,r]}]},{className:"class",beginKeywords:"class interface",end:"{",excludeEnd:!0,illegal:/[:\(\$"]/,contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"namespace",end:";",illegal:/[\.']/,contains:[e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"use",end:";",contains:[e.UNDERSCORE_TITLE_MODE]},{begin:"=>"},t,r]}}},FrfH:function(e,t,r){"use strict";(function(e){var n=r("3iWU"),o=r.n(n),a=r("WOcO"),i=r("GAEk");t.a=function(t){return e("abbr",{class:o.a.errorabbr,title:t.error.toString()},e(i.a,{icon:a.k})," ",t.children)}}).call(this,r("hosL").h)},G11e:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#282b2e",color:"#e0e2e4"},"hljs-keyword":{color:"#93c763",fontWeight:"bold"},"hljs-selector-tag":{color:"#93c763",fontWeight:"bold"},"hljs-literal":{color:"#93c763",fontWeight:"bold"},"hljs-selector-id":{color:"#93c763"},"hljs-number":{color:"#ffcd22"},"hljs-attribute":{color:"#668bb0"},"hljs-code":{color:"white"},"hljs-class .hljs-title":{color:"white"},"hljs-section":{color:"white",fontWeight:"bold"},"hljs-regexp":{color:"#d39745"},"hljs-link":{color:"#d39745"},"hljs-meta":{color:"#557182"},"hljs-tag":{color:"#8cbbad"},"hljs-name":{color:"#8cbbad",fontWeight:"bold"},"hljs-bullet":{color:"#8cbbad"},"hljs-subst":{color:"#8cbbad"},"hljs-emphasis":{color:"#8cbbad"},"hljs-type":{color:"#8cbbad",fontWeight:"bold"},"hljs-built_in":{color:"#8cbbad"},"hljs-selector-attr":{color:"#8cbbad"},"hljs-selector-pseudo":{color:"#8cbbad"},"hljs-addition":{color:"#8cbbad"},"hljs-variable":{color:"#8cbbad"},"hljs-template-tag":{color:"#8cbbad"},"hljs-template-variable":{color:"#8cbbad"},"hljs-string":{color:"#ec7600"},"hljs-symbol":{color:"#ec7600"},"hljs-comment":{color:"#818e96"},"hljs-quote":{color:"#818e96"},"hljs-deletion":{color:"#818e96"},"hljs-selector-class":{color:"#A082BD"},"hljs-doctag":{fontWeight:"bold"},"hljs-title":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"}}},GAEk:function(e,t,r){"use strict";function n(e){return(n="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(e){return typeof e}:function(e){return e&&"function"==typeof Symbol&&e.constructor===Symbol&&e!==Symbol.prototype?"symbol":typeof e})(e)}function o(e,t,r){return t in e?Object.defineProperty(e,t,{value:r,enumerable:!0,configurable:!0,writable:!0}):e[t]=r,e}function a(e,t){var r=Object.keys(e);if(Object.getOwnPropertySymbols){var n=Object.getOwnPropertySymbols(e);t&&(n=n.filter((function(t){return Object.getOwnPropertyDescriptor(e,t).enumerable}))),r.push.apply(r,n)}return r}function i(e){for(var t=1;t=0||(o[r]=e[r]);return o}(e,t);if(Object.getOwnPropertySymbols){var a=Object.getOwnPropertySymbols(e);for(n=0;n=0||Object.prototype.propertyIsEnumerable.call(e,r)&&(o[r]=e[r])}return o}function l(e){return function(e){if(Array.isArray(e)){for(var t=0,r=new Array(e.length);t0||!Array.isArray(t)&&t?o({},e,t):{}}function p(e){var t=e.forwardedRef,r=s(e,["forwardedRef"]),n=r.mask,a=r.symbol,c=r.className,_=r.title,g=r.titleId,f=d(r.icon),E=u("classes",[].concat(l(function(e){var t,r=e.flip,n=e.size,a=e.rotation,i=e.pull,s=(o(t={"fa-spin":e.spin,"fa-pulse":e.pulse,"fa-fw":e.fixedWidth,"fa-inverse":e.inverse,"fa-border":e.border,"fa-li":e.listItem,"fa-flip-horizontal":"horizontal"===r||"both"===r,"fa-flip-vertical":"vertical"===r||"both"===r},"fa-".concat(n),null!=n),o(t,"fa-rotate-".concat(a),null!=a&&0!==a),o(t,"fa-pull-".concat(i),null!=i),o(t,"fa-swap-opacity",e.swapOpacity),t);return Object.keys(s).map((function(e){return s[e]?e:null})).filter((function(e){return e}))}(r)),l(c.split(" ")))),S=u("transform","string"==typeof r.transform?m.b.transform(r.transform):r.transform),T=u("mask",d(n)),v=Object(m.a)(f,i({},E,{},S,{},T,{symbol:a,title:_,titleId:g}));if(!v)return function(){var e;!b&&console&&"function"==typeof console.error&&(e=console).error.apply(e,arguments)}("Could not find icon",f),null;var C=v.abstract,y={ref:t};return Object.keys(r).forEach((function(e){p.defaultProps.hasOwnProperty(e)||(y[e]=r[e])})),h(C[0],y)}r.d(t,"a",(function(){return p}));var m=r("X7+o"),g=r("W0B4"),f=r.n(g),E=r("l8WD"),b=!1;try{b=!0}catch(e){}p.displayName="FontAwesomeIcon",p.propTypes={border:f.a.bool,className:f.a.string,mask:f.a.oneOfType([f.a.object,f.a.array,f.a.string]),fixedWidth:f.a.bool,inverse:f.a.bool,flip:f.a.oneOf(["horizontal","vertical","both"]),icon:f.a.oneOfType([f.a.object,f.a.array,f.a.string]),listItem:f.a.bool,pull:f.a.oneOf(["right","left"]),pulse:f.a.bool,rotation:f.a.oneOf([0,90,180,270]),size:f.a.oneOf(["lg","xs","sm","1x","2x","3x","4x","5x","6x","7x","8x","9x","10x"]),spin:f.a.bool,symbol:f.a.oneOfType([f.a.bool,f.a.string]),title:f.a.string,transform:f.a.oneOfType([f.a.string,f.a.object]),swapOpacity:f.a.bool},p.defaultProps={border:!1,className:"",mask:null,fixedWidth:!1,inverse:!1,flip:null,icon:null,listItem:!1,pull:null,pulse:!1,rotation:null,size:null,spin:!1,symbol:!1,title:"",transform:null,swapOpacity:!1};var h=function e(t,r){var n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:{};if("string"==typeof r)return r;var o=(r.children||[]).map((function(r){return e(t,r)})),a=Object.keys(r.attributes||{}).reduce((function(e,t){var n=r.attributes[t];switch(t){case"class":e.attrs.className=n,delete r.attributes.class;break;case"style":e.attrs.style=_(n);break;default:0===t.indexOf("aria-")||0===t.indexOf("data-")?e.attrs[t.toLowerCase()]=n:e.attrs[c(t)]=n}return e}),{attrs:{}}),d=n.style,u=void 0===d?{}:d,p=s(n,["style"]);return a.attrs.style=i({},a.attrs.style,{},u),t.apply(void 0,[r.tag,i({},a.attrs,{},p)].concat(l(o)))}.bind(null,E.a.createElement)},GWTn:function(e){e.exports=function(e){return{keywords:{literal:"true false null",keyword:"byte short char int long boolean float double void def as in assert trait super this abstract static volatile transient public private protected synchronized final class interface enum if else for while switch case break default continue throw throws try catch finally implements extends new import package return instanceof"},contains:[e.COMMENT("/\\*\\*","\\*/",{relevance:0,contains:[{begin:/\w+@/,relevance:0},{className:"doctag",begin:"@[A-Za-z]+"}]}),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"string",begin:'"""',end:'"""'},{className:"string",begin:"'''",end:"'''"},{className:"string",begin:"\\$/",end:"/\\$",relevance:10},e.APOS_STRING_MODE,{className:"regexp",begin:/~?\/[^\/\n]+\//,contains:[e.BACKSLASH_ESCAPE]},e.QUOTE_STRING_MODE,{className:"meta",begin:"^#!/usr/bin/env",end:"$",illegal:"\n"},e.BINARY_NUMBER_MODE,{className:"class",beginKeywords:"class interface trait enum",end:"{",illegal:":",contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]},e.C_NUMBER_MODE,{className:"meta",begin:"@[A-Za-z]+"},{className:"string",begin:/[^\?]{0}[A-Za-z0-9_$]+ *:/},{begin:/\?/,end:/\:/},{className:"symbol",begin:"^\\s*[A-Za-z0-9_$]+:",relevance:0}],illegal:/#|<\//}}},Gcgz:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#8d8687"},"hljs-quote":{color:"#8d8687"},"hljs-variable":{color:"#ef6155"},"hljs-template-variable":{color:"#ef6155"},"hljs-tag":{color:"#ef6155"},"hljs-name":{color:"#ef6155"},"hljs-selector-id":{color:"#ef6155"},"hljs-selector-class":{color:"#ef6155"},"hljs-regexp":{color:"#ef6155"},"hljs-link":{color:"#ef6155"},"hljs-meta":{color:"#ef6155"},"hljs-number":{color:"#f99b15"},"hljs-built_in":{color:"#f99b15"},"hljs-builtin-name":{color:"#f99b15"},"hljs-literal":{color:"#f99b15"},"hljs-type":{color:"#f99b15"},"hljs-params":{color:"#f99b15"},"hljs-deletion":{color:"#f99b15"},"hljs-title":{color:"#fec418"},"hljs-section":{color:"#fec418"},"hljs-attribute":{color:"#fec418"},"hljs-string":{color:"#48b685"},"hljs-symbol":{color:"#48b685"},"hljs-bullet":{color:"#48b685"},"hljs-addition":{color:"#48b685"},"hljs-keyword":{color:"#815ba4"},"hljs-selector-tag":{color:"#815ba4"},hljs:{display:"block",overflowX:"auto",background:"#2f1e2e",color:"#a39e9b",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},GgUT:function(e){e.exports=function(e){return{contains:[e.HASH_COMMENT_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{begin:e.UNDERSCORE_IDENT_RE,lexemes:e.UNDERSCORE_IDENT_RE,keywords:{name:"for in while repeat until if then else",symbol:"bernoulli bernoulli_logit binomial binomial_logit beta_binomial hypergeometric categorical categorical_logit ordered_logistic neg_binomial neg_binomial_2 neg_binomial_2_log poisson poisson_log multinomial normal exp_mod_normal skew_normal student_t cauchy double_exponential logistic gumbel lognormal chi_square inv_chi_square scaled_inv_chi_square exponential inv_gamma weibull frechet rayleigh wiener pareto pareto_type_2 von_mises uniform multi_normal multi_normal_prec multi_normal_cholesky multi_gp multi_gp_cholesky multi_student_t gaussian_dlm_obs dirichlet lkj_corr lkj_corr_cholesky wishart inv_wishart","selector-tag":"int real vector simplex unit_vector ordered positive_ordered row_vector matrix cholesky_factor_corr cholesky_factor_cov corr_matrix cov_matrix",title:"functions model data parameters quantities transformed generated",literal:"true false"},relevance:0},{className:"number",begin:"0[xX][0-9a-fA-F]+[Li]?\\b",relevance:0},{className:"number",begin:"0[xX][0-9a-fA-F]+[Li]?\\b",relevance:0},{className:"number",begin:"\\d+(?:[eE][+\\-]?\\d*)?L\\b",relevance:0},{className:"number",begin:"\\d+\\.(?!\\d)(?:i\\b)?",relevance:0},{className:"number",begin:"\\d+(?:\\.\\d*)?(?:[eE][+\\-]?\\d*)?i?\\b",relevance:0},{className:"number",begin:"\\.\\d+(?:[eE][+\\-]?\\d*)?i?\\b",relevance:0}]}}},GiAl:function(e){e.exports=function(e){var t={className:"number",begin:e.C_NUMBER_RE};return{illegal:":",contains:[{className:"string",begin:'"',end:'"',contains:[{className:"subst",begin:/\\[tn"\\]/}]},{className:"comment",variants:[e.COMMENT("//","$"),e.COMMENT("/\\*","\\*/")]},t,{className:"section",variants:[{begin:"\\b(?:state|default)\\b"},{begin:"\\b(?:state_(?:entry|exit)|touch(?:_(?:start|end))?|(?:land_)?collision(?:_(?:start|end))?|timer|listen|(?:no_)?sensor|control|(?:not_)?at_(?:rot_)?target|money|email|experience_permissions(?:_denied)?|run_time_permissions|changed|attach|dataserver|moving_(?:start|end)|link_message|(?:on|object)_rez|remote_data|http_re(?:sponse|quest)|path_update|transaction_result)\\b"}]},{className:"built_in",begin:"\\b(?:ll(?:AgentInExperience|(?:Create|DataSize|Delete|KeyCount|Keys|Read|Update)KeyValue|GetExperience(?:Details|ErrorMessage)|ReturnObjectsBy(?:ID|Owner)|Json(?:2List|[GS]etValue|ValueType)|Sin|Cos|Tan|Atan2|Sqrt|Pow|Abs|Fabs|Frand|Floor|Ceil|Round|Vec(?:Mag|Norm|Dist)|Rot(?:Between|2(?:Euler|Fwd|Left|Up))|(?:Euler|Axes)2Rot|Whisper|(?:Region|Owner)?Say|Shout|Listen(?:Control|Remove)?|Sensor(?:Repeat|Remove)?|Detected(?:Name|Key|Owner|Type|Pos|Vel|Grab|Rot|Group|LinkNumber)|Die|Ground|Wind|(?:[GS]et)(?:AnimationOverride|MemoryLimit|PrimMediaParams|ParcelMusicURL|Object(?:Desc|Name)|PhysicsMaterial|Status|Scale|Color|Alpha|Texture|Pos|Rot|Force|Torque)|ResetAnimationOverride|(?:Scale|Offset|Rotate)Texture|(?:Rot)?Target(?:Remove)?|(?:Stop)?MoveToTarget|Apply(?:Rotational)?Impulse|Set(?:KeyframedMotion|ContentType|RegionPos|(?:Angular)?Velocity|Buoyancy|HoverHeight|ForceAndTorque|TimerEvent|ScriptState|Damage|TextureAnim|Sound(?:Queueing|Radius)|Vehicle(?:Type|(?:Float|Vector|Rotation)Param)|(?:Touch|Sit)?Text|Camera(?:Eye|At)Offset|PrimitiveParams|ClickAction|Link(?:Alpha|Color|PrimitiveParams(?:Fast)?|Texture(?:Anim)?|Camera|Media)|RemoteScriptAccessPin|PayPrice|LocalRot)|ScaleByFactor|Get(?:(?:Max|Min)ScaleFactor|ClosestNavPoint|StaticPath|SimStats|Env|PrimitiveParams|Link(?:PrimitiveParams|Number(?:OfSides)?|Key|Name|Media)|HTTPHeader|FreeURLs|Object(?:Details|PermMask|PrimCount)|Parcel(?:MaxPrims|Details|Prim(?:Count|Owners))|Attached(?:List)?|(?:SPMax|Free|Used)Memory|Region(?:Name|TimeDilation|FPS|Corner|AgentCount)|Root(?:Position|Rotation)|UnixTime|(?:Parcel|Region)Flags|(?:Wall|GMT)clock|SimulatorHostname|BoundingBox|GeometricCenter|Creator|NumberOf(?:Prims|NotecardLines|Sides)|Animation(?:List)?|(?:Camera|Local)(?:Pos|Rot)|Vel|Accel|Omega|Time(?:stamp|OfDay)|(?:Object|CenterOf)?Mass|MassMKS|Energy|Owner|(?:Owner)?Key|SunDirection|Texture(?:Offset|Scale|Rot)|Inventory(?:Number|Name|Key|Type|Creator|PermMask)|Permissions(?:Key)?|StartParameter|List(?:Length|EntryType)|Date|Agent(?:Size|Info|Language|List)|LandOwnerAt|NotecardLine|Script(?:Name|State))|(?:Get|Reset|GetAndReset)Time|PlaySound(?:Slave)?|LoopSound(?:Master|Slave)?|(?:Trigger|Stop|Preload)Sound|(?:(?:Get|Delete)Sub|Insert)String|To(?:Upper|Lower)|Give(?:InventoryList|Money)|RezObject|(?:Stop)?LookAt|Sleep|CollisionFilter|(?:Take|Release)Controls|DetachFromAvatar|AttachToAvatar(?:Temp)?|InstantMessage|(?:GetNext)?Email|StopHover|MinEventDelay|RotLookAt|String(?:Length|Trim)|(?:Start|Stop)Animation|TargetOmega|Request(?:Experience)?Permissions|(?:Create|Break)Link|BreakAllLinks|(?:Give|Remove)Inventory|Water|PassTouches|Request(?:Agent|Inventory)Data|TeleportAgent(?:Home|GlobalCoords)?|ModifyLand|CollisionSound|ResetScript|MessageLinked|PushObject|PassCollisions|AxisAngle2Rot|Rot2(?:Axis|Angle)|A(?:cos|sin)|AngleBetween|AllowInventoryDrop|SubStringIndex|List2(?:CSV|Integer|Json|Float|String|Key|Vector|Rot|List(?:Strided)?)|DeleteSubList|List(?:Statistics|Sort|Randomize|(?:Insert|Find|Replace)List)|EdgeOfWorld|AdjustSoundVolume|Key2Name|TriggerSoundLimited|EjectFromLand|(?:CSV|ParseString)2List|OverMyLand|SameGroup|UnSit|Ground(?:Slope|Normal|Contour)|GroundRepel|(?:Set|Remove)VehicleFlags|(?:AvatarOn)?(?:Link)?SitTarget|Script(?:Danger|Profiler)|Dialog|VolumeDetect|ResetOtherScript|RemoteLoadScriptPin|(?:Open|Close)RemoteDataChannel|SendRemoteData|RemoteDataReply|(?:Integer|String)ToBase64|XorBase64|Log(?:10)?|Base64To(?:String|Integer)|ParseStringKeepNulls|RezAtRoot|RequestSimulatorData|ForceMouselook|(?:Load|Release|(?:E|Une)scape)URL|ParcelMedia(?:CommandList|Query)|ModPow|MapDestination|(?:RemoveFrom|AddTo|Reset)Land(?:Pass|Ban)List|(?:Set|Clear)CameraParams|HTTP(?:Request|Response)|TextBox|DetectedTouch(?:UV|Face|Pos|(?:N|Bin)ormal|ST)|(?:MD5|SHA1|DumpList2)String|Request(?:Secure)?URL|Clear(?:Prim|Link)Media|(?:Link)?ParticleSystem|(?:Get|Request)(?:Username|DisplayName)|RegionSayTo|CastRay|GenerateKey|TransferLindenDollars|ManageEstateAccess|(?:Create|Delete)Character|ExecCharacterCmd|Evade|FleeFrom|NavigateTo|PatrolPoints|Pursue|UpdateCharacter|WanderWithin))\\b"},{className:"literal",variants:[{begin:"\\b(?:PI|TWO_PI|PI_BY_TWO|DEG_TO_RAD|RAD_TO_DEG|SQRT2)\\b"},{begin:"\\b(?:XP_ERROR_(?:EXPERIENCES_DISABLED|EXPERIENCE_(?:DISABLED|SUSPENDED)|INVALID_(?:EXPERIENCE|PARAMETERS)|KEY_NOT_FOUND|MATURITY_EXCEEDED|NONE|NOT_(?:FOUND|PERMITTED(?:_LAND)?)|NO_EXPERIENCE|QUOTA_EXCEEDED|RETRY_UPDATE|STORAGE_EXCEPTION|STORE_DISABLED|THROTTLED|UNKNOWN_ERROR)|JSON_APPEND|STATUS_(?:PHYSICS|ROTATE_[XYZ]|PHANTOM|SANDBOX|BLOCK_GRAB(?:_OBJECT)?|(?:DIE|RETURN)_AT_EDGE|CAST_SHADOWS|OK|MALFORMED_PARAMS|TYPE_MISMATCH|BOUNDS_ERROR|NOT_(?:FOUND|SUPPORTED)|INTERNAL_ERROR|WHITELIST_FAILED)|AGENT(?:_(?:BY_(?:LEGACY_|USER)NAME|FLYING|ATTACHMENTS|SCRIPTED|MOUSELOOK|SITTING|ON_OBJECT|AWAY|WALKING|IN_AIR|TYPING|CROUCHING|BUSY|ALWAYS_RUN|AUTOPILOT|LIST_(?:PARCEL(?:_OWNER)?|REGION)))?|CAMERA_(?:PITCH|DISTANCE|BEHINDNESS_(?:ANGLE|LAG)|(?:FOCUS|POSITION)(?:_(?:THRESHOLD|LOCKED|LAG))?|FOCUS_OFFSET|ACTIVE)|ANIM_ON|LOOP|REVERSE|PING_PONG|SMOOTH|ROTATE|SCALE|ALL_SIDES|LINK_(?:ROOT|SET|ALL_(?:OTHERS|CHILDREN)|THIS)|ACTIVE|PASS(?:IVE|_(?:ALWAYS|IF_NOT_HANDLED|NEVER))|SCRIPTED|CONTROL_(?:FWD|BACK|(?:ROT_)?(?:LEFT|RIGHT)|UP|DOWN|(?:ML_)?LBUTTON)|PERMISSION_(?:RETURN_OBJECTS|DEBIT|OVERRIDE_ANIMATIONS|SILENT_ESTATE_MANAGEMENT|TAKE_CONTROLS|TRIGGER_ANIMATION|ATTACH|CHANGE_LINKS|(?:CONTROL|TRACK)_CAMERA|TELEPORT)|INVENTORY_(?:TEXTURE|SOUND|OBJECT|SCRIPT|LANDMARK|CLOTHING|NOTECARD|BODYPART|ANIMATION|GESTURE|ALL|NONE)|CHANGED_(?:INVENTORY|COLOR|SHAPE|SCALE|TEXTURE|LINK|ALLOWED_DROP|OWNER|REGION(?:_START)?|TELEPORT|MEDIA)|OBJECT_(?:CLICK_ACTION|HOVER_HEIGHT|LAST_OWNER_ID|(?:PHYSICS|SERVER|STREAMING)_COST|UNKNOWN_DETAIL|CHARACTER_TIME|PHANTOM|PHYSICS|TEMP_ON_REZ|NAME|DESC|POS|PRIM_(?:COUNT|EQUIVALENCE)|RETURN_(?:PARCEL(?:_OWNER)?|REGION)|REZZER_KEY|ROO?T|VELOCITY|OMEGA|OWNER|GROUP|CREATOR|ATTACHED_POINT|RENDER_WEIGHT|(?:BODY_SHAPE|PATHFINDING)_TYPE|(?:RUNNING|TOTAL)_SCRIPT_COUNT|TOTAL_INVENTORY_COUNT|SCRIPT_(?:MEMORY|TIME))|TYPE_(?:INTEGER|FLOAT|STRING|KEY|VECTOR|ROTATION|INVALID)|(?:DEBUG|PUBLIC)_CHANNEL|ATTACH_(?:AVATAR_CENTER|CHEST|HEAD|BACK|PELVIS|MOUTH|CHIN|NECK|NOSE|BELLY|[LR](?:SHOULDER|HAND|FOOT|EAR|EYE|[UL](?:ARM|LEG)|HIP)|(?:LEFT|RIGHT)_PEC|HUD_(?:CENTER_[12]|TOP_(?:RIGHT|CENTER|LEFT)|BOTTOM(?:_(?:RIGHT|LEFT))?)|[LR]HAND_RING1|TAIL_(?:BASE|TIP)|[LR]WING|FACE_(?:JAW|[LR]EAR|[LR]EYE|TOUNGE)|GROIN|HIND_[LR]FOOT)|LAND_(?:LEVEL|RAISE|LOWER|SMOOTH|NOISE|REVERT)|DATA_(?:ONLINE|NAME|BORN|SIM_(?:POS|STATUS|RATING)|PAYINFO)|PAYMENT_INFO_(?:ON_FILE|USED)|REMOTE_DATA_(?:CHANNEL|REQUEST|REPLY)|PSYS_(?:PART_(?:BF_(?:ZERO|ONE(?:_MINUS_(?:DEST_COLOR|SOURCE_(ALPHA|COLOR)))?|DEST_COLOR|SOURCE_(ALPHA|COLOR))|BLEND_FUNC_(DEST|SOURCE)|FLAGS|(?:START|END)_(?:COLOR|ALPHA|SCALE|GLOW)|MAX_AGE|(?:RIBBON|WIND|INTERP_(?:COLOR|SCALE)|BOUNCE|FOLLOW_(?:SRC|VELOCITY)|TARGET_(?:POS|LINEAR)|EMISSIVE)_MASK)|SRC_(?:MAX_AGE|PATTERN|ANGLE_(?:BEGIN|END)|BURST_(?:RATE|PART_COUNT|RADIUS|SPEED_(?:MIN|MAX))|ACCEL|TEXTURE|TARGET_KEY|OMEGA|PATTERN_(?:DROP|EXPLODE|ANGLE(?:_CONE(?:_EMPTY)?)?)))|VEHICLE_(?:REFERENCE_FRAME|TYPE_(?:NONE|SLED|CAR|BOAT|AIRPLANE|BALLOON)|(?:LINEAR|ANGULAR)_(?:FRICTION_TIMESCALE|MOTOR_DIRECTION)|LINEAR_MOTOR_OFFSET|HOVER_(?:HEIGHT|EFFICIENCY|TIMESCALE)|BUOYANCY|(?:LINEAR|ANGULAR)_(?:DEFLECTION_(?:EFFICIENCY|TIMESCALE)|MOTOR_(?:DECAY_)?TIMESCALE)|VERTICAL_ATTRACTION_(?:EFFICIENCY|TIMESCALE)|BANKING_(?:EFFICIENCY|MIX|TIMESCALE)|FLAG_(?:NO_DEFLECTION_UP|LIMIT_(?:ROLL_ONLY|MOTOR_UP)|HOVER_(?:(?:WATER|TERRAIN|UP)_ONLY|GLOBAL_HEIGHT)|MOUSELOOK_(?:STEER|BANK)|CAMERA_DECOUPLED))|PRIM_(?:ALPHA_MODE(?:_(?:BLEND|EMISSIVE|MASK|NONE))?|NORMAL|SPECULAR|TYPE(?:_(?:BOX|CYLINDER|PRISM|SPHERE|TORUS|TUBE|RING|SCULPT))?|HOLE_(?:DEFAULT|CIRCLE|SQUARE|TRIANGLE)|MATERIAL(?:_(?:STONE|METAL|GLASS|WOOD|FLESH|PLASTIC|RUBBER))?|SHINY_(?:NONE|LOW|MEDIUM|HIGH)|BUMP_(?:NONE|BRIGHT|DARK|WOOD|BARK|BRICKS|CHECKER|CONCRETE|TILE|STONE|DISKS|GRAVEL|BLOBS|SIDING|LARGETILE|STUCCO|SUCTION|WEAVE)|TEXGEN_(?:DEFAULT|PLANAR)|SCULPT_(?:TYPE_(?:SPHERE|TORUS|PLANE|CYLINDER|MASK)|FLAG_(?:MIRROR|INVERT))|PHYSICS(?:_(?:SHAPE_(?:CONVEX|NONE|PRIM|TYPE)))?|(?:POS|ROT)_LOCAL|SLICE|TEXT|FLEXIBLE|POINT_LIGHT|TEMP_ON_REZ|PHANTOM|POSITION|SIZE|ROTATION|TEXTURE|NAME|OMEGA|DESC|LINK_TARGET|COLOR|BUMP_SHINY|FULLBRIGHT|TEXGEN|GLOW|MEDIA_(?:ALT_IMAGE_ENABLE|CONTROLS|(?:CURRENT|HOME)_URL|AUTO_(?:LOOP|PLAY|SCALE|ZOOM)|FIRST_CLICK_INTERACT|(?:WIDTH|HEIGHT)_PIXELS|WHITELIST(?:_ENABLE)?|PERMS_(?:INTERACT|CONTROL)|PARAM_MAX|CONTROLS_(?:STANDARD|MINI)|PERM_(?:NONE|OWNER|GROUP|ANYONE)|MAX_(?:URL_LENGTH|WHITELIST_(?:SIZE|COUNT)|(?:WIDTH|HEIGHT)_PIXELS)))|MASK_(?:BASE|OWNER|GROUP|EVERYONE|NEXT)|PERM_(?:TRANSFER|MODIFY|COPY|MOVE|ALL)|PARCEL_(?:MEDIA_COMMAND_(?:STOP|PAUSE|PLAY|LOOP|TEXTURE|URL|TIME|AGENT|UNLOAD|AUTO_ALIGN|TYPE|SIZE|DESC|LOOP_SET)|FLAG_(?:ALLOW_(?:FLY|(?:GROUP_)?SCRIPTS|LANDMARK|TERRAFORM|DAMAGE|CREATE_(?:GROUP_)?OBJECTS)|USE_(?:ACCESS_(?:GROUP|LIST)|BAN_LIST|LAND_PASS_LIST)|LOCAL_SOUND_ONLY|RESTRICT_PUSHOBJECT|ALLOW_(?:GROUP|ALL)_OBJECT_ENTRY)|COUNT_(?:TOTAL|OWNER|GROUP|OTHER|SELECTED|TEMP)|DETAILS_(?:NAME|DESC|OWNER|GROUP|AREA|ID|SEE_AVATARS))|LIST_STAT_(?:MAX|MIN|MEAN|MEDIAN|STD_DEV|SUM(?:_SQUARES)?|NUM_COUNT|GEOMETRIC_MEAN|RANGE)|PAY_(?:HIDE|DEFAULT)|REGION_FLAG_(?:ALLOW_DAMAGE|FIXED_SUN|BLOCK_TERRAFORM|SANDBOX|DISABLE_(?:COLLISIONS|PHYSICS)|BLOCK_FLY|ALLOW_DIRECT_TELEPORT|RESTRICT_PUSHOBJECT)|HTTP_(?:METHOD|MIMETYPE|BODY_(?:MAXLENGTH|TRUNCATED)|CUSTOM_HEADER|PRAGMA_NO_CACHE|VERBOSE_THROTTLE|VERIFY_CERT)|STRING_(?:TRIM(?:_(?:HEAD|TAIL))?)|CLICK_ACTION_(?:NONE|TOUCH|SIT|BUY|PAY|OPEN(?:_MEDIA)?|PLAY|ZOOM)|TOUCH_INVALID_FACE|PROFILE_(?:NONE|SCRIPT_MEMORY)|RC_(?:DATA_FLAGS|DETECT_PHANTOM|GET_(?:LINK_NUM|NORMAL|ROOT_KEY)|MAX_HITS|REJECT_(?:TYPES|AGENTS|(?:NON)?PHYSICAL|LAND))|RCERR_(?:CAST_TIME_EXCEEDED|SIM_PERF_LOW|UNKNOWN)|ESTATE_ACCESS_(?:ALLOWED_(?:AGENT|GROUP)_(?:ADD|REMOVE)|BANNED_AGENT_(?:ADD|REMOVE))|DENSITY|FRICTION|RESTITUTION|GRAVITY_MULTIPLIER|KFM_(?:COMMAND|CMD_(?:PLAY|STOP|PAUSE)|MODE|FORWARD|LOOP|PING_PONG|REVERSE|DATA|ROTATION|TRANSLATION)|ERR_(?:GENERIC|PARCEL_PERMISSIONS|MALFORMED_PARAMS|RUNTIME_PERMISSIONS|THROTTLED)|CHARACTER_(?:CMD_(?:(?:SMOOTH_)?STOP|JUMP)|DESIRED_(?:TURN_)?SPEED|RADIUS|STAY_WITHIN_PARCEL|LENGTH|ORIENTATION|ACCOUNT_FOR_SKIPPED_FRAMES|AVOIDANCE_MODE|TYPE(?:_(?:[ABCD]|NONE))?|MAX_(?:DECEL|TURN_RADIUS|(?:ACCEL|SPEED)))|PURSUIT_(?:OFFSET|FUZZ_FACTOR|GOAL_TOLERANCE|INTERCEPT)|REQUIRE_LINE_OF_SIGHT|FORCE_DIRECT_PATH|VERTICAL|HORIZONTAL|AVOID_(?:CHARACTERS|DYNAMIC_OBSTACLES|NONE)|PU_(?:EVADE_(?:HIDDEN|SPOTTED)|FAILURE_(?:DYNAMIC_PATHFINDING_DISABLED|INVALID_(?:GOAL|START)|NO_(?:NAVMESH|VALID_DESTINATION)|OTHER|TARGET_GONE|(?:PARCEL_)?UNREACHABLE)|(?:GOAL|SLOWDOWN_DISTANCE)_REACHED)|TRAVERSAL_TYPE(?:_(?:FAST|NONE|SLOW))?|CONTENT_TYPE_(?:ATOM|FORM|HTML|JSON|LLSD|RSS|TEXT|XHTML|XML)|GCNP_(?:RADIUS|STATIC)|(?:PATROL|WANDER)_PAUSE_AT_WAYPOINTS|OPT_(?:AVATAR|CHARACTER|EXCLUSION_VOLUME|LEGACY_LINKSET|MATERIAL_VOLUME|OTHER|STATIC_OBSTACLE|WALKABLE)|SIM_STAT_PCT_CHARS_STEPPED)\\b"},{begin:"\\b(?:FALSE|TRUE)\\b"},{begin:"\\b(?:ZERO_ROTATION)\\b"},{begin:"\\b(?:EOF|JSON_(?:ARRAY|DELETE|FALSE|INVALID|NULL|NUMBER|OBJECT|STRING|TRUE)|NULL_KEY|TEXTURE_(?:BLANK|DEFAULT|MEDIA|PLYWOOD|TRANSPARENT)|URL_REQUEST_(?:GRANTED|DENIED))\\b"},{begin:"\\b(?:ZERO_VECTOR|TOUCH_INVALID_(?:TEXCOORD|VECTOR))\\b"}]},{className:"type",begin:"\\b(?:integer|float|string|key|vector|quaternion|rotation|list)\\b"}]}}},GjFO:function(e,t,r){"use strict";(function(e){var n=r("mbOI"),o=r("GAEk"),a=r("WOcO"),i=(r("Y3FI"),r("QRet"));t.a=function(t){var r=Object(i.b)(n.h),s=Object(i.b)(n.o),l=Object(i.j)(!0),c=l[1];return"/"===r?null:void 0!==window.print&&l[0]?e(n.r,{color:n.e.CYAN},"Per stampare: ",e("button",{onClick:function(){"White"===s?t.setLatexColor("Black"):"Black"===s&&t.setLatexColor("White")}},e(o.a,{icon:a.b})," Inverti colore formule")," ",e(o.a,{icon:a.e})," ",e("button",{disabled:!0},e(o.a,{icon:a.g})," Aspetta che cambino tutte colore")," ",e(o.a,{icon:a.e})," ",e("button",{onClick:function(){try{window.print()}catch(e){c(!1)}}},e(o.a,{icon:a.r})," Stampa")):e(n.r,{color:n.e.ORANGE},e(o.a,{icon:a.l})," Le funzionalità di stampa non sembra essere supportata su questo browser.")}}).call(this,r("hosL").h)},GsKg:function(e){e.exports=function(e){return{keywords:{keyword:"BufferedReader PVector PFont PImage PGraphics HashMap boolean byte char color double float int long String Array FloatDict FloatList IntDict IntList JSONArray JSONObject Object StringDict StringList Table TableRow XML false synchronized int abstract float private char boolean static null if const for true while long throw strictfp finally protected import native final return void enum else break transient new catch instanceof byte super volatile case assert short package default double public try this switch continue throws protected public private",literal:"P2D P3D HALF_PI PI QUARTER_PI TAU TWO_PI",title:"setup draw",built_in:"displayHeight displayWidth mouseY mouseX mousePressed pmouseX pmouseY key keyCode pixels focused frameCount frameRate height width size createGraphics beginDraw createShape loadShape PShape arc ellipse line point quad rect triangle bezier bezierDetail bezierPoint bezierTangent curve curveDetail curvePoint curveTangent curveTightness shape shapeMode beginContour beginShape bezierVertex curveVertex endContour endShape quadraticVertex vertex ellipseMode noSmooth rectMode smooth strokeCap strokeJoin strokeWeight mouseClicked mouseDragged mouseMoved mousePressed mouseReleased mouseWheel keyPressed keyPressedkeyReleased keyTyped print println save saveFrame day hour millis minute month second year background clear colorMode fill noFill noStroke stroke alpha blue brightness color green hue lerpColor red saturation modelX modelY modelZ screenX screenY screenZ ambient emissive shininess specular add createImage beginCamera camera endCamera frustum ortho perspective printCamera printProjection cursor frameRate noCursor exit loop noLoop popStyle pushStyle redraw binary boolean byte char float hex int str unbinary unhex join match matchAll nf nfc nfp nfs split splitTokens trim append arrayCopy concat expand reverse shorten sort splice subset box sphere sphereDetail createInput createReader loadBytes loadJSONArray loadJSONObject loadStrings loadTable loadXML open parseXML saveTable selectFolder selectInput beginRaw beginRecord createOutput createWriter endRaw endRecord PrintWritersaveBytes saveJSONArray saveJSONObject saveStream saveStrings saveXML selectOutput popMatrix printMatrix pushMatrix resetMatrix rotate rotateX rotateY rotateZ scale shearX shearY translate ambientLight directionalLight lightFalloff lights lightSpecular noLights normal pointLight spotLight image imageMode loadImage noTint requestImage tint texture textureMode textureWrap blend copy filter get loadPixels set updatePixels blendMode loadShader PShaderresetShader shader createFont loadFont text textFont textAlign textLeading textMode textSize textWidth textAscent textDescent abs ceil constrain dist exp floor lerp log mag map max min norm pow round sq sqrt acos asin atan atan2 cos degrees radians sin tan noise noiseDetail noiseSeed random randomGaussian randomSeed"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE]}}},H53G:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"white",color:"black"},"hljs-string":{color:"#888"},"hljs-variable":{color:"#888"},"hljs-template-variable":{color:"#888"},"hljs-symbol":{color:"#888"},"hljs-bullet":{color:"#888"},"hljs-section":{color:"#888",fontWeight:"bold"},"hljs-addition":{color:"#888"},"hljs-attribute":{color:"#888"},"hljs-link":{color:"#888"},"hljs-comment":{color:"#ccc"},"hljs-quote":{color:"#ccc"},"hljs-meta":{color:"#ccc"},"hljs-deletion":{color:"#ccc"},"hljs-keyword":{fontWeight:"bold"},"hljs-selector-tag":{fontWeight:"bold"},"hljs-name":{fontWeight:"bold"},"hljs-type":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},H5wA:function(e){e.exports=function(){return{contains:[{className:"meta",begin:/^([\w.-]+|\s*#_)?=>/,starts:{end:/$/,subLanguage:"clojure"}}]}}},H73q:function(e){e.exports=function(e){return{aliases:["sas","SAS"],case_insensitive:!0,keywords:{literal:"null missing _all_ _automatic_ _character_ _infile_ _n_ _name_ _null_ _numeric_ _user_ _webout_",meta:"do if then else end until while abort array attrib by call cards cards4 catname continue datalines datalines4 delete delim delimiter display dm drop endsas error file filename footnote format goto in infile informat input keep label leave length libname link list lostcard merge missing modify options output out page put redirect remove rename replace retain return select set skip startsas stop title update waitsas where window x systask add and alter as cascade check create delete describe distinct drop foreign from group having index insert into in key like message modify msgtype not null on or order primary references reset restrict select set table unique update validate view where"},contains:[{className:"keyword",begin:/^\s*(proc [\w\d_]+|data|run|quit)[\s\;]/},{className:"variable",begin:/\&[a-zA-Z_\&][a-zA-Z0-9_]*\.?/},{className:"emphasis",begin:/^\s*datalines|cards.*;/,end:/^\s*;\s*$/},{className:"built_in",begin:"%(bquote|nrbquote|cmpres|qcmpres|compstor|datatyp|display|do|else|end|eval|global|goto|if|index|input|keydef|label|left|length|let|local|lowcase|macro|mend|nrbquote|nrquote|nrstr|put|qcmpres|qleft|qlowcase|qscan|qsubstr|qsysfunc|qtrim|quote|qupcase|scan|str|substr|superq|syscall|sysevalf|sysexec|sysfunc|sysget|syslput|sysprod|sysrc|sysrput|then|to|trim|unquote|until|upcase|verify|while|window)"},{className:"name",begin:/%[a-zA-Z_][a-zA-Z_0-9]*/},{className:"meta",begin:"[^%](abs|addr|airy|arcos|arsin|atan|attrc|attrn|band|betainv|blshift|bnot|bor|brshift|bxor|byte|cdf|ceil|cexist|cinv|close|cnonct|collate|compbl|compound|compress|cos|cosh|css|curobs|cv|daccdb|daccdbsl|daccsl|daccsyd|dacctab|dairy|date|datejul|datepart|datetime|day|dclose|depdb|depdbsl|depdbsl|depsl|depsl|depsyd|depsyd|deptab|deptab|dequote|dhms|dif|digamma|dim|dinfo|dnum|dopen|doptname|doptnum|dread|dropnote|dsname|erf|erfc|exist|exp|fappend|fclose|fcol|fdelete|fetch|fetchobs|fexist|fget|fileexist|filename|fileref|finfo|finv|fipname|fipnamel|fipstate|floor|fnonct|fnote|fopen|foptname|foptnum|fpoint|fpos|fput|fread|frewind|frlen|fsep|fuzz|fwrite|gaminv|gamma|getoption|getvarc|getvarn|hbound|hms|hosthelp|hour|ibessel|index|indexc|indexw|input|inputc|inputn|int|intck|intnx|intrr|irr|jbessel|juldate|kurtosis|lag|lbound|left|length|lgamma|libname|libref|log|log10|log2|logpdf|logpmf|logsdf|lowcase|max|mdy|mean|min|minute|mod|month|mopen|mort|n|netpv|nmiss|normal|note|npv|open|ordinal|pathname|pdf|peek|peekc|pmf|point|poisson|poke|probbeta|probbnml|probchi|probf|probgam|probhypr|probit|probnegb|probnorm|probt|put|putc|putn|qtr|quote|ranbin|rancau|ranexp|rangam|range|rank|rannor|ranpoi|rantbl|rantri|ranuni|repeat|resolve|reverse|rewind|right|round|saving|scan|sdf|second|sign|sin|sinh|skewness|soundex|spedis|sqrt|std|stderr|stfips|stname|stnamel|substr|sum|symget|sysget|sysmsg|sysprod|sysrc|system|tan|tanh|time|timepart|tinv|tnonct|today|translate|tranwrd|trigamma|trim|trimn|trunc|uniform|upcase|uss|var|varfmt|varinfmt|varlabel|varlen|varname|varnum|varray|varrayx|vartype|verify|vformat|vformatd|vformatdx|vformatn|vformatnx|vformatw|vformatwx|vformatx|vinarray|vinarrayx|vinformat|vinformatd|vinformatdx|vinformatn|vinformatnx|vinformatw|vinformatwx|vinformatx|vlabel|vlabelx|vlength|vlengthx|vname|vnamex|vtype|vtypex|weekday|year|yyq|zipfips|zipname|zipnamel|zipstate)[(]"},{className:"string",variants:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]},e.COMMENT("\\*",";"),e.C_BLOCK_COMMENT_MODE]}}},HHqG:function(e){e.exports=function(e){var t={keyword:"#available #colorLiteral #column #else #elseif #endif #file #fileLiteral #function #if #imageLiteral #line #selector #sourceLocation _ __COLUMN__ __FILE__ __FUNCTION__ __LINE__ Any as as! as? associatedtype associativity break case catch class continue convenience default defer deinit didSet do dynamic dynamicType else enum extension fallthrough false fileprivate final for func get guard if import in indirect infix init inout internal is lazy left let mutating nil none nonmutating open operator optional override postfix precedence prefix private protocol Protocol public repeat required rethrows return right self Self set static struct subscript super switch throw throws true try try! try? Type typealias unowned var weak where while willSet",literal:"true false nil",built_in:"abs advance alignof alignofValue anyGenerator assert assertionFailure bridgeFromObjectiveC bridgeFromObjectiveCUnconditional bridgeToObjectiveC bridgeToObjectiveCUnconditional c contains count countElements countLeadingZeros debugPrint debugPrintln distance dropFirst dropLast dump encodeBitsAsWords enumerate equal fatalError filter find getBridgedObjectiveCType getVaList indices insertionSort isBridgedToObjectiveC isBridgedVerbatimToObjectiveC isUniquelyReferenced isUniquelyReferencedNonObjC join lazy lexicographicalCompare map max maxElement min minElement numericCast overlaps partition posix precondition preconditionFailure print println quickSort readLine reduce reflect reinterpretCast reverse roundUpToAlignment sizeof sizeofValue sort split startsWith stride strideof strideofValue swap toString transcode underestimateCount unsafeAddressOf unsafeBitCast unsafeDowncast unsafeUnwrap unsafeReflect withExtendedLifetime withObjectAtPlusZero withUnsafePointer withUnsafePointerToObject withUnsafeMutablePointer withUnsafeMutablePointers withUnsafePointer withUnsafePointers withVaList zip"},r=e.COMMENT("/\\*","\\*/",{contains:["self"]}),n={className:"subst",begin:/\\\(/,end:"\\)",keywords:t,contains:[]},o={className:"string",contains:[e.BACKSLASH_ESCAPE,n],variants:[{begin:/"""/,end:/"""/},{begin:/"/,end:/"/}]},a={className:"number",begin:"\\b([\\d_]+(\\.[\\deE_]+)?|0x[a-fA-F0-9_]+(\\.[a-fA-F0-9p_]+)?|0b[01_]+|0o[0-7_]+)\\b",relevance:0};return n.contains=[a],{keywords:t,contains:[o,e.C_LINE_COMMENT_MODE,r,{className:"type",begin:"\\b[A-Z][\\wÀ-ʸ']*[!?]"},{className:"type",begin:"\\b[A-Z][\\wÀ-ʸ']*",relevance:0},a,{className:"function",beginKeywords:"func",end:"{",excludeEnd:!0,contains:[e.inherit(e.TITLE_MODE,{begin:/[A-Za-z$_][0-9A-Za-z$_]*/}),{begin://},{className:"params",begin:/\(/,end:/\)/,endsParent:!0,keywords:t,contains:["self",a,o,e.C_BLOCK_COMMENT_MODE,{begin:":"}],illegal:/["']/}],illegal:/\[|%/},{className:"class",beginKeywords:"struct protocol class extension enum",keywords:t,end:"\\{",excludeEnd:!0,contains:[e.inherit(e.TITLE_MODE,{begin:/[A-Za-z$_][\u00C0-\u02B80-9A-Za-z$_]*/})]},{className:"meta",begin:"(@discardableResult|@warn_unused_result|@exported|@lazy|@noescape|@NSCopying|@NSManaged|@objc|@objcMembers|@convention|@required|@noreturn|@IBAction|@IBDesignable|@IBInspectable|@IBOutlet|@infix|@prefix|@postfix|@autoclosure|@testable|@available|@nonobjc|@NSApplicationMain|@UIApplicationMain)"},{beginKeywords:"import",end:/$/,contains:[e.C_LINE_COMMENT_MODE,r]}]}}},HRD3:function(e){e.exports=function(e){var t={className:"variable",variants:[{begin:"\\b([gtps][A-Z]{1}[a-zA-Z0-9]*)(\\[.+\\])?(?:\\s*?)"},{begin:"\\$_[A-Z]+"}],relevance:0},r=[e.C_BLOCK_COMMENT_MODE,e.HASH_COMMENT_MODE,e.COMMENT("--","$"),e.COMMENT("[^:]//","$")],n=e.inherit(e.TITLE_MODE,{variants:[{begin:"\\b_*rig[A-Z]+[A-Za-z0-9_\\-]*"},{begin:"\\b_[a-z0-9\\-]+"}]}),o=e.inherit(e.TITLE_MODE,{begin:"\\b([A-Za-z0-9_\\-]+)\\b"});return{case_insensitive:!1,keywords:{keyword:"$_COOKIE $_FILES $_GET $_GET_BINARY $_GET_RAW $_POST $_POST_BINARY $_POST_RAW $_SESSION $_SERVER codepoint codepoints segment segments codeunit codeunits sentence sentences trueWord trueWords paragraph after byte bytes english the until http forever descending using line real8 with seventh for stdout finally element word words fourth before black ninth sixth characters chars stderr uInt1 uInt1s uInt2 uInt2s stdin string lines relative rel any fifth items from middle mid at else of catch then third it file milliseconds seconds second secs sec int1 int1s int4 int4s internet int2 int2s normal text item last long detailed effective uInt4 uInt4s repeat end repeat URL in try into switch to words https token binfile each tenth as ticks tick system real4 by dateItems without char character ascending eighth whole dateTime numeric short first ftp integer abbreviated abbr abbrev private case while if div mod wrap and or bitAnd bitNot bitOr bitXor among not in a an within contains ends with begins the keys of keys",literal:"SIX TEN FORMFEED NINE ZERO NONE SPACE FOUR FALSE COLON CRLF PI COMMA ENDOFFILE EOF EIGHT FIVE QUOTE EMPTY ONE TRUE RETURN CR LINEFEED RIGHT BACKSLASH NULL SEVEN TAB THREE TWO six ten formfeed nine zero none space four false colon crlf pi comma endoffile eof eight five quote empty one true return cr linefeed right backslash null seven tab three two RIVERSION RISTATE FILE_READ_MODE FILE_WRITE_MODE FILE_WRITE_MODE DIR_WRITE_MODE FILE_READ_UMASK FILE_WRITE_UMASK DIR_READ_UMASK DIR_WRITE_UMASK",built_in:"put abs acos aliasReference annuity arrayDecode arrayEncode asin atan atan2 average avg avgDev base64Decode base64Encode baseConvert binaryDecode binaryEncode byteOffset byteToNum cachedURL cachedURLs charToNum cipherNames codepointOffset codepointProperty codepointToNum codeunitOffset commandNames compound compress constantNames cos date dateFormat decompress difference directories diskSpace DNSServers exp exp1 exp2 exp10 extents files flushEvents folders format functionNames geometricMean global globals hasMemory harmonicMean hostAddress hostAddressToName hostName hostNameToAddress isNumber ISOToMac itemOffset keys len length libURLErrorData libUrlFormData libURLftpCommand libURLLastHTTPHeaders libURLLastRHHeaders libUrlMultipartFormAddPart libUrlMultipartFormData libURLVersion lineOffset ln ln1 localNames log log2 log10 longFilePath lower macToISO matchChunk matchText matrixMultiply max md5Digest median merge messageAuthenticationCode messageDigest millisec millisecs millisecond milliseconds min monthNames nativeCharToNum normalizeText num number numToByte numToChar numToCodepoint numToNativeChar offset open openfiles openProcesses openProcessIDs openSockets paragraphOffset paramCount param params peerAddress pendingMessages platform popStdDev populationStandardDeviation populationVariance popVariance processID random randomBytes replaceText result revCreateXMLTree revCreateXMLTreeFromFile revCurrentRecord revCurrentRecordIsFirst revCurrentRecordIsLast revDatabaseColumnCount revDatabaseColumnIsNull revDatabaseColumnLengths revDatabaseColumnNames revDatabaseColumnNamed revDatabaseColumnNumbered revDatabaseColumnTypes revDatabaseConnectResult revDatabaseCursors revDatabaseID revDatabaseTableNames revDatabaseType revDataFromQuery revdb_closeCursor revdb_columnbynumber revdb_columncount revdb_columnisnull revdb_columnlengths revdb_columnnames revdb_columntypes revdb_commit revdb_connect revdb_connections revdb_connectionerr revdb_currentrecord revdb_cursorconnection revdb_cursorerr revdb_cursors revdb_dbtype revdb_disconnect revdb_execute revdb_iseof revdb_isbof revdb_movefirst revdb_movelast revdb_movenext revdb_moveprev revdb_query revdb_querylist revdb_recordcount revdb_rollback revdb_tablenames revGetDatabaseDriverPath revNumberOfRecords revOpenDatabase revOpenDatabases revQueryDatabase revQueryDatabaseBlob revQueryResult revQueryIsAtStart revQueryIsAtEnd revUnixFromMacPath revXMLAttribute revXMLAttributes revXMLAttributeValues revXMLChildContents revXMLChildNames revXMLCreateTreeFromFileWithNamespaces revXMLCreateTreeWithNamespaces revXMLDataFromXPathQuery revXMLEvaluateXPath revXMLFirstChild revXMLMatchingNode revXMLNextSibling revXMLNodeContents revXMLNumberOfChildren revXMLParent revXMLPreviousSibling revXMLRootNode revXMLRPC_CreateRequest revXMLRPC_Documents revXMLRPC_Error revXMLRPC_GetHost revXMLRPC_GetMethod revXMLRPC_GetParam revXMLText revXMLRPC_Execute revXMLRPC_GetParamCount revXMLRPC_GetParamNode revXMLRPC_GetParamType revXMLRPC_GetPath revXMLRPC_GetPort revXMLRPC_GetProtocol revXMLRPC_GetRequest revXMLRPC_GetResponse revXMLRPC_GetSocket revXMLTree revXMLTrees revXMLValidateDTD revZipDescribeItem revZipEnumerateItems revZipOpenArchives round sampVariance sec secs seconds sentenceOffset sha1Digest shell shortFilePath sin specialFolderPath sqrt standardDeviation statRound stdDev sum sysError systemVersion tan tempName textDecode textEncode tick ticks time to tokenOffset toLower toUpper transpose truewordOffset trunc uniDecode uniEncode upper URLDecode URLEncode URLStatus uuid value variableNames variance version waitDepth weekdayNames wordOffset xsltApplyStylesheet xsltApplyStylesheetFromFile xsltLoadStylesheet xsltLoadStylesheetFromFile add breakpoint cancel clear local variable file word line folder directory URL close socket process combine constant convert create new alias folder directory decrypt delete variable word line folder directory URL dispatch divide do encrypt filter get include intersect kill libURLDownloadToFile libURLFollowHttpRedirects libURLftpUpload libURLftpUploadFile libURLresetAll libUrlSetAuthCallback libURLSetDriver libURLSetCustomHTTPHeaders libUrlSetExpect100 libURLSetFTPListCommand libURLSetFTPMode libURLSetFTPStopTime libURLSetStatusCallback load extension loadedExtensions multiply socket prepare process post seek rel relative read from process rename replace require resetAll resolve revAddXMLNode revAppendXML revCloseCursor revCloseDatabase revCommitDatabase revCopyFile revCopyFolder revCopyXMLNode revDeleteFolder revDeleteXMLNode revDeleteAllXMLTrees revDeleteXMLTree revExecuteSQL revGoURL revInsertXMLNode revMoveFolder revMoveToFirstRecord revMoveToLastRecord revMoveToNextRecord revMoveToPreviousRecord revMoveToRecord revMoveXMLNode revPutIntoXMLNode revRollBackDatabase revSetDatabaseDriverPath revSetXMLAttribute revXMLRPC_AddParam revXMLRPC_DeleteAllDocuments revXMLAddDTD revXMLRPC_Free revXMLRPC_FreeAll revXMLRPC_DeleteDocument revXMLRPC_DeleteParam revXMLRPC_SetHost revXMLRPC_SetMethod revXMLRPC_SetPort revXMLRPC_SetProtocol revXMLRPC_SetSocket revZipAddItemWithData revZipAddItemWithFile revZipAddUncompressedItemWithData revZipAddUncompressedItemWithFile revZipCancel revZipCloseArchive revZipDeleteItem revZipExtractItemToFile revZipExtractItemToVariable revZipSetProgressCallback revZipRenameItem revZipReplaceItemWithData revZipReplaceItemWithFile revZipOpenArchive send set sort split start stop subtract symmetric union unload vectorDotProduct wait write"},contains:[t,{className:"keyword",begin:"\\bend\\sif\\b"},{className:"function",beginKeywords:"function",end:"$",contains:[t,o,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE,n]},{className:"function",begin:"\\bend\\s+",end:"$",keywords:"end",contains:[o,n],relevance:0},{beginKeywords:"command on",end:"$",contains:[t,o,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE,n]},{className:"meta",variants:[{begin:"<\\?(rev|lc|livecode)",relevance:10},{begin:"<\\?"},{begin:"\\?>"}]},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE,n].concat(r),illegal:";$|^\\[|^=|&|{"}}},"HU/z":function(e){e.exports=function(e){var t="([ui](8|16|32|64|128|size)|f(32|64))?",r="drop i8 i16 i32 i64 i128 isize u8 u16 u32 u64 u128 usize f32 f64 str char bool Box Option Result String Vec Copy Send Sized Sync Drop Fn FnMut FnOnce ToOwned Clone Debug PartialEq PartialOrd Eq Ord AsRef AsMut Into From Default Iterator Extend IntoIterator DoubleEndedIterator ExactSizeIterator SliceConcatExt ToString assert! assert_eq! bitflags! bytes! cfg! col! concat! concat_idents! debug_assert! debug_assert_eq! env! panic! file! format! format_args! include_bin! include_str! line! local_data_key! module_path! option_env! print! println! select! stringify! try! unimplemented! unreachable! vec! write! writeln! macro_rules! assert_ne! debug_assert_ne!";return{aliases:["rs"],keywords:{keyword:"abstract as async await become box break const continue crate do dyn else enum extern false final fn for if impl in let loop macro match mod move mut override priv pub ref return self Self static struct super trait true try type typeof unsafe unsized use virtual where while yield",literal:"true false Some None Ok Err",built_in:r},lexemes:e.IDENT_RE+"!?",illegal:""}]}}},I6f5:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#fff",color:"black"},"xml .hljs-meta":{color:"#c0c0c0"},"hljs-comment":{color:"#007400"},"hljs-quote":{color:"#007400"},"hljs-tag":{color:"#aa0d91"},"hljs-attribute":{color:"#aa0d91"},"hljs-keyword":{color:"#aa0d91"},"hljs-selector-tag":{color:"#aa0d91"},"hljs-literal":{color:"#aa0d91"},"hljs-name":{color:"#aa0d91"},"hljs-variable":{color:"#3F6E74"},"hljs-template-variable":{color:"#3F6E74"},"hljs-code":{color:"#c41a16"},"hljs-string":{color:"#c41a16"},"hljs-meta-string":{color:"#c41a16"},"hljs-regexp":{color:"#0E0EFF"},"hljs-link":{color:"#0E0EFF"},"hljs-title":{color:"#1c00cf"},"hljs-symbol":{color:"#1c00cf"},"hljs-bullet":{color:"#1c00cf"},"hljs-number":{color:"#1c00cf"},"hljs-section":{color:"#643820"},"hljs-meta":{color:"#643820"},"hljs-class .hljs-title":{color:"#5c2699"},"hljs-type":{color:"#5c2699"},"hljs-built_in":{color:"#5c2699"},"hljs-builtin-name":{color:"#5c2699"},"hljs-params":{color:"#5c2699"},"hljs-attr":{color:"#836C28"},"hljs-subst":{color:"#000"},"hljs-formula":{backgroundColor:"#eee",fontStyle:"italic"},"hljs-addition":{backgroundColor:"#baeeba"},"hljs-deletion":{backgroundColor:"#ffc8bd"},"hljs-selector-id":{color:"#9b703f"},"hljs-selector-class":{color:"#9b703f"},"hljs-doctag":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},IAg1:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#eaeef3",color:"#00193a"},"hljs-keyword":{fontWeight:"bold"},"hljs-selector-tag":{fontWeight:"bold"},"hljs-title":{fontWeight:"bold",color:"#0048ab"},"hljs-section":{fontWeight:"bold",color:"#0048ab"},"hljs-doctag":{fontWeight:"bold"},"hljs-name":{fontWeight:"bold",color:"#0048ab"},"hljs-strong":{fontWeight:"bold"},"hljs-comment":{color:"#738191"},"hljs-string":{color:"#0048ab"},"hljs-built_in":{color:"#0048ab"},"hljs-literal":{color:"#0048ab"},"hljs-type":{color:"#0048ab"},"hljs-addition":{color:"#0048ab"},"hljs-tag":{color:"#0048ab"},"hljs-quote":{color:"#0048ab"},"hljs-selector-id":{color:"#0048ab"},"hljs-selector-class":{color:"#0048ab"},"hljs-meta":{color:"#4c81c9"},"hljs-subst":{color:"#4c81c9"},"hljs-symbol":{color:"#4c81c9"},"hljs-regexp":{color:"#4c81c9"},"hljs-attribute":{color:"#4c81c9"},"hljs-deletion":{color:"#4c81c9"},"hljs-variable":{color:"#4c81c9"},"hljs-template-variable":{color:"#4c81c9"},"hljs-link":{color:"#4c81c9"},"hljs-bullet":{color:"#4c81c9"},"hljs-emphasis":{fontStyle:"italic"}}},IDdc:function(e){e.exports=function(e){var t=e.COMMENT(/\(\*/,/\*\)/);return{illegal:/\S/,contains:[t,{className:"attribute",begin:/^[ ]*[a-zA-Z][a-zA-Z-]*([\s-]+[a-zA-Z][a-zA-Z]*)*/},{begin:/=/,end:/;/,contains:[t,{className:"meta",begin:/\?.*\?/},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]}]}}},IiIf:function(e){e.exports=function(e){return{case_insensitive:!0,keywords:{keyword:"abs access after alias all and architecture array assert assume assume_guarantee attribute begin block body buffer bus case component configuration constant context cover disconnect downto default else elsif end entity exit fairness file for force function generate generic group guarded if impure in inertial inout is label library linkage literal loop map mod nand new next nor not null of on open or others out package parameter port postponed procedure process property protected pure range record register reject release rem report restrict restrict_guarantee return rol ror select sequence severity shared signal sla sll sra srl strong subtype then to transport type unaffected units until use variable view vmode vprop vunit wait when while with xnor xor",built_in:"boolean bit character integer time delay_length natural positive string bit_vector file_open_kind file_open_status std_logic std_logic_vector unsigned signed boolean_vector integer_vector std_ulogic std_ulogic_vector unresolved_unsigned u_unsigned unresolved_signed u_signed real_vector time_vector",literal:"false true note warning error failure line text side width"},illegal:"{",contains:[e.C_BLOCK_COMMENT_MODE,e.COMMENT("--","$"),e.QUOTE_STRING_MODE,{className:"number",begin:"\\b(\\d(_|\\d)*#\\w+(\\.\\w+)?#([eE][-+]?\\d(_|\\d)*)?|\\d(_|\\d)*(\\.\\d(_|\\d)*)?([eE][-+]?\\d(_|\\d)*)?)",relevance:0},{className:"string",begin:"'(U|X|0|1|Z|W|L|H|-)'",contains:[e.BACKSLASH_ESCAPE]},{className:"symbol",begin:"'[A-Za-z](_?[A-Za-z0-9])*",contains:[e.BACKSLASH_ESCAPE]}]}}},JAp6:function(e){e.exports=function(e){return{contains:[e.C_NUMBER_MODE,{begin:"[a-zA-Z_][\\da-zA-Z_]+\\.[\\da-zA-Z_]{1,3}",end:":",excludeEnd:!0},{begin:"(ncalls|tottime|cumtime)",end:"$",keywords:"ncalls tottime|10 cumtime|10 filename",relevance:10},{begin:"function calls",end:"$",contains:[e.C_NUMBER_MODE],relevance:10},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{className:"string",begin:"\\(",end:"\\)$",excludeBegin:!0,excludeEnd:!0,relevance:0}]}}},JDse:function(e){e.exports=function(e){var t={className:"attribute",begin:/[a-zA-Z-_]+/,end:/\s*:/,excludeEnd:!0,starts:{end:";",relevance:0,contains:[{className:"variable",begin:/\.[a-zA-Z-_]+/},{className:"keyword",begin:/\(optional\)/}]}};return{aliases:["graph","instances"],case_insensitive:!0,keywords:"import",contains:[{begin:"^facet [a-zA-Z-_][^\\n{]+\\{",end:"}",keywords:"facet",contains:[t,e.HASH_COMMENT_MODE]},{begin:"^\\s*instance of [a-zA-Z-_][^\\n{]+\\{",end:"}",keywords:"name count channels instance-data instance-state instance of",illegal:/\S/,contains:["self",t,e.HASH_COMMENT_MODE]},{begin:"^[a-zA-Z-_][^\\n{]+\\{",end:"}",contains:[t,e.HASH_COMMENT_MODE]},e.HASH_COMMENT_MODE]}}},JIGC:function(e){e.exports=function(e){var t="[a-zA-Z_][a-zA-Z0-9\\._]*",r={className:"attribute",begin:"\\bid\\s*:",starts:{className:"string",end:t,returnEnd:!1}},n={begin:t+"\\s*:",returnBegin:!0,contains:[{className:"attribute",begin:t,end:"\\s*:",excludeEnd:!0,relevance:0}],relevance:0},o={begin:t+"\\s*{",end:"{",returnBegin:!0,relevance:0,contains:[e.inherit(e.TITLE_MODE,{begin:t})]};return{aliases:["qt"],case_insensitive:!1,keywords:{keyword:"in of on if for while finally var new function do return void else break catch instanceof with throw case default try this switch continue typeof delete let yield const export super debugger as async await import",literal:"true false null undefined NaN Infinity",built_in:"eval isFinite isNaN parseFloat parseInt decodeURI decodeURIComponent encodeURI encodeURIComponent escape unescape Object Function Boolean Error EvalError InternalError RangeError ReferenceError StopIteration SyntaxError TypeError URIError Number Math Date String RegExp Array Float32Array Float64Array Int16Array Int32Array Int8Array Uint16Array Uint32Array Uint8Array Uint8ClampedArray ArrayBuffer DataView JSON Intl arguments require module console window document Symbol Set Map WeakSet WeakMap Proxy Reflect Behavior bool color coordinate date double enumeration font geocircle georectangle geoshape int list matrix4x4 parent point quaternion real rect size string url variant vector2d vector3d vector4dPromise"},contains:[{className:"meta",begin:/^\s*['"]use (strict|asm)['"]/},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{className:"string",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE,{className:"subst",begin:"\\$\\{",end:"\\}"}]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"number",variants:[{begin:"\\b(0[bB][01]+)"},{begin:"\\b(0[oO][0-7]+)"},{begin:e.C_NUMBER_RE}],relevance:0},{begin:"("+e.RE_STARTERS_RE+"|\\b(case|return|throw)\\b)\\s*",keywords:"return throw case",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.REGEXP_MODE,{begin:/\s*[);\]]/,relevance:0,subLanguage:"xml"}],relevance:0},{className:"keyword",begin:"\\bsignal\\b",starts:{className:"string",end:"(\\(|:|=|;|,|//|/\\*|$)",returnEnd:!0}},{className:"keyword",begin:"\\bproperty\\b",starts:{className:"string",end:"(:|=|;|,|//|/\\*|$)",returnEnd:!0}},{className:"function",beginKeywords:"function",end:/\{/,excludeEnd:!0,contains:[e.inherit(e.TITLE_MODE,{begin:/[A-Za-z$_][0-9A-Za-z$_]*/}),{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]}],illegal:/\[|%/},{begin:"\\."+e.IDENT_RE,relevance:0},r,n,o],illegal:/#/}}},JS2L:function(e){e.exports=function(e){var t="foreach do while for if from to step else on-error and or not in",r="true false yes no nothing nil null",n={className:"variable",variants:[{begin:/\$[\w\d#@][\w\d_]*/},{begin:/\$\{(.*?)}/}]},o={className:"string",begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,n,{className:"variable",begin:/\$\(/,end:/\)/,contains:[e.BACKSLASH_ESCAPE]}]},a={className:"string",begin:/'/,end:/'/};return{aliases:["routeros","mikrotik"],case_insensitive:!0,lexemes:/:?[\w-]+/,keywords:{literal:r,keyword:t+" :"+t.split(" ").join(" :")+" :"+"global local beep delay put len typeof pick log time set find environment terminal error execute parse resolve toarray tobool toid toip toip6 tonum tostr totime".split(" ").join(" :")},contains:[{variants:[{begin:/^@/,end:/$/},{begin:/\/\*/,end:/\*\//},{begin:/%%/,end:/$/},{begin:/^'/,end:/$/},{begin:/^\s*\/[\w-]+=/,end:/$/},{begin:/\/\//,end:/$/},{begin:/^\[\\]$/},{begin:/<\//,end:/>/},{begin:/^facet /,end:/\}/},{begin:"^1\\.\\.(\\d+)$",end:/$/}],illegal:/./},e.COMMENT("^#","$"),o,a,n,{begin:/[\w-]+\=([^\s\{\}\[\]\(\)]+)/,relevance:0,returnBegin:!0,contains:[{className:"attribute",begin:/[^=]+/},{begin:/=/,endsWithParent:!0,relevance:0,contains:[o,a,n,{className:"literal",begin:"\\b("+r.split(" ").join("|")+")\\b"},{begin:/("[^"]*"|[^\s\{\}\[\]]+)/}]}]},{className:"number",begin:/\*[0-9a-fA-F]+/},{begin:"\\b("+"add remove enable disable set get print export edit find run debug error info warning".split(" ").join("|")+")([\\s[(]|])",returnBegin:!0,contains:[{className:"builtin-name",begin:/\w+/}]},{className:"built_in",variants:[{begin:"(\\.\\./|/|\\s)(("+"traffic-flow traffic-generator firewall scheduler aaa accounting address-list address align area bandwidth-server bfd bgp bridge client clock community config connection console customer default dhcp-client dhcp-server discovery dns e-mail ethernet filter firewall firmware gps graphing group hardware health hotspot identity igmp-proxy incoming instance interface ip ipsec ipv6 irq l2tp-server lcd ldp logging mac-server mac-winbox mangle manual mirror mme mpls nat nd neighbor network note ntp ospf ospf-v3 ovpn-server page peer pim ping policy pool port ppp pppoe-client pptp-server prefix profile proposal proxy queue radius resource rip ripng route routing screen script security-profiles server service service-port settings shares smb sms sniffer snmp snooper socks sstp-server system tool tracking type upgrade upnp user-manager users user vlan secret vrrp watchdog web-access wireless pptp pppoe lan wan layer7-protocol lease simple raw".split(" ").join("|")+");?\\s)+",relevance:10},{begin:/\.\./}]}]}}},Jg8x:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#2b2b2b",color:"#bababa"},"hljs-strong":{color:"#a8a8a2"},"hljs-emphasis":{color:"#a8a8a2",fontStyle:"italic"},"hljs-bullet":{color:"#6896ba"},"hljs-quote":{color:"#6896ba"},"hljs-link":{color:"#6896ba"},"hljs-number":{color:"#6896ba"},"hljs-regexp":{color:"#6896ba"},"hljs-literal":{color:"#6896ba"},"hljs-code":{color:"#a6e22e"},"hljs-selector-class":{color:"#a6e22e"},"hljs-keyword":{color:"#cb7832"},"hljs-selector-tag":{color:"#cb7832"},"hljs-section":{color:"#cb7832"},"hljs-attribute":{color:"#cb7832"},"hljs-name":{color:"#cb7832"},"hljs-variable":{color:"#cb7832"},"hljs-params":{color:"#b9b9b9"},"hljs-string":{color:"#6a8759"},"hljs-subst":{color:"#e0c46c"},"hljs-type":{color:"#e0c46c"},"hljs-built_in":{color:"#e0c46c"},"hljs-builtin-name":{color:"#e0c46c"},"hljs-symbol":{color:"#e0c46c"},"hljs-selector-id":{color:"#e0c46c"},"hljs-selector-attr":{color:"#e0c46c"},"hljs-selector-pseudo":{color:"#e0c46c"},"hljs-template-tag":{color:"#e0c46c"},"hljs-template-variable":{color:"#e0c46c"},"hljs-addition":{color:"#e0c46c"},"hljs-comment":{color:"#7f7f7f"},"hljs-deletion":{color:"#7f7f7f"},"hljs-meta":{color:"#7f7f7f"}}},"K+EF":function(e){e.exports=function(e){var t="[a-zA-Z_\\-!.?+*=<>&#'][a-zA-Z_\\-!.?+*=<>&#'0-9/;:]*",r={begin:t,relevance:0},n={className:"number",begin:"[-+]?\\d+(\\.\\d+)?",relevance:0},o=e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),a=e.COMMENT(";","$",{relevance:0}),i={className:"literal",begin:/\b([Tt]rue|[Ff]alse|nil|None)\b/},s={begin:"[\\[\\{]",end:"[\\]\\}]"},l={className:"comment",begin:"\\^"+t},c=e.COMMENT("\\^\\{","\\}"),_={className:"symbol",begin:"[:]{1,2}"+t},d={begin:"\\(",end:"\\)"},u={endsWithParent:!0,relevance:0},p={keywords:{"builtin-name":"!= % %= & &= * ** **= *= *map + += , --build-class-- --import-- -= . / // //= /= < << <<= <= = > >= >> >>= @ @= ^ ^= abs accumulate all and any ap-compose ap-dotimes ap-each ap-each-while ap-filter ap-first ap-if ap-last ap-map ap-map-when ap-pipe ap-reduce ap-reject apply as-> ascii assert assoc bin break butlast callable calling-module-name car case cdr chain chr coll? combinations compile compress cond cons cons? continue count curry cut cycle dec def default-method defclass defmacro defmacro-alias defmacro/g! defmain defmethod defmulti defn defn-alias defnc defnr defreader defseq del delattr delete-route dict-comp dir disassemble dispatch-reader-macro distinct divmod do doto drop drop-last drop-while empty? end-sequence eval eval-and-compile eval-when-compile even? every? except exec filter first flatten float? fn fnc fnr for for* format fraction genexpr gensym get getattr global globals group-by hasattr hash hex id identity if if* if-not if-python2 import in inc input instance? integer integer-char? integer? interleave interpose is is-coll is-cons is-empty is-even is-every is-float is-instance is-integer is-integer-char is-iterable is-iterator is-keyword is-neg is-none is-not is-numeric is-odd is-pos is-string is-symbol is-zero isinstance islice issubclass iter iterable? iterate iterator? keyword keyword? lambda last len let lif lif-not list* list-comp locals loop macro-error macroexpand macroexpand-1 macroexpand-all map max merge-with method-decorator min multi-decorator multicombinations name neg? next none? nonlocal not not-in not? nth numeric? oct odd? open or ord partition permutations pos? post-route postwalk pow prewalk print product profile/calls profile/cpu put-route quasiquote quote raise range read read-str recursive-replace reduce remove repeat repeatedly repr require rest round route route-with-methods rwm second seq set-comp setattr setv some sorted string string? sum switch symbol? take take-nth take-while tee try unless unquote unquote-splicing vars walk when while with with* with-decorator with-gensyms xi xor yield yield-from zero? zip zip-longest | |= ~"},lexemes:t,className:"name",begin:t,starts:u},m=[d,o,l,c,a,_,s,n,i,r];return d.contains=[e.COMMENT("comment",""),p,u],u.contains=m,s.contains=m,{aliases:["hylang"],illegal:/\S/,contains:[{className:"meta",begin:"^#!",end:"$"},d,o,l,c,a,_,s,n,i]}}},"K/sK":function(e){e.exports=function(e){return{contains:[{className:"attribute",begin://},{begin:/::=/,starts:{end:/$/,contains:[{begin://},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]}}]}}},KM2f:function(e,t,r){"use strict";r.d(t,"a",(function(){return n})),r.d(t,"b",(function(){return o})),r.d(t,"c",(function(){return a})),r.d(t,"d",(function(){return i})),r.d(t,"e",(function(){return s})),r.d(t,"f",(function(){return l})),r.d(t,"g",(function(){return c})),r.d(t,"h",(function(){return _})),r.d(t,"i",(function(){return d})),r.d(t,"j",(function(){return u})),r.d(t,"k",(function(){return p}));var n={prefix:"fab",iconName:"discord",icon:[448,512,[],"f392","M297.216 243.2c0 15.616-11.52 28.416-26.112 28.416-14.336 0-26.112-12.8-26.112-28.416s11.52-28.416 26.112-28.416c14.592 0 26.112 12.8 26.112 28.416zm-119.552-28.416c-14.592 0-26.112 12.8-26.112 28.416s11.776 28.416 26.112 28.416c14.592 0 26.112-12.8 26.112-28.416.256-15.616-11.52-28.416-26.112-28.416zM448 52.736V512c-64.494-56.994-43.868-38.128-118.784-107.776l13.568 47.36H52.48C23.552 451.584 0 428.032 0 398.848V52.736C0 23.552 23.552 0 52.48 0h343.04C424.448 0 448 23.552 448 52.736zm-72.96 242.688c0-82.432-36.864-149.248-36.864-149.248-36.864-27.648-71.936-26.88-71.936-26.88l-3.584 4.096c43.52 13.312 63.744 32.512 63.744 32.512-60.811-33.329-132.244-33.335-191.232-7.424-9.472 4.352-15.104 7.424-15.104 7.424s21.248-20.224 67.328-33.536l-2.56-3.072s-35.072-.768-71.936 26.88c0 0-36.864 66.816-36.864 149.248 0 0 21.504 37.12 78.08 38.912 0 0 9.472-11.52 17.152-21.248-32.512-9.728-44.8-30.208-44.8-30.208 3.766 2.636 9.976 6.053 10.496 6.4 43.21 24.198 104.588 32.126 159.744 8.96 8.96-3.328 18.944-8.192 29.44-15.104 0 0-12.8 20.992-46.336 30.464 7.68 9.728 16.896 20.736 16.896 20.736 56.576-1.792 78.336-38.912 78.336-38.912z"]},o={prefix:"fab",iconName:"github",icon:[496,512,[],"f09b","M165.9 397.4c0 2-2.3 3.6-5.2 3.6-3.3.3-5.6-1.3-5.6-3.6 0-2 2.3-3.6 5.2-3.6 3-.3 5.6 1.3 5.6 3.6zm-31.1-4.5c-.7 2 1.3 4.3 4.3 4.9 2.6 1 5.6 0 6.2-2s-1.3-4.3-4.3-5.2c-2.6-.7-5.5.3-6.2 2.3zm44.2-1.7c-2.9.7-4.9 2.6-4.6 4.9.3 2 2.9 3.3 5.9 2.6 2.9-.7 4.9-2.6 4.6-4.6-.3-1.9-3-3.2-5.9-2.9zM244.8 8C106.1 8 0 113.3 0 252c0 110.9 69.8 205.8 169.5 239.2 12.8 2.3 17.3-5.6 17.3-12.1 0-6.2-.3-40.4-.3-61.4 0 0-70 15-84.7-29.8 0 0-11.4-29.1-27.8-36.6 0 0-22.9-15.7 1.6-15.4 0 0 24.9 2 38.6 25.8 21.9 38.6 58.6 27.5 72.9 20.9 2.3-16 8.8-27.1 16-33.7-55.9-6.2-112.3-14.3-112.3-110.5 0-27.5 7.6-41.3 23.6-58.9-2.6-6.5-11.1-33.3 2.6-67.9 20.9-6.5 69 27 69 27 20-5.6 41.5-8.5 62.8-8.5s42.8 2.9 62.8 8.5c0 0 48.1-33.6 69-27 13.7 34.7 5.2 61.4 2.6 67.9 16 17.7 25.8 31.5 25.8 58.9 0 96.5-58.9 104.2-114.8 110.5 9.2 7.9 17 22.9 17 46.4 0 33.7-.3 75.4-.3 83.6 0 6.5 4.6 14.4 17.3 12.1C428.2 457.8 496 362.9 496 252 496 113.3 383.5 8 244.8 8zM97.2 352.9c-1.3 1-1 3.3.7 5.2 1.6 1.6 3.9 2.3 5.2 1 1.3-1 1-3.3-.7-5.2-1.6-1.6-3.9-2.3-5.2-1zm-10.8-8.1c-.7 1.3.3 2.9 2.3 3.9 1.6 1 3.6.7 4.3-.7.7-1.3-.3-2.9-2.3-3.9-2-.6-3.6-.3-4.3.7zm32.4 35.6c-1.6 1.3-1 4.3 1.3 6.2 2.3 2.3 5.2 2.6 6.5 1 1.3-1.3.7-4.3-1.3-6.2-2.2-2.3-5.2-2.6-6.5-1zm-11.4-14.7c-1.6 1-1.6 3.6 0 5.9 1.6 2.3 4.3 3.3 5.6 2.3 1.6-1.3 1.6-3.9 0-6.2-1.4-2.3-4-3.3-5.6-2z"]},a={prefix:"fab",iconName:"google-drive",icon:[512,512,[],"f3aa","M339 314.9L175.4 32h161.2l163.6 282.9H339zm-137.5 23.6L120.9 480h310.5L512 338.5H201.5zM154.1 67.4L0 338.5 80.6 480 237 208.8 154.1 67.4z"]},i={prefix:"fab",iconName:"reddit-alien",icon:[512,512,[],"f281","M440.3 203.5c-15 0-28.2 6.2-37.9 15.9-35.7-24.7-83.8-40.6-137.1-42.3L293 52.3l88.2 19.8c0 21.6 17.6 39.2 39.2 39.2 22 0 39.7-18.1 39.7-39.7s-17.6-39.7-39.7-39.7c-15.4 0-28.7 9.3-35.3 22l-97.4-21.6c-4.9-1.3-9.7 2.2-11 7.1L246.3 177c-52.9 2.2-100.5 18.1-136.3 42.8-9.7-10.1-23.4-16.3-38.4-16.3-55.6 0-73.8 74.6-22.9 100.1-1.8 7.9-2.6 16.3-2.6 24.7 0 83.8 94.4 151.7 210.3 151.7 116.4 0 210.8-67.9 210.8-151.7 0-8.4-.9-17.2-3.1-25.1 49.9-25.6 31.5-99.7-23.8-99.7zM129.4 308.9c0-22 17.6-39.7 39.7-39.7 21.6 0 39.2 17.6 39.2 39.7 0 21.6-17.6 39.2-39.2 39.2-22 .1-39.7-17.6-39.7-39.2zm214.3 93.5c-36.4 36.4-139.1 36.4-175.5 0-4-3.5-4-9.7 0-13.7 3.5-3.5 9.7-3.5 13.2 0 27.8 28.5 120 29 149 0 3.5-3.5 9.7-3.5 13.2 0 4.1 4 4.1 10.2.1 13.7zm-.8-54.2c-21.6 0-39.2-17.6-39.2-39.2 0-22 17.6-39.7 39.2-39.7 22 0 39.7 17.6 39.7 39.7-.1 21.5-17.7 39.2-39.7 39.2z"]},s={prefix:"fab",iconName:"steam",icon:[496,512,[],"f1b6","M496 256c0 137-111.2 248-248.4 248-113.8 0-209.6-76.3-239-180.4l95.2 39.3c6.4 32.1 34.9 56.4 68.9 56.4 39.2 0 71.9-32.4 70.2-73.5l84.5-60.2c52.1 1.3 95.8-40.9 95.8-93.5 0-51.6-42-93.5-93.7-93.5s-93.7 42-93.7 93.5v1.2L176.6 279c-15.5-.9-30.7 3.4-43.5 12.1L0 236.1C10.2 108.4 117.1 8 247.6 8 384.8 8 496 119 496 256zM155.7 384.3l-30.5-12.6a52.79 52.79 0 0 0 27.2 25.8c26.9 11.2 57.8-1.6 69-28.4 5.4-13 5.5-27.3.1-40.3-5.4-13-15.5-23.2-28.5-28.6-12.9-5.4-26.7-5.2-38.9-.6l31.5 13c19.8 8.2 29.2 30.9 20.9 50.7-8.3 19.9-31 29.2-50.8 21zm173.8-129.9c-34.4 0-62.4-28-62.4-62.3s28-62.3 62.4-62.3 62.4 28 62.4 62.3-27.9 62.3-62.4 62.3zm.1-15.6c25.9 0 46.9-21 46.9-46.8 0-25.9-21-46.8-46.9-46.8s-46.9 21-46.9 46.8c.1 25.8 21.1 46.8 46.9 46.8z"]},l={prefix:"fab",iconName:"telegram",icon:[496,512,[],"f2c6","M248 8C111 8 0 119 0 256s111 248 248 248 248-111 248-248S385 8 248 8zm121.8 169.9l-40.7 191.8c-3 13.6-11.1 16.9-22.4 10.5l-62-45.7-29.9 28.8c-3.3 3.3-6.1 6.1-12.5 6.1l4.4-63.1 114.9-103.8c5-4.4-1.1-6.9-7.7-2.5l-142 89.4-61.2-19.1c-13.3-4.2-13.6-13.3 2.8-19.7l239.1-92.2c11.1-4 20.8 2.7 17.2 19.5z"]},c={prefix:"fab",iconName:"twitch",icon:[512,512,[],"f1e8","M391.17,103.47H352.54v109.7h38.63ZM285,103H246.37V212.75H285ZM120.83,0,24.31,91.42V420.58H140.14V512l96.53-91.42h77.25L487.69,256V0ZM449.07,237.75l-77.22,73.12H294.61l-67.6,64v-64H140.14V36.58H449.07Z"]},_={prefix:"fab",iconName:"twitter",icon:[512,512,[],"f099","M459.37 151.716c.325 4.548.325 9.097.325 13.645 0 138.72-105.583 298.558-298.558 298.558-59.452 0-114.68-17.219-161.137-47.106 8.447.974 16.568 1.299 25.34 1.299 49.055 0 94.213-16.568 130.274-44.832-46.132-.975-84.792-31.188-98.112-72.772 6.498.974 12.995 1.624 19.818 1.624 9.421 0 18.843-1.3 27.614-3.573-48.081-9.747-84.143-51.98-84.143-102.985v-1.299c13.969 7.797 30.214 12.67 47.431 13.319-28.264-18.843-46.781-51.005-46.781-87.391 0-19.492 5.197-37.36 14.294-52.954 51.655 63.675 129.3 105.258 216.365 109.807-1.624-7.797-2.599-15.918-2.599-24.04 0-57.828 46.782-104.934 104.934-104.934 30.213 0 57.502 12.67 76.67 33.137 23.715-4.548 46.456-13.32 66.599-25.34-7.798 24.366-24.366 44.833-46.132 57.827 21.117-2.273 41.584-8.122 60.426-16.243-14.292 20.791-32.161 39.308-52.628 54.253z"]},d={prefix:"fab",iconName:"wikipedia-w",icon:[640,512,[],"f266","M640 51.2l-.3 12.2c-28.1.8-45 15.8-55.8 40.3-25 57.8-103.3 240-155.3 358.6H415l-81.9-193.1c-32.5 63.6-68.3 130-99.2 193.1-.3.3-15 0-15-.3C172 352.3 122.8 243.4 75.8 133.4 64.4 106.7 26.4 63.4.2 63.7c0-3.1-.3-10-.3-14.2h161.9v13.9c-19.2 1.1-52.8 13.3-43.3 34.2 21.9 49.7 103.6 240.3 125.6 288.6 15-29.7 57.8-109.2 75.3-142.8-13.9-28.3-58.6-133.9-72.8-160-9.7-17.8-36.1-19.4-55.8-19.7V49.8l142.5.3v13.1c-19.4.6-38.1 7.8-29.4 26.1 18.9 40 30.6 68.1 48.1 104.7 5.6-10.8 34.7-69.4 48.1-100.8 8.9-20.6-3.9-28.6-38.6-29.4.3-3.6 0-10.3.3-13.6 44.4-.3 111.1-.3 123.1-.6v13.6c-22.5.8-45.8 12.8-58.1 31.7l-59.2 122.8c6.4 16.1 63.3 142.8 69.2 156.7L559.2 91.8c-8.6-23.1-36.4-28.1-47.2-28.3V49.6l127.8 1.1.2.5z"]},u={prefix:"fab",iconName:"xbox",icon:[512,512,[],"f412","M369.9 318.2c44.3 54.3 64.7 98.8 54.4 118.7-7.9 15.1-56.7 44.6-92.6 55.9-29.6 9.3-68.4 13.3-100.4 10.2-38.2-3.7-76.9-17.4-110.1-39C93.3 445.8 87 438.3 87 423.4c0-29.9 32.9-82.3 89.2-142.1 32-33.9 76.5-73.7 81.4-72.6 9.4 2.1 84.3 75.1 112.3 109.5zM188.6 143.8c-29.7-26.9-58.1-53.9-86.4-63.4-15.2-5.1-16.3-4.8-28.7 8.1-29.2 30.4-53.5 79.7-60.3 122.4-5.4 34.2-6.1 43.8-4.2 60.5 5.6 50.5 17.3 85.4 40.5 120.9 9.5 14.6 12.1 17.3 9.3 9.9-4.2-11-.3-37.5 9.5-64 14.3-39 53.9-112.9 120.3-194.4zm311.6 63.5C483.3 127.3 432.7 77 425.6 77c-7.3 0-24.2 6.5-36 13.9-23.3 14.5-41 31.4-64.3 52.8C367.7 197 427.5 283.1 448.2 346c6.8 20.7 9.7 41.1 7.4 52.3-1.7 8.5-1.7 8.5 1.4 4.6 6.1-7.7 19.9-31.3 25.4-43.5 7.4-16.2 15-40.2 18.6-58.7 4.3-22.5 3.9-70.8-.8-93.4zM141.3 43C189 40.5 251 77.5 255.6 78.4c.7.1 10.4-4.2 21.6-9.7 63.9-31.1 94-25.8 107.4-25.2-63.9-39.3-152.7-50-233.9-11.7-23.4 11.1-24 11.9-9.4 11.2z"]},p={prefix:"fab",iconName:"youtube",icon:[576,512,[],"f167","M549.655 124.083c-6.281-23.65-24.787-42.276-48.284-48.597C458.781 64 288 64 288 64S117.22 64 74.629 75.486c-23.497 6.322-42.003 24.947-48.284 48.597-11.412 42.867-11.412 132.305-11.412 132.305s0 89.438 11.412 132.305c6.281 23.65 24.787 41.5 48.284 47.821C117.22 448 288 448 288 448s170.78 0 213.371-11.486c23.497-6.321 42.003-24.171 48.284-47.821 11.412-42.867 11.412-132.305 11.412-132.305s0-89.438-11.412-132.305zm-317.51 213.508V175.185l142.739 81.205-142.739 81.201z"]}},"KVH/":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#7e7777"},"hljs-quote":{color:"#7e7777"},"hljs-variable":{color:"#ca4949"},"hljs-template-variable":{color:"#ca4949"},"hljs-attribute":{color:"#ca4949"},"hljs-tag":{color:"#ca4949"},"hljs-name":{color:"#ca4949"},"hljs-regexp":{color:"#ca4949"},"hljs-link":{color:"#ca4949"},"hljs-selector-id":{color:"#ca4949"},"hljs-selector-class":{color:"#ca4949"},"hljs-number":{color:"#b45a3c"},"hljs-meta":{color:"#b45a3c"},"hljs-built_in":{color:"#b45a3c"},"hljs-builtin-name":{color:"#b45a3c"},"hljs-literal":{color:"#b45a3c"},"hljs-type":{color:"#b45a3c"},"hljs-params":{color:"#b45a3c"},"hljs-string":{color:"#4b8b8b"},"hljs-symbol":{color:"#4b8b8b"},"hljs-bullet":{color:"#4b8b8b"},"hljs-title":{color:"#7272ca"},"hljs-section":{color:"#7272ca"},"hljs-keyword":{color:"#8464c4"},"hljs-selector-tag":{color:"#8464c4"},"hljs-deletion":{color:"#1b1818",display:"inline-block",width:"100%",backgroundColor:"#ca4949"},"hljs-addition":{color:"#1b1818",display:"inline-block",width:"100%",backgroundColor:"#4b8b8b"},hljs:{display:"block",overflowX:"auto",background:"#1b1818",color:"#8a8585",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},KX9w:function(e){e.exports=function(e){var t="assembly module package import alias class interface object given value assign void function new of extends satisfies abstracts in out return break continue throw assert dynamic if else switch case for while try catch finally then let this outer super is exists nonempty",r={className:"subst",excludeBegin:!0,excludeEnd:!0,begin:/``/,end:/``/,keywords:t,relevance:10},n=[{className:"string",begin:'"""',end:'"""',relevance:10},{className:"string",begin:'"',end:'"',contains:[r]},{className:"string",begin:"'",end:"'"},{className:"number",begin:"#[0-9a-fA-F_]+|\\$[01_]+|[0-9_]+(?:\\.[0-9_](?:[eE][+-]?\\d+)?)?[kMGTPmunpf]?",relevance:0}];return r.contains=n,{keywords:{keyword:t+" shared abstract formal default actual variable late native deprecatedfinal sealed annotation suppressWarnings small",meta:"doc by license see throws tagged"},illegal:"\\$[^01]|#[^0-9a-fA-F]",contains:[e.C_LINE_COMMENT_MODE,e.COMMENT("/\\*","\\*/",{contains:["self"]}),{className:"meta",begin:'@[a-z]\\w*(?:\\:"[^"]*")?'}].concat(n)}}},LAoE:function(e){e.exports=function(e){var t="[a-zA-Z_][a-zA-Z0-9_.]*(\\!|\\?)?",r="and false then defined module in return redo retry end for true self when next until do begin unless nil break not case cond alias while ensure or include use alias fn quote require import with|0",n={className:"subst",begin:"#\\{",end:"}",lexemes:t,keywords:r},o={className:"string",contains:[e.BACKSLASH_ESCAPE,n],variants:[{begin:/'/,end:/'/},{begin:/"/,end:/"/}]},a={className:"function",beginKeywords:"def defp defmacro",end:/\B\b/,contains:[e.inherit(e.TITLE_MODE,{begin:t,endsParent:!0})]},i=e.inherit(a,{className:"class",beginKeywords:"defimpl defmodule defprotocol defrecord",end:/\bdo\b|$|;/}),s=[o,e.HASH_COMMENT_MODE,i,a,{begin:"::"},{className:"symbol",begin:":(?![\\s:])",contains:[o,{begin:"[a-zA-Z_]\\w*[!?=]?|[-+~]\\@|<<|>>|=~|===?|<=>|[<>]=?|\\*\\*|[-/+%^&*~`|]|\\[\\]=?"}],relevance:0},{className:"symbol",begin:t+":(?!:)",relevance:0},{className:"number",begin:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",relevance:0},{className:"variable",begin:"(\\$\\W)|((\\$|\\@\\@?)(\\w+))"},{begin:"->"},{begin:"("+e.RE_STARTERS_RE+")\\s*",contains:[e.HASH_COMMENT_MODE,{className:"regexp",illegal:"\\n",contains:[e.BACKSLASH_ESCAPE,n],variants:[{begin:"/",end:"/[a-z]*"},{begin:"%r\\[",end:"\\][a-z]*"}]}],relevance:0}];return n.contains=s,{lexemes:t,keywords:r,contains:s}}},LKL0:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#999580"},"hljs-quote":{color:"#999580"},"hljs-variable":{color:"#d73737"},"hljs-template-variable":{color:"#d73737"},"hljs-attribute":{color:"#d73737"},"hljs-tag":{color:"#d73737"},"hljs-name":{color:"#d73737"},"hljs-regexp":{color:"#d73737"},"hljs-link":{color:"#d73737"},"hljs-selector-id":{color:"#d73737"},"hljs-selector-class":{color:"#d73737"},"hljs-number":{color:"#b65611"},"hljs-meta":{color:"#b65611"},"hljs-built_in":{color:"#b65611"},"hljs-builtin-name":{color:"#b65611"},"hljs-literal":{color:"#b65611"},"hljs-type":{color:"#b65611"},"hljs-params":{color:"#b65611"},"hljs-string":{color:"#60ac39"},"hljs-symbol":{color:"#60ac39"},"hljs-bullet":{color:"#60ac39"},"hljs-title":{color:"#6684e1"},"hljs-section":{color:"#6684e1"},"hljs-keyword":{color:"#b854d4"},"hljs-selector-tag":{color:"#b854d4"},hljs:{display:"block",overflowX:"auto",background:"#20201d",color:"#a6a28c",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Ljye:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#9c9491"},"hljs-quote":{color:"#9c9491"},"hljs-variable":{color:"#f22c40"},"hljs-template-variable":{color:"#f22c40"},"hljs-attribute":{color:"#f22c40"},"hljs-tag":{color:"#f22c40"},"hljs-name":{color:"#f22c40"},"hljs-regexp":{color:"#f22c40"},"hljs-link":{color:"#f22c40"},"hljs-selector-id":{color:"#f22c40"},"hljs-selector-class":{color:"#f22c40"},"hljs-number":{color:"#df5320"},"hljs-meta":{color:"#df5320"},"hljs-built_in":{color:"#df5320"},"hljs-builtin-name":{color:"#df5320"},"hljs-literal":{color:"#df5320"},"hljs-type":{color:"#df5320"},"hljs-params":{color:"#df5320"},"hljs-string":{color:"#7b9726"},"hljs-symbol":{color:"#7b9726"},"hljs-bullet":{color:"#7b9726"},"hljs-title":{color:"#407ee7"},"hljs-section":{color:"#407ee7"},"hljs-keyword":{color:"#6666ea"},"hljs-selector-tag":{color:"#6666ea"},hljs:{display:"block",overflowX:"auto",background:"#1b1918",color:"#a8a19f",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Lp7K:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#ffffff",color:"#000000"},"hljs-subst":{color:"#000000"},"hljs-tag":{color:"#000000"},"hljs-title":{color:"#000000"},"hljs-strong":{color:"#000000"},"hljs-emphasis":{color:"#000000",fontStyle:"italic"},"hljs-bullet":{color:"#000080"},"hljs-quote":{color:"#000080"},"hljs-number":{color:"#000080"},"hljs-regexp":{color:"#000080"},"hljs-literal":{color:"#000080"},"hljs-code\n.hljs-selector-class":{color:"#800080"},"hljs-stronge":{fontStyle:"italic"},"hljs-type":{fontStyle:"italic",color:"#008000"},"hljs-keyword":{color:"#808000"},"hljs-selector-tag":{color:"#808000"},"hljs-function":{color:"#808000"},"hljs-section":{color:"#808000"},"hljs-symbol":{color:"#808000"},"hljs-name":{color:"#808000"},"hljs-attribute":{color:"#800000"},"hljs-variable":{color:"#0055AF"},"hljs-params":{color:"#0055AF"},"hljs-class .hljs-title":{color:"#0055AF"},"hljs-string":{color:"#008000"},"hljs-selector-id":{color:"#008000"},"hljs-selector-attr":{color:"#008000"},"hljs-selector-pseudo":{color:"#008000"},"hljs-built_in":{color:"#008000"},"hljs-builtin-name":{color:"#008000"},"hljs-template-tag":{color:"#008000"},"hljs-template-variable":{color:"#008000"},"hljs-addition":{color:"#008000"},"hljs-link":{color:"#008000"},"hljs-comment":{color:"#008000"},"hljs-meta":{color:"#008000"},"hljs-deletion":{color:"#008000"}}},Ltaw:function(e){e.exports=function(e){var t={keyword:"bool break call callexe checkinterrupt clear clearg closeall cls comlog compile continue create debug declare delete disable dlibrary dllcall do dos ed edit else elseif enable end endfor endif endp endo errorlog errorlogat expr external fn for format goto gosub graph if keyword let lib library line load loadarray loadexe loadf loadk loadm loadp loads loadx local locate loopnextindex lprint lpwidth lshow matrix msym ndpclex new open output outwidth plot plotsym pop prcsn print printdos proc push retp return rndcon rndmod rndmult rndseed run save saveall screen scroll setarray show sparse stop string struct system trace trap threadfor threadendfor threadbegin threadjoin threadstat threadend until use while winprint ne ge le gt lt and xor or not eq eqv",built_in:"abs acf aconcat aeye amax amean AmericanBinomCall AmericanBinomCall_Greeks AmericanBinomCall_ImpVol AmericanBinomPut AmericanBinomPut_Greeks AmericanBinomPut_ImpVol AmericanBSCall AmericanBSCall_Greeks AmericanBSCall_ImpVol AmericanBSPut AmericanBSPut_Greeks AmericanBSPut_ImpVol amin amult annotationGetDefaults annotationSetBkd annotationSetFont annotationSetLineColor annotationSetLineStyle annotationSetLineThickness annualTradingDays arccos arcsin areshape arrayalloc arrayindex arrayinit arraytomat asciiload asclabel astd astds asum atan atan2 atranspose axmargin balance band bandchol bandcholsol bandltsol bandrv bandsolpd bar base10 begwind besselj bessely beta box boxcox cdfBeta cdfBetaInv cdfBinomial cdfBinomialInv cdfBvn cdfBvn2 cdfBvn2e cdfCauchy cdfCauchyInv cdfChic cdfChii cdfChinc cdfChincInv cdfExp cdfExpInv cdfFc cdfFnc cdfFncInv cdfGam cdfGenPareto cdfHyperGeo cdfLaplace cdfLaplaceInv cdfLogistic cdfLogisticInv cdfmControlCreate cdfMvn cdfMvn2e cdfMvnce cdfMvne cdfMvt2e cdfMvtce cdfMvte cdfN cdfN2 cdfNc cdfNegBinomial cdfNegBinomialInv cdfNi cdfPoisson cdfPoissonInv cdfRayleigh cdfRayleighInv cdfTc cdfTci cdfTnc cdfTvn cdfWeibull cdfWeibullInv cdir ceil ChangeDir chdir chiBarSquare chol choldn cholsol cholup chrs close code cols colsf combinate combinated complex con cond conj cons ConScore contour conv convertsatostr convertstrtosa corrm corrms corrvc corrx corrxs cos cosh counts countwts crossprd crout croutp csrcol csrlin csvReadM csvReadSA cumprodc cumsumc curve cvtos datacreate datacreatecomplex datalist dataload dataloop dataopen datasave date datestr datestring datestrymd dayinyr dayofweek dbAddDatabase dbClose dbCommit dbCreateQuery dbExecQuery dbGetConnectOptions dbGetDatabaseName dbGetDriverName dbGetDrivers dbGetHostName dbGetLastErrorNum dbGetLastErrorText dbGetNumericalPrecPolicy dbGetPassword dbGetPort dbGetTableHeaders dbGetTables dbGetUserName dbHasFeature dbIsDriverAvailable dbIsOpen dbIsOpenError dbOpen dbQueryBindValue dbQueryClear dbQueryCols dbQueryExecPrepared dbQueryFetchAllM dbQueryFetchAllSA dbQueryFetchOneM dbQueryFetchOneSA dbQueryFinish dbQueryGetBoundValue dbQueryGetBoundValues dbQueryGetField dbQueryGetLastErrorNum dbQueryGetLastErrorText dbQueryGetLastInsertID dbQueryGetLastQuery dbQueryGetPosition dbQueryIsActive dbQueryIsForwardOnly dbQueryIsNull dbQueryIsSelect dbQueryIsValid dbQueryPrepare dbQueryRows dbQuerySeek dbQuerySeekFirst dbQuerySeekLast dbQuerySeekNext dbQuerySeekPrevious dbQuerySetForwardOnly dbRemoveDatabase dbRollback dbSetConnectOptions dbSetDatabaseName dbSetHostName dbSetNumericalPrecPolicy dbSetPort dbSetUserName dbTransaction DeleteFile delif delrows denseToSp denseToSpRE denToZero design det detl dfft dffti diag diagrv digamma doswin DOSWinCloseall DOSWinOpen dotfeq dotfeqmt dotfge dotfgemt dotfgt dotfgtmt dotfle dotflemt dotflt dotfltmt dotfne dotfnemt draw drop dsCreate dstat dstatmt dstatmtControlCreate dtdate dtday dttime dttodtv dttostr dttoutc dtvnormal dtvtodt dtvtoutc dummy dummybr dummydn eig eigh eighv eigv elapsedTradingDays endwind envget eof eqSolve eqSolvemt eqSolvemtControlCreate eqSolvemtOutCreate eqSolveset erf erfc erfccplx erfcplx error etdays ethsec etstr EuropeanBinomCall EuropeanBinomCall_Greeks EuropeanBinomCall_ImpVol EuropeanBinomPut EuropeanBinomPut_Greeks EuropeanBinomPut_ImpVol EuropeanBSCall EuropeanBSCall_Greeks EuropeanBSCall_ImpVol EuropeanBSPut EuropeanBSPut_Greeks EuropeanBSPut_ImpVol exctsmpl exec execbg exp extern eye fcheckerr fclearerr feq feqmt fflush fft ffti fftm fftmi fftn fge fgemt fgets fgetsa fgetsat fgetst fgt fgtmt fileinfo filesa fle flemt floor flt fltmt fmod fne fnemt fonts fopen formatcv formatnv fputs fputst fseek fstrerror ftell ftocv ftos ftostrC gamma gammacplx gammaii gausset gdaAppend gdaCreate gdaDStat gdaDStatMat gdaGetIndex gdaGetName gdaGetNames gdaGetOrders gdaGetType gdaGetTypes gdaGetVarInfo gdaIsCplx gdaLoad gdaPack gdaRead gdaReadByIndex gdaReadSome gdaReadSparse gdaReadStruct gdaReportVarInfo gdaSave gdaUpdate gdaUpdateAndPack gdaVars gdaWrite gdaWrite32 gdaWriteSome getarray getdims getf getGAUSShome getmatrix getmatrix4D getname getnamef getNextTradingDay getNextWeekDay getnr getorders getpath getPreviousTradingDay getPreviousWeekDay getRow getscalar3D getscalar4D getTrRow getwind glm gradcplx gradMT gradMTm gradMTT gradMTTm gradp graphprt graphset hasimag header headermt hess hessMT hessMTg hessMTgw hessMTm hessMTmw hessMTT hessMTTg hessMTTgw hessMTTm hessMTw hessp hist histf histp hsec imag indcv indexcat indices indices2 indicesf indicesfn indnv indsav integrate1d integrateControlCreate intgrat2 intgrat3 inthp1 inthp2 inthp3 inthp4 inthpControlCreate intquad1 intquad2 intquad3 intrleav intrleavsa intrsect intsimp inv invpd invswp iscplx iscplxf isden isinfnanmiss ismiss key keyav keyw lag lag1 lagn lapEighb lapEighi lapEighvb lapEighvi lapgEig lapgEigh lapgEighv lapgEigv lapgSchur lapgSvdcst lapgSvds lapgSvdst lapSvdcusv lapSvds lapSvdusv ldlp ldlsol linSolve listwise ln lncdfbvn lncdfbvn2 lncdfmvn lncdfn lncdfn2 lncdfnc lnfact lngammacplx lnpdfmvn lnpdfmvt lnpdfn lnpdft loadd loadstruct loadwind loess loessmt loessmtControlCreate log loglog logx logy lower lowmat lowmat1 ltrisol lu lusol machEpsilon make makevars makewind margin matalloc matinit mattoarray maxbytes maxc maxindc maxv maxvec mbesselei mbesselei0 mbesselei1 mbesseli mbesseli0 mbesseli1 meanc median mergeby mergevar minc minindc minv miss missex missrv moment momentd movingave movingaveExpwgt movingaveWgt nextindex nextn nextnevn nextwind ntos null null1 numCombinations ols olsmt olsmtControlCreate olsqr olsqr2 olsqrmt ones optn optnevn orth outtyp pacf packedToSp packr parse pause pdfCauchy pdfChi pdfExp pdfGenPareto pdfHyperGeo pdfLaplace pdfLogistic pdfn pdfPoisson pdfRayleigh pdfWeibull pi pinv pinvmt plotAddArrow plotAddBar plotAddBox plotAddHist plotAddHistF plotAddHistP plotAddPolar plotAddScatter plotAddShape plotAddTextbox plotAddTS plotAddXY plotArea plotBar plotBox plotClearLayout plotContour plotCustomLayout plotGetDefaults plotHist plotHistF plotHistP plotLayout plotLogLog plotLogX plotLogY plotOpenWindow plotPolar plotSave plotScatter plotSetAxesPen plotSetBar plotSetBarFill plotSetBarStacked plotSetBkdColor plotSetFill plotSetGrid plotSetLegend plotSetLineColor plotSetLineStyle plotSetLineSymbol plotSetLineThickness plotSetNewWindow plotSetTitle plotSetWhichYAxis plotSetXAxisShow plotSetXLabel plotSetXRange plotSetXTicInterval plotSetXTicLabel plotSetYAxisShow plotSetYLabel plotSetYRange plotSetZAxisShow plotSetZLabel plotSurface plotTS plotXY polar polychar polyeval polygamma polyint polymake polymat polymroot polymult polyroot pqgwin previousindex princomp printfm printfmt prodc psi putarray putf putvals pvCreate pvGetIndex pvGetParNames pvGetParVector pvLength pvList pvPack pvPacki pvPackm pvPackmi pvPacks pvPacksi pvPacksm pvPacksmi pvPutParVector pvTest pvUnpack QNewton QNewtonmt QNewtonmtControlCreate QNewtonmtOutCreate QNewtonSet QProg QProgmt QProgmtInCreate qqr qqre qqrep qr qre qrep qrsol qrtsol qtyr qtyre qtyrep quantile quantiled qyr qyre qyrep qz rank rankindx readr real reclassify reclassifyCuts recode recserar recsercp recserrc rerun rescale reshape rets rev rfft rffti rfftip rfftn rfftnp rfftp rndBernoulli rndBeta rndBinomial rndCauchy rndChiSquare rndCon rndCreateState rndExp rndGamma rndGeo rndGumbel rndHyperGeo rndi rndKMbeta rndKMgam rndKMi rndKMn rndKMnb rndKMp rndKMu rndKMvm rndLaplace rndLCbeta rndLCgam rndLCi rndLCn rndLCnb rndLCp rndLCu rndLCvm rndLogNorm rndMTu rndMVn rndMVt rndn rndnb rndNegBinomial rndp rndPoisson rndRayleigh rndStateSkip rndu rndvm rndWeibull rndWishart rotater round rows rowsf rref sampleData satostrC saved saveStruct savewind scale scale3d scalerr scalinfnanmiss scalmiss schtoc schur searchsourcepath seekr select selif seqa seqm setdif setdifsa setvars setvwrmode setwind shell shiftr sin singleindex sinh sleep solpd sortc sortcc sortd sorthc sorthcc sortind sortindc sortmc sortr sortrc spBiconjGradSol spChol spConjGradSol spCreate spDenseSubmat spDiagRvMat spEigv spEye spLDL spline spLU spNumNZE spOnes spreadSheetReadM spreadSheetReadSA spreadSheetWrite spScale spSubmat spToDense spTrTDense spTScalar spZeros sqpSolve sqpSolveMT sqpSolveMTControlCreate sqpSolveMTlagrangeCreate sqpSolveMToutCreate sqpSolveSet sqrt statements stdc stdsc stocv stof strcombine strindx strlen strput strrindx strsect strsplit strsplitPad strtodt strtof strtofcplx strtriml strtrimr strtrunc strtruncl strtruncpad strtruncr submat subscat substute subvec sumc sumr surface svd svd1 svd2 svdcusv svds svdusv sysstate tab tan tanh tempname time timedt timestr timeutc title tkf2eps tkf2ps tocart todaydt toeplitz token topolar trapchk trigamma trimr trunc type typecv typef union unionsa uniqindx uniqindxsa unique uniquesa upmat upmat1 upper utctodt utctodtv utrisol vals varCovMS varCovXS varget vargetl varmall varmares varput varputl vartypef vcm vcms vcx vcxs vec vech vecr vector vget view viewxyz vlist vnamecv volume vput vread vtypecv wait waitc walkindex where window writer xlabel xlsGetSheetCount xlsGetSheetSize xlsGetSheetTypes xlsMakeRange xlsReadM xlsReadSA xlsWrite xlsWriteM xlsWriteSA xpnd xtics xy xyz ylabel ytics zeros zeta zlabel ztics cdfEmpirical dot h5create h5open h5read h5readAttribute h5write h5writeAttribute ldl plotAddErrorBar plotAddSurface plotCDFEmpirical plotSetColormap plotSetContourLabels plotSetLegendFont plotSetTextInterpreter plotSetXTicCount plotSetYTicCount plotSetZLevels powerm strjoin sylvester strtrim",literal:"DB_AFTER_LAST_ROW DB_ALL_TABLES DB_BATCH_OPERATIONS DB_BEFORE_FIRST_ROW DB_BLOB DB_EVENT_NOTIFICATIONS DB_FINISH_QUERY DB_HIGH_PRECISION DB_LAST_INSERT_ID DB_LOW_PRECISION_DOUBLE DB_LOW_PRECISION_INT32 DB_LOW_PRECISION_INT64 DB_LOW_PRECISION_NUMBERS DB_MULTIPLE_RESULT_SETS DB_NAMED_PLACEHOLDERS DB_POSITIONAL_PLACEHOLDERS DB_PREPARED_QUERIES DB_QUERY_SIZE DB_SIMPLE_LOCKING DB_SYSTEM_TABLES DB_TABLES DB_TRANSACTIONS DB_UNICODE DB_VIEWS __STDIN __STDOUT __STDERR __FILE_DIR"},r=e.COMMENT("@","@"),n={className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"define definecs|10 undef ifdef ifndef iflight ifdllcall ifmac ifos2win ifunix else endif lineson linesoff srcfile srcline"},contains:[{begin:/\\\n/,relevance:0},{beginKeywords:"include",end:"$",keywords:{"meta-keyword":"include"},contains:[{className:"meta-string",begin:'"',end:'"',illegal:"\\n"}]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r]},o={begin:/\bstruct\s+/,end:/\s/,keywords:"struct",contains:[{className:"type",begin:e.UNDERSCORE_IDENT_RE,relevance:0}]},a=[{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,endsWithParent:!0,relevance:0,contains:[{className:"literal",begin:/\.\.\./},e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE,r,o]}],i={className:"title",begin:e.UNDERSCORE_IDENT_RE,relevance:0},s=function(t,n,o){var s=e.inherit({className:"function",beginKeywords:t,end:n,excludeEnd:!0,contains:[].concat(a)},o||{});return s.contains.push(i),s.contains.push(e.C_NUMBER_MODE),s.contains.push(e.C_BLOCK_COMMENT_MODE),s.contains.push(r),s},l={className:"built_in",begin:"\\b("+t.built_in.split(" ").join("|")+")\\b"},c={className:"string",begin:'"',end:'"',contains:[e.BACKSLASH_ESCAPE],relevance:0},_={begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,keywords:t,relevance:0,contains:[{beginKeywords:t.keyword},l,{className:"built_in",begin:e.UNDERSCORE_IDENT_RE,relevance:0}]},d={begin:/\(/,end:/\)/,relevance:0,keywords:{built_in:t.built_in,literal:t.literal},contains:[e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE,r,l,_,c,"self"]};return _.contains.push(d),{aliases:["gss"],case_insensitive:!0,keywords:t,illegal:/(\{[%#]|[%#]\}| <- )/,contains:[e.C_NUMBER_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,c,n,{className:"keyword",begin:/\bexternal (matrix|string|array|sparse matrix|struct|proc|keyword|fn)/},s("proc keyword",";"),s("fn","="),{beginKeywords:"for threadfor",end:/;/,relevance:0,contains:[e.C_BLOCK_COMMENT_MODE,r,d]},{variants:[{begin:e.UNDERSCORE_IDENT_RE+"\\."+e.UNDERSCORE_IDENT_RE},{begin:e.UNDERSCORE_IDENT_RE+"\\s*="}],relevance:0},_,o]}}},"MI+5":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#333",color:"white"},"hljs-name":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-code":{fontStyle:"italic",color:"#888"},"hljs-emphasis":{fontStyle:"italic"},"hljs-tag":{color:"#62c8f3"},"hljs-variable":{color:"#ade5fc"},"hljs-template-variable":{color:"#ade5fc"},"hljs-selector-id":{color:"#ade5fc"},"hljs-selector-class":{color:"#ade5fc"},"hljs-string":{color:"#a2fca2"},"hljs-bullet":{color:"#d36363"},"hljs-type":{color:"#ffa"},"hljs-title":{color:"#ffa"},"hljs-section":{color:"#ffa"},"hljs-attribute":{color:"#ffa"},"hljs-quote":{color:"#ffa"},"hljs-built_in":{color:"#ffa"},"hljs-builtin-name":{color:"#ffa"},"hljs-number":{color:"#d36363"},"hljs-symbol":{color:"#d36363"},"hljs-keyword":{color:"#fcc28c"},"hljs-selector-tag":{color:"#fcc28c"},"hljs-literal":{color:"#fcc28c"},"hljs-comment":{color:"#888"},"hljs-deletion":{color:"#333",backgroundColor:"#fc9b9b"},"hljs-regexp":{color:"#c6b4f0"},"hljs-link":{color:"#c6b4f0"},"hljs-meta":{color:"#fc9b9b"},"hljs-addition":{backgroundColor:"#a2fca2",color:"#333"}}},MX9s:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#282828",color:"#ebdbb2"},"hljs-subst":{color:"#ebdbb2"},"hljs-deletion":{color:"#fb4934"},"hljs-formula":{color:"#fb4934"},"hljs-keyword":{color:"#fb4934"},"hljs-link":{color:"#fb4934"},"hljs-selector-tag":{color:"#fb4934"},"hljs-built_in":{color:"#83a598"},"hljs-emphasis":{color:"#83a598",fontStyle:"italic"},"hljs-name":{color:"#83a598"},"hljs-quote":{color:"#83a598"},"hljs-strong":{color:"#83a598",fontWeight:"bold"},"hljs-title":{color:"#83a598"},"hljs-variable":{color:"#83a598"},"hljs-attr":{color:"#fabd2f"},"hljs-params":{color:"#fabd2f"},"hljs-template-tag":{color:"#fabd2f"},"hljs-type":{color:"#fabd2f"},"hljs-builtin-name":{color:"#8f3f71"},"hljs-doctag":{color:"#8f3f71"},"hljs-literal":{color:"#d3869b"},"hljs-number":{color:"#d3869b"},"hljs-code":{color:"#fe8019"},"hljs-meta":{color:"#fe8019"},"hljs-regexp":{color:"#fe8019"},"hljs-selector-id":{color:"#fe8019"},"hljs-template-variable":{color:"#fe8019"},"hljs-addition":{color:"#b8bb26"},"hljs-meta-string":{color:"#b8bb26"},"hljs-section":{color:"#b8bb26",fontWeight:"bold"},"hljs-selector-attr":{color:"#b8bb26"},"hljs-selector-class":{color:"#b8bb26"},"hljs-string":{color:"#b8bb26"},"hljs-symbol":{color:"#b8bb26"},"hljs-attribute":{color:"#8ec07c"},"hljs-bullet":{color:"#8ec07c"},"hljs-class":{color:"#8ec07c"},"hljs-function":{color:"#8ec07c"},"hljs-function .hljs-keyword":{color:"#8ec07c"},"hljs-meta-keyword":{color:"#8ec07c"},"hljs-selector-pseudo":{color:"#8ec07c"},"hljs-tag":{color:"#8ec07c",fontWeight:"bold"},"hljs-comment":{color:"#928374",fontStyle:"italic"},"hljs-link_label":{color:"#d3869b"}}},MZBX:function(e,t,r){"use strict";function n(e,t){var r;if("undefined"==typeof Symbol||null==e[Symbol.iterator]){if(Array.isArray(e)||(r=function(e,t){if(!e)return;if("string"==typeof e)return o(e,t);var r=Object.prototype.toString.call(e).slice(8,-1);"Object"===r&&e.constructor&&(r=e.constructor.name);if("Map"===r||"Set"===r)return Array.from(e);if("Arguments"===r||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(r))return o(e,t)}(e))||t&&e&&"number"==typeof e.length){r&&(e=r);var n=0;return function(){return n>=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function o(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r)?\\s+)+"+e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,end:/[{;=]/,excludeEnd:!0,keywords:t,contains:[{begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,relevance:0,contains:[e.UNDERSCORE_TITLE_MODE]},{className:"params",begin:/\(/,end:/\)/,keywords:t,relevance:0,contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},r,{className:"meta",begin:"@[A-Za-z]+"}]}}},"N/JG":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{color:"#a9b7c6",background:"#282b2e",display:"block",overflowX:"auto",padding:"0.5em"},"hljs-number":{color:"#6897BB"},"hljs-literal":{color:"#6897BB"},"hljs-symbol":{color:"#6897BB"},"hljs-bullet":{color:"#6897BB"},"hljs-keyword":{color:"#cc7832"},"hljs-selector-tag":{color:"#cc7832"},"hljs-deletion":{color:"#cc7832"},"hljs-variable":{color:"#629755"},"hljs-template-variable":{color:"#629755"},"hljs-link":{color:"#629755"},"hljs-comment":{color:"#808080"},"hljs-quote":{color:"#808080"},"hljs-meta":{color:"#bbb529"},"hljs-string":{color:"#6A8759"},"hljs-attribute":{color:"#6A8759"},"hljs-addition":{color:"#6A8759"},"hljs-section":{color:"#ffc66d"},"hljs-title":{color:"#ffc66d"},"hljs-type":{color:"#ffc66d"},"hljs-name":{color:"#e8bf6a"},"hljs-selector-id":{color:"#e8bf6a"},"hljs-selector-class":{color:"#e8bf6a"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},N2qj:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#6c6b5a"},"hljs-quote":{color:"#6c6b5a"},"hljs-variable":{color:"#ba6236"},"hljs-template-variable":{color:"#ba6236"},"hljs-attribute":{color:"#ba6236"},"hljs-tag":{color:"#ba6236"},"hljs-name":{color:"#ba6236"},"hljs-regexp":{color:"#ba6236"},"hljs-link":{color:"#ba6236"},"hljs-selector-id":{color:"#ba6236"},"hljs-selector-class":{color:"#ba6236"},"hljs-number":{color:"#ae7313"},"hljs-meta":{color:"#ae7313"},"hljs-built_in":{color:"#ae7313"},"hljs-builtin-name":{color:"#ae7313"},"hljs-literal":{color:"#ae7313"},"hljs-type":{color:"#ae7313"},"hljs-params":{color:"#ae7313"},"hljs-string":{color:"#7d9726"},"hljs-symbol":{color:"#7d9726"},"hljs-bullet":{color:"#7d9726"},"hljs-title":{color:"#36a166"},"hljs-section":{color:"#36a166"},"hljs-keyword":{color:"#5f9182"},"hljs-selector-tag":{color:"#5f9182"},"hljs-deletion":{color:"#22221b",display:"inline-block",width:"100%",backgroundColor:"#ba6236"},"hljs-addition":{color:"#22221b",display:"inline-block",width:"100%",backgroundColor:"#7d9726"},hljs:{display:"block",overflowX:"auto",background:"#f4f3ec",color:"#5f5e4e",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},N8vt:function(e){e.exports=function(e){var t="^[a-zA-Z][a-zA-Z0-9-]*",r="[!@#$^&',?+~`|:]",n=e.COMMENT(";","$"),o={begin:t+"\\s*=",returnBegin:!0,end:/=/,relevance:0,contains:[{className:"attribute",begin:t}]};return{illegal:r,keywords:["ALPHA","BIT","CHAR","CR","CRLF","CTL","DIGIT","DQUOTE","HEXDIG","HTAB","LF","LWSP","OCTET","SP","VCHAR","WSP"].join(" "),contains:[o,n,{className:"symbol",begin:/%b[0-1]+(-[0-1]+|(\.[0-1]+)+){0,1}/},{className:"symbol",begin:/%d[0-9]+(-[0-9]+|(\.[0-9]+)+){0,1}/},{className:"symbol",begin:/%x[0-9A-F]+(-[0-9A-F]+|(\.[0-9A-F]+)+){0,1}/},{className:"symbol",begin:/%[si]/},e.QUOTE_STRING_MODE,e.NUMBER_MODE]}}},NFRW:function(e){e.exports=function(e){var t={className:"variable",variants:[{begin:"\\$\\("+e.UNDERSCORE_IDENT_RE+"\\)",contains:[e.BACKSLASH_ESCAPE]},{begin:/\$[@%"),{begin:"<%[%=-]?",end:"[%-]?%>",subLanguage:"ruby",excludeBegin:!0,excludeEnd:!0}]}}},OFGV:function(e){e.exports=function(e){var t="\\]|\\?>",r={literal:"true false none minimal full all void and or not bw nbw ew new cn ncn lt lte gt gte eq neq rx nrx ft",built_in:"array date decimal duration integer map pair string tag xml null boolean bytes keyword list locale queue set stack staticarray local var variable global data self inherited currentcapture givenblock",keyword:"cache database_names database_schemanames database_tablenames define_tag define_type email_batch encode_set html_comment handle handle_error header if inline iterate ljax_target link link_currentaction link_currentgroup link_currentrecord link_detail link_firstgroup link_firstrecord link_lastgroup link_lastrecord link_nextgroup link_nextrecord link_prevgroup link_prevrecord log loop namespace_using output_none portal private protect records referer referrer repeating resultset rows search_args search_arguments select sort_args sort_arguments thread_atomic value_list while abort case else fail_if fail_ifnot fail if_empty if_false if_null if_true loop_abort loop_continue loop_count params params_up return return_value run_children soap_definetag soap_lastrequest soap_lastresponse tag_name ascending average by define descending do equals frozen group handle_failure import in into join let match max min on order parent protected provide public require returnhome skip split_thread sum take thread to trait type where with yield yieldhome"},n=e.COMMENT("\x3c!--","--\x3e",{relevance:0}),o={className:"meta",begin:"\\[noprocess\\]",starts:{end:"\\[/noprocess\\]",returnEnd:!0,contains:[n]}},a={className:"meta",begin:"\\[/noprocess|<\\?(lasso(script)?|=)"},i={className:"symbol",begin:"'[a-zA-Z_][\\w.]*'"},s=[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.inherit(e.C_NUMBER_MODE,{begin:e.C_NUMBER_RE+"|(-?infinity|NaN)\\b"}),e.inherit(e.APOS_STRING_MODE,{illegal:null}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),{className:"string",begin:"`",end:"`"},{variants:[{begin:"[#$][a-zA-Z_][\\w.]*"},{begin:"#",end:"\\d+",illegal:"\\W"}]},{className:"type",begin:"::\\s*",end:"[a-zA-Z_][\\w.]*",illegal:"\\W"},{className:"params",variants:[{begin:"-(?!infinity)[a-zA-Z_][\\w.]*",relevance:0},{begin:"(\\.\\.\\.)"}]},{begin:/(->|\.)\s*/,relevance:0,contains:[i]},{className:"class",beginKeywords:"define",returnEnd:!0,end:"\\(|=>",contains:[e.inherit(e.TITLE_MODE,{begin:"[a-zA-Z_][\\w.]*(=(?!>))?|[-+*/%](?!>)"})]}];return{aliases:["ls","lassoscript"],case_insensitive:!0,lexemes:"[a-zA-Z_][\\w.]*|&[lg]t;",keywords:r,contains:[{className:"meta",begin:t,relevance:0,starts:{end:"\\[|<\\?(lasso(script)?|=)",returnEnd:!0,relevance:0,contains:[n]}},o,a,{className:"meta",begin:"\\[no_square_brackets",starts:{end:"\\[/no_square_brackets\\]",lexemes:"[a-zA-Z_][\\w.]*|&[lg]t;",keywords:r,contains:[{className:"meta",begin:t,relevance:0,starts:{end:"\\[noprocess\\]|<\\?(lasso(script)?|=)",returnEnd:!0,contains:[n]}},o,a].concat(s)}},{className:"meta",begin:"\\[",relevance:0},{className:"meta",begin:"^#!",end:"lasso9$",relevance:10}].concat(s)}}},OG3x:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(10).then(function(){var t=r("v1Hp");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},ORcw:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#404040",color:"#f0f0f0"},"hljs-subst":{color:"#f0f0f0"},"hljs-comment":{color:"#b5b5b5",fontStyle:"italic"},"hljs-keyword":{color:"#f0f0f0",fontWeight:"bold"},"hljs-attribute":{color:"#f0f0f0",fontWeight:"bold"},"hljs-selector-tag":{color:"#f0f0f0",fontWeight:"bold"},"hljs-meta-keyword":{color:"#f0f0f0",fontWeight:"bold"},"hljs-doctag":{color:"#f0f0f0",fontWeight:"bold"},"hljs-name":{color:"#f0f0f0",fontWeight:"bold"},"hljs-string":{color:"#97bf0d"},"hljs-type":{color:"#f0f0f0"},"hljs-number":{color:"#f0f0f0"},"hljs-selector-id":{color:"#f0f0f0"},"hljs-selector-class":{color:"#f0f0f0"},"hljs-quote":{color:"#f0f0f0"},"hljs-template-tag":{color:"#f0f0f0"},"hljs-deletion":{color:"#f0f0f0"},"hljs-title":{color:"#df471e"},"hljs-section":{color:"#df471e"},"hljs-title>.hljs-built_in":{color:"#81bce9",fontWeight:"normal"},"hljs-regexp":{color:"#e2c696"},"hljs-symbol":{color:"#e2c696"},"hljs-variable":{color:"#e2c696"},"hljs-template-variable":{color:"#e2c696"},"hljs-link":{color:"#e2c696"},"hljs-selector-attr":{color:"#e2c696"},"hljs-selector-pseudo":{color:"#e2c696"},"hljs-built_in":{color:"#97bf0d",fontWeight:"bold"},"hljs-literal":{color:"#97bf0d",fontWeight:"bold"},"hljs-bullet":{color:"#397300"},"hljs-code":{color:"#397300"},"hljs-addition":{color:"#397300"},"hljs-class":{color:"#ce9d4d",fontWeight:"bold"},"hljs-meta":{color:"#1f7199"},"hljs-meta-string":{color:"#4d99bf"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},OZlm:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#F0F0F0",color:"#444"},"hljs-subst":{color:"#444"},"hljs-comment":{color:"#888888"},"hljs-keyword":{fontWeight:"bold"},"hljs-selector-tag":{fontWeight:"bold"},"hljs-meta-keyword":{fontWeight:"bold"},"hljs-doctag":{fontWeight:"bold"},"hljs-name":{fontWeight:"bold"},"hljs-attribute":{color:"#0E9A00"},"hljs-function":{color:"#99069A"},"hljs-builtin-name":{color:"#99069A"},"hljs-type":{color:"#880000"},"hljs-string":{color:"#880000"},"hljs-number":{color:"#880000"},"hljs-selector-id":{color:"#880000"},"hljs-selector-class":{color:"#880000"},"hljs-quote":{color:"#880000"},"hljs-template-tag":{color:"#880000"},"hljs-deletion":{color:"#880000"},"hljs-title":{color:"#880000",fontWeight:"bold"},"hljs-section":{color:"#880000",fontWeight:"bold"},"hljs-regexp":{color:"#BC6060"},"hljs-symbol":{color:"#BC6060"},"hljs-variable":{color:"#BC6060"},"hljs-template-variable":{color:"#BC6060"},"hljs-link":{color:"#BC6060"},"hljs-selector-attr":{color:"#BC6060"},"hljs-selector-pseudo":{color:"#BC6060"},"hljs-literal":{color:"#78A960"},"hljs-built_in":{color:"#0C9A9A"},"hljs-bullet":{color:"#0C9A9A"},"hljs-code":{color:"#0C9A9A"},"hljs-addition":{color:"#0C9A9A"},"hljs-meta":{color:"#1f7199"},"hljs-meta-string":{color:"#4d99bf"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Ono3:function(e){e.exports=function(e){if(!e.webpackPolyfill){var t=Object.create(e);t.children||(t.children=[]),Object.defineProperty(t,"loaded",{enumerable:!0,get:function(){return t.l}}),Object.defineProperty(t,"id",{enumerable:!0,get:function(){return t.i}}),Object.defineProperty(t,"exports",{enumerable:!0}),t.webpackPolyfill=1}return t}},OvAC:function(e){e.exports=function(e,t,r){return t in e?Object.defineProperty(e,t,{value:r,enumerable:!0,configurable:!0,writable:!0}):e[t]=r,e}},"Ow5/":function(e){e.exports=function(e){return{aliases:["pf.conf"],lexemes:/[a-z0-9_<>-]+/,keywords:{built_in:"block match pass load anchor|5 antispoof|10 set table",keyword:"in out log quick on rdomain inet inet6 proto from port os to routeallow-opts divert-packet divert-reply divert-to flags group icmp-typeicmp6-type label once probability recieved-on rtable prio queuetos tag tagged user keep fragment for os dropaf-to|10 binat-to|10 nat-to|10 rdr-to|10 bitmask least-stats random round-robinsource-hash static-portdup-to reply-to route-toparent bandwidth default min max qlimitblock-policy debug fingerprints hostid limit loginterface optimizationreassemble ruleset-optimization basic none profile skip state-defaultsstate-policy timeoutconst counters persistno modulate synproxy state|5 floating if-bound no-sync pflow|10 sloppysource-track global rule max-src-nodes max-src-states max-src-connmax-src-conn-rate overload flushscrub|5 max-mss min-ttl no-df|10 random-id",literal:"all any no-route self urpf-failed egress|5 unknown"},contains:[e.HASH_COMMENT_MODE,e.NUMBER_MODE,e.QUOTE_STRING_MODE,{className:"variable",begin:/\$[\w\d#@][\w\d_]*/},{className:"variable",begin:/<(?!\/)/,end:/>/}]}}},PE9J:function(e){e.exports=function(e,t){if(null==e)return{};var r,n,o={},a=Object.keys(e);for(n=0;n=0||(o[r]=e[r]);return o}},PRHp:function(e){e.exports=function(e){return{keywords:"environ vocabularies notations constructors definitions registrations theorems schemes requirements begin end definition registration cluster existence pred func defpred deffunc theorem proof let take assume then thus hence ex for st holds consider reconsider such that and in provided of as from be being by means equals implies iff redefine define now not or attr is mode suppose per cases set thesis contradiction scheme reserve struct correctness compatibility coherence symmetry assymetry reflexivity irreflexivity connectedness uniqueness commutativity idempotence involutiveness projectivity",contains:[e.COMMENT("::","$")]}}},PbbS:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#444"},"hljs-name":{color:"#01a3a3",fontWeight:"bold"},"hljs-tag":{color:"#778899"},"hljs-meta":{color:"#778899"},"hljs-subst":{color:"#444"},"hljs-comment":{color:"#888888"},"hljs-keyword":{fontWeight:"bold"},"hljs-attribute":{fontWeight:"bold"},"hljs-selector-tag":{fontWeight:"bold"},"hljs-meta-keyword":{fontWeight:"bold"},"hljs-doctag":{fontWeight:"bold"},"hljs-type":{color:"#4286f4"},"hljs-string":{color:"#4286f4"},"hljs-number":{color:"#4286f4"},"hljs-selector-id":{color:"#4286f4"},"hljs-selector-class":{color:"#4286f4"},"hljs-quote":{color:"#4286f4"},"hljs-template-tag":{color:"#4286f4"},"hljs-deletion":{color:"#4286f4"},"hljs-title":{color:"#4286f4",fontWeight:"bold"},"hljs-section":{color:"#4286f4",fontWeight:"bold"},"hljs-regexp":{color:"#BC6060"},"hljs-symbol":{color:"#BC6060"},"hljs-variable":{color:"#BC6060"},"hljs-template-variable":{color:"#BC6060"},"hljs-link":{color:"#BC6060"},"hljs-selector-attr":{color:"#BC6060"},"hljs-selector-pseudo":{color:"#BC6060"},"hljs-literal":{color:"#62bcbc"},"hljs-built_in":{color:"#25c6c6"},"hljs-bullet":{color:"#25c6c6"},"hljs-code":{color:"#25c6c6"},"hljs-addition":{color:"#25c6c6"},"hljs-meta-string":{color:"#4d99bf"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},PfMy:function(e){e.exports=function(e){var t={className:"string",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:"'''",end:"'''",relevance:10},{begin:'"""',end:'"""',relevance:10},{begin:'"',end:'"'},{begin:"'",end:"'"}]};return{aliases:["toml"],case_insensitive:!0,illegal:/\S/,contains:[e.COMMENT(";","$"),e.HASH_COMMENT_MODE,{className:"section",begin:/^\s*\[+/,end:/\]+/},{begin:/^[a-z0-9\[\]_\.-]+\s*=\s*/,end:"$",returnBegin:!0,contains:[{className:"attr",begin:/[a-z0-9\[\]_\.-]+/},{begin:/=/,endsWithParent:!0,relevance:0,contains:[e.COMMENT(";","$"),e.HASH_COMMENT_MODE,{className:"literal",begin:/\bon|off|true|false|yes|no\b/},{className:"variable",variants:[{begin:/\$[\w\d"][\w\d_]*/},{begin:/\$\{(.*?)}/}]},t,{className:"number",begin:/([\+\-]+)?[\d]+_[\d_]+/},e.NUMBER_MODE]}]}]}}},Puzk:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#5f6d64"},"hljs-quote":{color:"#5f6d64"},"hljs-variable":{color:"#b16139"},"hljs-template-variable":{color:"#b16139"},"hljs-attribute":{color:"#b16139"},"hljs-tag":{color:"#b16139"},"hljs-name":{color:"#b16139"},"hljs-regexp":{color:"#b16139"},"hljs-link":{color:"#b16139"},"hljs-selector-id":{color:"#b16139"},"hljs-selector-class":{color:"#b16139"},"hljs-number":{color:"#9f713c"},"hljs-meta":{color:"#9f713c"},"hljs-built_in":{color:"#9f713c"},"hljs-builtin-name":{color:"#9f713c"},"hljs-literal":{color:"#9f713c"},"hljs-type":{color:"#9f713c"},"hljs-params":{color:"#9f713c"},"hljs-string":{color:"#489963"},"hljs-symbol":{color:"#489963"},"hljs-bullet":{color:"#489963"},"hljs-title":{color:"#478c90"},"hljs-section":{color:"#478c90"},"hljs-keyword":{color:"#55859b"},"hljs-selector-tag":{color:"#55859b"},"hljs-deletion":{color:"#171c19",display:"inline-block",width:"100%",backgroundColor:"#b16139"},"hljs-addition":{color:"#171c19",display:"inline-block",width:"100%",backgroundColor:"#489963"},hljs:{display:"block",overflowX:"auto",background:"#ecf4ee",color:"#526057",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Q33b:function(e){e.exports=function(e){return{aliases:["bind","zone"],keywords:{keyword:"IN A AAAA AFSDB APL CAA CDNSKEY CDS CERT CNAME DHCID DLV DNAME DNSKEY DS HIP IPSECKEY KEY KX LOC MX NAPTR NS NSEC NSEC3 NSEC3PARAM PTR RRSIG RP SIG SOA SRV SSHFP TA TKEY TLSA TSIG TXT"},contains:[e.COMMENT(";","$",{relevance:0}),{className:"meta",begin:/^\$(TTL|GENERATE|INCLUDE|ORIGIN)\b/},{className:"number",begin:"((([0-9A-Fa-f]{1,4}:){7}([0-9A-Fa-f]{1,4}|:))|(([0-9A-Fa-f]{1,4}:){6}(:[0-9A-Fa-f]{1,4}|((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3})|:))|(([0-9A-Fa-f]{1,4}:){5}(((:[0-9A-Fa-f]{1,4}){1,2})|:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3})|:))|(([0-9A-Fa-f]{1,4}:){4}(((:[0-9A-Fa-f]{1,4}){1,3})|((:[0-9A-Fa-f]{1,4})?:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3}))|:))|(([0-9A-Fa-f]{1,4}:){3}(((:[0-9A-Fa-f]{1,4}){1,4})|((:[0-9A-Fa-f]{1,4}){0,2}:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3}))|:))|(([0-9A-Fa-f]{1,4}:){2}(((:[0-9A-Fa-f]{1,4}){1,5})|((:[0-9A-Fa-f]{1,4}){0,3}:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3}))|:))|(([0-9A-Fa-f]{1,4}:){1}(((:[0-9A-Fa-f]{1,4}){1,6})|((:[0-9A-Fa-f]{1,4}){0,4}:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3}))|:))|(:(((:[0-9A-Fa-f]{1,4}){1,7})|((:[0-9A-Fa-f]{1,4}){0,5}:((25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)(\\.(25[0-5]|2[0-4]\\d|1\\d\\d|[1-9]?\\d)){3}))|:)))\\b"},{className:"number",begin:"((25[0-5]|(2[0-4]|1{0,1}[0-9]){0,1}[0-9]).){3,3}(25[0-5]|(2[0-4]|1{0,1}[0-9]){0,1}[0-9])\\b"},e.inherit(e.NUMBER_MODE,{begin:/\b\d+[dhwm]?/})]}}},QRet:function(e,t,r){"use strict";function n(e,t){v.options.__h&&v.options.__h(S,e,C||t),C=0;var r=S.__H||(S.__H={__:[],__h:[]});return e>=r.__.length&&r.__.push({}),r.__[e]}function o(e){return C=1,a(b,e)}function a(e,t,r){var o=n(h++,2);return o.t=e,o.__c||(o.__=[r?r(t):b(void 0,t),function(e){var t=o.t(o.__[0],e);o.__[0]!==t&&(o.__=[t,o.__[1]],o.__c.setState({}))}],o.__c=S),o.__}function i(e,t){var r=n(h++,3);!v.options.__s&&E(r.__H,t)&&(r.__=e,r.__H=t,S.__H.__h.push(r))}function s(e,t){var r=n(h++,4);!v.options.__s&&E(r.__H,t)&&(r.__=e,r.__H=t,S.__h.push(r))}function l(e){return C=5,_((function(){return{current:e}}),[])}function c(e,t,r){C=6,s((function(){"function"==typeof e?e(t()):e&&(e.current=t())}),null==r?r:r.concat(e))}function _(e,t){var r=n(h++,7);return E(r.__H,t)&&(r.__=e(),r.__H=t,r.__h=e),r.__}function d(e,t){return C=8,_((function(){return e}),t)}function u(e){var t=S.context[e.__c],r=n(h++,9);return r.__c=e,t?(null==r.__&&(r.__=!0,t.sub(S)),t.props.value):e.__}function p(e,t){v.options.useDebugValue&&v.options.useDebugValue(t?t(e):e)}function m(){y.forEach((function(e){if(e.__P)try{e.__H.__h.forEach(g),e.__H.__h.forEach(f),e.__H.__h=[]}catch(t){e.__H.__h=[],v.options.__e(t,e.__v)}})),y=[]}function g(e){var t=S;"function"==typeof e.__c&&e.__c(),S=t}function f(e){var t=S;e.__c=e.__(),S=t}function E(e,t){return!e||e.length!==t.length||t.some((function(t,r){return t!==e[r]}))}function b(e,t){return"function"==typeof t?t(e):t}r.d(t,"j",(function(){return o})),r.d(t,"h",(function(){return a})),r.d(t,"d",(function(){return i})),r.d(t,"f",(function(){return s})),r.d(t,"i",(function(){return l})),r.d(t,"e",(function(){return c})),r.d(t,"g",(function(){return _})),r.d(t,"a",(function(){return d})),r.d(t,"b",(function(){return u})),r.d(t,"c",(function(){return p}));var h,S,T,v=r("hosL"),C=0,y=[],R=v.options.__b,N=v.options.__r,O=v.options.diffed,A=v.options.__c,I=v.options.unmount;v.options.__b=function(e){S=null,R&&R(e)},v.options.__r=function(e){N&&N(e),h=0;var t=(S=e.__c).__H;t&&(t.__h.forEach(g),t.__h.forEach(f),t.__h=[])},v.options.diffed=function(e){O&&O(e);var t=e.__c;t&&t.__H&&t.__H.__h.length&&(1!==y.push(t)&&T===v.options.requestAnimationFrame||((T=v.options.requestAnimationFrame)||function(e){var t,r=function(){clearTimeout(n),D&&cancelAnimationFrame(t),setTimeout(e)},n=setTimeout(r,100);D&&(t=requestAnimationFrame(r))})(m)),S=void 0},v.options.__c=function(e,t){t.some((function(e){try{e.__h.forEach(g),e.__h=e.__h.filter((function(e){return!e.__||f(e)}))}catch(r){t.some((function(e){e.__h&&(e.__h=[])})),t=[],v.options.__e(r,e.__v)}})),A&&A(e,t)},v.options.unmount=function(e){I&&I(e);var t=e.__c;if(t&&t.__H)try{t.__H.__.forEach(g)}catch(e){v.options.__e(e,t.__v)}};var D="function"==typeof requestAnimationFrame},QfWi:function(e,t,r){"use strict";r.r(t),function(e){r("GAEk"),r("xGjh");var n=r("Y3FI"),o=r("ve3R"),a=r("mbOI"),i=r("hS4s"),s=r("yOHu"),l=r("75ri"),c=r("OG3x"),_=r("8lYe"),d=r("n+xf"),u=r("c9si"),p=r("CRb5"),m=r("m3wL"),g=r("aWdl"),f=r("6LlI"),E=r("ccCF"),b=r("QRet"),h=r("YNhk"),S=r("WV2/"),T=r("aIcx"),v=r("GjFO"),C=r("T3Vc"),y=r("ojqu"),R=r("Qvn6"),N=null;console.debug("Initializing Sentry..."),(N=r("z8zl")).init({dsn:"https://9f5089346fd14e04a6f412638474dfec@o40131.ingest.sentry.io/5255500",release:"0.10.6",environment:"production",beforeSend:function(e){return e.exception&&N.showReportDialog({eventId:e.event_id}),e}}),t.default=function(){var t=Object(b.j)(window.location.hash.substr(1)),r=t[0],N=t[1],O=Object(b.j)("White"),A=O[1];return e(a.h.Provider,{value:r},e(a.o.Provider,{value:O[0]},e(a.d,null,e("h1",null,e(h.a,{href:"/",icon:!1},"Unisteffo")),e(a.c,null,e(v.a,{setLatexColor:A}),e(n.a,{history:Object(o.a)(),onChange:function(e){N(e.url)}},e(i.a,{path:"/"}),e(s.a,{path:"/fisica"}),e(l.a,{path:"/vldigeometria"}),e(c.a,{path:"/mingwinstall"}),e(d.a,{path:"/statistica"}),e(u.a,{path:"/ottimizzazionelineare"}),e(T.a,{path:"/ottimizzazionelineare/gmpl"}),e(p.a,{path:"/basididati"}),e(m.a,{path:"/calcolonumerico"}),e(S.a,{path:"/calcolonumerico/ripassodialgebralineare"}),e(g.a,{path:"/apprendimento"}),e(f.a,{path:"/apprendimento/netlogo"}),e(E.a,{path:"/algoritmiestrutturedati"}),e(C.a,{path:"/linguaggidinamici"}),e(y.a,{path:"/protocollidirete"}),e(R.a,{path:"/gestionedellinformazione"}),e(a.r,{default:!0,color:a.e.RED,title:"Errore"},"Pagina non trovata."))),e(_.a,null))))}}.call(this,r("hosL").h)},QrGX:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#2E3440",color:"#D8DEE9"},"hljs-subst":{color:"#D8DEE9"},"hljs-selector-tag":{color:"#81A1C1"},"hljs-selector-id":{color:"#8FBCBB",fontWeight:"bold"},"hljs-selector-class":{color:"#8FBCBB"},"hljs-selector-attr":{color:"#8FBCBB"},"hljs-selector-pseudo":{color:"#88C0D0"},"hljs-addition":{backgroundColor:"rgba(163, 190, 140, 0.5)"},"hljs-deletion":{backgroundColor:"rgba(191, 97, 106, 0.5)"},"hljs-built_in":{color:"#8FBCBB"},"hljs-type":{color:"#8FBCBB"},"hljs-class":{color:"#8FBCBB"},"hljs-function":{color:"#88C0D0"},"hljs-function > .hljs-title":{color:"#88C0D0"},"hljs-keyword":{color:"#81A1C1"},"hljs-literal":{color:"#81A1C1"},"hljs-symbol":{color:"#81A1C1"},"hljs-number":{color:"#B48EAD"},"hljs-regexp":{color:"#EBCB8B"},"hljs-string":{color:"#A3BE8C"},"hljs-title":{color:"#8FBCBB"},"hljs-params":{color:"#D8DEE9"},"hljs-bullet":{color:"#81A1C1"},"hljs-code":{color:"#8FBCBB"},"hljs-emphasis":{fontStyle:"italic"},"hljs-formula":{color:"#8FBCBB"},"hljs-strong":{fontWeight:"bold"},"hljs-link:hover":{textDecoration:"underline"},"hljs-quote":{color:"#4C566A"},"hljs-comment":{color:"#4C566A"},"hljs-doctag":{color:"#8FBCBB"},"hljs-meta":{color:"#5E81AC"},"hljs-meta-keyword":{color:"#5E81AC"},"hljs-meta-string":{color:"#A3BE8C"},"hljs-attr":{color:"#8FBCBB"},"hljs-attribute":{color:"#D8DEE9"},"hljs-builtin-name":{color:"#81A1C1"},"hljs-name":{color:"#81A1C1"},"hljs-section":{color:"#88C0D0"},"hljs-tag":{color:"#81A1C1"},"hljs-variable":{color:"#D8DEE9"},"hljs-template-variable":{color:"#D8DEE9"},"hljs-template-tag":{color:"#5E81AC"},"abnf .hljs-attribute":{color:"#88C0D0"},"abnf .hljs-symbol":{color:"#EBCB8B"},"apache .hljs-attribute":{color:"#88C0D0"},"apache .hljs-section":{color:"#81A1C1"},"arduino .hljs-built_in":{color:"#88C0D0"},"aspectj .hljs-meta":{color:"#D08770"},"aspectj > .hljs-title":{color:"#88C0D0"},"bnf .hljs-attribute":{color:"#8FBCBB"},"clojure .hljs-name":{color:"#88C0D0"},"clojure .hljs-symbol":{color:"#EBCB8B"},"coq .hljs-built_in":{color:"#88C0D0"},"cpp .hljs-meta-string":{color:"#8FBCBB"},"css .hljs-built_in":{color:"#88C0D0"},"css .hljs-keyword":{color:"#D08770"},"diff .hljs-meta":{color:"#8FBCBB"},"ebnf .hljs-attribute":{color:"#8FBCBB"},"glsl .hljs-built_in":{color:"#88C0D0"},"groovy .hljs-meta:not(:first-child)":{color:"#D08770"},"haxe .hljs-meta":{color:"#D08770"},"java .hljs-meta":{color:"#D08770"},"ldif .hljs-attribute":{color:"#8FBCBB"},"lisp .hljs-name":{color:"#88C0D0"},"lua .hljs-built_in":{color:"#88C0D0"},"moonscript .hljs-built_in":{color:"#88C0D0"},"nginx .hljs-attribute":{color:"#88C0D0"},"nginx .hljs-section":{color:"#5E81AC"},"pf .hljs-built_in":{color:"#88C0D0"},"processing .hljs-built_in":{color:"#88C0D0"},"scss .hljs-keyword":{color:"#81A1C1"},"stylus .hljs-keyword":{color:"#81A1C1"},"swift .hljs-meta":{color:"#D08770"},"vim .hljs-built_in":{color:"#88C0D0",fontStyle:"italic"},"yaml .hljs-meta":{color:"#D08770"}}},Qv1G:function(e){e.exports=function(e){return{case_insensitive:!0,contains:[e.HASH_COMMENT_MODE,{className:"meta",variants:[{begin:"^TAP version (\\d+)$"},{begin:"^1\\.\\.(\\d+)$"}]},{begin:"(s+)?---$",end:"\\.\\.\\.$",subLanguage:"yaml",relevance:0},{className:"number",begin:" (\\d+) "},{className:"symbol",variants:[{begin:"^ok"},{begin:"^not ok"}]}]}}},Qvn6:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(7).then(function(){var t=r("3f/I");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},Qz0e:function(e){e.exports={red:"red__3vOZY",orange:"orange__3dgXl",yellow:"yellow__2komO",lime:"lime__2Qqt6",cyan:"cyan__uhfpr",blue:"blue__3XK_E",magenta:"magenta__MknoN",footer:"footer__1vTEG"}},RBz6:function(e){e.exports=function(e){return{aliases:["ml"],keywords:{keyword:"and as assert asr begin class constraint do done downto else end exception external for fun function functor if in include inherit! inherit initializer land lazy let lor lsl lsr lxor match method!|10 method mod module mutable new object of open! open or private rec sig struct then to try type val! val virtual when while with parser value",built_in:"array bool bytes char exn|5 float int int32 int64 list lazy_t|5 nativeint|5 string unit in_channel out_channel ref",literal:"true false"},illegal:/\/\/|>>/,lexemes:"[a-z_]\\w*!?",contains:[{className:"literal",begin:"\\[(\\|\\|)?\\]|\\(\\)",relevance:0},e.COMMENT("\\(\\*","\\*\\)",{contains:["self"]}),{className:"symbol",begin:"'[A-Za-z_](?!')[\\w']*"},{className:"type",begin:"`[A-Z][\\w']*"},{className:"type",begin:"\\b[A-Z][\\w']*",relevance:0},{begin:"[a-z_]\\w*'[\\w']*",relevance:0},e.inherit(e.APOS_STRING_MODE,{className:"string",relevance:0}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),{className:"number",begin:"\\b(0[xX][a-fA-F0-9_]+[Lln]?|0[oO][0-7_]+[Lln]?|0[bB][01_]+[Lln]?|[0-9][0-9_]*([Lln]|(\\.[0-9_]*)?([eE][-+]?[0-9_]+)?)?)",relevance:0},{begin:/[-=]>/}]}}},RiSW:function(e,t,r){var n=r("PE9J");e.exports=function(e,t){if(null==e)return{};var r,o,a=n(e,t);if(Object.getOwnPropertySymbols){var i=Object.getOwnPropertySymbols(e);for(o=0;o=0||Object.prototype.propertyIsEnumerable.call(e,r)&&(a[r]=e[r])}return a}},Rjce:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"white",color:"#000000"},"hljs-subst":{color:"#000000"},"hljs-comment":{color:"#555555",fontStyle:"italic"},"hljs-keyword":{color:"#000000",fontWeight:"bold"},"hljs-attribute":{color:"#000000",fontWeight:"bold"},"hljs-selector-tag":{color:"#000000",fontWeight:"bold"},"hljs-meta-keyword":{color:"#000000",fontWeight:"bold"},"hljs-doctag":{color:"#000000",fontWeight:"bold"},"hljs-name":{color:"#000000",fontWeight:"bold"},"hljs-string":{color:"#000080"},"hljs-type":{color:"#000000"},"hljs-number":{color:"#000000"},"hljs-selector-id":{color:"#000000"},"hljs-selector-class":{color:"#000000"},"hljs-quote":{color:"#000000"},"hljs-template-tag":{color:"#000000"},"hljs-deletion":{color:"#000000"},"hljs-title":{color:"#fb2c00"},"hljs-section":{color:"#fb2c00"},"hljs-title>.hljs-built_in":{color:"#008080",fontWeight:"normal"},"hljs-regexp":{color:"#5e1700"},"hljs-symbol":{color:"#5e1700"},"hljs-variable":{color:"#5e1700"},"hljs-template-variable":{color:"#5e1700"},"hljs-link":{color:"#5e1700"},"hljs-selector-attr":{color:"#5e1700"},"hljs-selector-pseudo":{color:"#5e1700"},"hljs-built_in":{color:"#000080",fontWeight:"bold"},"hljs-literal":{color:"#000080",fontWeight:"bold"},"hljs-bullet":{color:"#397300"},"hljs-code":{color:"#397300"},"hljs-addition":{color:"#397300"},"hljs-class":{color:"#6f1C00",fontWeight:"bold"},"hljs-meta":{color:"#1f7199"},"hljs-meta-string":{color:"#4d99bf"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Rq3L:function(e){e.exports=function(e){var t=e.COMMENT("{","}",{contains:["self"]});return{subLanguage:"xml",relevance:0,contains:[e.COMMENT("^#","$"),e.COMMENT("\\^rem{","}",{relevance:10,contains:[t]}),{className:"meta",begin:"^@(?:BASE|USE|CLASS|OPTIONS)$",relevance:10},{className:"title",begin:"@[\\w\\-]+\\[[\\w^;\\-]*\\](?:\\[[\\w^;\\-]*\\])?(?:.*)$"},{className:"variable",begin:"\\$\\{?[\\w\\-\\.\\:]+\\}?"},{className:"keyword",begin:"\\^[\\w\\-\\.\\:]+"},{className:"number",begin:"\\^#[0-9a-fA-F]+"},e.C_NUMBER_MODE]}}},RrKz:function(e){e.exports=function(e){var t="[A-Za-z$_][0-9A-Za-z$_]*",r={keyword:"in of if for while finally var new function do return void else break catch instanceof with throw case default try this switch continue typeof delete let yield const export super debugger as async await static import from as",literal:"true false null undefined NaN Infinity",built_in:"eval isFinite isNaN parseFloat parseInt decodeURI decodeURIComponent encodeURI encodeURIComponent escape unescape Object Function Boolean Error EvalError InternalError RangeError ReferenceError StopIteration SyntaxError TypeError URIError Number Math Date String RegExp Array Float32Array Float64Array Int16Array Int32Array Int8Array Uint16Array Uint32Array Uint8Array Uint8ClampedArray ArrayBuffer DataView JSON Intl arguments require module console window document Symbol Set Map WeakSet WeakMap Proxy Reflect Promise"},n={className:"number",variants:[{begin:"\\b(0[bB][01]+)"},{begin:"\\b(0[oO][0-7]+)"},{begin:e.C_NUMBER_RE}],relevance:0},o={className:"subst",begin:"\\$\\{",end:"\\}",keywords:r,contains:[]},a={begin:"html`",end:"",starts:{end:"`",returnEnd:!1,contains:[e.BACKSLASH_ESCAPE,o],subLanguage:"xml"}},i={begin:"css`",end:"",starts:{end:"`",returnEnd:!1,contains:[e.BACKSLASH_ESCAPE,o],subLanguage:"css"}},s={className:"string",begin:"`",end:"`",contains:[e.BACKSLASH_ESCAPE,o]};o.contains=[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,a,i,s,n,e.REGEXP_MODE];var l=o.contains.concat([e.C_BLOCK_COMMENT_MODE,e.C_LINE_COMMENT_MODE]);return{aliases:["js","jsx"],keywords:r,contains:[{className:"meta",relevance:10,begin:/^\s*['"]use (strict|asm)['"]/},{className:"meta",begin:/^#!/,end:/$/},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,a,i,s,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,n,{begin:/[{,]\s*/,relevance:0,contains:[{begin:t+"\\s*:",returnBegin:!0,relevance:0,contains:[{className:"attr",begin:t,relevance:0}]}]},{begin:"("+e.RE_STARTERS_RE+"|\\b(case|return|throw)\\b)\\s*",keywords:"return throw case",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.REGEXP_MODE,{className:"function",begin:"(\\(.*?\\)|"+t+")\\s*=>",returnBegin:!0,end:"\\s*=>",contains:[{className:"params",variants:[{begin:t},{begin:/\(\s*\)/},{begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,keywords:r,contains:l}]}]},{className:"",begin:/\s/,end:/\s*/,skip:!0},{begin://,subLanguage:"xml",contains:[{begin:/<[A-Za-z0-9\\._:-]+\s*\/>/,skip:!0},{begin:/<[A-Za-z0-9\\._:-]+/,end:/(\/[A-Za-z0-9\\._:-]+|[A-Za-z0-9\\._:-]+\/)>/,skip:!0,contains:[{begin:/<[A-Za-z0-9\\._:-]+\s*\/>/,skip:!0},"self"]}]}],relevance:0},{className:"function",beginKeywords:"function",end:/\{/,excludeEnd:!0,contains:[e.inherit(e.TITLE_MODE,{begin:t}),{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,contains:l}],illegal:/\[|%/},{begin:/\$[(.]/},e.METHOD_GUARD,{className:"class",beginKeywords:"class",end:/[{;=]/,excludeEnd:!0,illegal:/[:"\[\]]/,contains:[{beginKeywords:"extends"},e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"constructor get set",end:/\{/,excludeEnd:!0}],illegal:/#(?!!)/}}},"S5O/":function(e){e.exports=function(e){return{case_insensitive:!0,lexemes:/[\w\._]+/,keywords:"goto gosub return break repeat loop continue wait await dim sdim foreach dimtype dup dupptr end stop newmod delmod mref run exgoto on mcall assert logmes newlab resume yield onexit onerror onkey onclick oncmd exist delete mkdir chdir dirlist bload bsave bcopy memfile if else poke wpoke lpoke getstr chdpm memexpand memcpy memset notesel noteadd notedel noteload notesave randomize noteunsel noteget split strrep setease button chgdisp exec dialog mmload mmplay mmstop mci pset pget syscolor mes print title pos circle cls font sysfont objsize picload color palcolor palette redraw width gsel gcopy gzoom gmode bmpsave hsvcolor getkey listbox chkbox combox input mesbox buffer screen bgscr mouse objsel groll line clrobj boxf objprm objmode stick grect grotate gsquare gradf objimage objskip objenable celload celdiv celput newcom querycom delcom cnvstow comres axobj winobj sendmsg comevent comevarg sarrayconv callfunc cnvwtos comevdisp libptr system hspstat hspver stat cnt err strsize looplev sublev iparam wparam lparam refstr refdval int rnd strlen length length2 length3 length4 vartype gettime peek wpeek lpeek varptr varuse noteinfo instr abs limit getease str strmid strf getpath strtrim sin cos tan atan sqrt double absf expf logf limitf powf geteasef mousex mousey mousew hwnd hinstance hdc ginfo objinfo dirinfo sysinfo thismod __hspver__ __hsp30__ __date__ __time__ __line__ __file__ _debug __hspdef__ and or xor not screen_normal screen_palette screen_hide screen_fixedsize screen_tool screen_frame gmode_gdi gmode_mem gmode_rgb0 gmode_alpha gmode_rgb0alpha gmode_add gmode_sub gmode_pixela ginfo_mx ginfo_my ginfo_act ginfo_sel ginfo_wx1 ginfo_wy1 ginfo_wx2 ginfo_wy2 ginfo_vx ginfo_vy ginfo_sizex ginfo_sizey ginfo_winx ginfo_winy ginfo_mesx ginfo_mesy ginfo_r ginfo_g ginfo_b ginfo_paluse ginfo_dispx ginfo_dispy ginfo_cx ginfo_cy ginfo_intid ginfo_newid ginfo_sx ginfo_sy objinfo_mode objinfo_bmscr objinfo_hwnd notemax notesize dir_cur dir_exe dir_win dir_sys dir_cmdline dir_desktop dir_mydoc dir_tv font_normal font_bold font_italic font_underline font_strikeout font_antialias objmode_normal objmode_guifont objmode_usefont gsquare_grad msgothic msmincho do until while wend for next _break _continue switch case default swbreak swend ddim ldim alloc m_pi rad2deg deg2rad ease_linear ease_quad_in ease_quad_out ease_quad_inout ease_cubic_in ease_cubic_out ease_cubic_inout ease_quartic_in ease_quartic_out ease_quartic_inout ease_bounce_in ease_bounce_out ease_bounce_inout ease_shake_in ease_shake_out ease_shake_inout ease_loop",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,{className:"string",begin:'{"',end:'"}',contains:[e.BACKSLASH_ESCAPE]},e.COMMENT(";","$",{relevance:0}),{className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"addion cfunc cmd cmpopt comfunc const defcfunc deffunc define else endif enum epack func global if ifdef ifndef include modcfunc modfunc modinit modterm module pack packopt regcmd runtime undef usecom uselib"},contains:[e.inherit(e.QUOTE_STRING_MODE,{className:"meta-string"}),e.NUMBER_MODE,e.C_NUMBER_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},{className:"symbol",begin:"^\\*(\\w+|@)"},e.NUMBER_MODE,e.C_NUMBER_MODE]}}},SaSO:function(e){e.exports=function(){return{aliases:["md","mkdown","mkd"],contains:[{className:"section",variants:[{begin:"^#{1,6}",end:"$"},{begin:"^.+?\\n[=-]{2,}$"}]},{begin:"<",end:">",subLanguage:"xml",relevance:0},{className:"bullet",begin:"^\\s*([*+-]|(\\d+\\.))\\s+"},{className:"strong",begin:"[*_]{2}.+?[*_]{2}"},{className:"emphasis",variants:[{begin:"\\*.+?\\*"},{begin:"_.+?_",relevance:0}]},{className:"quote",begin:"^>\\s+",end:"$"},{className:"code",variants:[{begin:"^```w*s*$",end:"^```s*$"},{begin:"`.+?`"},{begin:"^( {4}|\t)",end:"$",relevance:0}]},{begin:"^[-\\*]{3,}",end:"$"},{begin:"\\[.+?\\][\\(\\[].*?[\\)\\]]",returnBegin:!0,contains:[{className:"string",begin:"\\[",end:"\\]",excludeBegin:!0,returnEnd:!0,relevance:0},{className:"link",begin:"\\]\\(",end:"\\)",excludeBegin:!0,excludeEnd:!0},{className:"symbol",begin:"\\]\\[",end:"\\]",excludeBegin:!0,excludeEnd:!0}],relevance:10},{begin:/^\[[^\n]+\]:/,returnBegin:!0,contains:[{className:"symbol",begin:/\[/,end:/\]/,excludeBegin:!0,excludeEnd:!0},{className:"link",begin:/:\s*/,end:/$/,excludeBegin:!0}]}]}}},ShPU:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#333",background:"#fff"},"hljs-comment":{color:"#777",fontStyle:"italic"},"hljs-quote":{color:"#777",fontStyle:"italic"},"hljs-keyword":{color:"#333",fontWeight:"bold"},"hljs-selector-tag":{color:"#333",fontWeight:"bold"},"hljs-subst":{color:"#333",fontWeight:"normal"},"hljs-number":{color:"#777"},"hljs-literal":{color:"#777"},"hljs-string":{color:"#333",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAECAYAAACp8Z5+AAAAJ0lEQVQIW2O8e/fufwYGBgZBQUEQxcCIIfDu3Tuwivfv30NUoAsAALHpFMMLqZlPAAAAAElFTkSuQmCC) repeat"},"hljs-doctag":{color:"#333",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAECAYAAACp8Z5+AAAAJ0lEQVQIW2O8e/fufwYGBgZBQUEQxcCIIfDu3Tuwivfv30NUoAsAALHpFMMLqZlPAAAAAElFTkSuQmCC) repeat"},"hljs-formula":{color:"#333",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAQAAAAECAYAAACp8Z5+AAAAJ0lEQVQIW2O8e/fufwYGBgZBQUEQxcCIIfDu3Tuwivfv30NUoAsAALHpFMMLqZlPAAAAAElFTkSuQmCC) repeat"},"hljs-title":{color:"#000",fontWeight:"bold"},"hljs-section":{color:"#000",fontWeight:"bold"},"hljs-selector-id":{color:"#000",fontWeight:"bold"},"hljs-class .hljs-title":{color:"#333",fontWeight:"bold"},"hljs-type":{color:"#333",fontWeight:"bold"},"hljs-name":{color:"#333",fontWeight:"bold"},"hljs-tag":{color:"#333"},"hljs-regexp":{color:"#333",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAoAAAAICAYAAADA+m62AAAAPUlEQVQYV2NkQAN37979r6yszIgujiIAU4RNMVwhuiQ6H6wQl3XI4oy4FMHcCJPHcDS6J2A2EqUQpJhohQDexSef15DBCwAAAABJRU5ErkJggg==) repeat"},"hljs-symbol":{color:"#000",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAFCAYAAACNbyblAAAAKElEQVQIW2NkQAO7d+/+z4gsBhJwdXVlhAvCBECKwIIwAbhKZBUwBQA6hBpm5efZsgAAAABJRU5ErkJggg==) repeat"},"hljs-bullet":{color:"#000",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAFCAYAAACNbyblAAAAKElEQVQIW2NkQAO7d+/+z4gsBhJwdXVlhAvCBECKwIIwAbhKZBUwBQA6hBpm5efZsgAAAABJRU5ErkJggg==) repeat"},"hljs-link":{color:"#000",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAFCAYAAACNbyblAAAAKElEQVQIW2NkQAO7d+/+z4gsBhJwdXVlhAvCBECKwIIwAbhKZBUwBQA6hBpm5efZsgAAAABJRU5ErkJggg==) repeat"},"hljs-built_in":{color:"#000",textDecoration:"underline"},"hljs-builtin-name":{color:"#000",textDecoration:"underline"},"hljs-meta":{color:"#999",fontWeight:"bold"},"hljs-deletion":{color:"#fff",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAADCAYAAABS3WWCAAAAE0lEQVQIW2MMDQ39zzhz5kwIAQAyxweWgUHd1AAAAABJRU5ErkJggg==) repeat"},"hljs-addition":{color:"#000",background:"url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAkAAAAJCAYAAADgkQYQAAAALUlEQVQYV2N89+7dfwYk8P79ewZBQUFkIQZGOiu6e/cuiptQHAPl0NtNxAQBAM97Oejj3Dg7AAAAAElFTkSuQmCC) repeat"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},SpI8:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#000",color:"#f8f8f8"},"hljs-comment":{color:"#aeaeae",fontStyle:"italic"},"hljs-quote":{color:"#aeaeae",fontStyle:"italic"},"hljs-keyword":{color:"#e28964"},"hljs-selector-tag":{color:"#e28964"},"hljs-type":{color:"#e28964"},"hljs-string":{color:"#65b042"},"hljs-subst":{color:"#daefa3"},"hljs-regexp":{color:"#e9c062"},"hljs-link":{color:"#e9c062"},"hljs-title":{color:"#89bdff"},"hljs-section":{color:"#89bdff"},"hljs-tag":{color:"#89bdff"},"hljs-name":{color:"#89bdff"},"hljs-class .hljs-title":{textDecoration:"underline"},"hljs-doctag":{textDecoration:"underline"},"hljs-symbol":{color:"#3387cc"},"hljs-bullet":{color:"#3387cc"},"hljs-number":{color:"#3387cc"},"hljs-params":{color:"#3e87e3"},"hljs-variable":{color:"#3e87e3"},"hljs-template-variable":{color:"#3e87e3"},"hljs-attribute":{color:"#cda869"},"hljs-meta":{color:"#8996a8"},"hljs-formula":{backgroundColor:"#0e2231",color:"#f8f8f8",fontStyle:"italic"},"hljs-addition":{backgroundColor:"#253b22",color:"#f8f8f8"},"hljs-deletion":{backgroundColor:"#420e09",color:"#f8f8f8"},"hljs-selector-class":{color:"#9b703f"},"hljs-selector-id":{color:"#8b98ab"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Sw1d:function(e){e.exports=function(e){return{keywords:"ArchiveRecord AreaLightSource Atmosphere Attribute AttributeBegin AttributeEnd Basis Begin Blobby Bound Clipping ClippingPlane Color ColorSamples ConcatTransform Cone CoordinateSystem CoordSysTransform CropWindow Curves Cylinder DepthOfField Detail DetailRange Disk Displacement Display End ErrorHandler Exposure Exterior Format FrameAspectRatio FrameBegin FrameEnd GeneralPolygon GeometricApproximation Geometry Hider Hyperboloid Identity Illuminate Imager Interior LightSource MakeCubeFaceEnvironment MakeLatLongEnvironment MakeShadow MakeTexture Matte MotionBegin MotionEnd NuPatch ObjectBegin ObjectEnd ObjectInstance Opacity Option Orientation Paraboloid Patch PatchMesh Perspective PixelFilter PixelSamples PixelVariance Points PointsGeneralPolygons PointsPolygons Polygon Procedural Projection Quantize ReadArchive RelativeDetail ReverseOrientation Rotate Scale ScreenWindow ShadingInterpolation ShadingRate Shutter Sides Skew SolidBegin SolidEnd Sphere SubdivisionMesh Surface TextureCoordinates Torus Transform TransformBegin TransformEnd TransformPoints Translate TrimCurve WorldBegin WorldEnd",illegal:"]",end:"[;{}]"},{begin:"([\\w-]+|@{[\\w-]+})",end:"{"}],returnBegin:!0,returnEnd:!0,illegal:"[<='$\"]",relevance:0,contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,s,o("keyword","all\\b"),o("variable","@{[\\w-]+}"),o("selector-tag","([\\w-]+|@{[\\w-]+})%?",0),o("selector-id","#([\\w-]+|@{[\\w-]+})"),o("selector-class","\\.([\\w-]+|@{[\\w-]+})",0),o("selector-tag","&",0),{className:"selector-attr",begin:"\\[",end:"\\]"},{className:"selector-pseudo",begin:/:(:)?[a-zA-Z0-9\_\-\+\(\)"'.]+/},{begin:"\\(",end:"\\)",contains:i},{begin:"!important"}]};return t.push(e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,c,_,l,d),{case_insensitive:!0,illegal:"[=>'/<($\"]",contains:t}}},T0S7:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#3f3f3f",color:"#dcdcdc"},"hljs-keyword":{color:"#e3ceab"},"hljs-selector-tag":{color:"#e3ceab"},"hljs-tag":{color:"#e3ceab"},"hljs-template-tag":{color:"#dcdcdc"},"hljs-number":{color:"#8cd0d3"},"hljs-variable":{color:"#efdcbc"},"hljs-template-variable":{color:"#efdcbc"},"hljs-attribute":{color:"#efdcbc"},"hljs-literal":{color:"#efefaf"},"hljs-subst":{color:"#8f8f8f"},"hljs-title":{color:"#efef8f"},"hljs-name":{color:"#efef8f"},"hljs-selector-id":{color:"#efef8f"},"hljs-selector-class":{color:"#efef8f"},"hljs-section":{color:"#efef8f"},"hljs-type":{color:"#efef8f"},"hljs-symbol":{color:"#dca3a3"},"hljs-bullet":{color:"#dca3a3"},"hljs-link":{color:"#dca3a3"},"hljs-deletion":{color:"#cc9393"},"hljs-string":{color:"#cc9393"},"hljs-built_in":{color:"#cc9393"},"hljs-builtin-name":{color:"#cc9393"},"hljs-addition":{color:"#7f9f7f"},"hljs-comment":{color:"#7f9f7f"},"hljs-quote":{color:"#7f9f7f"},"hljs-meta":{color:"#7f9f7f"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},T0jz:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#000",background:"#f8f8ff"},"hljs-comment":{color:"#408080",fontStyle:"italic"},"hljs-quote":{color:"#408080",fontStyle:"italic"},"hljs-keyword":{color:"#954121"},"hljs-selector-tag":{color:"#954121"},"hljs-literal":{color:"#954121"},"hljs-subst":{color:"#954121"},"hljs-number":{color:"#40a070"},"hljs-string":{color:"#219161"},"hljs-doctag":{color:"#219161"},"hljs-selector-id":{color:"#19469d"},"hljs-selector-class":{color:"#19469d"},"hljs-section":{color:"#19469d"},"hljs-type":{color:"#19469d"},"hljs-params":{color:"#00f"},"hljs-title":{color:"#458",fontWeight:"bold"},"hljs-tag":{color:"#000080",fontWeight:"normal"},"hljs-name":{color:"#000080",fontWeight:"normal"},"hljs-attribute":{color:"#000080",fontWeight:"normal"},"hljs-variable":{color:"#008080"},"hljs-template-variable":{color:"#008080"},"hljs-regexp":{color:"#b68"},"hljs-link":{color:"#b68"},"hljs-symbol":{color:"#990073"},"hljs-bullet":{color:"#990073"},"hljs-built_in":{color:"#0086b3"},"hljs-builtin-name":{color:"#0086b3"},"hljs-meta":{color:"#999",fontWeight:"bold"},"hljs-deletion":{background:"#fdd"},"hljs-addition":{background:"#dfd"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},T3Vc:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(9).then(function(){var t=r("ouaO");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},TKpr:function(e){e.exports=function(e){var t=e.getLanguage("cpp").exports;return{aliases:["sqf"],case_insensitive:!0,keywords:{keyword:"case catch default do else exit exitWith for forEach from if private switch then throw to try waitUntil while with",built_in:"abs accTime acos action actionIDs actionKeys actionKeysImages actionKeysNames actionKeysNamesArray actionName actionParams activateAddons activatedAddons activateKey add3DENConnection add3DENEventHandler add3DENLayer addAction addBackpack addBackpackCargo addBackpackCargoGlobal addBackpackGlobal addCamShake addCuratorAddons addCuratorCameraArea addCuratorEditableObjects addCuratorEditingArea addCuratorPoints addEditorObject addEventHandler addForce addGoggles addGroupIcon addHandgunItem addHeadgear addItem addItemCargo addItemCargoGlobal addItemPool addItemToBackpack addItemToUniform addItemToVest addLiveStats addMagazine addMagazineAmmoCargo addMagazineCargo addMagazineCargoGlobal addMagazineGlobal addMagazinePool addMagazines addMagazineTurret addMenu addMenuItem addMissionEventHandler addMPEventHandler addMusicEventHandler addOwnedMine addPlayerScores addPrimaryWeaponItem addPublicVariableEventHandler addRating addResources addScore addScoreSide addSecondaryWeaponItem addSwitchableUnit addTeamMember addToRemainsCollector addTorque addUniform addVehicle addVest addWaypoint addWeapon addWeaponCargo addWeaponCargoGlobal addWeaponGlobal addWeaponItem addWeaponPool addWeaponTurret admin agent agents AGLToASL aimedAtTarget aimPos airDensityRTD airplaneThrottle airportSide AISFinishHeal alive all3DENEntities allAirports allControls allCurators allCutLayers allDead allDeadMen allDisplays allGroups allMapMarkers allMines allMissionObjects allow3DMode allowCrewInImmobile allowCuratorLogicIgnoreAreas allowDamage allowDammage allowFileOperations allowFleeing allowGetIn allowSprint allPlayers allSimpleObjects allSites allTurrets allUnits allUnitsUAV allVariables ammo ammoOnPylon and animate animateBay animateDoor animatePylon animateSource animationNames animationPhase animationSourcePhase animationState append apply armoryPoints arrayIntersect asin ASLToAGL ASLToATL assert assignAsCargo assignAsCargoIndex assignAsCommander assignAsDriver assignAsGunner assignAsTurret assignCurator assignedCargo assignedCommander assignedDriver assignedGunner assignedItems assignedTarget assignedTeam assignedVehicle assignedVehicleRole assignItem assignTeam assignToAirport atan atan2 atg ATLToASL attachedObject attachedObjects attachedTo attachObject attachTo attackEnabled backpack backpackCargo backpackContainer backpackItems backpackMagazines backpackSpaceFor behaviour benchmark binocular boundingBox boundingBoxReal boundingCenter breakOut breakTo briefingName buildingExit buildingPos buttonAction buttonSetAction cadetMode call callExtension camCommand camCommit camCommitPrepared camCommitted camConstuctionSetParams camCreate camDestroy cameraEffect cameraEffectEnableHUD cameraInterest cameraOn cameraView campaignConfigFile camPreload camPreloaded camPrepareBank camPrepareDir camPrepareDive camPrepareFocus camPrepareFov camPrepareFovRange camPreparePos camPrepareRelPos camPrepareTarget camSetBank camSetDir camSetDive camSetFocus camSetFov camSetFovRange camSetPos camSetRelPos camSetTarget camTarget camUseNVG canAdd canAddItemToBackpack canAddItemToUniform canAddItemToVest cancelSimpleTaskDestination canFire canMove canSlingLoad canStand canSuspend canTriggerDynamicSimulation canUnloadInCombat canVehicleCargo captive captiveNum cbChecked cbSetChecked ceil channelEnabled cheatsEnabled checkAIFeature checkVisibility className clearAllItemsFromBackpack clearBackpackCargo clearBackpackCargoGlobal clearGroupIcons clearItemCargo clearItemCargoGlobal clearItemPool clearMagazineCargo clearMagazineCargoGlobal clearMagazinePool clearOverlay clearRadio clearWeaponCargo clearWeaponCargoGlobal clearWeaponPool clientOwner closeDialog closeDisplay closeOverlay collapseObjectTree collect3DENHistory collectiveRTD combatMode commandArtilleryFire commandChat commander commandFire commandFollow commandFSM commandGetOut commandingMenu commandMove commandRadio commandStop commandSuppressiveFire commandTarget commandWatch comment commitOverlay compile compileFinal completedFSM composeText configClasses configFile configHierarchy configName configProperties configSourceAddonList configSourceMod configSourceModList confirmSensorTarget connectTerminalToUAV controlsGroupCtrl copyFromClipboard copyToClipboard copyWaypoints cos count countEnemy countFriendly countSide countType countUnknown create3DENComposition create3DENEntity createAgent createCenter createDialog createDiaryLink createDiaryRecord createDiarySubject createDisplay createGearDialog createGroup createGuardedPoint createLocation createMarker createMarkerLocal createMenu createMine createMissionDisplay createMPCampaignDisplay createSimpleObject createSimpleTask createSite createSoundSource createTask createTeam createTrigger createUnit createVehicle createVehicleCrew createVehicleLocal crew ctAddHeader ctAddRow ctClear ctCurSel ctData ctFindHeaderRows ctFindRowHeader ctHeaderControls ctHeaderCount ctRemoveHeaders ctRemoveRows ctrlActivate ctrlAddEventHandler ctrlAngle ctrlAutoScrollDelay ctrlAutoScrollRewind ctrlAutoScrollSpeed ctrlChecked ctrlClassName ctrlCommit ctrlCommitted ctrlCreate ctrlDelete ctrlEnable ctrlEnabled ctrlFade ctrlHTMLLoaded ctrlIDC ctrlIDD ctrlMapAnimAdd ctrlMapAnimClear ctrlMapAnimCommit ctrlMapAnimDone ctrlMapCursor ctrlMapMouseOver ctrlMapScale ctrlMapScreenToWorld ctrlMapWorldToScreen ctrlModel ctrlModelDirAndUp ctrlModelScale ctrlParent ctrlParentControlsGroup ctrlPosition ctrlRemoveAllEventHandlers ctrlRemoveEventHandler ctrlScale ctrlSetActiveColor ctrlSetAngle ctrlSetAutoScrollDelay ctrlSetAutoScrollRewind ctrlSetAutoScrollSpeed ctrlSetBackgroundColor ctrlSetChecked ctrlSetEventHandler ctrlSetFade ctrlSetFocus ctrlSetFont ctrlSetFontH1 ctrlSetFontH1B ctrlSetFontH2 ctrlSetFontH2B ctrlSetFontH3 ctrlSetFontH3B ctrlSetFontH4 ctrlSetFontH4B ctrlSetFontH5 ctrlSetFontH5B ctrlSetFontH6 ctrlSetFontH6B ctrlSetFontHeight ctrlSetFontHeightH1 ctrlSetFontHeightH2 ctrlSetFontHeightH3 ctrlSetFontHeightH4 ctrlSetFontHeightH5 ctrlSetFontHeightH6 ctrlSetFontHeightSecondary ctrlSetFontP ctrlSetFontPB ctrlSetFontSecondary ctrlSetForegroundColor ctrlSetModel ctrlSetModelDirAndUp ctrlSetModelScale ctrlSetPixelPrecision ctrlSetPosition ctrlSetScale ctrlSetStructuredText ctrlSetText ctrlSetTextColor ctrlSetTooltip ctrlSetTooltipColorBox ctrlSetTooltipColorShade ctrlSetTooltipColorText ctrlShow ctrlShown ctrlText ctrlTextHeight ctrlTextWidth ctrlType ctrlVisible ctRowControls ctRowCount ctSetCurSel ctSetData ctSetHeaderTemplate ctSetRowTemplate ctSetValue ctValue curatorAddons curatorCamera curatorCameraArea curatorCameraAreaCeiling curatorCoef curatorEditableObjects curatorEditingArea curatorEditingAreaType curatorMouseOver curatorPoints curatorRegisteredObjects curatorSelected curatorWaypointCost current3DENOperation currentChannel currentCommand currentMagazine currentMagazineDetail currentMagazineDetailTurret currentMagazineTurret currentMuzzle currentNamespace currentTask currentTasks currentThrowable currentVisionMode currentWaypoint currentWeapon currentWeaponMode currentWeaponTurret currentZeroing cursorObject cursorTarget customChat customRadio cutFadeOut cutObj cutRsc cutText damage date dateToNumber daytime deActivateKey debriefingText debugFSM debugLog deg delete3DENEntities deleteAt deleteCenter deleteCollection deleteEditorObject deleteGroup deleteGroupWhenEmpty deleteIdentity deleteLocation deleteMarker deleteMarkerLocal deleteRange deleteResources deleteSite deleteStatus deleteTeam deleteVehicle deleteVehicleCrew deleteWaypoint detach detectedMines diag_activeMissionFSMs diag_activeScripts diag_activeSQFScripts diag_activeSQSScripts diag_captureFrame diag_captureFrameToFile diag_captureSlowFrame diag_codePerformance diag_drawMode diag_enable diag_enabled diag_fps diag_fpsMin diag_frameNo diag_lightNewLoad diag_list diag_log diag_logSlowFrame diag_mergeConfigFile diag_recordTurretLimits diag_setLightNew diag_tickTime diag_toggle dialog diarySubjectExists didJIP didJIPOwner difficulty difficultyEnabled difficultyEnabledRTD difficultyOption direction directSay disableAI disableCollisionWith disableConversation disableDebriefingStats disableMapIndicators disableNVGEquipment disableRemoteSensors disableSerialization disableTIEquipment disableUAVConnectability disableUserInput displayAddEventHandler displayCtrl displayParent displayRemoveAllEventHandlers displayRemoveEventHandler displaySetEventHandler dissolveTeam distance distance2D distanceSqr distributionRegion do3DENAction doArtilleryFire doFire doFollow doFSM doGetOut doMove doorPhase doStop doSuppressiveFire doTarget doWatch drawArrow drawEllipse drawIcon drawIcon3D drawLine drawLine3D drawLink drawLocation drawPolygon drawRectangle drawTriangle driver drop dynamicSimulationDistance dynamicSimulationDistanceCoef dynamicSimulationEnabled dynamicSimulationSystemEnabled echo edit3DENMissionAttributes editObject editorSetEventHandler effectiveCommander emptyPositions enableAI enableAIFeature enableAimPrecision enableAttack enableAudioFeature enableAutoStartUpRTD enableAutoTrimRTD enableCamShake enableCaustics enableChannel enableCollisionWith enableCopilot enableDebriefingStats enableDiagLegend enableDynamicSimulation enableDynamicSimulationSystem enableEndDialog enableEngineArtillery enableEnvironment enableFatigue enableGunLights enableInfoPanelComponent enableIRLasers enableMimics enablePersonTurret enableRadio enableReload enableRopeAttach enableSatNormalOnDetail enableSaving enableSentences enableSimulation enableSimulationGlobal enableStamina enableTeamSwitch enableTraffic enableUAVConnectability enableUAVWaypoints enableVehicleCargo enableVehicleSensor enableWeaponDisassembly endLoadingScreen endMission engineOn enginesIsOnRTD enginesRpmRTD enginesTorqueRTD entities environmentEnabled estimatedEndServerTime estimatedTimeLeft evalObjectArgument everyBackpack everyContainer exec execEditorScript execFSM execVM exp expectedDestination exportJIPMessages eyeDirection eyePos face faction fadeMusic fadeRadio fadeSound fadeSpeech failMission fillWeaponsFromPool find findCover findDisplay findEditorObject findEmptyPosition findEmptyPositionReady findIf findNearestEnemy finishMissionInit finite fire fireAtTarget firstBackpack flag flagAnimationPhase flagOwner flagSide flagTexture fleeing floor flyInHeight flyInHeightASL fog fogForecast fogParams forceAddUniform forcedMap forceEnd forceFlagTexture forceFollowRoad forceMap forceRespawn forceSpeed forceWalk forceWeaponFire forceWeatherChange forEachMember forEachMemberAgent forEachMemberTeam forgetTarget format formation formationDirection formationLeader formationMembers formationPosition formationTask formatText formLeader freeLook fromEditor fuel fullCrew gearIDCAmmoCount gearSlotAmmoCount gearSlotData get3DENActionState get3DENAttribute get3DENCamera get3DENConnections get3DENEntity get3DENEntityID get3DENGrid get3DENIconsVisible get3DENLayerEntities get3DENLinesVisible get3DENMissionAttribute get3DENMouseOver get3DENSelected getAimingCoef getAllEnvSoundControllers getAllHitPointsDamage getAllOwnedMines getAllSoundControllers getAmmoCargo getAnimAimPrecision getAnimSpeedCoef getArray getArtilleryAmmo getArtilleryComputerSettings getArtilleryETA getAssignedCuratorLogic getAssignedCuratorUnit getBackpackCargo getBleedingRemaining getBurningValue getCameraViewDirection getCargoIndex getCenterOfMass getClientState getClientStateNumber getCompatiblePylonMagazines getConnectedUAV getContainerMaxLoad getCursorObjectParams getCustomAimCoef getDammage getDescription getDir getDirVisual getDLCAssetsUsage getDLCAssetsUsageByName getDLCs getEditorCamera getEditorMode getEditorObjectScope getElevationOffset getEnvSoundController getFatigue getForcedFlagTexture getFriend getFSMVariable getFuelCargo getGroupIcon getGroupIconParams getGroupIcons getHideFrom getHit getHitIndex getHitPointDamage getItemCargo getMagazineCargo getMarkerColor getMarkerPos getMarkerSize getMarkerType getMass getMissionConfig getMissionConfigValue getMissionDLCs getMissionLayerEntities getModelInfo getMousePosition getMusicPlayedTime getNumber getObjectArgument getObjectChildren getObjectDLC getObjectMaterials getObjectProxy getObjectTextures getObjectType getObjectViewDistance getOxygenRemaining getPersonUsedDLCs getPilotCameraDirection getPilotCameraPosition getPilotCameraRotation getPilotCameraTarget getPlateNumber getPlayerChannel getPlayerScores getPlayerUID getPos getPosASL getPosASLVisual getPosASLW getPosATL getPosATLVisual getPosVisual getPosWorld getPylonMagazines getRelDir getRelPos getRemoteSensorsDisabled getRepairCargo getResolution getShadowDistance getShotParents getSlingLoad getSoundController getSoundControllerResult getSpeed getStamina getStatValue getSuppression getTerrainGrid getTerrainHeightASL getText getTotalDLCUsageTime getUnitLoadout getUnitTrait getUserMFDText getUserMFDvalue getVariable getVehicleCargo getWeaponCargo getWeaponSway getWingsOrientationRTD getWingsPositionRTD getWPPos glanceAt globalChat globalRadio goggles goto group groupChat groupFromNetId groupIconSelectable groupIconsVisible groupId groupOwner groupRadio groupSelectedUnits groupSelectUnit gunner gusts halt handgunItems handgunMagazine handgunWeapon handsHit hasInterface hasPilotCamera hasWeapon hcAllGroups hcGroupParams hcLeader hcRemoveAllGroups hcRemoveGroup hcSelected hcSelectGroup hcSetGroup hcShowBar hcShownBar headgear hideBody hideObject hideObjectGlobal hideSelection hint hintC hintCadet hintSilent hmd hostMission htmlLoad HUDMovementLevels humidity image importAllGroups importance in inArea inAreaArray incapacitatedState inflame inflamed infoPanel infoPanelComponentEnabled infoPanelComponents infoPanels inGameUISetEventHandler inheritsFrom initAmbientLife inPolygon inputAction inRangeOfArtillery insertEditorObject intersect is3DEN is3DENMultiplayer isAbleToBreathe isAgent isArray isAutoHoverOn isAutonomous isAutotest isBleeding isBurning isClass isCollisionLightOn isCopilotEnabled isDamageAllowed isDedicated isDLCAvailable isEngineOn isEqualTo isEqualType isEqualTypeAll isEqualTypeAny isEqualTypeArray isEqualTypeParams isFilePatchingEnabled isFlashlightOn isFlatEmpty isForcedWalk isFormationLeader isGroupDeletedWhenEmpty isHidden isInRemainsCollector isInstructorFigureEnabled isIRLaserOn isKeyActive isKindOf isLaserOn isLightOn isLocalized isManualFire isMarkedForCollection isMultiplayer isMultiplayerSolo isNil isNull isNumber isObjectHidden isObjectRTD isOnRoad isPipEnabled isPlayer isRealTime isRemoteExecuted isRemoteExecutedJIP isServer isShowing3DIcons isSimpleObject isSprintAllowed isStaminaEnabled isSteamMission isStreamFriendlyUIEnabled isText isTouchingGround isTurnedOut isTutHintsEnabled isUAVConnectable isUAVConnected isUIContext isUniformAllowed isVehicleCargo isVehicleRadarOn isVehicleSensorEnabled isWalking isWeaponDeployed isWeaponRested itemCargo items itemsWithMagazines join joinAs joinAsSilent joinSilent joinString kbAddDatabase kbAddDatabaseTargets kbAddTopic kbHasTopic kbReact kbRemoveTopic kbTell kbWasSaid keyImage keyName knowsAbout land landAt landResult language laserTarget lbAdd lbClear lbColor lbColorRight lbCurSel lbData lbDelete lbIsSelected lbPicture lbPictureRight lbSelection lbSetColor lbSetColorRight lbSetCurSel lbSetData lbSetPicture lbSetPictureColor lbSetPictureColorDisabled lbSetPictureColorSelected lbSetPictureRight lbSetPictureRightColor lbSetPictureRightColorDisabled lbSetPictureRightColorSelected lbSetSelectColor lbSetSelectColorRight lbSetSelected lbSetText lbSetTextRight lbSetTooltip lbSetValue lbSize lbSort lbSortByValue lbText lbTextRight lbValue leader leaderboardDeInit leaderboardGetRows leaderboardInit leaderboardRequestRowsFriends leaderboardsRequestUploadScore leaderboardsRequestUploadScoreKeepBest leaderboardState leaveVehicle libraryCredits libraryDisclaimers lifeState lightAttachObject lightDetachObject lightIsOn lightnings limitSpeed linearConversion lineIntersects lineIntersectsObjs lineIntersectsSurfaces lineIntersectsWith linkItem list listObjects listRemoteTargets listVehicleSensors ln lnbAddArray lnbAddColumn lnbAddRow lnbClear lnbColor lnbCurSelRow lnbData lnbDeleteColumn lnbDeleteRow lnbGetColumnsPosition lnbPicture lnbSetColor lnbSetColumnsPos lnbSetCurSelRow lnbSetData lnbSetPicture lnbSetText lnbSetValue lnbSize lnbSort lnbSortByValue lnbText lnbValue load loadAbs loadBackpack loadFile loadGame loadIdentity loadMagazine loadOverlay loadStatus loadUniform loadVest local localize locationPosition lock lockCameraTo lockCargo lockDriver locked lockedCargo lockedDriver lockedTurret lockIdentity lockTurret lockWP log logEntities logNetwork logNetworkTerminate lookAt lookAtPos magazineCargo magazines magazinesAllTurrets magazinesAmmo magazinesAmmoCargo magazinesAmmoFull magazinesDetail magazinesDetailBackpack magazinesDetailUniform magazinesDetailVest magazinesTurret magazineTurretAmmo mapAnimAdd mapAnimClear mapAnimCommit mapAnimDone mapCenterOnCamera mapGridPosition markAsFinishedOnSteam markerAlpha markerBrush markerColor markerDir markerPos markerShape markerSize markerText markerType max members menuAction menuAdd menuChecked menuClear menuCollapse menuData menuDelete menuEnable menuEnabled menuExpand menuHover menuPicture menuSetAction menuSetCheck menuSetData menuSetPicture menuSetValue menuShortcut menuShortcutText menuSize menuSort menuText menuURL menuValue min mineActive mineDetectedBy missionConfigFile missionDifficulty missionName missionNamespace missionStart missionVersion mod modelToWorld modelToWorldVisual modelToWorldVisualWorld modelToWorldWorld modParams moonIntensity moonPhase morale move move3DENCamera moveInAny moveInCargo moveInCommander moveInDriver moveInGunner moveInTurret moveObjectToEnd moveOut moveTime moveTo moveToCompleted moveToFailed musicVolume name nameSound nearEntities nearestBuilding nearestLocation nearestLocations nearestLocationWithDubbing nearestObject nearestObjects nearestTerrainObjects nearObjects nearObjectsReady nearRoads nearSupplies nearTargets needReload netId netObjNull newOverlay nextMenuItemIndex nextWeatherChange nMenuItems not numberOfEnginesRTD numberToDate objectCurators objectFromNetId objectParent objStatus onBriefingGroup onBriefingNotes onBriefingPlan onBriefingTeamSwitch onCommandModeChanged onDoubleClick onEachFrame onGroupIconClick onGroupIconOverEnter onGroupIconOverLeave onHCGroupSelectionChanged onMapSingleClick onPlayerConnected onPlayerDisconnected onPreloadFinished onPreloadStarted onShowNewObject onTeamSwitch openCuratorInterface openDLCPage openMap openSteamApp openYoutubeVideo or orderGetIn overcast overcastForecast owner param params parseNumber parseSimpleArray parseText parsingNamespace particlesQuality pickWeaponPool pitch pixelGrid pixelGridBase pixelGridNoUIScale pixelH pixelW playableSlotsNumber playableUnits playAction playActionNow player playerRespawnTime playerSide playersNumber playGesture playMission playMove playMoveNow playMusic playScriptedMission playSound playSound3D position positionCameraToWorld posScreenToWorld posWorldToScreen ppEffectAdjust ppEffectCommit ppEffectCommitted ppEffectCreate ppEffectDestroy ppEffectEnable ppEffectEnabled ppEffectForceInNVG precision preloadCamera preloadObject preloadSound preloadTitleObj preloadTitleRsc preprocessFile preprocessFileLineNumbers primaryWeapon primaryWeaponItems primaryWeaponMagazine priority processDiaryLink productVersion profileName profileNamespace profileNameSteam progressLoadingScreen progressPosition progressSetPosition publicVariable publicVariableClient publicVariableServer pushBack pushBackUnique putWeaponPool queryItemsPool queryMagazinePool queryWeaponPool rad radioChannelAdd radioChannelCreate radioChannelRemove radioChannelSetCallSign radioChannelSetLabel radioVolume rain rainbow random rank rankId rating rectangular registeredTasks registerTask reload reloadEnabled remoteControl remoteExec remoteExecCall remoteExecutedOwner remove3DENConnection remove3DENEventHandler remove3DENLayer removeAction removeAll3DENEventHandlers removeAllActions removeAllAssignedItems removeAllContainers removeAllCuratorAddons removeAllCuratorCameraAreas removeAllCuratorEditingAreas removeAllEventHandlers removeAllHandgunItems removeAllItems removeAllItemsWithMagazines removeAllMissionEventHandlers removeAllMPEventHandlers removeAllMusicEventHandlers removeAllOwnedMines removeAllPrimaryWeaponItems removeAllWeapons removeBackpack removeBackpackGlobal removeCuratorAddons removeCuratorCameraArea removeCuratorEditableObjects removeCuratorEditingArea removeDrawIcon removeDrawLinks removeEventHandler removeFromRemainsCollector removeGoggles removeGroupIcon removeHandgunItem removeHeadgear removeItem removeItemFromBackpack removeItemFromUniform removeItemFromVest removeItems removeMagazine removeMagazineGlobal removeMagazines removeMagazinesTurret removeMagazineTurret removeMenuItem removeMissionEventHandler removeMPEventHandler removeMusicEventHandler removeOwnedMine removePrimaryWeaponItem removeSecondaryWeaponItem removeSimpleTask removeSwitchableUnit removeTeamMember removeUniform removeVest removeWeapon removeWeaponAttachmentCargo removeWeaponCargo removeWeaponGlobal removeWeaponTurret reportRemoteTarget requiredVersion resetCamShake resetSubgroupDirection resize resources respawnVehicle restartEditorCamera reveal revealMine reverse reversedMouseY roadAt roadsConnectedTo roleDescription ropeAttachedObjects ropeAttachedTo ropeAttachEnabled ropeAttachTo ropeCreate ropeCut ropeDestroy ropeDetach ropeEndPosition ropeLength ropes ropeUnwind ropeUnwound rotorsForcesRTD rotorsRpmRTD round runInitScript safeZoneH safeZoneW safeZoneWAbs safeZoneX safeZoneXAbs safeZoneY save3DENInventory saveGame saveIdentity saveJoysticks saveOverlay saveProfileNamespace saveStatus saveVar savingEnabled say say2D say3D scopeName score scoreSide screenshot screenToWorld scriptDone scriptName scudState secondaryWeapon secondaryWeaponItems secondaryWeaponMagazine select selectBestPlaces selectDiarySubject selectedEditorObjects selectEditorObject selectionNames selectionPosition selectLeader selectMax selectMin selectNoPlayer selectPlayer selectRandom selectRandomWeighted selectWeapon selectWeaponTurret sendAUMessage sendSimpleCommand sendTask sendTaskResult sendUDPMessage serverCommand serverCommandAvailable serverCommandExecutable serverName serverTime set set3DENAttribute set3DENAttributes set3DENGrid set3DENIconsVisible set3DENLayer set3DENLinesVisible set3DENLogicType set3DENMissionAttribute set3DENMissionAttributes set3DENModelsVisible set3DENObjectType set3DENSelected setAccTime setActualCollectiveRTD setAirplaneThrottle setAirportSide setAmmo setAmmoCargo setAmmoOnPylon setAnimSpeedCoef setAperture setApertureNew setArmoryPoints setAttributes setAutonomous setBehaviour setBleedingRemaining setBrakesRTD setCameraInterest setCamShakeDefParams setCamShakeParams setCamUseTI setCaptive setCenterOfMass setCollisionLight setCombatMode setCompassOscillation setConvoySeparation setCuratorCameraAreaCeiling setCuratorCoef setCuratorEditingAreaType setCuratorWaypointCost setCurrentChannel setCurrentTask setCurrentWaypoint setCustomAimCoef setCustomWeightRTD setDamage setDammage setDate setDebriefingText setDefaultCamera setDestination setDetailMapBlendPars setDir setDirection setDrawIcon setDriveOnPath setDropInterval setDynamicSimulationDistance setDynamicSimulationDistanceCoef setEditorMode setEditorObjectScope setEffectCondition setEngineRPMRTD setFace setFaceAnimation setFatigue setFeatureType setFlagAnimationPhase setFlagOwner setFlagSide setFlagTexture setFog setFormation setFormationTask setFormDir setFriend setFromEditor setFSMVariable setFuel setFuelCargo setGroupIcon setGroupIconParams setGroupIconsSelectable setGroupIconsVisible setGroupId setGroupIdGlobal setGroupOwner setGusts setHideBehind setHit setHitIndex setHitPointDamage setHorizonParallaxCoef setHUDMovementLevels setIdentity setImportance setInfoPanel setLeader setLightAmbient setLightAttenuation setLightBrightness setLightColor setLightDayLight setLightFlareMaxDistance setLightFlareSize setLightIntensity setLightnings setLightUseFlare setLocalWindParams setMagazineTurretAmmo setMarkerAlpha setMarkerAlphaLocal setMarkerBrush setMarkerBrushLocal setMarkerColor setMarkerColorLocal setMarkerDir setMarkerDirLocal setMarkerPos setMarkerPosLocal setMarkerShape setMarkerShapeLocal setMarkerSize setMarkerSizeLocal setMarkerText setMarkerTextLocal setMarkerType setMarkerTypeLocal setMass setMimic setMousePosition setMusicEffect setMusicEventHandler setName setNameSound setObjectArguments setObjectMaterial setObjectMaterialGlobal setObjectProxy setObjectTexture setObjectTextureGlobal setObjectViewDistance setOvercast setOwner setOxygenRemaining setParticleCircle setParticleClass setParticleFire setParticleParams setParticleRandom setPilotCameraDirection setPilotCameraRotation setPilotCameraTarget setPilotLight setPiPEffect setPitch setPlateNumber setPlayable setPlayerRespawnTime setPos setPosASL setPosASL2 setPosASLW setPosATL setPosition setPosWorld setPylonLoadOut setPylonsPriority setRadioMsg setRain setRainbow setRandomLip setRank setRectangular setRepairCargo setRotorBrakeRTD setShadowDistance setShotParents setSide setSimpleTaskAlwaysVisible setSimpleTaskCustomData setSimpleTaskDescription setSimpleTaskDestination setSimpleTaskTarget setSimpleTaskType setSimulWeatherLayers setSize setSkill setSlingLoad setSoundEffect setSpeaker setSpeech setSpeedMode setStamina setStaminaScheme setStatValue setSuppression setSystemOfUnits setTargetAge setTaskMarkerOffset setTaskResult setTaskState setTerrainGrid setText setTimeMultiplier setTitleEffect setTrafficDensity setTrafficDistance setTrafficGap setTrafficSpeed setTriggerActivation setTriggerArea setTriggerStatements setTriggerText setTriggerTimeout setTriggerType setType setUnconscious setUnitAbility setUnitLoadout setUnitPos setUnitPosWeak setUnitRank setUnitRecoilCoefficient setUnitTrait setUnloadInCombat setUserActionText setUserMFDText setUserMFDvalue setVariable setVectorDir setVectorDirAndUp setVectorUp setVehicleAmmo setVehicleAmmoDef setVehicleArmor setVehicleCargo setVehicleId setVehicleLock setVehiclePosition setVehicleRadar setVehicleReceiveRemoteTargets setVehicleReportOwnPosition setVehicleReportRemoteTargets setVehicleTIPars setVehicleVarName setVelocity setVelocityModelSpace setVelocityTransformation setViewDistance setVisibleIfTreeCollapsed setWantedRPMRTD setWaves setWaypointBehaviour setWaypointCombatMode setWaypointCompletionRadius setWaypointDescription setWaypointForceBehaviour setWaypointFormation setWaypointHousePosition setWaypointLoiterRadius setWaypointLoiterType setWaypointName setWaypointPosition setWaypointScript setWaypointSpeed setWaypointStatements setWaypointTimeout setWaypointType setWaypointVisible setWeaponReloadingTime setWind setWindDir setWindForce setWindStr setWingForceScaleRTD setWPPos show3DIcons showChat showCinemaBorder showCommandingMenu showCompass showCuratorCompass showGPS showHUD showLegend showMap shownArtilleryComputer shownChat shownCompass shownCuratorCompass showNewEditorObject shownGPS shownHUD shownMap shownPad shownRadio shownScoretable shownUAVFeed shownWarrant shownWatch showPad showRadio showScoretable showSubtitles showUAVFeed showWarrant showWatch showWaypoint showWaypoints side sideChat sideEnemy sideFriendly sideRadio simpleTasks simulationEnabled simulCloudDensity simulCloudOcclusion simulInClouds simulWeatherSync sin size sizeOf skill skillFinal skipTime sleep sliderPosition sliderRange sliderSetPosition sliderSetRange sliderSetSpeed sliderSpeed slingLoadAssistantShown soldierMagazines someAmmo sort soundVolume spawn speaker speed speedMode splitString sqrt squadParams stance startLoadingScreen step stop stopEngineRTD stopped str sunOrMoon supportInfo suppressFor surfaceIsWater surfaceNormal surfaceType swimInDepth switchableUnits switchAction switchCamera switchGesture switchLight switchMove synchronizedObjects synchronizedTriggers synchronizedWaypoints synchronizeObjectsAdd synchronizeObjectsRemove synchronizeTrigger synchronizeWaypoint systemChat systemOfUnits tan targetKnowledge targets targetsAggregate targetsQuery taskAlwaysVisible taskChildren taskCompleted taskCustomData taskDescription taskDestination taskHint taskMarkerOffset taskParent taskResult taskState taskType teamMember teamName teams teamSwitch teamSwitchEnabled teamType terminate terrainIntersect terrainIntersectASL terrainIntersectAtASL text textLog textLogFormat tg time timeMultiplier titleCut titleFadeOut titleObj titleRsc titleText toArray toFixed toLower toString toUpper triggerActivated triggerActivation triggerArea triggerAttachedVehicle triggerAttachObject triggerAttachVehicle triggerDynamicSimulation triggerStatements triggerText triggerTimeout triggerTimeoutCurrent triggerType turretLocal turretOwner turretUnit tvAdd tvClear tvCollapse tvCollapseAll tvCount tvCurSel tvData tvDelete tvExpand tvExpandAll tvPicture tvSetColor tvSetCurSel tvSetData tvSetPicture tvSetPictureColor tvSetPictureColorDisabled tvSetPictureColorSelected tvSetPictureRight tvSetPictureRightColor tvSetPictureRightColorDisabled tvSetPictureRightColorSelected tvSetText tvSetTooltip tvSetValue tvSort tvSortByValue tvText tvTooltip tvValue type typeName typeOf UAVControl uiNamespace uiSleep unassignCurator unassignItem unassignTeam unassignVehicle underwater uniform uniformContainer uniformItems uniformMagazines unitAddons unitAimPosition unitAimPositionVisual unitBackpack unitIsUAV unitPos unitReady unitRecoilCoefficient units unitsBelowHeight unlinkItem unlockAchievement unregisterTask updateDrawIcon updateMenuItem updateObjectTree useAISteeringComponent useAudioTimeForMoves userInputDisabled vectorAdd vectorCos vectorCrossProduct vectorDiff vectorDir vectorDirVisual vectorDistance vectorDistanceSqr vectorDotProduct vectorFromTo vectorMagnitude vectorMagnitudeSqr vectorModelToWorld vectorModelToWorldVisual vectorMultiply vectorNormalized vectorUp vectorUpVisual vectorWorldToModel vectorWorldToModelVisual vehicle vehicleCargoEnabled vehicleChat vehicleRadio vehicleReceiveRemoteTargets vehicleReportOwnPosition vehicleReportRemoteTargets vehicles vehicleVarName velocity velocityModelSpace verifySignature vest vestContainer vestItems vestMagazines viewDistance visibleCompass visibleGPS visibleMap visiblePosition visiblePositionASL visibleScoretable visibleWatch waves waypointAttachedObject waypointAttachedVehicle waypointAttachObject waypointAttachVehicle waypointBehaviour waypointCombatMode waypointCompletionRadius waypointDescription waypointForceBehaviour waypointFormation waypointHousePosition waypointLoiterRadius waypointLoiterType waypointName waypointPosition waypoints waypointScript waypointsEnabledUAV waypointShow waypointSpeed waypointStatements waypointTimeout waypointTimeoutCurrent waypointType waypointVisible weaponAccessories weaponAccessoriesCargo weaponCargo weaponDirection weaponInertia weaponLowered weapons weaponsItems weaponsItemsCargo weaponState weaponsTurret weightRTD WFSideText wind ",literal:"blufor civilian configNull controlNull displayNull east endl false grpNull independent lineBreak locationNull nil objNull opfor pi resistance scriptNull sideAmbientLife sideEmpty sideLogic sideUnknown taskNull teamMemberNull true west"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.NUMBER_MODE,{className:"variable",begin:/\b_+[a-zA-Z_]\w*/},{className:"title",begin:/[a-zA-Z][a-zA-Z0-9]+_fnc_\w*/},{className:"string",variants:[{begin:'"',end:'"',contains:[{begin:'""',relevance:0}]},{begin:"'",end:"'",contains:[{begin:"''",relevance:0}]}]},t.preprocessor],illegal:/#|^\$ /}}},"UJe/":function(e){e.exports=function(e){return{keywords:{keyword:"BEGIN END if else while do for in break continue delete next nextfile function func exit|10"},contains:[{className:"variable",variants:[{begin:/\$[\w\d#@][\w\d_]*/},{begin:/\$\{(.*?)}/}]},{className:"string",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:/(u|b)?r?'''/,end:/'''/,relevance:10},{begin:/(u|b)?r?"""/,end:/"""/,relevance:10},{begin:/(u|r|ur)'/,end:/'/,relevance:10},{begin:/(u|r|ur)"/,end:/"/,relevance:10},{begin:/(b|br)'/,end:/'/},{begin:/(b|br)"/,end:/"/},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE]},e.REGEXP_MODE,e.HASH_COMMENT_MODE,e.NUMBER_MODE]}}},UL2C:function(e){e.exports=function(e){return{keywords:"false int abstract private char boolean static null if for true while long throw finally protected final return void enum else break new catch byte super case short default double public try this switch continue reverse firstfast firstonly forupdate nofetch sum avg minof maxof count order group by asc desc index hint like dispaly edit client server ttsbegin ttscommit str real date container anytype common div mod",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,{className:"meta",begin:"#",end:"$"},{className:"class",beginKeywords:"class interface",end:"{",excludeEnd:!0,illegal:":",contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]}]}}},UbJx:function(e){e.exports=function(e){var t={className:"variable",variants:[{begin:/\$\d+/},{begin:/\$\{/,end:/}/},{begin:"[\\$\\@]"+e.UNDERSCORE_IDENT_RE}]};return{aliases:["nginxconf"],contains:[e.HASH_COMMENT_MODE,{begin:e.UNDERSCORE_IDENT_RE+"\\s+{",returnBegin:!0,end:"{",contains:[{className:"section",begin:e.UNDERSCORE_IDENT_RE}],relevance:0},{begin:e.UNDERSCORE_IDENT_RE+"\\s",end:";|{",returnBegin:!0,contains:[{className:"attribute",begin:e.UNDERSCORE_IDENT_RE,starts:{endsWithParent:!0,lexemes:"[a-z/_]+",keywords:{literal:"on off yes no true false none blocked debug info notice warn error crit select break last permanent redirect kqueue rtsig epoll poll /dev/poll"},relevance:0,illegal:"=>",contains:[e.HASH_COMMENT_MODE,{className:"string",contains:[e.BACKSLASH_ESCAPE,t],variants:[{begin:/"/,end:/"/},{begin:/'/,end:/'/}]},{begin:"([a-z]+):/",end:"\\s",endsWithParent:!0,excludeEnd:!0,contains:[t]},{className:"regexp",contains:[e.BACKSLASH_ESCAPE,t],variants:[{begin:"\\s\\^",end:"\\s|{|;",returnEnd:!0},{begin:"~\\*?\\s+",end:"\\s|{|;",returnEnd:!0},{begin:"\\*(\\.[a-z\\-]+)+"},{begin:"([a-z\\-]+\\.)+\\*"}]},{className:"number",begin:"\\b\\d{1,3}\\.\\d{1,3}\\.\\d{1,3}\\.\\d{1,3}(:\\d{1,5})?\\b"},{className:"number",begin:"\\b\\d+[kKmMgGdshdwy]*\\b",relevance:0},t]}}],relevance:0}],illegal:"[^\\s\\}]"}}},UjWg:function(e){e.exports=function(e){var t=e.COMMENT("--","$"),r="BIGINT INT8 BIGSERIAL SERIAL8 BIT VARYING VARBIT BOOLEAN BOOL BOX BYTEA CHARACTER CHAR VARCHAR CIDR CIRCLE DATE DOUBLE PRECISION FLOAT8 FLOAT INET INTEGER INT INT4 INTERVAL JSON JSONB LINE LSEG|10 MACADDR MACADDR8 MONEY NUMERIC DEC DECIMAL PATH POINT POLYGON REAL FLOAT4 SMALLINT INT2 SMALLSERIAL|10 SERIAL2|10 SERIAL|10 SERIAL4|10 TEXT TIME ZONE TIMETZ|10 TIMESTAMP TIMESTAMPTZ|10 TSQUERY|10 TSVECTOR|10 TXID_SNAPSHOT|10 UUID XML NATIONAL NCHAR INT4RANGE|10 INT8RANGE|10 NUMRANGE|10 TSRANGE|10 TSTZRANGE|10 DATERANGE|10 ANYELEMENT ANYARRAY ANYNONARRAY ANYENUM ANYRANGE CSTRING INTERNAL RECORD PG_DDL_COMMAND VOID UNKNOWN OPAQUE REFCURSOR NAME OID REGPROC|10 REGPROCEDURE|10 REGOPER|10 REGOPERATOR|10 REGCLASS|10 REGTYPE|10 REGROLE|10 REGNAMESPACE|10 REGCONFIG|10 REGDICTIONARY|10 ",n=r.trim().split(" ").map((function(e){return e.split("|")[0]})).join("|"),o="ARRAY_AGG AVG BIT_AND BIT_OR BOOL_AND BOOL_OR COUNT EVERY JSON_AGG JSONB_AGG JSON_OBJECT_AGG JSONB_OBJECT_AGG MAX MIN MODE STRING_AGG SUM XMLAGG CORR COVAR_POP COVAR_SAMP REGR_AVGX REGR_AVGY REGR_COUNT REGR_INTERCEPT REGR_R2 REGR_SLOPE REGR_SXX REGR_SXY REGR_SYY STDDEV STDDEV_POP STDDEV_SAMP VARIANCE VAR_POP VAR_SAMP PERCENTILE_CONT PERCENTILE_DISC ROW_NUMBER RANK DENSE_RANK PERCENT_RANK CUME_DIST NTILE LAG LEAD FIRST_VALUE LAST_VALUE NTH_VALUE NUM_NONNULLS NUM_NULLS ABS CBRT CEIL CEILING DEGREES DIV EXP FLOOR LN LOG MOD PI POWER RADIANS ROUND SCALE SIGN SQRT TRUNC WIDTH_BUCKET RANDOM SETSEED ACOS ACOSD ASIN ASIND ATAN ATAND ATAN2 ATAN2D COS COSD COT COTD SIN SIND TAN TAND BIT_LENGTH CHAR_LENGTH CHARACTER_LENGTH LOWER OCTET_LENGTH OVERLAY POSITION SUBSTRING TREAT TRIM UPPER ASCII BTRIM CHR CONCAT CONCAT_WS CONVERT CONVERT_FROM CONVERT_TO DECODE ENCODE INITCAPLEFT LENGTH LPAD LTRIM MD5 PARSE_IDENT PG_CLIENT_ENCODING QUOTE_IDENT|10 QUOTE_LITERAL|10 QUOTE_NULLABLE|10 REGEXP_MATCH REGEXP_MATCHES REGEXP_REPLACE REGEXP_SPLIT_TO_ARRAY REGEXP_SPLIT_TO_TABLE REPEAT REPLACE REVERSE RIGHT RPAD RTRIM SPLIT_PART STRPOS SUBSTR TO_ASCII TO_HEX TRANSLATE OCTET_LENGTH GET_BIT GET_BYTE SET_BIT SET_BYTE TO_CHAR TO_DATE TO_NUMBER TO_TIMESTAMP AGE CLOCK_TIMESTAMP|10 DATE_PART DATE_TRUNC ISFINITE JUSTIFY_DAYS JUSTIFY_HOURS JUSTIFY_INTERVAL MAKE_DATE MAKE_INTERVAL|10 MAKE_TIME MAKE_TIMESTAMP|10 MAKE_TIMESTAMPTZ|10 NOW STATEMENT_TIMESTAMP|10 TIMEOFDAY TRANSACTION_TIMESTAMP|10 ENUM_FIRST ENUM_LAST ENUM_RANGE AREA CENTER DIAMETER HEIGHT ISCLOSED ISOPEN NPOINTS PCLOSE POPEN RADIUS WIDTH BOX BOUND_BOX CIRCLE LINE LSEG PATH POLYGON ABBREV BROADCAST HOST HOSTMASK MASKLEN NETMASK NETWORK SET_MASKLEN TEXT INET_SAME_FAMILYINET_MERGE MACADDR8_SET7BIT ARRAY_TO_TSVECTOR GET_CURRENT_TS_CONFIG NUMNODE PLAINTO_TSQUERY PHRASETO_TSQUERY WEBSEARCH_TO_TSQUERY QUERYTREE SETWEIGHT STRIP TO_TSQUERY TO_TSVECTOR JSON_TO_TSVECTOR JSONB_TO_TSVECTOR TS_DELETE TS_FILTER TS_HEADLINE TS_RANK TS_RANK_CD TS_REWRITE TSQUERY_PHRASE TSVECTOR_TO_ARRAY TSVECTOR_UPDATE_TRIGGER TSVECTOR_UPDATE_TRIGGER_COLUMN XMLCOMMENT XMLCONCAT XMLELEMENT XMLFOREST XMLPI XMLROOT XMLEXISTS XML_IS_WELL_FORMED XML_IS_WELL_FORMED_DOCUMENT XML_IS_WELL_FORMED_CONTENT XPATH XPATH_EXISTS XMLTABLE XMLNAMESPACES TABLE_TO_XML TABLE_TO_XMLSCHEMA TABLE_TO_XML_AND_XMLSCHEMA QUERY_TO_XML QUERY_TO_XMLSCHEMA QUERY_TO_XML_AND_XMLSCHEMA CURSOR_TO_XML CURSOR_TO_XMLSCHEMA SCHEMA_TO_XML SCHEMA_TO_XMLSCHEMA SCHEMA_TO_XML_AND_XMLSCHEMA DATABASE_TO_XML DATABASE_TO_XMLSCHEMA DATABASE_TO_XML_AND_XMLSCHEMA XMLATTRIBUTES TO_JSON TO_JSONB ARRAY_TO_JSON ROW_TO_JSON JSON_BUILD_ARRAY JSONB_BUILD_ARRAY JSON_BUILD_OBJECT JSONB_BUILD_OBJECT JSON_OBJECT JSONB_OBJECT JSON_ARRAY_LENGTH JSONB_ARRAY_LENGTH JSON_EACH JSONB_EACH JSON_EACH_TEXT JSONB_EACH_TEXT JSON_EXTRACT_PATH JSONB_EXTRACT_PATH JSON_OBJECT_KEYS JSONB_OBJECT_KEYS JSON_POPULATE_RECORD JSONB_POPULATE_RECORD JSON_POPULATE_RECORDSET JSONB_POPULATE_RECORDSET JSON_ARRAY_ELEMENTS JSONB_ARRAY_ELEMENTS JSON_ARRAY_ELEMENTS_TEXT JSONB_ARRAY_ELEMENTS_TEXT JSON_TYPEOF JSONB_TYPEOF JSON_TO_RECORD JSONB_TO_RECORD JSON_TO_RECORDSET JSONB_TO_RECORDSET JSON_STRIP_NULLS JSONB_STRIP_NULLS JSONB_SET JSONB_INSERT JSONB_PRETTY CURRVAL LASTVAL NEXTVAL SETVAL COALESCE NULLIF GREATEST LEAST ARRAY_APPEND ARRAY_CAT ARRAY_NDIMS ARRAY_DIMS ARRAY_FILL ARRAY_LENGTH ARRAY_LOWER ARRAY_POSITION ARRAY_POSITIONS ARRAY_PREPEND ARRAY_REMOVE ARRAY_REPLACE ARRAY_TO_STRING ARRAY_UPPER CARDINALITY STRING_TO_ARRAY UNNEST ISEMPTY LOWER_INC UPPER_INC LOWER_INF UPPER_INF RANGE_MERGE GENERATE_SERIES GENERATE_SUBSCRIPTS CURRENT_DATABASE CURRENT_QUERY CURRENT_SCHEMA|10 CURRENT_SCHEMAS|10 INET_CLIENT_ADDR INET_CLIENT_PORT INET_SERVER_ADDR INET_SERVER_PORT ROW_SECURITY_ACTIVE FORMAT_TYPE TO_REGCLASS TO_REGPROC TO_REGPROCEDURE TO_REGOPER TO_REGOPERATOR TO_REGTYPE TO_REGNAMESPACE TO_REGROLE COL_DESCRIPTION OBJ_DESCRIPTION SHOBJ_DESCRIPTION TXID_CURRENT TXID_CURRENT_IF_ASSIGNED TXID_CURRENT_SNAPSHOT TXID_SNAPSHOT_XIP TXID_SNAPSHOT_XMAX TXID_SNAPSHOT_XMIN TXID_VISIBLE_IN_SNAPSHOT TXID_STATUS CURRENT_SETTING SET_CONFIG BRIN_SUMMARIZE_NEW_VALUES BRIN_SUMMARIZE_RANGE BRIN_DESUMMARIZE_RANGE GIN_CLEAN_PENDING_LIST SUPPRESS_REDUNDANT_UPDATES_TRIGGER LO_FROM_BYTEA LO_PUT LO_GET LO_CREAT LO_CREATE LO_UNLINK LO_IMPORT LO_EXPORT LOREAD LOWRITE GROUPING CAST ".trim().split(" ").map((function(e){return e.split("|")[0]})).join("|");return{aliases:["postgres","postgresql"],case_insensitive:!0,keywords:{keyword:"ABORT ALTER ANALYZE BEGIN CALL CHECKPOINT|10 CLOSE CLUSTER COMMENT COMMIT COPY CREATE DEALLOCATE DECLARE DELETE DISCARD DO DROP END EXECUTE EXPLAIN FETCH GRANT IMPORT INSERT LISTEN LOAD LOCK MOVE NOTIFY PREPARE REASSIGN|10 REFRESH REINDEX RELEASE RESET REVOKE ROLLBACK SAVEPOINT SECURITY SELECT SET SHOW START TRUNCATE UNLISTEN|10 UPDATE VACUUM|10 VALUES AGGREGATE COLLATION CONVERSION|10 DATABASE DEFAULT PRIVILEGES DOMAIN TRIGGER EXTENSION FOREIGN WRAPPER|10 TABLE FUNCTION GROUP LANGUAGE LARGE OBJECT MATERIALIZED VIEW OPERATOR CLASS FAMILY POLICY PUBLICATION|10 ROLE RULE SCHEMA SEQUENCE SERVER STATISTICS SUBSCRIPTION SYSTEM TABLESPACE CONFIGURATION DICTIONARY PARSER TEMPLATE TYPE USER MAPPING PREPARED ACCESS METHOD CAST AS TRANSFORM TRANSACTION OWNED TO INTO SESSION AUTHORIZATION INDEX PROCEDURE ASSERTION ALL ANALYSE AND ANY ARRAY ASC ASYMMETRIC|10 BOTH CASE CHECK COLLATE COLUMN CONCURRENTLY|10 CONSTRAINT CROSS DEFERRABLE RANGE DESC DISTINCT ELSE EXCEPT FOR FREEZE|10 FROM FULL HAVING ILIKE IN INITIALLY INNER INTERSECT IS ISNULL JOIN LATERAL LEADING LIKE LIMIT NATURAL NOT NOTNULL NULL OFFSET ON ONLY OR ORDER OUTER OVERLAPS PLACING PRIMARY REFERENCES RETURNING SIMILAR SOME SYMMETRIC TABLESAMPLE THEN TRAILING UNION UNIQUE USING VARIADIC|10 VERBOSE WHEN WHERE WINDOW WITH BY RETURNS INOUT OUT SETOF|10 IF STRICT CURRENT CONTINUE OWNER LOCATION OVER PARTITION WITHIN BETWEEN ESCAPE EXTERNAL INVOKER DEFINER WORK RENAME VERSION CONNECTION CONNECT TABLES TEMP TEMPORARY FUNCTIONS SEQUENCES TYPES SCHEMAS OPTION CASCADE RESTRICT ADD ADMIN EXISTS VALID VALIDATE ENABLE DISABLE REPLICA|10 ALWAYS PASSING COLUMNS PATH REF VALUE OVERRIDING IMMUTABLE STABLE VOLATILE BEFORE AFTER EACH ROW PROCEDURAL ROUTINE NO HANDLER VALIDATOR OPTIONS STORAGE OIDS|10 WITHOUT INHERIT DEPENDS CALLED INPUT LEAKPROOF|10 COST ROWS NOWAIT SEARCH UNTIL ENCRYPTED|10 PASSWORD CONFLICT|10 INSTEAD INHERITS CHARACTERISTICS WRITE CURSOR ALSO STATEMENT SHARE EXCLUSIVE INLINE ISOLATION REPEATABLE READ COMMITTED SERIALIZABLE UNCOMMITTED LOCAL GLOBAL SQL PROCEDURES RECURSIVE SNAPSHOT ROLLUP CUBE TRUSTED|10 INCLUDE FOLLOWING PRECEDING UNBOUNDED RANGE GROUPS UNENCRYPTED|10 SYSID FORMAT DELIMITER HEADER QUOTE ENCODING FILTER OFF FORCE_QUOTE FORCE_NOT_NULL FORCE_NULL COSTS BUFFERS TIMING SUMMARY DISABLE_PAGE_SKIPPING RESTART CYCLE GENERATED IDENTITY DEFERRED IMMEDIATE LEVEL LOGGED UNLOGGED OF NOTHING NONE EXCLUDE ATTRIBUTE USAGE ROUTINES TRUE FALSE NAN INFINITY ALIAS BEGIN CONSTANT DECLARE END EXCEPTION RETURN PERFORM|10 RAISE GET DIAGNOSTICS STACKED|10 FOREACH LOOP ELSIF EXIT WHILE REVERSE SLICE DEBUG LOG INFO NOTICE WARNING ASSERT OPEN SUPERUSER NOSUPERUSER CREATEDB NOCREATEDB CREATEROLE NOCREATEROLE INHERIT NOINHERIT LOGIN NOLOGIN REPLICATION NOREPLICATION BYPASSRLS NOBYPASSRLS ",built_in:"CURRENT_TIME CURRENT_TIMESTAMP CURRENT_USER CURRENT_CATALOG|10 CURRENT_DATE LOCALTIME LOCALTIMESTAMP CURRENT_ROLE|10 CURRENT_SCHEMA|10 SESSION_USER PUBLIC FOUND NEW OLD TG_NAME|10 TG_WHEN|10 TG_LEVEL|10 TG_OP|10 TG_RELID|10 TG_RELNAME|10 TG_TABLE_NAME|10 TG_TABLE_SCHEMA|10 TG_NARGS|10 TG_ARGV|10 TG_EVENT|10 TG_TAG|10 ROW_COUNT RESULT_OID|10 PG_CONTEXT|10 RETURNED_SQLSTATE COLUMN_NAME CONSTRAINT_NAME PG_DATATYPE_NAME|10 MESSAGE_TEXT TABLE_NAME SCHEMA_NAME PG_EXCEPTION_DETAIL|10 PG_EXCEPTION_HINT|10 PG_EXCEPTION_CONTEXT|10 SQLSTATE SQLERRM|10 SUCCESSFUL_COMPLETION WARNING DYNAMIC_RESULT_SETS_RETURNED IMPLICIT_ZERO_BIT_PADDING NULL_VALUE_ELIMINATED_IN_SET_FUNCTION PRIVILEGE_NOT_GRANTED PRIVILEGE_NOT_REVOKED STRING_DATA_RIGHT_TRUNCATION DEPRECATED_FEATURE NO_DATA NO_ADDITIONAL_DYNAMIC_RESULT_SETS_RETURNED SQL_STATEMENT_NOT_YET_COMPLETE CONNECTION_EXCEPTION CONNECTION_DOES_NOT_EXIST CONNECTION_FAILURE SQLCLIENT_UNABLE_TO_ESTABLISH_SQLCONNECTION SQLSERVER_REJECTED_ESTABLISHMENT_OF_SQLCONNECTION TRANSACTION_RESOLUTION_UNKNOWN PROTOCOL_VIOLATION TRIGGERED_ACTION_EXCEPTION FEATURE_NOT_SUPPORTED INVALID_TRANSACTION_INITIATION LOCATOR_EXCEPTION INVALID_LOCATOR_SPECIFICATION INVALID_GRANTOR INVALID_GRANT_OPERATION INVALID_ROLE_SPECIFICATION DIAGNOSTICS_EXCEPTION STACKED_DIAGNOSTICS_ACCESSED_WITHOUT_ACTIVE_HANDLER CASE_NOT_FOUND CARDINALITY_VIOLATION DATA_EXCEPTION ARRAY_SUBSCRIPT_ERROR CHARACTER_NOT_IN_REPERTOIRE DATETIME_FIELD_OVERFLOW DIVISION_BY_ZERO ERROR_IN_ASSIGNMENT ESCAPE_CHARACTER_CONFLICT INDICATOR_OVERFLOW INTERVAL_FIELD_OVERFLOW INVALID_ARGUMENT_FOR_LOGARITHM INVALID_ARGUMENT_FOR_NTILE_FUNCTION INVALID_ARGUMENT_FOR_NTH_VALUE_FUNCTION INVALID_ARGUMENT_FOR_POWER_FUNCTION INVALID_ARGUMENT_FOR_WIDTH_BUCKET_FUNCTION INVALID_CHARACTER_VALUE_FOR_CAST INVALID_DATETIME_FORMAT INVALID_ESCAPE_CHARACTER INVALID_ESCAPE_OCTET INVALID_ESCAPE_SEQUENCE NONSTANDARD_USE_OF_ESCAPE_CHARACTER INVALID_INDICATOR_PARAMETER_VALUE INVALID_PARAMETER_VALUE INVALID_REGULAR_EXPRESSION INVALID_ROW_COUNT_IN_LIMIT_CLAUSE INVALID_ROW_COUNT_IN_RESULT_OFFSET_CLAUSE INVALID_TABLESAMPLE_ARGUMENT INVALID_TABLESAMPLE_REPEAT INVALID_TIME_ZONE_DISPLACEMENT_VALUE INVALID_USE_OF_ESCAPE_CHARACTER MOST_SPECIFIC_TYPE_MISMATCH NULL_VALUE_NOT_ALLOWED NULL_VALUE_NO_INDICATOR_PARAMETER NUMERIC_VALUE_OUT_OF_RANGE SEQUENCE_GENERATOR_LIMIT_EXCEEDED STRING_DATA_LENGTH_MISMATCH STRING_DATA_RIGHT_TRUNCATION SUBSTRING_ERROR TRIM_ERROR UNTERMINATED_C_STRING ZERO_LENGTH_CHARACTER_STRING FLOATING_POINT_EXCEPTION INVALID_TEXT_REPRESENTATION INVALID_BINARY_REPRESENTATION BAD_COPY_FILE_FORMAT UNTRANSLATABLE_CHARACTER NOT_AN_XML_DOCUMENT INVALID_XML_DOCUMENT INVALID_XML_CONTENT INVALID_XML_COMMENT INVALID_XML_PROCESSING_INSTRUCTION INTEGRITY_CONSTRAINT_VIOLATION RESTRICT_VIOLATION NOT_NULL_VIOLATION FOREIGN_KEY_VIOLATION UNIQUE_VIOLATION CHECK_VIOLATION EXCLUSION_VIOLATION INVALID_CURSOR_STATE INVALID_TRANSACTION_STATE ACTIVE_SQL_TRANSACTION BRANCH_TRANSACTION_ALREADY_ACTIVE HELD_CURSOR_REQUIRES_SAME_ISOLATION_LEVEL INAPPROPRIATE_ACCESS_MODE_FOR_BRANCH_TRANSACTION INAPPROPRIATE_ISOLATION_LEVEL_FOR_BRANCH_TRANSACTION NO_ACTIVE_SQL_TRANSACTION_FOR_BRANCH_TRANSACTION READ_ONLY_SQL_TRANSACTION SCHEMA_AND_DATA_STATEMENT_MIXING_NOT_SUPPORTED NO_ACTIVE_SQL_TRANSACTION IN_FAILED_SQL_TRANSACTION IDLE_IN_TRANSACTION_SESSION_TIMEOUT INVALID_SQL_STATEMENT_NAME TRIGGERED_DATA_CHANGE_VIOLATION INVALID_AUTHORIZATION_SPECIFICATION INVALID_PASSWORD DEPENDENT_PRIVILEGE_DESCRIPTORS_STILL_EXIST DEPENDENT_OBJECTS_STILL_EXIST INVALID_TRANSACTION_TERMINATION SQL_ROUTINE_EXCEPTION FUNCTION_EXECUTED_NO_RETURN_STATEMENT MODIFYING_SQL_DATA_NOT_PERMITTED PROHIBITED_SQL_STATEMENT_ATTEMPTED READING_SQL_DATA_NOT_PERMITTED INVALID_CURSOR_NAME EXTERNAL_ROUTINE_EXCEPTION CONTAINING_SQL_NOT_PERMITTED MODIFYING_SQL_DATA_NOT_PERMITTED PROHIBITED_SQL_STATEMENT_ATTEMPTED READING_SQL_DATA_NOT_PERMITTED EXTERNAL_ROUTINE_INVOCATION_EXCEPTION INVALID_SQLSTATE_RETURNED NULL_VALUE_NOT_ALLOWED TRIGGER_PROTOCOL_VIOLATED SRF_PROTOCOL_VIOLATED EVENT_TRIGGER_PROTOCOL_VIOLATED SAVEPOINT_EXCEPTION INVALID_SAVEPOINT_SPECIFICATION INVALID_CATALOG_NAME INVALID_SCHEMA_NAME TRANSACTION_ROLLBACK TRANSACTION_INTEGRITY_CONSTRAINT_VIOLATION SERIALIZATION_FAILURE STATEMENT_COMPLETION_UNKNOWN DEADLOCK_DETECTED SYNTAX_ERROR_OR_ACCESS_RULE_VIOLATION SYNTAX_ERROR INSUFFICIENT_PRIVILEGE CANNOT_COERCE GROUPING_ERROR WINDOWING_ERROR INVALID_RECURSION INVALID_FOREIGN_KEY INVALID_NAME NAME_TOO_LONG RESERVED_NAME DATATYPE_MISMATCH INDETERMINATE_DATATYPE COLLATION_MISMATCH INDETERMINATE_COLLATION WRONG_OBJECT_TYPE GENERATED_ALWAYS UNDEFINED_COLUMN UNDEFINED_FUNCTION UNDEFINED_TABLE UNDEFINED_PARAMETER UNDEFINED_OBJECT DUPLICATE_COLUMN DUPLICATE_CURSOR DUPLICATE_DATABASE DUPLICATE_FUNCTION DUPLICATE_PREPARED_STATEMENT DUPLICATE_SCHEMA DUPLICATE_TABLE DUPLICATE_ALIAS DUPLICATE_OBJECT AMBIGUOUS_COLUMN AMBIGUOUS_FUNCTION AMBIGUOUS_PARAMETER AMBIGUOUS_ALIAS INVALID_COLUMN_REFERENCE INVALID_COLUMN_DEFINITION INVALID_CURSOR_DEFINITION INVALID_DATABASE_DEFINITION INVALID_FUNCTION_DEFINITION INVALID_PREPARED_STATEMENT_DEFINITION INVALID_SCHEMA_DEFINITION INVALID_TABLE_DEFINITION INVALID_OBJECT_DEFINITION WITH_CHECK_OPTION_VIOLATION INSUFFICIENT_RESOURCES DISK_FULL OUT_OF_MEMORY TOO_MANY_CONNECTIONS CONFIGURATION_LIMIT_EXCEEDED PROGRAM_LIMIT_EXCEEDED STATEMENT_TOO_COMPLEX TOO_MANY_COLUMNS TOO_MANY_ARGUMENTS OBJECT_NOT_IN_PREREQUISITE_STATE OBJECT_IN_USE CANT_CHANGE_RUNTIME_PARAM LOCK_NOT_AVAILABLE OPERATOR_INTERVENTION QUERY_CANCELED ADMIN_SHUTDOWN CRASH_SHUTDOWN CANNOT_CONNECT_NOW DATABASE_DROPPED SYSTEM_ERROR IO_ERROR UNDEFINED_FILE DUPLICATE_FILE SNAPSHOT_TOO_OLD CONFIG_FILE_ERROR LOCK_FILE_EXISTS FDW_ERROR FDW_COLUMN_NAME_NOT_FOUND FDW_DYNAMIC_PARAMETER_VALUE_NEEDED FDW_FUNCTION_SEQUENCE_ERROR FDW_INCONSISTENT_DESCRIPTOR_INFORMATION FDW_INVALID_ATTRIBUTE_VALUE FDW_INVALID_COLUMN_NAME FDW_INVALID_COLUMN_NUMBER FDW_INVALID_DATA_TYPE FDW_INVALID_DATA_TYPE_DESCRIPTORS FDW_INVALID_DESCRIPTOR_FIELD_IDENTIFIER FDW_INVALID_HANDLE FDW_INVALID_OPTION_INDEX FDW_INVALID_OPTION_NAME FDW_INVALID_STRING_LENGTH_OR_BUFFER_LENGTH FDW_INVALID_STRING_FORMAT FDW_INVALID_USE_OF_NULL_POINTER FDW_TOO_MANY_HANDLES FDW_OUT_OF_MEMORY FDW_NO_SCHEMAS FDW_OPTION_NAME_NOT_FOUND FDW_REPLY_HANDLE FDW_SCHEMA_NOT_FOUND FDW_TABLE_NOT_FOUND FDW_UNABLE_TO_CREATE_EXECUTION FDW_UNABLE_TO_CREATE_REPLY FDW_UNABLE_TO_ESTABLISH_CONNECTION PLPGSQL_ERROR RAISE_EXCEPTION NO_DATA_FOUND TOO_MANY_ROWS ASSERT_FAILURE INTERNAL_ERROR DATA_CORRUPTED INDEX_CORRUPTED "},illegal:/:==|\W\s*\(\*|(^|\s)\$[a-z]|{{|[a-z]:\s*$|\.\.\.|TO:|DO:/,contains:[{className:"keyword",variants:[{begin:/\bTEXT\s*SEARCH\b/},{begin:/\b(PRIMARY|FOREIGN|FOR(\s+NO)?)\s+KEY\b/},{begin:/\bPARALLEL\s+(UNSAFE|RESTRICTED|SAFE)\b/},{begin:/\bSTORAGE\s+(PLAIN|EXTERNAL|EXTENDED|MAIN)\b/},{begin:/\bMATCH\s+(FULL|PARTIAL|SIMPLE)\b/},{begin:/\bNULLS\s+(FIRST|LAST)\b/},{begin:/\bEVENT\s+TRIGGER\b/},{begin:/\b(MAPPING|OR)\s+REPLACE\b/},{begin:/\b(FROM|TO)\s+(PROGRAM|STDIN|STDOUT)\b/},{begin:/\b(SHARE|EXCLUSIVE)\s+MODE\b/},{begin:/\b(LEFT|RIGHT)\s+(OUTER\s+)?JOIN\b/},{begin:/\b(FETCH|MOVE)\s+(NEXT|PRIOR|FIRST|LAST|ABSOLUTE|RELATIVE|FORWARD|BACKWARD)\b/},{begin:/\bPRESERVE\s+ROWS\b/},{begin:/\bDISCARD\s+PLANS\b/},{begin:/\bREFERENCING\s+(OLD|NEW)\b/},{begin:/\bSKIP\s+LOCKED\b/},{begin:/\bGROUPING\s+SETS\b/},{begin:/\b(BINARY|INSENSITIVE|SCROLL|NO\s+SCROLL)\s+(CURSOR|FOR)\b/},{begin:/\b(WITH|WITHOUT)\s+HOLD\b/},{begin:/\bWITH\s+(CASCADED|LOCAL)\s+CHECK\s+OPTION\b/},{begin:/\bEXCLUDE\s+(TIES|NO\s+OTHERS)\b/},{begin:/\bFORMAT\s+(TEXT|XML|JSON|YAML)\b/},{begin:/\bSET\s+((SESSION|LOCAL)\s+)?NAMES\b/},{begin:/\bIS\s+(NOT\s+)?UNKNOWN\b/},{begin:/\bSECURITY\s+LABEL\b/},{begin:/\bSTANDALONE\s+(YES|NO|NO\s+VALUE)\b/},{begin:/\bWITH\s+(NO\s+)?DATA\b/},{begin:/\b(FOREIGN|SET)\s+DATA\b/},{begin:/\bSET\s+(CATALOG|CONSTRAINTS)\b/},{begin:/\b(WITH|FOR)\s+ORDINALITY\b/},{begin:/\bIS\s+(NOT\s+)?DOCUMENT\b/},{begin:/\bXML\s+OPTION\s+(DOCUMENT|CONTENT)\b/},{begin:/\b(STRIP|PRESERVE)\s+WHITESPACE\b/},{begin:/\bNO\s+(ACTION|MAXVALUE|MINVALUE)\b/},{begin:/\bPARTITION\s+BY\s+(RANGE|LIST|HASH)\b/},{begin:/\bAT\s+TIME\s+ZONE\b/},{begin:/\bGRANTED\s+BY\b/},{begin:/\bRETURN\s+(QUERY|NEXT)\b/},{begin:/\b(ATTACH|DETACH)\s+PARTITION\b/},{begin:/\bFORCE\s+ROW\s+LEVEL\s+SECURITY\b/},{begin:/\b(INCLUDING|EXCLUDING)\s+(COMMENTS|CONSTRAINTS|DEFAULTS|IDENTITY|INDEXES|STATISTICS|STORAGE|ALL)\b/},{begin:/\bAS\s+(ASSIGNMENT|IMPLICIT|PERMISSIVE|RESTRICTIVE|ENUM|RANGE)\b/}]},{begin:/\b(FORMAT|FAMILY|VERSION)\s*\(/},{begin:/\bINCLUDE\s*\(/,keywords:"INCLUDE"},{begin:/\bRANGE(?!\s*(BETWEEN|UNBOUNDED|CURRENT|[-0-9]+))/},{begin:/\b(VERSION|OWNER|TEMPLATE|TABLESPACE|CONNECTION\s+LIMIT|PROCEDURE|RESTRICT|JOIN|PARSER|COPY|START|END|COLLATION|INPUT|ANALYZE|STORAGE|LIKE|DEFAULT|DELIMITER|ENCODING|COLUMN|CONSTRAINT|TABLE|SCHEMA)\s*=/},{begin:/\b(PG_\w+?|HAS_[A-Z_]+_PRIVILEGE)\b/,relevance:10},{begin:/\bEXTRACT\s*\(/,end:/\bFROM\b/,returnEnd:!0,keywords:{type:"CENTURY DAY DECADE DOW DOY EPOCH HOUR ISODOW ISOYEAR MICROSECONDS MILLENNIUM MILLISECONDS MINUTE MONTH QUARTER SECOND TIMEZONE TIMEZONE_HOUR TIMEZONE_MINUTE WEEK YEAR"}},{begin:/\b(XMLELEMENT|XMLPI)\s*\(\s*NAME/,keywords:{keyword:"NAME"}},{begin:/\b(XMLPARSE|XMLSERIALIZE)\s*\(\s*(DOCUMENT|CONTENT)/,keywords:{keyword:"DOCUMENT CONTENT"}},{beginKeywords:"CACHE INCREMENT MAXVALUE MINVALUE",end:e.C_NUMBER_RE,returnEnd:!0,keywords:"BY CACHE INCREMENT MAXVALUE MINVALUE"},{className:"type",begin:/\b(WITH|WITHOUT)\s+TIME\s+ZONE\b/},{className:"type",begin:/\bINTERVAL\s+(YEAR|MONTH|DAY|HOUR|MINUTE|SECOND)(\s+TO\s+(MONTH|HOUR|MINUTE|SECOND))?\b/},{begin:/\bRETURNS\s+(LANGUAGE_HANDLER|TRIGGER|EVENT_TRIGGER|FDW_HANDLER|INDEX_AM_HANDLER|TSM_HANDLER)\b/,keywords:{keyword:"RETURNS",type:"LANGUAGE_HANDLER TRIGGER EVENT_TRIGGER FDW_HANDLER INDEX_AM_HANDLER TSM_HANDLER"}},{begin:"\\b("+o+")\\s*\\("},{begin:"\\.("+n+")\\b"},{begin:"\\b("+n+")\\s+PATH\\b",keywords:{keyword:"PATH",type:r.replace("PATH ","")}},{className:"type",begin:"\\b("+n+")\\b"},{className:"string",begin:"'",end:"'",contains:[{begin:"''"}]},{className:"string",begin:"(e|E|u&|U&)'",end:"'",contains:[{begin:"\\\\."}],relevance:10},{begin:"\\$([a-zA-Z_]?|[a-zA-Z_][a-zA-Z_0-9]*)\\$",endSameAsBegin:!0,contains:[{subLanguage:["pgsql","perl","python","tcl","r","lua","java","php","ruby","bash","scheme","xml","json"],endsWithParent:!0}]},{begin:'"',end:'"',contains:[{begin:'""'}]},e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE,t,{className:"meta",variants:[{begin:"%(ROW)?TYPE",relevance:10},{begin:"\\$\\d+"},{begin:"^#\\w",end:"$"}]},{className:"symbol",begin:"<<\\s*[a-zA-Z_][a-zA-Z_0-9$]*\\s*>>",relevance:10}]}}},VPep:function(e,t,r){"use strict";function n(e){try{for(var t=e,r=[],n=0,a=0,i=" > ".length,s=void 0;t&&n++<5&&!("html"===(s=o(t))||n>1&&a+r.length*i+s.length>=80);)r.push(s),a+=s.length,t=t.parentNode;return r.reverse().join(" > ")}catch(e){return""}}function o(e){var t,r,n,o,i,s=e,l=[];if(!s||!s.tagName)return"";if(l.push(s.tagName.toLowerCase()),s.id&&l.push("#"+s.id),(t=s.className)&&Object(a.k)(t))for(r=t.split(/\s+/),i=0;i]*>/,end:/$/,illegal:"\\n"},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},a=e.IDENT_RE+"\\s*\\(",i={keyword:"int float while private char catch import module export virtual operator sizeof dynamic_cast|10 typedef const_cast|10 const for static_cast|10 union namespace unsigned long volatile static protected bool template mutable if public friend do goto auto void enum else break extern using asm case typeid short reinterpret_cast|10 default double register explicit signed typename try this switch continue inline delete alignof constexpr decltype noexcept static_assert thread_local restrict _Bool complex _Complex _Imaginary atomic_bool atomic_char atomic_schar atomic_uchar atomic_short atomic_ushort atomic_int atomic_uint atomic_long atomic_ulong atomic_llong atomic_ullong new throw return and or not",built_in:"std string cin cout cerr clog stdin stdout stderr stringstream istringstream ostringstream auto_ptr deque list queue stack vector map set bitset multiset multimap unordered_set unordered_map unordered_multiset unordered_multimap array shared_ptr abort abs acos asin atan2 atan calloc ceil cosh cos exit exp fabs floor fmod fprintf fputs free frexp fscanf isalnum isalpha iscntrl isdigit isgraph islower isprint ispunct isspace isupper isxdigit tolower toupper labs ldexp log10 log malloc realloc memchr memcmp memcpy memset modf pow printf putchar puts scanf sinh sin snprintf sprintf sqrt sscanf strcat strchr strcmp strcpy strcspn strlen strncat strncmp strncpy strpbrk strrchr strspn strstr tanh tan vfprintf vprintf vsprintf endl initializer_list unique_ptr",literal:"true false nullptr NULL"},s=[t,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,n,r];return{aliases:["c","cc","h","c++","h++","hpp","hh","hxx","cxx"],keywords:i,illegal:"",keywords:i,contains:["self",t]},{begin:e.IDENT_RE+"::",keywords:i},{variants:[{begin:/=/,end:/;/},{begin:/\(/,end:/\)/},{beginKeywords:"new throw return else",end:/;/}],keywords:i,contains:s.concat([{begin:/\(/,end:/\)/,keywords:i,contains:s.concat(["self"]),relevance:0}]),relevance:0},{className:"function",begin:"("+e.IDENT_RE+"[\\*&\\s]+)+"+a,returnBegin:!0,end:/[{;=]/,excludeEnd:!0,keywords:i,illegal:/[^\w\s\*&]/,contains:[{begin:a,returnBegin:!0,contains:[e.TITLE_MODE],relevance:0},{className:"params",begin:/\(/,end:/\)/,keywords:i,relevance:0,contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,n,t,{begin:/\(/,end:/\)/,keywords:i,relevance:0,contains:["self",e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,n,t]}]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,o]},{className:"class",beginKeywords:"class struct",end:/[{;:]/,contains:[{begin://,contains:["self"]},e.TITLE_MODE]}]),exports:{preprocessor:o,strings:r,keywords:i}}}},Vbkg:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#b7a68e url(./brown-papersq.png)",color:"#363c69"},"hljs-keyword":{color:"#005599",fontWeight:"bold"},"hljs-selector-tag":{color:"#005599",fontWeight:"bold"},"hljs-literal":{color:"#005599",fontWeight:"bold"},"hljs-subst":{color:"#363c69"},"hljs-string":{color:"#2c009f"},"hljs-title":{color:"#2c009f",fontWeight:"bold"},"hljs-section":{color:"#2c009f",fontWeight:"bold"},"hljs-type":{color:"#2c009f",fontWeight:"bold"},"hljs-attribute":{color:"#2c009f"},"hljs-symbol":{color:"#2c009f"},"hljs-bullet":{color:"#2c009f"},"hljs-built_in":{color:"#2c009f"},"hljs-addition":{color:"#2c009f"},"hljs-variable":{color:"#2c009f"},"hljs-template-tag":{color:"#2c009f"},"hljs-template-variable":{color:"#2c009f"},"hljs-link":{color:"#2c009f"},"hljs-name":{color:"#2c009f",fontWeight:"bold"},"hljs-comment":{color:"#802022"},"hljs-quote":{color:"#802022"},"hljs-meta":{color:"#802022"},"hljs-deletion":{color:"#802022"},"hljs-doctag":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},Vpya:function(e){e.exports=function(e){return{aliases:["capnp"],keywords:{keyword:"struct enum interface union group import using const annotation extends in of on as with from fixed",built_in:"Void Bool Int8 Int16 Int32 Int64 UInt8 UInt16 UInt32 UInt64 Float32 Float64 Text Data AnyPointer AnyStruct Capability List",literal:"true false"},contains:[e.QUOTE_STRING_MODE,e.NUMBER_MODE,e.HASH_COMMENT_MODE,{className:"meta",begin:/@0x[\w\d]{16};/,illegal:/\n/},{className:"symbol",begin:/@\d+\b/},{className:"class",beginKeywords:"struct enum",end:/\{/,illegal:/\n/,contains:[e.inherit(e.TITLE_MODE,{starts:{endsWithParent:!0,excludeEnd:!0}})]},{className:"class",beginKeywords:"interface",end:/\{/,illegal:/\n/,contains:[e.inherit(e.TITLE_MODE,{starts:{endsWithParent:!0,excludeEnd:!0}})]}]}}},VzVz:function(e){e.exports=function(e){return{aliases:["vb"],case_insensitive:!0,keywords:{keyword:"addhandler addressof alias and andalso aggregate ansi as assembly auto binary by byref byval call case catch class compare const continue custom declare default delegate dim distinct do each equals else elseif end enum erase error event exit explicit finally for friend from function get global goto group handles if implements imports in inherits interface into is isfalse isnot istrue join key let lib like loop me mid mod module mustinherit mustoverride mybase myclass namespace narrowing new next not notinheritable notoverridable of off on operator option optional or order orelse overloads overridable overrides paramarray partial preserve private property protected public raiseevent readonly redim rem removehandler resume return select set shadows shared skip static step stop structure strict sub synclock take text then throw to try unicode until using when where while widening with withevents writeonly xor",built_in:"boolean byte cbool cbyte cchar cdate cdec cdbl char cint clng cobj csbyte cshort csng cstr ctype date decimal directcast double gettype getxmlnamespace iif integer long object sbyte short single string trycast typeof uinteger ulong ushort",literal:"true false nothing"},illegal:"//|{|}|endif|gosub|variant|wend|^\\$ ",contains:[e.inherit(e.QUOTE_STRING_MODE,{contains:[{begin:'""'}]}),e.COMMENT("'","$",{returnBegin:!0,contains:[{className:"doctag",begin:"'''|\x3c!--|--\x3e",contains:[e.PHRASAL_WORDS_MODE]},{className:"doctag",begin:"",contains:[e.PHRASAL_WORDS_MODE]}]}),e.C_NUMBER_MODE,{className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"if else elseif end region externalsource"}}]}}},W0B4:function(e,t,r){e.exports=r("NS33")()},W7OS:function(e,t,r){var n;(function(){function o(e){"use strict";var t={omitExtraWLInCodeBlocks:{defaultValue:!1,describe:"Omit the default extra whiteline added to code blocks",type:"boolean"},noHeaderId:{defaultValue:!1,describe:"Turn on/off generated header id",type:"boolean"},prefixHeaderId:{defaultValue:!1,describe:"Add a prefix to the generated header ids. Passing a string will prefix that string to the header id. Setting to true will add a generic 'section-' prefix",type:"string"},rawPrefixHeaderId:{defaultValue:!1,describe:'Setting this option to true will prevent showdown from modifying the prefix. This might result in malformed IDs (if, for instance, the " char is used in the prefix)',type:"boolean"},ghCompatibleHeaderId:{defaultValue:!1,describe:"Generate header ids compatible with github style (spaces are replaced with dashes, a bunch of non alphanumeric chars are removed)",type:"boolean"},rawHeaderId:{defaultValue:!1,describe:"Remove only spaces, ' and \" from generated header ids (including prefixes), replacing them with dashes (-). WARNING: This might result in malformed ids",type:"boolean"},headerLevelStart:{defaultValue:!1,describe:"The header blocks level start",type:"integer"},parseImgDimensions:{defaultValue:!1,describe:"Turn on/off image dimension parsing",type:"boolean"},simplifiedAutoLink:{defaultValue:!1,describe:"Turn on/off GFM autolink style",type:"boolean"},excludeTrailingPunctuationFromURLs:{defaultValue:!1,describe:"Excludes trailing punctuation from links generated with autoLinking",type:"boolean"},literalMidWordUnderscores:{defaultValue:!1,describe:"Parse midword underscores as literal underscores",type:"boolean"},literalMidWordAsterisks:{defaultValue:!1,describe:"Parse midword asterisks as literal asterisks",type:"boolean"},strikethrough:{defaultValue:!1,describe:"Turn on/off strikethrough support",type:"boolean"},tables:{defaultValue:!1,describe:"Turn on/off tables support",type:"boolean"},tablesHeaderId:{defaultValue:!1,describe:"Add an id to table headers",type:"boolean"},ghCodeBlocks:{defaultValue:!0,describe:"Turn on/off GFM fenced code blocks support",type:"boolean"},tasklists:{defaultValue:!1,describe:"Turn on/off GFM tasklist support",type:"boolean"},smoothLivePreview:{defaultValue:!1,describe:"Prevents weird effects in live previews due to incomplete input",type:"boolean"},smartIndentationFix:{defaultValue:!1,description:"Tries to smartly fix indentation in es6 strings",type:"boolean"},disableForced4SpacesIndentedSublists:{defaultValue:!1,description:"Disables the requirement of indenting nested sublists by 4 spaces",type:"boolean"},simpleLineBreaks:{defaultValue:!1,description:"Parses simple line breaks as
(GFM Style)",type:"boolean"},requireSpaceBeforeHeadingText:{defaultValue:!1,description:"Makes adding a space between `#` and the header text mandatory (GFM Style)",type:"boolean"},ghMentions:{defaultValue:!1,description:"Enables github @mentions",type:"boolean"},ghMentionsLink:{defaultValue:"https://github.com/{u}",description:"Changes the link generated by @mentions. Only applies if ghMentions option is enabled.",type:"string"},encodeEmails:{defaultValue:!0,description:"Encode e-mail addresses through the use of Character Entities, transforming ASCII e-mail addresses into its equivalent decimal entities",type:"boolean"},openLinksInNewWindow:{defaultValue:!1,description:"Open all links in new windows",type:"boolean"},backslashEscapesHTMLTags:{defaultValue:!1,description:"Support for HTML Tag escaping. ex:
foo
",type:"boolean"},emoji:{defaultValue:!1,description:"Enable emoji support. Ex: `this is a :smile: emoji`",type:"boolean"},underline:{defaultValue:!1,description:"Enable support for underline. Syntax is double or triple underscores: `__underline word__`. With this option enabled, underscores no longer parses into `` and ``",type:"boolean"},completeHTMLDocument:{defaultValue:!1,description:"Outputs a complete html document, including ``, `` and `` tags",type:"boolean"},metadata:{defaultValue:!1,description:"Enable support for document metadata (defined at the top of the document between `«««` and `»»»` or between `---` and `---`).",type:"boolean"},splitAdjacentBlockquotes:{defaultValue:!1,description:"Split adjacent blockquote blocks",type:"boolean"}};if(!1===e)return JSON.parse(JSON.stringify(t));var r={};for(var n in t)t.hasOwnProperty(n)&&(r[n]=t[n].defaultValue);return r}function a(e,t){"use strict";var r=t?"Error in "+t+" extension->":"Error in unnamed extension",n={valid:!0,error:""};s.helper.isArray(e)||(e=[e]);for(var o=0;o").replace(/&/g,"&")};var p=function(e,t,r,n){"use strict";var o,a,i,s,l,c=n||"",_=c.indexOf("g")>-1,d=new RegExp(t+"|"+r,"g"+c.replace(/g/g,"")),u=new RegExp(t,c.replace(/g/g,"")),p=[];do{for(o=0;i=d.exec(e);)if(u.test(i[0]))o++||(s=(a=d.lastIndex)-i[0].length);else if(o){if(!--o)if(p.push({left:{start:s,end:a},match:{start:a,end:i.index},right:{start:i.index,end:l=i.index+i[0].length},wholeMatch:{start:s,end:l}}),!_)return p}}while(o&&(d.lastIndex=a));return p};s.helper.matchRecursiveRegExp=function(e,t,r,n){"use strict";for(var o=p(e,t,r,n),a=[],i=0;i0){var _=[];0!==i[0].wholeMatch.start&&_.push(e.slice(0,i[0].wholeMatch.start));for(var d=0;d=0?n+(r||0):n},s.helper.splitAtIndex=function(e,t){"use strict";if(!s.helper.isString(e))throw"InvalidArgumentError: first parameter of showdown.helper.regexIndexOf function must be a string";return[e.substring(0,t),e.substring(t)]},s.helper.encodeEmailAddress=function(e){"use strict";var t=[function(e){return"&#"+e.charCodeAt(0)+";"},function(e){return"&#x"+e.charCodeAt(0).toString(16)+";"},function(e){return e}];return e=e.replace(/./g,(function(e){if("@"===e)e=t[Math.floor(2*Math.random())](e);else{var r=Math.random();e=r>.9?t[2](e):r>.45?t[1](e):t[0](e)}return e}))},s.helper.padEnd=function(e,t,r){"use strict";return t>>=0,r=String(r||" "),e.length>t?String(e):((t-=e.length)>r.length&&(r+=r.repeat(t/r.length)),String(e)+r.slice(0,t))},"undefined"==typeof console&&(console={warn:function(e){"use strict";alert(e)},log:function(e){"use strict";alert(e)},error:function(e){"use strict";throw e}}),s.helper.regexes={asteriskDashAndColon:/([*_:~])/g},s.helper.emojis={"+1":"👍","-1":"👎",100:"💯",1234:"🔢","1st_place_medal":"🥇","2nd_place_medal":"🥈","3rd_place_medal":"🥉","8ball":"🎱",a:"🅰️",ab:"🆎",abc:"🔤",abcd:"🔡",accept:"🉑",aerial_tramway:"🚡",airplane:"✈️",alarm_clock:"⏰",alembic:"⚗️",alien:"👽",ambulance:"🚑",amphora:"🏺",anchor:"⚓️",angel:"👼",anger:"💢",angry:"😠",anguished:"😧",ant:"🐜",apple:"🍎",aquarius:"♒️",aries:"♈️",arrow_backward:"◀️",arrow_double_down:"⏬",arrow_double_up:"⏫",arrow_down:"⬇️",arrow_down_small:"🔽",arrow_forward:"▶️",arrow_heading_down:"⤵️",arrow_heading_up:"⤴️",arrow_left:"⬅️",arrow_lower_left:"↙️",arrow_lower_right:"↘️",arrow_right:"➡️",arrow_right_hook:"↪️",arrow_up:"⬆️",arrow_up_down:"↕️",arrow_up_small:"🔼",arrow_upper_left:"↖️",arrow_upper_right:"↗️",arrows_clockwise:"🔃",arrows_counterclockwise:"🔄",art:"🎨",articulated_lorry:"🚛",artificial_satellite:"🛰",astonished:"😲",athletic_shoe:"👟",atm:"🏧",atom_symbol:"⚛️",avocado:"🥑",b:"🅱️",baby:"👶",baby_bottle:"🍼",baby_chick:"🐤",baby_symbol:"🚼",back:"🔙",bacon:"🥓",badminton:"🏸",baggage_claim:"🛄",baguette_bread:"🥖",balance_scale:"⚖️",balloon:"🎈",ballot_box:"🗳",ballot_box_with_check:"☑️",bamboo:"🎍",banana:"🍌",bangbang:"‼️",bank:"🏦",bar_chart:"📊",barber:"💈",baseball:"⚾️",basketball:"🏀",basketball_man:"⛹️",basketball_woman:"⛹️‍♀️",bat:"🦇",bath:"🛀",bathtub:"🛁",battery:"🔋",beach_umbrella:"🏖",bear:"🐻",bed:"🛏",bee:"🐝",beer:"🍺",beers:"🍻",beetle:"🐞",beginner:"🔰",bell:"🔔",bellhop_bell:"🛎",bento:"🍱",biking_man:"🚴",bike:"🚲",biking_woman:"🚴‍♀️",bikini:"👙",biohazard:"☣️",bird:"🐦",birthday:"🎂",black_circle:"⚫️",black_flag:"🏴",black_heart:"🖤",black_joker:"🃏",black_large_square:"⬛️",black_medium_small_square:"◾️",black_medium_square:"◼️",black_nib:"✒️",black_small_square:"▪️",black_square_button:"🔲",blonde_man:"👱",blonde_woman:"👱‍♀️",blossom:"🌼",blowfish:"🐡",blue_book:"📘",blue_car:"🚙",blue_heart:"💙",blush:"😊",boar:"🐗",boat:"⛵️",bomb:"💣",book:"📖",bookmark:"🔖",bookmark_tabs:"📑",books:"📚",boom:"💥",boot:"👢",bouquet:"💐",bowing_man:"🙇",bow_and_arrow:"🏹",bowing_woman:"🙇‍♀️",bowling:"🎳",boxing_glove:"🥊",boy:"👦",bread:"🍞",bride_with_veil:"👰",bridge_at_night:"🌉",briefcase:"💼",broken_heart:"💔",bug:"🐛",building_construction:"🏗",bulb:"💡",bullettrain_front:"🚅",bullettrain_side:"🚄",burrito:"🌯",bus:"🚌",business_suit_levitating:"🕴",busstop:"🚏",bust_in_silhouette:"👤",busts_in_silhouette:"👥",butterfly:"🦋",cactus:"🌵",cake:"🍰",calendar:"📆",call_me_hand:"🤙",calling:"📲",camel:"🐫",camera:"📷",camera_flash:"📸",camping:"🏕",cancer:"♋️",candle:"🕯",candy:"🍬",canoe:"🛶",capital_abcd:"🔠",capricorn:"♑️",car:"🚗",card_file_box:"🗃",card_index:"📇",card_index_dividers:"🗂",carousel_horse:"🎠",carrot:"🥕",cat:"🐱",cat2:"🐈",cd:"💿",chains:"⛓",champagne:"🍾",chart:"💹",chart_with_downwards_trend:"📉",chart_with_upwards_trend:"📈",checkered_flag:"🏁",cheese:"🧀",cherries:"🍒",cherry_blossom:"🌸",chestnut:"🌰",chicken:"🐔",children_crossing:"🚸",chipmunk:"🐿",chocolate_bar:"🍫",christmas_tree:"🎄",church:"⛪️",cinema:"🎦",circus_tent:"🎪",city_sunrise:"🌇",city_sunset:"🌆",cityscape:"🏙",cl:"🆑",clamp:"🗜",clap:"👏",clapper:"🎬",classical_building:"🏛",clinking_glasses:"🥂",clipboard:"📋",clock1:"🕐",clock10:"🕙",clock1030:"🕥",clock11:"🕚",clock1130:"🕦",clock12:"🕛",clock1230:"🕧",clock130:"🕜",clock2:"🕑",clock230:"🕝",clock3:"🕒",clock330:"🕞",clock4:"🕓",clock430:"🕟",clock5:"🕔",clock530:"🕠",clock6:"🕕",clock630:"🕡",clock7:"🕖",clock730:"🕢",clock8:"🕗",clock830:"🕣",clock9:"🕘",clock930:"🕤",closed_book:"📕",closed_lock_with_key:"🔐",closed_umbrella:"🌂",cloud:"☁️",cloud_with_lightning:"🌩",cloud_with_lightning_and_rain:"⛈",cloud_with_rain:"🌧",cloud_with_snow:"🌨",clown_face:"🤡",clubs:"♣️",cocktail:"🍸",coffee:"☕️",coffin:"⚰️",cold_sweat:"😰",comet:"☄️",computer:"💻",computer_mouse:"🖱",confetti_ball:"🎊",confounded:"😖",confused:"😕",congratulations:"㊗️",construction:"🚧",construction_worker_man:"👷",construction_worker_woman:"👷‍♀️",control_knobs:"🎛",convenience_store:"🏪",cookie:"🍪",cool:"🆒",policeman:"👮",copyright:"©️",corn:"🌽",couch_and_lamp:"🛋",couple:"👫",couple_with_heart_woman_man:"💑",couple_with_heart_man_man:"👨‍❤️‍👨",couple_with_heart_woman_woman:"👩‍❤️‍👩",couplekiss_man_man:"👨‍❤️‍💋‍👨",couplekiss_man_woman:"💏",couplekiss_woman_woman:"👩‍❤️‍💋‍👩",cow:"🐮",cow2:"🐄",cowboy_hat_face:"🤠",crab:"🦀",crayon:"🖍",credit_card:"💳",crescent_moon:"🌙",cricket:"🏏",crocodile:"🐊",croissant:"🥐",crossed_fingers:"🤞",crossed_flags:"🎌",crossed_swords:"⚔️",crown:"👑",cry:"😢",crying_cat_face:"😿",crystal_ball:"🔮",cucumber:"🥒",cupid:"💘",curly_loop:"➰",currency_exchange:"💱",curry:"🍛",custard:"🍮",customs:"🛃",cyclone:"🌀",dagger:"🗡",dancer:"💃",dancing_women:"👯",dancing_men:"👯‍♂️",dango:"🍡",dark_sunglasses:"🕶",dart:"🎯",dash:"💨",date:"📅",deciduous_tree:"🌳",deer:"🦌",department_store:"🏬",derelict_house:"🏚",desert:"🏜",desert_island:"🏝",desktop_computer:"🖥",male_detective:"🕵️",diamond_shape_with_a_dot_inside:"💠",diamonds:"♦️",disappointed:"😞",disappointed_relieved:"😥",dizzy:"💫",dizzy_face:"😵",do_not_litter:"🚯",dog:"🐶",dog2:"🐕",dollar:"💵",dolls:"🎎",dolphin:"🐬",door:"🚪",doughnut:"🍩",dove:"🕊",dragon:"🐉",dragon_face:"🐲",dress:"👗",dromedary_camel:"🐪",drooling_face:"🤤",droplet:"💧",drum:"🥁",duck:"🦆",dvd:"📀","e-mail":"📧",eagle:"🦅",ear:"👂",ear_of_rice:"🌾",earth_africa:"🌍",earth_americas:"🌎",earth_asia:"🌏",egg:"🥚",eggplant:"🍆",eight_pointed_black_star:"✴️",eight_spoked_asterisk:"✳️",electric_plug:"🔌",elephant:"🐘",email:"✉️",end:"🔚",envelope_with_arrow:"📩",euro:"💶",european_castle:"🏰",european_post_office:"🏤",evergreen_tree:"🌲",exclamation:"❗️",expressionless:"😑",eye:"👁",eye_speech_bubble:"👁‍🗨",eyeglasses:"👓",eyes:"👀",face_with_head_bandage:"🤕",face_with_thermometer:"🤒",fist_oncoming:"👊",factory:"🏭",fallen_leaf:"🍂",family_man_woman_boy:"👪",family_man_boy:"👨‍👦",family_man_boy_boy:"👨‍👦‍👦",family_man_girl:"👨‍👧",family_man_girl_boy:"👨‍👧‍👦",family_man_girl_girl:"👨‍👧‍👧",family_man_man_boy:"👨‍👨‍👦",family_man_man_boy_boy:"👨‍👨‍👦‍👦",family_man_man_girl:"👨‍👨‍👧",family_man_man_girl_boy:"👨‍👨‍👧‍👦",family_man_man_girl_girl:"👨‍👨‍👧‍👧",family_man_woman_boy_boy:"👨‍👩‍👦‍👦",family_man_woman_girl:"👨‍👩‍👧",family_man_woman_girl_boy:"👨‍👩‍👧‍👦",family_man_woman_girl_girl:"👨‍👩‍👧‍👧",family_woman_boy:"👩‍👦",family_woman_boy_boy:"👩‍👦‍👦",family_woman_girl:"👩‍👧",family_woman_girl_boy:"👩‍👧‍👦",family_woman_girl_girl:"👩‍👧‍👧",family_woman_woman_boy:"👩‍👩‍👦",family_woman_woman_boy_boy:"👩‍👩‍👦‍👦",family_woman_woman_girl:"👩‍👩‍👧",family_woman_woman_girl_boy:"👩‍👩‍👧‍👦",family_woman_woman_girl_girl:"👩‍👩‍👧‍👧",fast_forward:"⏩",fax:"📠",fearful:"😨",feet:"🐾",female_detective:"🕵️‍♀️",ferris_wheel:"🎡",ferry:"⛴",field_hockey:"🏑",file_cabinet:"🗄",file_folder:"📁",film_projector:"📽",film_strip:"🎞",fire:"🔥",fire_engine:"🚒",fireworks:"🎆",first_quarter_moon:"🌓",first_quarter_moon_with_face:"🌛",fish:"🐟",fish_cake:"🍥",fishing_pole_and_fish:"🎣",fist_raised:"✊",fist_left:"🤛",fist_right:"🤜",flags:"🎏",flashlight:"🔦",fleur_de_lis:"⚜️",flight_arrival:"🛬",flight_departure:"🛫",floppy_disk:"💾",flower_playing_cards:"🎴",flushed:"😳",fog:"🌫",foggy:"🌁",football:"🏈",footprints:"👣",fork_and_knife:"🍴",fountain:"⛲️",fountain_pen:"🖋",four_leaf_clover:"🍀",fox_face:"🦊",framed_picture:"🖼",free:"🆓",fried_egg:"🍳",fried_shrimp:"🍤",fries:"🍟",frog:"🐸",frowning:"😦",frowning_face:"☹️",frowning_man:"🙍‍♂️",frowning_woman:"🙍",middle_finger:"🖕",fuelpump:"⛽️",full_moon:"🌕",full_moon_with_face:"🌝",funeral_urn:"⚱️",game_die:"🎲",gear:"⚙️",gem:"💎",gemini:"♊️",ghost:"👻",gift:"🎁",gift_heart:"💝",girl:"👧",globe_with_meridians:"🌐",goal_net:"🥅",goat:"🐐",golf:"⛳️",golfing_man:"🏌️",golfing_woman:"🏌️‍♀️",gorilla:"🦍",grapes:"🍇",green_apple:"🍏",green_book:"📗",green_heart:"💚",green_salad:"🥗",grey_exclamation:"❕",grey_question:"❔",grimacing:"😬",grin:"😁",grinning:"😀",guardsman:"💂",guardswoman:"💂‍♀️",guitar:"🎸",gun:"🔫",haircut_woman:"💇",haircut_man:"💇‍♂️",hamburger:"🍔",hammer:"🔨",hammer_and_pick:"⚒",hammer_and_wrench:"🛠",hamster:"🐹",hand:"✋",handbag:"👜",handshake:"🤝",hankey:"💩",hatched_chick:"🐥",hatching_chick:"🐣",headphones:"🎧",hear_no_evil:"🙉",heart:"❤️",heart_decoration:"💟",heart_eyes:"😍",heart_eyes_cat:"😻",heartbeat:"💓",heartpulse:"💗",hearts:"♥️",heavy_check_mark:"✔️",heavy_division_sign:"➗",heavy_dollar_sign:"💲",heavy_heart_exclamation:"❣️",heavy_minus_sign:"➖",heavy_multiplication_x:"✖️",heavy_plus_sign:"➕",helicopter:"🚁",herb:"🌿",hibiscus:"🌺",high_brightness:"🔆",high_heel:"👠",hocho:"🔪",hole:"🕳",honey_pot:"🍯",horse:"🐴",horse_racing:"🏇",hospital:"🏥",hot_pepper:"🌶",hotdog:"🌭",hotel:"🏨",hotsprings:"♨️",hourglass:"⌛️",hourglass_flowing_sand:"⏳",house:"🏠",house_with_garden:"🏡",houses:"🏘",hugs:"🤗",hushed:"😯",ice_cream:"🍨",ice_hockey:"🏒",ice_skate:"⛸",icecream:"🍦",id:"🆔",ideograph_advantage:"🉐",imp:"👿",inbox_tray:"📥",incoming_envelope:"📨",tipping_hand_woman:"💁",information_source:"ℹ️",innocent:"😇",interrobang:"⁉️",iphone:"📱",izakaya_lantern:"🏮",jack_o_lantern:"🎃",japan:"🗾",japanese_castle:"🏯",japanese_goblin:"👺",japanese_ogre:"👹",jeans:"👖",joy:"😂",joy_cat:"😹",joystick:"🕹",kaaba:"🕋",key:"🔑",keyboard:"⌨️",keycap_ten:"🔟",kick_scooter:"🛴",kimono:"👘",kiss:"💋",kissing:"😗",kissing_cat:"😽",kissing_closed_eyes:"😚",kissing_heart:"😘",kissing_smiling_eyes:"😙",kiwi_fruit:"🥝",koala:"🐨",koko:"🈁",label:"🏷",large_blue_circle:"🔵",large_blue_diamond:"🔷",large_orange_diamond:"🔶",last_quarter_moon:"🌗",last_quarter_moon_with_face:"🌜",latin_cross:"✝️",laughing:"😆",leaves:"🍃",ledger:"📒",left_luggage:"🛅",left_right_arrow:"↔️",leftwards_arrow_with_hook:"↩️",lemon:"🍋",leo:"♌️",leopard:"🐆",level_slider:"🎚",libra:"♎️",light_rail:"🚈",link:"🔗",lion:"🦁",lips:"👄",lipstick:"💄",lizard:"🦎",lock:"🔒",lock_with_ink_pen:"🔏",lollipop:"🍭",loop:"➿",loud_sound:"🔊",loudspeaker:"📢",love_hotel:"🏩",love_letter:"💌",low_brightness:"🔅",lying_face:"🤥",m:"Ⓜ️",mag:"🔍",mag_right:"🔎",mahjong:"🀄️",mailbox:"📫",mailbox_closed:"📪",mailbox_with_mail:"📬",mailbox_with_no_mail:"📭",man:"👨",man_artist:"👨‍🎨",man_astronaut:"👨‍🚀",man_cartwheeling:"🤸‍♂️",man_cook:"👨‍🍳",man_dancing:"🕺",man_facepalming:"🤦‍♂️",man_factory_worker:"👨‍🏭",man_farmer:"👨‍🌾",man_firefighter:"👨‍🚒",man_health_worker:"👨‍⚕️",man_in_tuxedo:"🤵",man_judge:"👨‍⚖️",man_juggling:"🤹‍♂️",man_mechanic:"👨‍🔧",man_office_worker:"👨‍💼",man_pilot:"👨‍✈️",man_playing_handball:"🤾‍♂️",man_playing_water_polo:"🤽‍♂️",man_scientist:"👨‍🔬",man_shrugging:"🤷‍♂️",man_singer:"👨‍🎤",man_student:"👨‍🎓",man_teacher:"👨‍🏫",man_technologist:"👨‍💻",man_with_gua_pi_mao:"👲",man_with_turban:"👳",tangerine:"🍊",mans_shoe:"👞",mantelpiece_clock:"🕰",maple_leaf:"🍁",martial_arts_uniform:"🥋",mask:"😷",massage_woman:"💆",massage_man:"💆‍♂️",meat_on_bone:"🍖",medal_military:"🎖",medal_sports:"🏅",mega:"📣",melon:"🍈",memo:"📝",men_wrestling:"🤼‍♂️",menorah:"🕎",mens:"🚹",metal:"🤘",metro:"🚇",microphone:"🎤",microscope:"🔬",milk_glass:"🥛",milky_way:"🌌",minibus:"🚐",minidisc:"💽",mobile_phone_off:"📴",money_mouth_face:"🤑",money_with_wings:"💸",moneybag:"💰",monkey:"🐒",monkey_face:"🐵",monorail:"🚝",moon:"🌔",mortar_board:"🎓",mosque:"🕌",motor_boat:"🛥",motor_scooter:"🛵",motorcycle:"🏍",motorway:"🛣",mount_fuji:"🗻",mountain:"⛰",mountain_biking_man:"🚵",mountain_biking_woman:"🚵‍♀️",mountain_cableway:"🚠",mountain_railway:"🚞",mountain_snow:"🏔",mouse:"🐭",mouse2:"🐁",movie_camera:"🎥",moyai:"🗿",mrs_claus:"🤶",muscle:"💪",mushroom:"🍄",musical_keyboard:"🎹",musical_note:"🎵",musical_score:"🎼",mute:"🔇",nail_care:"💅",name_badge:"📛",national_park:"🏞",nauseated_face:"🤢",necktie:"👔",negative_squared_cross_mark:"❎",nerd_face:"🤓",neutral_face:"😐",new:"🆕",new_moon:"🌑",new_moon_with_face:"🌚",newspaper:"📰",newspaper_roll:"🗞",next_track_button:"⏭",ng:"🆖",no_good_man:"🙅‍♂️",no_good_woman:"🙅",night_with_stars:"🌃",no_bell:"🔕",no_bicycles:"🚳",no_entry:"⛔️",no_entry_sign:"🚫",no_mobile_phones:"📵",no_mouth:"😶",no_pedestrians:"🚷",no_smoking:"🚭","non-potable_water":"🚱",nose:"👃",notebook:"📓",notebook_with_decorative_cover:"📔",notes:"🎶",nut_and_bolt:"🔩",o:"⭕️",o2:"🅾️",ocean:"🌊",octopus:"🐙",oden:"🍢",office:"🏢",oil_drum:"🛢",ok:"🆗",ok_hand:"👌",ok_man:"🙆‍♂️",ok_woman:"🙆",old_key:"🗝",older_man:"👴",older_woman:"👵",om:"🕉",on:"🔛",oncoming_automobile:"🚘",oncoming_bus:"🚍",oncoming_police_car:"🚔",oncoming_taxi:"🚖",open_file_folder:"📂",open_hands:"👐",open_mouth:"😮",open_umbrella:"☂️",ophiuchus:"⛎",orange_book:"📙",orthodox_cross:"☦️",outbox_tray:"📤",owl:"🦉",ox:"🐂",package:"📦",page_facing_up:"📄",page_with_curl:"📃",pager:"📟",paintbrush:"🖌",palm_tree:"🌴",pancakes:"🥞",panda_face:"🐼",paperclip:"📎",paperclips:"🖇",parasol_on_ground:"⛱",parking:"🅿️",part_alternation_mark:"〽️",partly_sunny:"⛅️",passenger_ship:"🛳",passport_control:"🛂",pause_button:"⏸",peace_symbol:"☮️",peach:"🍑",peanuts:"🥜",pear:"🍐",pen:"🖊",pencil2:"✏️",penguin:"🐧",pensive:"😔",performing_arts:"🎭",persevere:"😣",person_fencing:"🤺",pouting_woman:"🙎",phone:"☎️",pick:"⛏",pig:"🐷",pig2:"🐖",pig_nose:"🐽",pill:"💊",pineapple:"🍍",ping_pong:"🏓",pisces:"♓️",pizza:"🍕",place_of_worship:"🛐",plate_with_cutlery:"🍽",play_or_pause_button:"⏯",point_down:"👇",point_left:"👈",point_right:"👉",point_up:"☝️",point_up_2:"👆",police_car:"🚓",policewoman:"👮‍♀️",poodle:"🐩",popcorn:"🍿",post_office:"🏣",postal_horn:"📯",postbox:"📮",potable_water:"🚰",potato:"🥔",pouch:"👝",poultry_leg:"🍗",pound:"💷",rage:"😡",pouting_cat:"😾",pouting_man:"🙎‍♂️",pray:"🙏",prayer_beads:"📿",pregnant_woman:"🤰",previous_track_button:"⏮",prince:"🤴",princess:"👸",printer:"🖨",purple_heart:"💜",purse:"👛",pushpin:"📌",put_litter_in_its_place:"🚮",question:"❓",rabbit:"🐰",rabbit2:"🐇",racehorse:"🐎",racing_car:"🏎",radio:"📻",radio_button:"🔘",radioactive:"☢️",railway_car:"🚃",railway_track:"🛤",rainbow:"🌈",rainbow_flag:"🏳️‍🌈",raised_back_of_hand:"🤚",raised_hand_with_fingers_splayed:"🖐",raised_hands:"🙌",raising_hand_woman:"🙋",raising_hand_man:"🙋‍♂️",ram:"🐏",ramen:"🍜",rat:"🐀",record_button:"⏺",recycle:"♻️",red_circle:"🔴",registered:"®️",relaxed:"☺️",relieved:"😌",reminder_ribbon:"🎗",repeat:"🔁",repeat_one:"🔂",rescue_worker_helmet:"⛑",restroom:"🚻",revolving_hearts:"💞",rewind:"⏪",rhinoceros:"🦏",ribbon:"🎀",rice:"🍚",rice_ball:"🍙",rice_cracker:"🍘",rice_scene:"🎑",right_anger_bubble:"🗯",ring:"💍",robot:"🤖",rocket:"🚀",rofl:"🤣",roll_eyes:"🙄",roller_coaster:"🎢",rooster:"🐓",rose:"🌹",rosette:"🏵",rotating_light:"🚨",round_pushpin:"📍",rowing_man:"🚣",rowing_woman:"🚣‍♀️",rugby_football:"🏉",running_man:"🏃",running_shirt_with_sash:"🎽",running_woman:"🏃‍♀️",sa:"🈂️",sagittarius:"♐️",sake:"🍶",sandal:"👡",santa:"🎅",satellite:"📡",saxophone:"🎷",school:"🏫",school_satchel:"🎒",scissors:"✂️",scorpion:"🦂",scorpius:"♏️",scream:"😱",scream_cat:"🙀",scroll:"📜",seat:"💺",secret:"㊙️",see_no_evil:"🙈",seedling:"🌱",selfie:"🤳",shallow_pan_of_food:"🥘",shamrock:"☘️",shark:"🦈",shaved_ice:"🍧",sheep:"🐑",shell:"🐚",shield:"🛡",shinto_shrine:"⛩",ship:"🚢",shirt:"👕",shopping:"🛍",shopping_cart:"🛒",shower:"🚿",shrimp:"🦐",signal_strength:"📶",six_pointed_star:"🔯",ski:"🎿",skier:"⛷",skull:"💀",skull_and_crossbones:"☠️",sleeping:"😴",sleeping_bed:"🛌",sleepy:"😪",slightly_frowning_face:"🙁",slightly_smiling_face:"🙂",slot_machine:"🎰",small_airplane:"🛩",small_blue_diamond:"🔹",small_orange_diamond:"🔸",small_red_triangle:"🔺",small_red_triangle_down:"🔻",smile:"😄",smile_cat:"😸",smiley:"😃",smiley_cat:"😺",smiling_imp:"😈",smirk:"😏",smirk_cat:"😼",smoking:"🚬",snail:"🐌",snake:"🐍",sneezing_face:"🤧",snowboarder:"🏂",snowflake:"❄️",snowman:"⛄️",snowman_with_snow:"☃️",sob:"😭",soccer:"⚽️",soon:"🔜",sos:"🆘",sound:"🔉",space_invader:"👾",spades:"♠️",spaghetti:"🍝",sparkle:"❇️",sparkler:"🎇",sparkles:"✨",sparkling_heart:"💖",speak_no_evil:"🙊",speaker:"🔈",speaking_head:"🗣",speech_balloon:"💬",speedboat:"🚤",spider:"🕷",spider_web:"🕸",spiral_calendar:"🗓",spiral_notepad:"🗒",spoon:"🥄",squid:"🦑",stadium:"🏟",star:"⭐️",star2:"🌟",star_and_crescent:"☪️",star_of_david:"✡️",stars:"🌠",station:"🚉",statue_of_liberty:"🗽",steam_locomotive:"🚂",stew:"🍲",stop_button:"⏹",stop_sign:"🛑",stopwatch:"⏱",straight_ruler:"📏",strawberry:"🍓",stuck_out_tongue:"😛",stuck_out_tongue_closed_eyes:"😝",stuck_out_tongue_winking_eye:"😜",studio_microphone:"🎙",stuffed_flatbread:"🥙",sun_behind_large_cloud:"🌥",sun_behind_rain_cloud:"🌦",sun_behind_small_cloud:"🌤",sun_with_face:"🌞",sunflower:"🌻",sunglasses:"😎",sunny:"☀️",sunrise:"🌅",sunrise_over_mountains:"🌄",surfing_man:"🏄",surfing_woman:"🏄‍♀️",sushi:"🍣",suspension_railway:"🚟",sweat:"😓",sweat_drops:"💦",sweat_smile:"😅",sweet_potato:"🍠",swimming_man:"🏊",swimming_woman:"🏊‍♀️",symbols:"🔣",synagogue:"🕍",syringe:"💉",taco:"🌮",tada:"🎉",tanabata_tree:"🎋",taurus:"♉️",taxi:"🚕",tea:"🍵",telephone_receiver:"📞",telescope:"🔭",tennis:"🎾",tent:"⛺️",thermometer:"🌡",thinking:"🤔",thought_balloon:"💭",ticket:"🎫",tickets:"🎟",tiger:"🐯",tiger2:"🐅",timer_clock:"⏲",tipping_hand_man:"💁‍♂️",tired_face:"😫",tm:"™️",toilet:"🚽",tokyo_tower:"🗼",tomato:"🍅",tongue:"👅",top:"🔝",tophat:"🎩",tornado:"🌪",trackball:"🖲",tractor:"🚜",traffic_light:"🚥",train:"🚋",train2:"🚆",tram:"🚊",triangular_flag_on_post:"🚩",triangular_ruler:"📐",trident:"🔱",triumph:"😤",trolleybus:"🚎",trophy:"🏆",tropical_drink:"🍹",tropical_fish:"🐠",truck:"🚚",trumpet:"🎺",tulip:"🌷",tumbler_glass:"🥃",turkey:"🦃",turtle:"🐢",tv:"📺",twisted_rightwards_arrows:"🔀",two_hearts:"💕",two_men_holding_hands:"👬",two_women_holding_hands:"👭",u5272:"🈹",u5408:"🈴",u55b6:"🈺",u6307:"🈯️",u6708:"🈷️",u6709:"🈶",u6e80:"🈵",u7121:"🈚️",u7533:"🈸",u7981:"🈲",u7a7a:"🈳",umbrella:"☔️",unamused:"😒",underage:"🔞",unicorn:"🦄",unlock:"🔓",up:"🆙",upside_down_face:"🙃",v:"✌️",vertical_traffic_light:"🚦",vhs:"📼",vibration_mode:"📳",video_camera:"📹",video_game:"🎮",violin:"🎻",virgo:"♍️",volcano:"🌋",volleyball:"🏐",vs:"🆚",vulcan_salute:"🖖",walking_man:"🚶",walking_woman:"🚶‍♀️",waning_crescent_moon:"🌘",waning_gibbous_moon:"🌖",warning:"⚠️",wastebasket:"🗑",watch:"⌚️",water_buffalo:"🐃",watermelon:"🍉",wave:"👋",wavy_dash:"〰️",waxing_crescent_moon:"🌒",wc:"🚾",weary:"😩",wedding:"💒",weight_lifting_man:"🏋️",weight_lifting_woman:"🏋️‍♀️",whale:"🐳",whale2:"🐋",wheel_of_dharma:"☸️",wheelchair:"♿️",white_check_mark:"✅",white_circle:"⚪️",white_flag:"🏳️",white_flower:"💮",white_large_square:"⬜️",white_medium_small_square:"◽️",white_medium_square:"◻️",white_small_square:"▫️",white_square_button:"🔳",wilted_flower:"🥀",wind_chime:"🎐",wind_face:"🌬",wine_glass:"🍷",wink:"😉",wolf:"🐺",woman:"👩",woman_artist:"👩‍🎨",woman_astronaut:"👩‍🚀",woman_cartwheeling:"🤸‍♀️",woman_cook:"👩‍🍳",woman_facepalming:"🤦‍♀️",woman_factory_worker:"👩‍🏭",woman_farmer:"👩‍🌾",woman_firefighter:"👩‍🚒",woman_health_worker:"👩‍⚕️",woman_judge:"👩‍⚖️",woman_juggling:"🤹‍♀️",woman_mechanic:"👩‍🔧",woman_office_worker:"👩‍💼",woman_pilot:"👩‍✈️",woman_playing_handball:"🤾‍♀️",woman_playing_water_polo:"🤽‍♀️",woman_scientist:"👩‍🔬",woman_shrugging:"🤷‍♀️",woman_singer:"👩‍🎤",woman_student:"👩‍🎓",woman_teacher:"👩‍🏫",woman_technologist:"👩‍💻",woman_with_turban:"👳‍♀️",womans_clothes:"👚",womans_hat:"👒",women_wrestling:"🤼‍♀️",womens:"🚺",world_map:"🗺",worried:"😟",wrench:"🔧",writing_hand:"✍️",x:"❌",yellow_heart:"💛",yen:"💴",yin_yang:"☯️",yum:"😋",zap:"⚡️",zipper_mouth_face:"🤐",zzz:"💤",octocat:':octocat:',showdown:"S"},s.Converter=function(e){"use strict";function t(e,t){if(t=t||null,s.helper.isString(e)){if(t=e=s.helper.stdExtName(e),s.extensions[e])return console.warn("DEPRECATION WARNING: "+e+" is an old extension that uses a deprecated loading method.Please inform the developer that the extension should be updated!"),void function(e,t){"function"==typeof e&&(e=e(new s.Converter));s.helper.isArray(e)||(e=[e]);var r=a(e,t);if(!r.valid)throw Error(r.error);for(var n=0;n[ \t]+¨NBSP;<"),!t){if(!window||!window.document)throw new Error("HTMLParser is undefined. If in a webworker or nodejs environment, you need to provide a WHATWG DOM and HTML such as JSDOM");t=window.document}var r=t.createElement("div");r.innerHTML=e;var n={preList:function(e){for(var t=e.querySelectorAll("pre"),r=[],n=0;n'}else r.push(t[n].innerHTML),t[n].innerHTML="",t[n].setAttribute("prenum",n.toString());return r}(r)};!function e(t){for(var r=0;r? ?(['"].*['"])?\)$/m)>-1)a="";else if(!a){if(o||(o=n.toLowerCase().replace(/ ?\n/g," ")),a="#"+o,s.helper.isUndefined(r.gUrls[o]))return e;a=r.gUrls[o],s.helper.isUndefined(r.gTitles[o])||(c=r.gTitles[o])}var _='"};return e=(e=(e=(e=(e=r.converter._dispatch("anchors.before",e,t,r)).replace(/\[((?:\[[^\]]*]|[^\[\]])*)] ?(?:\n *)?\[(.*?)]()()()()/g,n)).replace(/\[((?:\[[^\]]*]|[^\[\]])*)]()[ \t]*\([ \t]?<([^>]*)>(?:[ \t]*((["'])([^"]*?)\5))?[ \t]?\)/g,n)).replace(/\[((?:\[[^\]]*]|[^\[\]])*)]()[ \t]*\([ \t]??(?:[ \t]*((["'])([^"]*?)\5))?[ \t]?\)/g,n)).replace(/\[([^\[\]]+)]()()()()()/g,n),t.ghMentions&&(e=e.replace(/(^|\s)(\\)?(@([a-z\d]+(?:[a-z\d.-]+?[a-z\d]+)*))/gim,(function(e,r,n,o,a){if("\\"===n)return r+o;if(!s.helper.isString(t.ghMentionsLink))throw new Error("ghMentionsLink option must be a string");var i=t.ghMentionsLink.replace(/\{u}/g,a),l="";return t.openLinksInNewWindow&&(l=' rel="noopener noreferrer" target="¨E95Eblank"'),r+'"+o+""}))),e=r.converter._dispatch("anchors.after",e,t,r)}));var m=/([*~_]+|\b)(((https?|ftp|dict):\/\/|www\.)[^'">\s]+?\.[^'">\s]+?)()(\1)?(?=\s|$)(?!["<>])/gi,g=/([*~_]+|\b)(((https?|ftp|dict):\/\/|www\.)[^'">\s]+\.[^'">\s]+?)([.!?,()\[\]])?(\1)?(?=\s|$)(?!["<>])/gi,f=/()<(((https?|ftp|dict):\/\/|www\.)[^'">\s]+)()>()/gi,E=/(^|\s)(?:mailto:)?([A-Za-z0-9!#$%&'*+-/=?^_`{|}~.]+@[-a-z0-9]+(\.[-a-z0-9]+)*\.[a-z]+)(?=$|\s)/gim,b=/<()(?:mailto:)?([-.\w]+@[-a-z0-9]+(\.[-a-z0-9]+)*\.[a-z]+)>/gi,h=function(e){"use strict";return function(t,r,n,o,a,i,l){var c=n=n.replace(s.helper.regexes.asteriskDashAndColon,s.helper.escapeCharactersCallback),_="",d="",u=r||"",p=l||"";return/^www\./i.test(n)&&(n=n.replace(/^www\./i,"http://www.")),e.excludeTrailingPunctuationFromURLs&&i&&(_=i),e.openLinksInNewWindow&&(d=' rel="noopener noreferrer" target="¨E95Eblank"'),u+'"+c+""+_+p}},S=function(e,t){"use strict";return function(r,n,o){var a="mailto:";return n=n||"",o=s.subParser("unescapeSpecialChars")(o,e,t),e.encodeEmails?(a=s.helper.encodeEmailAddress(a+o),o=s.helper.encodeEmailAddress(o)):a+=o,n+''+o+""}};s.subParser("autoLinks",(function(e,t,r){"use strict";return e=(e=(e=r.converter._dispatch("autoLinks.before",e,t,r)).replace(f,h(t))).replace(b,S(t,r)),e=r.converter._dispatch("autoLinks.after",e,t,r)})),s.subParser("simplifiedAutoLinks",(function(e,t,r){"use strict";return t.simplifiedAutoLink?(e=(e=(e=r.converter._dispatch("simplifiedAutoLinks.before",e,t,r)).replace(t.excludeTrailingPunctuationFromURLs?g:m,h(t))).replace(E,S(t,r)),e=r.converter._dispatch("simplifiedAutoLinks.after",e,t,r)):e})),s.subParser("blockGamut",(function(e,t,r){"use strict";return e=r.converter._dispatch("blockGamut.before",e,t,r),e=s.subParser("blockQuotes")(e,t,r),e=s.subParser("headers")(e,t,r),e=s.subParser("horizontalRule")(e,t,r),e=s.subParser("lists")(e,t,r),e=s.subParser("codeBlocks")(e,t,r),e=s.subParser("tables")(e,t,r),e=s.subParser("hashHTMLBlocks")(e,t,r),e=s.subParser("paragraphs")(e,t,r),e=r.converter._dispatch("blockGamut.after",e,t,r)})),s.subParser("blockQuotes",(function(e,t,r){"use strict";e=r.converter._dispatch("blockQuotes.before",e,t,r);var n=/(^ {0,3}>[ \t]?.+\n(.+\n)*\n*)+/gm;return t.splitAdjacentBlockquotes&&(n=/^ {0,3}>[\s\S]*?(?:\n\n)/gm),e=(e+="\n\n").replace(n,(function(e){return e=(e=(e=e.replace(/^[ \t]*>[ \t]?/gm,"")).replace(/¨0/g,"")).replace(/^[ \t]+$/gm,""),e=s.subParser("githubCodeBlocks")(e,t,r),e=(e=(e=s.subParser("blockGamut")(e,t,r)).replace(/(^|\n)/g,"$1 ")).replace(/(\s*
[^\r]+?<\/pre>)/gm,(function(e,t){var r=t;return r=(r=r.replace(/^  /gm,"¨0")).replace(/¨0/g,"")})),s.subParser("hashBlock")("
\n"+e+"\n
",t,r)})),e=r.converter._dispatch("blockQuotes.after",e,t,r)})),s.subParser("codeBlocks",(function(e,t,r){"use strict";e=r.converter._dispatch("codeBlocks.before",e,t,r);return e=(e=(e+="¨0").replace(/(?:\n\n|^)((?:(?:[ ]{4}|\t).*\n+)+)(\n*[ ]{0,3}[^ \t\n]|(?=¨0))/g,(function(e,n,o){var a=n,i=o,l="\n";return a=s.subParser("outdent")(a,t,r),a=s.subParser("encodeCode")(a,t,r),a=(a=(a=s.subParser("detab")(a,t,r)).replace(/^\n+/g,"")).replace(/\n+$/g,""),t.omitExtraWLInCodeBlocks&&(l=""),a="
"+a+l+"
",s.subParser("hashBlock")(a,t,r)+i}))).replace(/¨0/,""),e=r.converter._dispatch("codeBlocks.after",e,t,r)})),s.subParser("codeSpans",(function(e,t,r){"use strict";return void 0===(e=r.converter._dispatch("codeSpans.before",e,t,r))&&(e=""),e=e.replace(/(^|[^\\])(`+)([^\r]*?[^`])\2(?!`)/gm,(function(e,n,o,a){var i=a;return i=(i=i.replace(/^([ \t]*)/g,"")).replace(/[ \t]*$/g,""),i=n+""+(i=s.subParser("encodeCode")(i,t,r))+"",i=s.subParser("hashHTMLSpans")(i,t,r)})),e=r.converter._dispatch("codeSpans.after",e,t,r)})),s.subParser("completeHTMLDocument",(function(e,t,r){"use strict";if(!t.completeHTMLDocument)return e;e=r.converter._dispatch("completeHTMLDocument.before",e,t,r);var n="html",o="\n",a="",i='\n',s="",l="";for(var c in void 0!==r.metadata.parsed.doctype&&(o="\n","html"!==(n=r.metadata.parsed.doctype.toString().toLowerCase())&&"html5"!==n||(i='')),r.metadata.parsed)if(r.metadata.parsed.hasOwnProperty(c))switch(c.toLowerCase()){case"doctype":break;case"title":a=""+r.metadata.parsed.title+"\n";break;case"charset":i="html"===n||"html5"===n?'\n':'\n';break;case"language":case"lang":s=' lang="'+r.metadata.parsed[c]+'"',l+='\n';break;default:l+='\n'}return e=o+"\n\n"+a+i+l+"\n\n"+e.trim()+"\n\n",e=r.converter._dispatch("completeHTMLDocument.after",e,t,r)})),s.subParser("detab",(function(e,t,r){"use strict";return e=(e=(e=(e=(e=(e=r.converter._dispatch("detab.before",e,t,r)).replace(/\t(?=\t)/g,"    ")).replace(/\t/g,"¨A¨B")).replace(/¨B(.+?)¨A/g,(function(e,t){for(var r=t,n=4-r.length%4,o=0;o/g,">"),e=r.converter._dispatch("encodeAmpsAndAngles.after",e,t,r)})),s.subParser("encodeBackslashEscapes",(function(e,t,r){"use strict";return e=(e=(e=r.converter._dispatch("encodeBackslashEscapes.before",e,t,r)).replace(/\\(\\)/g,s.helper.escapeCharactersCallback)).replace(/\\([`*_{}\[\]()>#+.!~=|-])/g,s.helper.escapeCharactersCallback),e=r.converter._dispatch("encodeBackslashEscapes.after",e,t,r)})),s.subParser("encodeCode",(function(e,t,r){"use strict";return e=(e=r.converter._dispatch("encodeCode.before",e,t,r)).replace(/&/g,"&").replace(//g,">").replace(/([*_{}\[\]\\=~-])/g,s.helper.escapeCharactersCallback),e=r.converter._dispatch("encodeCode.after",e,t,r)})),s.subParser("escapeSpecialCharsWithinTagAttributes",(function(e,t,r){"use strict";return e=(e=(e=r.converter._dispatch("escapeSpecialCharsWithinTagAttributes.before",e,t,r)).replace(/<\/?[a-z\d_:-]+(?:[\s]+[\s\S]+?)?>/gi,(function(e){return e.replace(/(.)<\/?code>(?=.)/g,"$1`").replace(/([\\`*_~=|])/g,s.helper.escapeCharactersCallback)}))).replace(/-]|-[^>])(?:[^-]|-[^-])*)--)>/gi,(function(e){return e.replace(/([\\`*_~=|])/g,s.helper.escapeCharactersCallback)})),e=r.converter._dispatch("escapeSpecialCharsWithinTagAttributes.after",e,t,r)})),s.subParser("githubCodeBlocks",(function(e,t,r){"use strict";return t.ghCodeBlocks?(e=r.converter._dispatch("githubCodeBlocks.before",e,t,r),e=(e=(e+="¨0").replace(/(?:^|\n)(?: {0,3})(```+|~~~+)(?: *)([^\s`~]*)\n([\s\S]*?)\n(?: {0,3})\1/g,(function(e,n,o,a){var i=t.omitExtraWLInCodeBlocks?"":"\n";return a=s.subParser("encodeCode")(a,t,r),a="
"+(a=(a=(a=s.subParser("detab")(a,t,r)).replace(/^\n+/g,"")).replace(/\n+$/g,""))+i+"
",a=s.subParser("hashBlock")(a,t,r),"\n\n¨G"+(r.ghCodeBlocks.push({text:e,codeblock:a})-1)+"G\n\n"}))).replace(/¨0/,""),r.converter._dispatch("githubCodeBlocks.after",e,t,r)):e})),s.subParser("hashBlock",(function(e,t,r){"use strict";return e=(e=r.converter._dispatch("hashBlock.before",e,t,r)).replace(/(^\n+|\n+$)/g,""),e="\n\n¨K"+(r.gHtmlBlocks.push(e)-1)+"K\n\n",e=r.converter._dispatch("hashBlock.after",e,t,r)})),s.subParser("hashCodeTags",(function(e,t,r){"use strict";e=r.converter._dispatch("hashCodeTags.before",e,t,r);return e=s.helper.replaceRecursiveRegExp(e,(function(e,n,o,a){var i=o+s.subParser("encodeCode")(n,t,r)+a;return"¨C"+(r.gHtmlSpans.push(i)-1)+"C"}),"]*>","","gim"),e=r.converter._dispatch("hashCodeTags.after",e,t,r)})),s.subParser("hashElement",(function(e,t,r){"use strict";return function(e,t){var n=t;return n=(n=(n=n.replace(/\n\n/g,"\n")).replace(/^\n/,"")).replace(/\n+$/g,""),n="\n\n¨K"+(r.gHtmlBlocks.push(n)-1)+"K\n\n"}})),s.subParser("hashHTMLBlocks",(function(e,t,r){"use strict";e=r.converter._dispatch("hashHTMLBlocks.before",e,t,r);var n=["pre","div","h1","h2","h3","h4","h5","h6","blockquote","table","dl","ol","ul","script","noscript","form","fieldset","iframe","math","style","section","header","footer","nav","article","aside","address","audio","canvas","figure","hgroup","output","video","p"],o=function(e,t,n,o){var a=e;return-1!==n.search(/\bmarkdown\b/)&&(a=n+r.converter.makeHtml(t)+o),"\n\n¨K"+(r.gHtmlBlocks.push(a)-1)+"K\n\n"};t.backslashEscapesHTMLTags&&(e=e.replace(/\\<(\/?[^>]+?)>/g,(function(e,t){return"<"+t+">"})));for(var a=0;a]*>)","im"),c="<"+n[a]+"\\b[^>]*>",_="";-1!==(i=s.helper.regexIndexOf(e,l));){var d=s.helper.splitAtIndex(e,i),u=s.helper.replaceRecursiveRegExp(d[1],o,c,_,"im");if(u===d[1])break;e=d[0].concat(u)}return e=e.replace(/(\n {0,3}(<(hr)\b([^<>])*?\/?>)[ \t]*(?=\n{2,}))/g,s.subParser("hashElement")(e,t,r)),e=(e=s.helper.replaceRecursiveRegExp(e,(function(e){return"\n\n¨K"+(r.gHtmlBlocks.push(e)-1)+"K\n\n"}),"^ {0,3}\x3c!--","--\x3e","gm")).replace(/(?:\n\n)( {0,3}(?:<([?%])[^\r]*?\2>)[ \t]*(?=\n{2,}))/g,s.subParser("hashElement")(e,t,r)),e=r.converter._dispatch("hashHTMLBlocks.after",e,t,r)})),s.subParser("hashHTMLSpans",(function(e,t,r){"use strict";function n(e){return"¨C"+(r.gHtmlSpans.push(e)-1)+"C"}return e=(e=(e=(e=(e=r.converter._dispatch("hashHTMLSpans.before",e,t,r)).replace(/<[^>]+?\/>/gi,(function(e){return n(e)}))).replace(/<([^>]+?)>[\s\S]*?<\/\1>/g,(function(e){return n(e)}))).replace(/<([^>]+?)\s[^>]+?>[\s\S]*?<\/\1>/g,(function(e){return n(e)}))).replace(/<[^>]+?>/gi,(function(e){return n(e)})),e=r.converter._dispatch("hashHTMLSpans.after",e,t,r)})),s.subParser("unhashHTMLSpans",(function(e,t,r){"use strict";e=r.converter._dispatch("unhashHTMLSpans.before",e,t,r);for(var n=0;n]*>\\s*]*>","^ {0,3}\\s*
","gim"),e=r.converter._dispatch("hashPreCodeTags.after",e,t,r)})),s.subParser("headers",(function(e,t,r){"use strict";function n(e){var n,o;if(t.customizedHeaderId){var a=e.match(/\{([^{]+?)}\s*$/);a&&a[1]&&(e=a[1])}return n=e,o=s.helper.isString(t.prefixHeaderId)?t.prefixHeaderId:!0===t.prefixHeaderId?"section-":"",t.rawPrefixHeaderId||(n=o+n),n=t.ghCompatibleHeaderId?n.replace(/ /g,"-").replace(/&/g,"").replace(/¨T/g,"").replace(/¨D/g,"").replace(/[&+$,\/:;=?@"#{}|^¨~\[\]`\\*)(%.!'<>]/g,"").toLowerCase():t.rawHeaderId?n.replace(/ /g,"-").replace(/&/g,"&").replace(/¨T/g,"¨").replace(/¨D/g,"$").replace(/["']/g,"-").toLowerCase():n.replace(/[^\w]/g,"").toLowerCase(),t.rawPrefixHeaderId&&(n=o+n),r.hashLinkCounts[n]?n=n+"-"+r.hashLinkCounts[n]++:r.hashLinkCounts[n]=1,n}e=r.converter._dispatch("headers.before",e,t,r);var o=isNaN(parseInt(t.headerLevelStart))?1:parseInt(t.headerLevelStart),a=t.smoothLivePreview?/^(.+)[ \t]*\n-{2,}[ \t]*\n+/gm:/^(.+)[ \t]*\n-+[ \t]*\n+/gm;return e=(e=(e=e.replace(t.smoothLivePreview?/^(.+)[ \t]*\n={2,}[ \t]*\n+/gm:/^(.+)[ \t]*\n=+[ \t]*\n+/gm,(function(e,a){var i=s.subParser("spanGamut")(a,t,r),l=t.noHeaderId?"":' id="'+n(a)+'"',c=""+i+"";return s.subParser("hashBlock")(c,t,r)}))).replace(a,(function(e,a){var i=s.subParser("spanGamut")(a,t,r),l=t.noHeaderId?"":' id="'+n(a)+'"',c=o+1,_=""+i+"";return s.subParser("hashBlock")(_,t,r)}))).replace(t.requireSpaceBeforeHeadingText?/^(#{1,6})[ \t]+(.+?)[ \t]*#*\n+/gm:/^(#{1,6})[ \t]*(.+?)[ \t]*#*\n+/gm,(function(e,a,i){var l=i;t.customizedHeaderId&&(l=i.replace(/\s?\{([^{]+?)}\s*$/,""));var c=s.subParser("spanGamut")(l,t,r),_=t.noHeaderId?"":' id="'+n(i)+'"',d=o-1+a.length,u=""+c+"";return s.subParser("hashBlock")(u,t,r)})),e=r.converter._dispatch("headers.after",e,t,r)})),s.subParser("horizontalRule",(function(e,t,r){"use strict";e=r.converter._dispatch("horizontalRule.before",e,t,r);var n=s.subParser("hashBlock")("
",t,r);return e=(e=(e=e.replace(/^ {0,2}( ?-){3,}[ \t]*$/gm,n)).replace(/^ {0,2}( ?\*){3,}[ \t]*$/gm,n)).replace(/^ {0,2}( ?_){3,}[ \t]*$/gm,n),e=r.converter._dispatch("horizontalRule.after",e,t,r)})),s.subParser("images",(function(e,t,r){"use strict";function n(e,t,n,o,a,i,l,c){var _=r.gUrls,d=r.gTitles,u=r.gDimensions;if(n=n.toLowerCase(),c||(c=""),e.search(/\(? ?(['"].*['"])?\)$/m)>-1)o="";else if(""===o||null===o){if(""!==n&&null!==n||(n=t.toLowerCase().replace(/ ?\n/g," ")),o="#"+n,s.helper.isUndefined(_[n]))return e;o=_[n],s.helper.isUndefined(d[n])||(c=d[n]),s.helper.isUndefined(u[n])||(a=u[n].width,i=u[n].height)}t=t.replace(/"/g,""").replace(s.helper.regexes.asteriskDashAndColon,s.helper.escapeCharactersCallback);var p=''+t+'"}return e=(e=(e=(e=(e=(e=r.converter._dispatch("images.before",e,t,r)).replace(/!\[([^\]]*?)] ?(?:\n *)?\[([\s\S]*?)]()()()()()/g,n)).replace(/!\[([^\]]*?)][ \t]*()\([ \t]??(?: =([*\d]+[A-Za-z%]{0,4})x([*\d]+[A-Za-z%]{0,4}))?[ \t]*(?:(["'])([^"]*?)\6)?[ \t]?\)/g,(function(e,t,r,o,a,i,s,l){return n(e,t,r,o=o.replace(/\s/g,""),a,i,s,l)}))).replace(/!\[([^\]]*?)][ \t]*()\([ \t]?<([^>]*)>(?: =([*\d]+[A-Za-z%]{0,4})x([*\d]+[A-Za-z%]{0,4}))?[ \t]*(?:(?:(["'])([^"]*?)\6))?[ \t]?\)/g,n)).replace(/!\[([^\]]*?)][ \t]*()\([ \t]??(?: =([*\d]+[A-Za-z%]{0,4})x([*\d]+[A-Za-z%]{0,4}))?[ \t]*(?:(["'])([^"]*?)\6)?[ \t]?\)/g,n)).replace(/!\[([^\[\]]+)]()()()()()/g,n),e=r.converter._dispatch("images.after",e,t,r)})),s.subParser("italicsAndBold",(function(e,t,r){"use strict";function n(e,t,r){return t+e+r}return e=r.converter._dispatch("italicsAndBold.before",e,t,r),e=t.literalMidWordUnderscores?(e=(e=e.replace(/\b___(\S[\s\S]*?)___\b/g,(function(e,t){return n(t,"","")}))).replace(/\b__(\S[\s\S]*?)__\b/g,(function(e,t){return n(t,"","")}))).replace(/\b_(\S[\s\S]*?)_\b/g,(function(e,t){return n(t,"","")})):(e=(e=e.replace(/___(\S[\s\S]*?)___/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e}))).replace(/__(\S[\s\S]*?)__/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e}))).replace(/_([^\s_][\s\S]*?)_/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e})),e=t.literalMidWordAsterisks?(e=(e=e.replace(/([^*]|^)\B\*\*\*(\S[\s\S]*?)\*\*\*\B(?!\*)/g,(function(e,t,r){return n(r,t+"","")}))).replace(/([^*]|^)\B\*\*(\S[\s\S]*?)\*\*\B(?!\*)/g,(function(e,t,r){return n(r,t+"","")}))).replace(/([^*]|^)\B\*(\S[\s\S]*?)\*\B(?!\*)/g,(function(e,t,r){return n(r,t+"","")})):(e=(e=e.replace(/\*\*\*(\S[\s\S]*?)\*\*\*/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e}))).replace(/\*\*(\S[\s\S]*?)\*\*/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e}))).replace(/\*([^\s*][\s\S]*?)\*/g,(function(e,t){return/\S$/.test(t)?n(t,"",""):e})),e=r.converter._dispatch("italicsAndBold.after",e,t,r)})),s.subParser("lists",(function(e,t,r){"use strict";function n(e,n){r.gListLevel++,e=e.replace(/\n{2,}$/,"\n");var o=/(\n)?(^ {0,3})([*+-]|\d+[.])[ \t]+((\[(x|X| )?])?[ \t]*[^\r]+?(\n{1,2}))(?=\n*(¨0| {0,3}([*+-]|\d+[.])[ \t]+))/gm,a=/\n[ \t]*\n(?!¨0)/.test(e+="¨0");return t.disableForced4SpacesIndentedSublists&&(o=/(\n)?(^ {0,3})([*+-]|\d+[.])[ \t]+((\[(x|X| )?])?[ \t]*[^\r]+?(\n{1,2}))(?=\n*(¨0|\2([*+-]|\d+[.])[ \t]+))/gm),e=(e=e.replace(o,(function(e,n,o,i,l,c,_){_=_&&""!==_.trim();var d=s.subParser("outdent")(l,t,r),u="";return c&&t.tasklists&&(u=' class="task-list-item" style="list-style-type: none;"',d=d.replace(/^[ \t]*\[(x|X| )?]/m,(function(){var e='-1?(d=s.subParser("githubCodeBlocks")(d,t,r),d=s.subParser("blockGamut")(d,t,r)):(d=(d=s.subParser("lists")(d,t,r)).replace(/\n$/,""),d=(d=s.subParser("hashHTMLBlocks")(d,t,r)).replace(/\n\n+/g,"\n\n"),d=a?s.subParser("paragraphs")(d,t,r):s.subParser("spanGamut")(d,t,r)),d=""+(d=d.replace("¨A",""))+"\n"}))).replace(/¨0/g,""),r.gListLevel--,n&&(e=e.replace(/\s+$/,"")),e}function o(e,t){if("ol"===t){var r=e.match(/^ *(\d+)\./);if(r&&"1"!==r[1])return' start="'+r[1]+'"'}return""}function a(e,r,a){var i=t.disableForced4SpacesIndentedSublists?/^ ?\d+\.[ \t]/gm:/^ {0,3}\d+\.[ \t]/gm,s=t.disableForced4SpacesIndentedSublists?/^ ?[*+-][ \t]/gm:/^ {0,3}[*+-][ \t]/gm,l="ul"===r?i:s,c="";if(-1!==e.search(l))!function t(_){var d=_.search(l),u=o(e,r);-1!==d?(c+="\n\n<"+r+u+">\n"+n(_.slice(0,d),!!a)+"\n",l="ul"===(r="ul"===r?"ol":"ul")?i:s,t(_.slice(d))):c+="\n\n<"+r+u+">\n"+n(_,!!a)+"\n"}(e);else{var _=o(e,r);c="\n\n<"+r+_+">\n"+n(e,!!a)+"\n"}return c}return e=r.converter._dispatch("lists.before",e,t,r),e+="¨0",e=(e=r.gListLevel?e.replace(/^(( {0,3}([*+-]|\d+[.])[ \t]+)[^\r]+?(¨0|\n{2,}(?=\S)(?![ \t]*(?:[*+-]|\d+[.])[ \t]+)))/gm,(function(e,t,r){return a(t,r.search(/[*+-]/g)>-1?"ul":"ol",!0)})):e.replace(/(\n\n|^\n?)(( {0,3}([*+-]|\d+[.])[ \t]+)[^\r]+?(¨0|\n{2,}(?=\S)(?![ \t]*(?:[*+-]|\d+[.])[ \t]+)))/gm,(function(e,t,r,n){return a(r,n.search(/[*+-]/g)>-1?"ul":"ol",!1)}))).replace(/¨0/,""),e=r.converter._dispatch("lists.after",e,t,r)})),s.subParser("metadata",(function(e,t,r){"use strict";function n(e){r.metadata.raw=e,(e=(e=e.replace(/&/g,"&").replace(/"/g,""")).replace(/\n {4}/g," ")).replace(/^([\S ]+): +([\s\S]+?)$/gm,(function(e,t,n){return r.metadata.parsed[t]=n,""}))}return t.metadata?(e=(e=(e=(e=r.converter._dispatch("metadata.before",e,t,r)).replace(/^\s*«««+(\S*?)\n([\s\S]+?)\n»»»+\n/,(function(e,t,r){return n(r),"¨M"}))).replace(/^\s*---+(\S*?)\n([\s\S]+?)\n---+\n/,(function(e,t,o){return t&&(r.metadata.format=t),n(o),"¨M"}))).replace(/¨M/g,""),e=r.converter._dispatch("metadata.after",e,t,r)):e})),s.subParser("outdent",(function(e,t,r){"use strict";return e=(e=(e=r.converter._dispatch("outdent.before",e,t,r)).replace(/^(\t|[ ]{1,4})/gm,"¨0")).replace(/¨0/g,""),e=r.converter._dispatch("outdent.after",e,t,r)})),s.subParser("paragraphs",(function(e,t,r){"use strict";for(var n=(e=(e=(e=r.converter._dispatch("paragraphs.before",e,t,r)).replace(/^\n+/g,"")).replace(/\n+$/g,"")).split(/\n{2,}/g),o=[],a=n.length,i=0;i=0?o.push(l):l.search(/\S/)>=0&&(l=(l=s.subParser("spanGamut")(l,t,r)).replace(/^([ \t]*)/g,"

"),o.push(l+="

"))}for(a=o.length,i=0;i]*>\s*]*>/.test(_)&&(d=!0)}o[i]=_}return e=(e=(e=o.join("\n")).replace(/^\n+/g,"")).replace(/\n+$/g,""),r.converter._dispatch("paragraphs.after",e,t,r)})),s.subParser("runExtension",(function(e,t,r,n){"use strict";if(e.filter)t=e.filter(t,n.converter,r);else if(e.regex){var o=e.regex;o instanceof RegExp||(o=new RegExp(o,"g")),t=t.replace(o,e.replace)}return t})),s.subParser("spanGamut",(function(e,t,r){"use strict";return e=r.converter._dispatch("spanGamut.before",e,t,r),e=s.subParser("codeSpans")(e,t,r),e=s.subParser("escapeSpecialCharsWithinTagAttributes")(e,t,r),e=s.subParser("encodeBackslashEscapes")(e,t,r),e=s.subParser("images")(e,t,r),e=s.subParser("anchors")(e,t,r),e=s.subParser("autoLinks")(e,t,r),e=s.subParser("simplifiedAutoLinks")(e,t,r),e=s.subParser("emoji")(e,t,r),e=s.subParser("underline")(e,t,r),e=s.subParser("italicsAndBold")(e,t,r),e=s.subParser("strikethrough")(e,t,r),e=s.subParser("ellipsis")(e,t,r),e=s.subParser("hashHTMLSpans")(e,t,r),e=s.subParser("encodeAmpsAndAngles")(e,t,r),t.simpleLineBreaks?/\n\n¨K/.test(e)||(e=e.replace(/\n+/g,"
\n")):e=e.replace(/ +\n/g,"
\n"),e=r.converter._dispatch("spanGamut.after",e,t,r)})),s.subParser("strikethrough",(function(e,t,r){"use strict";return t.strikethrough&&(e=(e=r.converter._dispatch("strikethrough.before",e,t,r)).replace(/(?:~){2}([\s\S]+?)(?:~){2}/g,(function(e,n){return function(e){return t.simplifiedAutoLink&&(e=s.subParser("simplifiedAutoLinks")(e,t,r)),""+e+""}(n)})),e=r.converter._dispatch("strikethrough.after",e,t,r)),e})),s.subParser("stripLinkDefinitions",(function(e,t,r){"use strict";var n=function(e,n,o,a,i,l,c){return n=n.toLowerCase(),r.gUrls[n]=o.match(/^data:.+?\/.+?;base64,/)?o.replace(/\s/g,""):s.subParser("encodeAmpsAndAngles")(o,t,r),l?l+c:(c&&(r.gTitles[n]=c.replace(/"|'/g,""")),t.parseImgDimensions&&a&&i&&(r.gDimensions[n]={width:a,height:i}),"")};return e=(e=(e=(e+="¨0").replace(/^ {0,3}\[(.+)]:[ \t]*\n?[ \t]*?(?: =([*\d]+[A-Za-z%]{0,4})x([*\d]+[A-Za-z%]{0,4}))?[ \t]*\n?[ \t]*(?:(\n*)["|'(](.+?)["|')][ \t]*)?(?:\n\n|(?=¨0)|(?=\n\[))/gm,n)).replace(/^ {0,3}\[(.+)]:[ \t]*\n?[ \t]*\s]+)>?(?: =([*\d]+[A-Za-z%]{0,4})x([*\d]+[A-Za-z%]{0,4}))?[ \t]*\n?[ \t]*(?:(\n*)["|'(](.+?)["|')][ \t]*)?(?:\n+|(?=¨0))/gm,n)).replace(/¨0/,"")})),s.subParser("tables",(function(e,t,r){"use strict";function n(e,n){return""+s.subParser("spanGamut")(e,t,r)+"\n"}function o(e){var o,a=e.split("\n");for(o=0;o"+(l=s.subParser("spanGamut")(l,t,r))+"\n"));for(o=0;o\n\n\n",o=0;o\n";for(var a=0;a\n"}return r+="\n\n"}(m,f)}if(!t.tables)return e;return e=(e=(e=(e=r.converter._dispatch("tables.before",e,t,r)).replace(/\\(\|)/g,s.helper.escapeCharactersCallback)).replace(/^ {0,3}\|?.+\|.+\n {0,3}\|?[ \t]*:?[ \t]*(?:[-=]){2,}[ \t]*:?[ \t]*\|[ \t]*:?[ \t]*(?:[-=]){2,}[\s\S]+?(?:\n\n|¨0)/gm,o)).replace(/^ {0,3}\|.+\|[ \t]*\n {0,3}\|[ \t]*:?[ \t]*(?:[-=]){2,}[ \t]*:?[ \t]*\|[ \t]*\n( {0,3}\|.+\|[ \t]*\n)*(?:\n|¨0)/gm,o),e=r.converter._dispatch("tables.after",e,t,r)})),s.subParser("underline",(function(e,t,r){"use strict";return t.underline?(e=r.converter._dispatch("underline.before",e,t,r),e=(e=t.literalMidWordUnderscores?(e=e.replace(/\b___(\S[\s\S]*?)___\b/g,(function(e,t){return""+t+""}))).replace(/\b__(\S[\s\S]*?)__\b/g,(function(e,t){return""+t+""})):(e=e.replace(/___(\S[\s\S]*?)___/g,(function(e,t){return/\S$/.test(t)?""+t+"":e}))).replace(/__(\S[\s\S]*?)__/g,(function(e,t){return/\S$/.test(t)?""+t+"":e}))).replace(/(_)/g,s.helper.escapeCharactersCallback),e=r.converter._dispatch("underline.after",e,t,r)):e})),s.subParser("unescapeSpecialChars",(function(e,t,r){"use strict";return e=(e=r.converter._dispatch("unescapeSpecialChars.before",e,t,r)).replace(/¨E(\d+)E/g,(function(e,t){var r=parseInt(t);return String.fromCharCode(r)})),e=r.converter._dispatch("unescapeSpecialChars.after",e,t,r)})),s.subParser("makeMarkdown.blockquote",(function(e,t){"use strict";var r="";if(e.hasChildNodes())for(var n=e.childNodes,o=n.length,a=0;a ")})),s.subParser("makeMarkdown.codeBlock",(function(e,t){"use strict";var r=e.getAttribute("language"),n=e.getAttribute("precodenum");return"```"+r+"\n"+t.preList[n]+"\n```"})),s.subParser("makeMarkdown.codeSpan",(function(e){"use strict";return"`"+e.innerHTML+"`"})),s.subParser("makeMarkdown.emphasis",(function(e,t){"use strict";var r="";if(e.hasChildNodes()){r+="*";for(var n=e.childNodes,o=n.length,a=0;a",e.hasAttribute("width")&&e.hasAttribute("height")&&(t+=" ="+e.getAttribute("width")+"x"+e.getAttribute("height")),e.hasAttribute("title")&&(t+=' "'+e.getAttribute("title")+'"'),t+=")"),t})),s.subParser("makeMarkdown.links",(function(e,t){"use strict";var r="";if(e.hasChildNodes()&&e.hasAttribute("href")){var n=e.childNodes,o=n.length;r="[";for(var a=0;a",e.hasAttribute("title")&&(r+=' "'+e.getAttribute("title")+'"'),r+=")"}return r})),s.subParser("makeMarkdown.list",(function(e,t,r){"use strict";var n="";if(!e.hasChildNodes())return"";for(var o=e.childNodes,a=o.length,i=e.getAttribute("start")||1,l=0;l"+t.preList[r]+""})),s.subParser("makeMarkdown.strikethrough",(function(e,t){"use strict";var r="";if(e.hasChildNodes()){r+="~~";for(var n=e.childNodes,o=n.length,a=0;atr>th"),l=e.querySelectorAll("tbody>tr");for(r=0;rm&&(m=g)}for(r=0;r/g,"\\$1>")).replace(/^#/gm,"\\#")).replace(/^(\s*)([-=]{3,})(\s*)$/,"$1\\$2$3")).replace(/^( {0,3}\d+)\./gm,"$1\\.")).replace(/^( {0,3})([+-])/gm,"$1\\$2")).replace(/]([\s]*)\(/g,"\\]$1\\(")).replace(/^ {0,3}\[([\S \t]*?)]:/gm,"\\[$1]:")}));void 0===(n=function(){"use strict";return s}.call(t,r,t,e))||(e.exports=n)}).call(this)},WOcO:function(e,t,r){"use strict";r.d(t,"a",(function(){return n})),r.d(t,"b",(function(){return o})),r.d(t,"c",(function(){return a})),r.d(t,"d",(function(){return i})),r.d(t,"e",(function(){return s})),r.d(t,"f",(function(){return l})),r.d(t,"g",(function(){return c})),r.d(t,"h",(function(){return _})),r.d(t,"i",(function(){return d})),r.d(t,"j",(function(){return u})),r.d(t,"k",(function(){return p})),r.d(t,"l",(function(){return m})),r.d(t,"m",(function(){return g})),r.d(t,"n",(function(){return f})),r.d(t,"o",(function(){return E})),r.d(t,"p",(function(){return b})),r.d(t,"q",(function(){return h})),r.d(t,"r",(function(){return S})),r.d(t,"s",(function(){return T})),r.d(t,"t",(function(){return v})),r.d(t,"u",(function(){return C}));var n={prefix:"fas",iconName:"address-card",icon:[576,512,[],"f2bb","M528 32H48C21.5 32 0 53.5 0 80v352c0 26.5 21.5 48 48 48h480c26.5 0 48-21.5 48-48V80c0-26.5-21.5-48-48-48zm-352 96c35.3 0 64 28.7 64 64s-28.7 64-64 64-64-28.7-64-64 28.7-64 64-64zm112 236.8c0 10.6-10 19.2-22.4 19.2H86.4C74 384 64 375.4 64 364.8v-19.2c0-31.8 30.1-57.6 67.2-57.6h5c12.3 5.1 25.7 8 39.8 8s27.6-2.9 39.8-8h5c37.1 0 67.2 25.8 67.2 57.6v19.2zM512 312c0 4.4-3.6 8-8 8H360c-4.4 0-8-3.6-8-8v-16c0-4.4 3.6-8 8-8h144c4.4 0 8 3.6 8 8v16zm0-64c0 4.4-3.6 8-8 8H360c-4.4 0-8-3.6-8-8v-16c0-4.4 3.6-8 8-8h144c4.4 0 8 3.6 8 8v16zm0-64c0 4.4-3.6 8-8 8H360c-4.4 0-8-3.6-8-8v-16c0-4.4 3.6-8 8-8h144c4.4 0 8 3.6 8 8v16z"]},o={prefix:"fas",iconName:"adjust",icon:[512,512,[],"f042","M8 256c0 136.966 111.033 248 248 248s248-111.034 248-248S392.966 8 256 8 8 119.033 8 256zm248 184V72c101.705 0 184 82.311 184 184 0 101.705-82.311 184-184 184z"]},a={prefix:"fas",iconName:"bug",icon:[512,512,[],"f188","M511.988 288.9c-.478 17.43-15.217 31.1-32.653 31.1H424v16c0 21.864-4.882 42.584-13.6 61.145l60.228 60.228c12.496 12.497 12.496 32.758 0 45.255-12.498 12.497-32.759 12.496-45.256 0l-54.736-54.736C345.886 467.965 314.351 480 280 480V236c0-6.627-5.373-12-12-12h-24c-6.627 0-12 5.373-12 12v244c-34.351 0-65.886-12.035-90.636-32.108l-54.736 54.736c-12.498 12.497-32.759 12.496-45.256 0-12.496-12.497-12.496-32.758 0-45.255l60.228-60.228C92.882 378.584 88 357.864 88 336v-16H32.666C15.23 320 .491 306.33.013 288.9-.484 270.816 14.028 256 32 256h56v-58.745l-46.628-46.628c-12.496-12.497-12.496-32.758 0-45.255 12.498-12.497 32.758-12.497 45.256 0L141.255 160h229.489l54.627-54.627c12.498-12.497 32.758-12.497 45.256 0 12.496 12.497 12.496 32.758 0 45.255L424 197.255V256h56c17.972 0 32.484 14.816 31.988 32.9zM257 0c-61.856 0-112 50.144-112 112h224C369 50.144 318.856 0 257 0z"]},i={prefix:"fas",iconName:"check",icon:[512,512,[],"f00c","M173.898 439.404l-166.4-166.4c-9.997-9.997-9.997-26.206 0-36.204l36.203-36.204c9.997-9.998 26.207-9.998 36.204 0L192 312.69 432.095 72.596c9.997-9.997 26.207-9.997 36.204 0l36.203 36.204c9.997 9.997 9.997 26.206 0 36.204l-294.4 294.401c-9.998 9.997-26.207 9.997-36.204-.001z"]},s={prefix:"fas",iconName:"chevron-right",icon:[320,512,[],"f054","M285.476 272.971L91.132 467.314c-9.373 9.373-24.569 9.373-33.941 0l-22.667-22.667c-9.357-9.357-9.375-24.522-.04-33.901L188.505 256 34.484 101.255c-9.335-9.379-9.317-24.544.04-33.901l22.667-22.667c9.373-9.373 24.569-9.373 33.941 0L285.475 239.03c9.373 9.372 9.373 24.568.001 33.941z"]},l={prefix:"fas",iconName:"circle",icon:[512,512,[],"f111","M256 8C119 8 8 119 8 256s111 248 248 248 248-111 248-248S393 8 256 8z"]},c={prefix:"fas",iconName:"clock",icon:[512,512,[],"f017","M256,8C119,8,8,119,8,256S119,504,256,504,504,393,504,256,393,8,256,8Zm92.49,313h0l-20,25a16,16,0,0,1-22.49,2.5h0l-67-49.72a40,40,0,0,1-15-31.23V112a16,16,0,0,1,16-16h32a16,16,0,0,1,16,16V256l58,42.5A16,16,0,0,1,348.49,321Z"]},_={prefix:"fas",iconName:"cross",icon:[384,512,[],"f654","M352 128h-96V32c0-17.67-14.33-32-32-32h-64c-17.67 0-32 14.33-32 32v96H32c-17.67 0-32 14.33-32 32v64c0 17.67 14.33 32 32 32h96v224c0 17.67 14.33 32 32 32h64c17.67 0 32-14.33 32-32V256h96c17.67 0 32-14.33 32-32v-64c0-17.67-14.33-32-32-32z"]},d={prefix:"fas",iconName:"download",icon:[512,512,[],"f019","M216 0h80c13.3 0 24 10.7 24 24v168h87.7c17.8 0 26.7 21.5 14.1 34.1L269.7 378.3c-7.5 7.5-19.8 7.5-27.3 0L90.1 226.1c-12.6-12.6-3.7-34.1 14.1-34.1H192V24c0-13.3 10.7-24 24-24zm296 376v112c0 13.3-10.7 24-24 24H24c-13.3 0-24-10.7-24-24V376c0-13.3 10.7-24 24-24h146.7l49 49c20.1 20.1 52.5 20.1 72.6 0l49-49H488c13.3 0 24 10.7 24 24zm-124 88c0-11-9-20-20-20s-20 9-20 20 9 20 20 20 20-9 20-20zm64 0c0-11-9-20-20-20s-20 9-20 20 9 20 20 20 20-9 20-20z"]},u={prefix:"fas",iconName:"envelope",icon:[512,512,[],"f0e0","M502.3 190.8c3.9-3.1 9.7-.2 9.7 4.7V400c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V195.6c0-5 5.7-7.8 9.7-4.7 22.4 17.4 52.1 39.5 154.1 113.6 21.1 15.4 56.7 47.8 92.2 47.6 35.7.3 72-32.8 92.3-47.6 102-74.1 131.6-96.3 154-113.7zM256 320c23.2.4 56.6-29.2 73.4-41.4 132.7-96.3 142.8-104.7 173.4-128.7 5.8-4.5 9.2-11.5 9.2-18.9v-19c0-26.5-21.5-48-48-48H48C21.5 64 0 85.5 0 112v19c0 7.4 3.4 14.3 9.2 18.9 30.6 23.9 40.7 32.4 173.4 128.7 16.8 12.2 50.2 41.8 73.4 41.4z"]},p={prefix:"fas",iconName:"exclamation-circle",icon:[512,512,[],"f06a","M504 256c0 136.997-111.043 248-248 248S8 392.997 8 256C8 119.083 119.043 8 256 8s248 111.083 248 248zm-248 50c-25.405 0-46 20.595-46 46s20.595 46 46 46 46-20.595 46-46-20.595-46-46-46zm-43.673-165.346l7.418 136c.347 6.364 5.609 11.346 11.982 11.346h48.546c6.373 0 11.635-4.982 11.982-11.346l7.418-136c.375-6.874-5.098-12.654-11.982-12.654h-63.383c-6.884 0-12.356 5.78-11.981 12.654z"]},m={prefix:"fas",iconName:"exclamation-triangle",icon:[576,512,[],"f071","M569.517 440.013C587.975 472.007 564.806 512 527.94 512H48.054c-36.937 0-59.999-40.055-41.577-71.987L246.423 23.985c18.467-32.009 64.72-31.951 83.154 0l239.94 416.028zM288 354c-25.405 0-46 20.595-46 46s20.595 46 46 46 46-20.595 46-46-20.595-46-46-46zm-43.673-165.346l7.418 136c.347 6.364 5.609 11.346 11.982 11.346h48.546c6.373 0 11.635-4.982 11.982-11.346l7.418-136c.375-6.874-5.098-12.654-11.982-12.654h-63.383c-6.884 0-12.356 5.78-11.981 12.654z"]},g={prefix:"fas",iconName:"external-link-alt",icon:[512,512,[],"f35d","M432,320H400a16,16,0,0,0-16,16V448H64V128H208a16,16,0,0,0,16-16V80a16,16,0,0,0-16-16H48A48,48,0,0,0,0,112V464a48,48,0,0,0,48,48H400a48,48,0,0,0,48-48V336A16,16,0,0,0,432,320ZM488,0h-128c-21.37,0-32.05,25.91-17,41l35.73,35.73L135,320.37a24,24,0,0,0,0,34L157.67,377a24,24,0,0,0,34,0L435.28,133.32,471,169c15,15,41,4.5,41-17V24A24,24,0,0,0,488,0Z"]},f={prefix:"fas",iconName:"house-user",icon:[576,512,[],"e065","M570.69,236.27,512,184.44V48a16,16,0,0,0-16-16H432a16,16,0,0,0-16,16V99.67L314.78,10.3C308.5,4.61,296.53,0,288,0s-20.46,4.61-26.74,10.3l-256,226A18.27,18.27,0,0,0,0,248.2a18.64,18.64,0,0,0,4.09,10.71L25.5,282.7a21.14,21.14,0,0,0,12,5.3,21.67,21.67,0,0,0,10.69-4.11l15.9-14V480a32,32,0,0,0,32,32H480a32,32,0,0,0,32-32V269.88l15.91,14A21.94,21.94,0,0,0,538.63,288a20.89,20.89,0,0,0,11.87-5.31l21.41-23.81A21.64,21.64,0,0,0,576,248.19,21,21,0,0,0,570.69,236.27ZM288,176a64,64,0,1,1-64,64A64,64,0,0,1,288,176ZM400,448H176a16,16,0,0,1-16-16,96,96,0,0,1,96-96h64a96,96,0,0,1,96,96A16,16,0,0,1,400,448Z"]},E={prefix:"fas",iconName:"lock-open",icon:[576,512,[],"f3c1","M423.5 0C339.5.3 272 69.5 272 153.5V224H48c-26.5 0-48 21.5-48 48v192c0 26.5 21.5 48 48 48h352c26.5 0 48-21.5 48-48V272c0-26.5-21.5-48-48-48h-48v-71.1c0-39.6 31.7-72.5 71.3-72.9 40-.4 72.7 32.1 72.7 72v80c0 13.3 10.7 24 24 24h32c13.3 0 24-10.7 24-24v-80C576 68 507.5-.3 423.5 0z"]},b={prefix:"fas",iconName:"magnet",icon:[512,512,[],"f076","M164.07 148.1H12a12 12 0 0 1-12-12v-80a36 36 0 0 1 36-36h104a36 36 0 0 1 36 36v80a11.89 11.89 0 0 1-11.93 12zm347.93-12V56a36 36 0 0 0-36-36H372a36 36 0 0 0-36 36v80a12 12 0 0 0 12 12h152a11.89 11.89 0 0 0 12-11.9zm-164 44a12 12 0 0 0-12 12v52c0 128.1-160 127.9-160 0v-52a12 12 0 0 0-12-12H12.1a12 12 0 0 0-12 12.1c.1 21.4.6 40.3 0 53.3 0 150.6 136.17 246.6 256.75 246.6s255-96 255-246.7c-.6-12.8-.2-33 0-53.2a12 12 0 0 0-12-12.1z"]},h={prefix:"fas",iconName:"mug-hot",icon:[512,512,[],"f7b6","M127.1 146.5c1.3 7.7 8 13.5 16 13.5h16.5c9.8 0 17.6-8.5 16.3-18-3.8-28.2-16.4-54.2-36.6-74.7-14.4-14.7-23.6-33.3-26.4-53.5C111.8 5.9 105 0 96.8 0H80.4C70.6 0 63 8.5 64.1 18c3.9 31.9 18 61.3 40.6 84.4 12 12.2 19.7 27.5 22.4 44.1zm112 0c1.3 7.7 8 13.5 16 13.5h16.5c9.8 0 17.6-8.5 16.3-18-3.8-28.2-16.4-54.2-36.6-74.7-14.4-14.7-23.6-33.3-26.4-53.5C223.8 5.9 217 0 208.8 0h-16.4c-9.8 0-17.5 8.5-16.3 18 3.9 31.9 18 61.3 40.6 84.4 12 12.2 19.7 27.5 22.4 44.1zM400 192H32c-17.7 0-32 14.3-32 32v192c0 53 43 96 96 96h192c53 0 96-43 96-96h16c61.8 0 112-50.2 112-112s-50.2-112-112-112zm0 160h-16v-96h16c26.5 0 48 21.5 48 48s-21.5 48-48 48z"]},S={prefix:"fas",iconName:"print",icon:[512,512,[],"f02f","M448 192V77.25c0-8.49-3.37-16.62-9.37-22.63L393.37 9.37c-6-6-14.14-9.37-22.63-9.37H96C78.33 0 64 14.33 64 32v160c-35.35 0-64 28.65-64 64v112c0 8.84 7.16 16 16 16h48v96c0 17.67 14.33 32 32 32h320c17.67 0 32-14.33 32-32v-96h48c8.84 0 16-7.16 16-16V256c0-35.35-28.65-64-64-64zm-64 256H128v-96h256v96zm0-224H128V64h192v48c0 8.84 7.16 16 16 16h48v96zm48 72c-13.25 0-24-10.75-24-24 0-13.26 10.75-24 24-24s24 10.74 24 24c0 13.25-10.75 24-24 24z"]},T={prefix:"fas",iconName:"question",icon:[384,512,[],"f128","M202.021 0C122.202 0 70.503 32.703 29.914 91.026c-7.363 10.58-5.093 25.086 5.178 32.874l43.138 32.709c10.373 7.865 25.132 6.026 33.253-4.148 25.049-31.381 43.63-49.449 82.757-49.449 30.764 0 68.816 19.799 68.816 49.631 0 22.552-18.617 34.134-48.993 51.164-35.423 19.86-82.299 44.576-82.299 106.405V320c0 13.255 10.745 24 24 24h72.471c13.255 0 24-10.745 24-24v-5.773c0-42.86 125.268-44.645 125.268-160.627C377.504 66.256 286.902 0 202.021 0zM192 373.459c-38.196 0-69.271 31.075-69.271 69.271 0 38.195 31.075 69.27 69.271 69.27s69.271-31.075 69.271-69.271-31.075-69.27-69.271-69.27z"]},v={prefix:"fas",iconName:"radiation",icon:[496,512,[],"f7b9","M328.2 255.8h151.6c9.1 0 16.8-7.7 16.2-16.8-5.1-75.8-44.4-142.2-102.5-184.2-7.4-5.3-17.9-2.9-22.7 4.8L290.4 188c22.6 14.3 37.8 39.2 37.8 67.8zm-37.8 67.7c-12.3 7.7-26.8 12.4-42.4 12.4-15.6 0-30-4.7-42.4-12.4L125.2 452c-4.8 7.7-2.4 18.1 5.6 22.4C165.7 493.2 205.6 504 248 504s82.3-10.8 117.2-29.6c8-4.3 10.4-14.8 5.6-22.4l-80.4-128.5zM248 303.8c26.5 0 48-21.5 48-48s-21.5-48-48-48-48 21.5-48 48 21.5 48 48 48zm-231.8-48h151.6c0-28.6 15.2-53.5 37.8-67.7L125.2 59.7c-4.8-7.7-15.3-10.2-22.7-4.8C44.4 96.9 5.1 163.3 0 239.1c-.6 9 7.1 16.7 16.2 16.7z"]},C={prefix:"fas",iconName:"spinner",icon:[512,512,[],"f110","M304 48c0 26.51-21.49 48-48 48s-48-21.49-48-48 21.49-48 48-48 48 21.49 48 48zm-48 368c-26.51 0-48 21.49-48 48s21.49 48 48 48 48-21.49 48-48-21.49-48-48-48zm208-208c-26.51 0-48 21.49-48 48s21.49 48 48 48 48-21.49 48-48-21.49-48-48-48zM96 256c0-26.51-21.49-48-48-48S0 229.49 0 256s21.49 48 48 48 48-21.49 48-48zm12.922 99.078c-26.51 0-48 21.49-48 48s21.49 48 48 48 48-21.49 48-48c0-26.509-21.491-48-48-48zm294.156 0c-26.51 0-48 21.49-48 48s21.49 48 48 48 48-21.49 48-48c0-26.509-21.49-48-48-48zM108.922 60.922c-26.51 0-48 21.49-48 48s21.49 48 48 48 48-21.49 48-48-21.491-48-48-48z"]}},"WV2/":function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(14).then(function(){var t=r("U6dl");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},WfZR:function(e){e.exports=function(e){return{case_insensitive:!0,aliases:["f90","f95"],keywords:{literal:".False. .True.",keyword:"kind do while private call intrinsic where elsewhere type endtype endmodule endselect endinterface end enddo endif if forall endforall only contains default return stop then public subroutine|10 function program .and. .or. .not. .le. .eq. .ge. .gt. .lt. goto save else use module select case access blank direct exist file fmt form formatted iostat name named nextrec number opened rec recl sequential status unformatted unit continue format pause cycle exit c_null_char c_alert c_backspace c_form_feed flush wait decimal round iomsg synchronous nopass non_overridable pass protected volatile abstract extends import non_intrinsic value deferred generic final enumerator class associate bind enum c_int c_short c_long c_long_long c_signed_char c_size_t c_int8_t c_int16_t c_int32_t c_int64_t c_int_least8_t c_int_least16_t c_int_least32_t c_int_least64_t c_int_fast8_t c_int_fast16_t c_int_fast32_t c_int_fast64_t c_intmax_t C_intptr_t c_float c_double c_long_double c_float_complex c_double_complex c_long_double_complex c_bool c_char c_null_ptr c_null_funptr c_new_line c_carriage_return c_horizontal_tab c_vertical_tab iso_c_binding c_loc c_funloc c_associated c_f_pointer c_ptr c_funptr iso_fortran_env character_storage_size error_unit file_storage_size input_unit iostat_end iostat_eor numeric_storage_size output_unit c_f_procpointer ieee_arithmetic ieee_support_underflow_control ieee_get_underflow_mode ieee_set_underflow_mode newunit contiguous recursive pad position action delim readwrite eor advance nml interface procedure namelist include sequence elemental pure integer real character complex logical dimension allocatable|10 parameter external implicit|10 none double precision assign intent optional pointer target in out common equivalence data",built_in:"alog alog10 amax0 amax1 amin0 amin1 amod cabs ccos cexp clog csin csqrt dabs dacos dasin datan datan2 dcos dcosh ddim dexp dint dlog dlog10 dmax1 dmin1 dmod dnint dsign dsin dsinh dsqrt dtan dtanh float iabs idim idint idnint ifix isign max0 max1 min0 min1 sngl algama cdabs cdcos cdexp cdlog cdsin cdsqrt cqabs cqcos cqexp cqlog cqsin cqsqrt dcmplx dconjg derf derfc dfloat dgamma dimag dlgama iqint qabs qacos qasin qatan qatan2 qcmplx qconjg qcos qcosh qdim qerf qerfc qexp qgamma qimag qlgama qlog qlog10 qmax1 qmin1 qmod qnint qsign qsin qsinh qsqrt qtan qtanh abs acos aimag aint anint asin atan atan2 char cmplx conjg cos cosh exp ichar index int log log10 max min nint sign sin sinh sqrt tan tanh print write dim lge lgt lle llt mod nullify allocate deallocate adjustl adjustr all allocated any associated bit_size btest ceiling count cshift date_and_time digits dot_product eoshift epsilon exponent floor fraction huge iand ibclr ibits ibset ieor ior ishft ishftc lbound len_trim matmul maxexponent maxloc maxval merge minexponent minloc minval modulo mvbits nearest pack present product radix random_number random_seed range repeat reshape rrspacing scale scan selected_int_kind selected_real_kind set_exponent shape size spacing spread sum system_clock tiny transpose trim ubound unpack verify achar iachar transfer dble entry dprod cpu_time command_argument_count get_command get_command_argument get_environment_variable is_iostat_end ieee_arithmetic ieee_support_underflow_control ieee_get_underflow_mode ieee_set_underflow_mode is_iostat_eor move_alloc new_line selected_char_kind same_type_as extends_type_ofacosh asinh atanh bessel_j0 bessel_j1 bessel_jn bessel_y0 bessel_y1 bessel_yn erf erfc erfc_scaled gamma log_gamma hypot norm2 atomic_define atomic_ref execute_command_line leadz trailz storage_size merge_bits bge bgt ble blt dshiftl dshiftr findloc iall iany iparity image_index lcobound ucobound maskl maskr num_images parity popcnt poppar shifta shiftl shiftr this_image"},illegal:/\/\*/,contains:[e.inherit(e.APOS_STRING_MODE,{className:"string",relevance:0}),e.inherit(e.QUOTE_STRING_MODE,{className:"string",relevance:0}),{className:"function",beginKeywords:"subroutine function program",illegal:"[${=\\n]",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",begin:"\\(",end:"\\)"}]},e.COMMENT("!","$",{relevance:0}),{className:"number",begin:"(?=\\b|\\+|\\-|\\.)(?=\\.\\d|\\d)(?:\\d+)?(?:\\.?\\d*)(?:[de][+-]?\\d+)?\\b\\.?",relevance:0}]}}},WgIG:function(e,t,r){"use strict";function n(e){try{return e&&"function"==typeof e&&e.name||""}catch(e){return""}}r.d(t,"a",(function(){return n}))},Wu1p:function(e){e.exports=function(e){var t=e.getLanguage("cpp").exports;return{keywords:{keyword:"boolean byte word string String array "+t.keywords.keyword,built_in:"setup loop while catch for if do goto try switch case else default break continue return KeyboardController MouseController SoftwareSerial EthernetServer EthernetClient LiquidCrystal RobotControl GSMVoiceCall EthernetUDP EsploraTFT HttpClient RobotMotor WiFiClient GSMScanner FileSystem Scheduler GSMServer YunClient YunServer IPAddress GSMClient GSMModem Keyboard Ethernet Console GSMBand Esplora Stepper Process WiFiUDP GSM_SMS Mailbox USBHost Firmata PImage Client Server GSMPIN FileIO Bridge Serial EEPROM Stream Mouse Audio Servo File Task GPRS WiFi Wire TFT GSM SPI SD runShellCommandAsynchronously analogWriteResolution retrieveCallingNumber printFirmwareVersion analogReadResolution sendDigitalPortPair noListenOnLocalhost readJoystickButton setFirmwareVersion readJoystickSwitch scrollDisplayRight getVoiceCallStatus scrollDisplayLeft writeMicroseconds delayMicroseconds beginTransmission getSignalStrength runAsynchronously getAsynchronously listenOnLocalhost getCurrentCarrier readAccelerometer messageAvailable sendDigitalPorts lineFollowConfig countryNameWrite runShellCommand readStringUntil rewindDirectory readTemperature setClockDivider readLightSensor endTransmission analogReference detachInterrupt countryNameRead attachInterrupt encryptionType readBytesUntil robotNameWrite readMicrophone robotNameRead cityNameWrite userNameWrite readJoystickY readJoystickX mouseReleased openNextFile scanNetworks noInterrupts digitalWrite beginSpeaker mousePressed isActionDone mouseDragged displayLogos noAutoscroll addParameter remoteNumber getModifiers keyboardRead userNameRead waitContinue processInput parseCommand printVersion readNetworks writeMessage blinkVersion cityNameRead readMessage setDataMode parsePacket isListening setBitOrder beginPacket isDirectory motorsWrite drawCompass digitalRead clearScreen serialEvent rightToLeft setTextSize leftToRight requestFrom keyReleased compassRead analogWrite interrupts WiFiServer disconnect playMelody parseFloat autoscroll getPINUsed setPINUsed setTimeout sendAnalog readSlider analogRead beginWrite createChar motorsStop keyPressed tempoWrite readButton subnetMask debugPrint macAddress writeGreen randomSeed attachGPRS readString sendString remotePort releaseAll mouseMoved background getXChange getYChange answerCall getResult voiceCall endPacket constrain getSocket writeJSON getButton available connected findUntil readBytes exitValue readGreen writeBlue startLoop IPAddress isPressed sendSysex pauseMode gatewayIP setCursor getOemKey tuneWrite noDisplay loadImage switchPIN onRequest onReceive changePIN playFile noBuffer parseInt overflow checkPIN knobRead beginTFT bitClear updateIR bitWrite position writeRGB highByte writeRed setSpeed readBlue noStroke remoteIP transfer shutdown hangCall beginSMS endWrite attached maintain noCursor checkReg checkPUK shiftOut isValid shiftIn pulseIn connect println localIP pinMode getIMEI display noBlink process getBand running beginSD drawBMP lowByte setBand release bitRead prepare pointTo readRed setMode noFill remove listen stroke detach attach noTone exists buffer height bitSet circle config cursor random IRread setDNS endSMS getKey micros millis begin print write ready flush width isPIN blink clear press mkdir rmdir close point yield image BSSID click delay read text move peek beep rect line open seek fill size turn stop home find step tone sqrt RSSI SSID end bit tan cos sin pow map abs max min get run put",literal:"DIGITAL_MESSAGE FIRMATA_STRING ANALOG_MESSAGE REPORT_DIGITAL REPORT_ANALOG INPUT_PULLUP SET_PIN_MODE INTERNAL2V56 SYSTEM_RESET LED_BUILTIN INTERNAL1V1 SYSEX_START INTERNAL EXTERNAL DEFAULT OUTPUT INPUT HIGH LOW"},contains:[t.preprocessor,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE]}}},"X7+o":function(e,t,r){"use strict";(function(e){function n(e){return(n="function"==typeof Symbol&&"symbol"==typeof Symbol.iterator?function(e){return typeof e}:function(e){return e&&"function"==typeof Symbol&&e.constructor===Symbol&&e!==Symbol.prototype?"symbol":typeof e})(e)}function o(e,t){for(var r=0;r-1;o--){var a=r[o],i=(a.tagName||"").toUpperCase();["STYLE","LINK"].indexOf(i)>-1&&(n=a)}return Y.head.insertBefore(t,n),e}}function T(){for(var e=12,t="";e-- >0;)t+="0123456789abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ"[62*Math.random()|0];return t}function v(e){return"".concat(e).replace(/&/g,"&").replace(/"/g,""").replace(/'/g,"'").replace(//g,">")}function C(e){return Object.keys(e||{}).reduce((function(t,r){return t+"".concat(r,": ").concat(e[r],";")}),"")}function y(e){return e.size!==oe.size||e.x!==oe.x||e.y!==oe.y||e.rotate!==oe.rotate||e.flipX||e.flipY}function R(e){var t=e.transform,r=e.iconWidth,n={transform:"translate(".concat(e.containerWidth/2," 256)")},o="translate(".concat(32*t.x,", ").concat(32*t.y,") "),a="scale(".concat(t.size/16*(t.flipX?-1:1),", ").concat(t.size/16*(t.flipY?-1:1),") "),i="rotate(".concat(t.rotate," 0 0)");return{outer:n,inner:{transform:"".concat(o," ").concat(a," ").concat(i)},path:{transform:"translate(".concat(r/2*-1," -256)")}}}function N(e){var t=!(arguments.length>1&&void 0!==arguments[1])||arguments[1];return e.attributes&&(e.attributes.fill||t)&&(e.attributes.fill="black"),e}function O(e){var t=e.icons,r=t.main,n=t.mask,o=e.prefix,a=e.iconName,s=e.transform,l=e.symbol,c=e.title,_=e.maskId,d=e.titleId,u=e.extra,p=e.watchable,m=void 0!==p&&p,g=n.found?n:r,f=g.width,E=g.height,b="fak"===o,h=b?"":"fa-w-".concat(Math.ceil(f/E*16)),S=[K.replacementClass,a?"".concat(K.familyPrefix,"-").concat(a):"",h].filter((function(e){return-1===u.classes.indexOf(e)})).filter((function(e){return""!==e||!!e})).concat(u.classes).join(" "),v={children:[],attributes:i({},u.attributes,{"data-prefix":o,"data-icon":a,class:S,role:u.attributes.role||"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 ".concat(f," ").concat(E)})},O=b&&!~u.classes.indexOf("fa-fw")?{width:"".concat(f/E*16*.0625,"em")}:{};m&&(v.attributes["data-fa-i2svg"]=""),c&&v.children.push({tag:"title",attributes:{id:v.attributes["aria-labelledby"]||"title-".concat(d||T())},children:[c]});var A=i({},v,{prefix:o,iconName:a,main:r,mask:n,maskId:_,transform:s,symbol:l,styles:i({},O,u.styles)}),I=n.found&&r.found?function(e){var t,r=e.children,n=e.attributes,o=e.main,a=e.mask,s=e.maskId,l=o.icon,c=a.icon,_=R({transform:e.transform,containerWidth:a.width,iconWidth:o.width}),d={tag:"rect",attributes:i({},ae,{fill:"white"})},u=l.children?{children:l.children.map(N)}:{},p={tag:"g",attributes:i({},_.inner),children:[N(i({tag:l.tag,attributes:i({},l.attributes,_.path)},u))]},m={tag:"g",attributes:i({},_.outer),children:[p]},g="mask-".concat(s||T()),f="clip-".concat(s||T()),E={tag:"mask",attributes:i({},ae,{id:g,maskUnits:"userSpaceOnUse",maskContentUnits:"userSpaceOnUse"}),children:[d,m]},b={tag:"defs",children:[{tag:"clipPath",attributes:{id:f},children:(t=c,"g"===t.tag?t.children:[t])},E]};return r.push(b,{tag:"rect",attributes:i({fill:"currentColor","clip-path":"url(#".concat(f,")"),mask:"url(#".concat(g,")")},ae)}),{children:r,attributes:n}}(A):function(e){var t=e.children,r=e.attributes,n=e.main,o=e.transform,a=C(e.styles);if(a.length>0&&(r.style=a),y(o)){var s=R({transform:o,containerWidth:n.width,iconWidth:n.width});t.push({tag:"g",attributes:i({},s.outer),children:[{tag:"g",attributes:i({},s.inner),children:[{tag:n.icon.tag,children:n.icon.children,attributes:i({},n.icon.attributes,s.path)}]}]})}else t.push(n.icon);return{children:t,attributes:r}}(A),D=I.attributes;return A.children=I.children,A.attributes=D,l?function(e){var t=e.iconName,r=e.children,n=e.symbol;return[{tag:"svg",attributes:{style:"display: none;"},children:[{tag:"symbol",attributes:i({},e.attributes,{id:!0===n?"".concat(e.prefix,"-").concat(K.familyPrefix,"-").concat(t):n}),children:r}]}]}(A):function(e){var t=e.children,r=e.main,n=e.mask,o=e.attributes,a=e.styles,s=e.transform;if(y(s)&&r.found&&!n.found){var l={x:r.width/r.height/2,y:.5};o.style=C(i({},a,{"transform-origin":"".concat(l.x+s.x/16,"em ").concat(l.y+s.y/16,"em")}))}return[{tag:"svg",attributes:o,children:t}]}(A)}function A(e,t){var r=arguments.length>2&&void 0!==arguments[2]?arguments[2]:{},n=r.skipHooks,o=void 0!==n&&n,a=Object.keys(t).reduce((function(e,r){var n=t[r];return!!n.icon?e[n.iconName]=n.icon:e[r]=n,e}),{});"function"!=typeof X.hooks.addPack||o?X.styles[e]=i({},X.styles[e]||{},a):X.hooks.addPack(e,a),"fas"===e&&A("fa",t)}function I(e,t,r){if(e&&e[t]&&e[t][r])return{prefix:t,iconName:r,icon:e[t][r]}}function D(e){var t=e.tag,r=e.attributes,n=void 0===r?{}:r,o=e.children,a=void 0===o?[]:o;return"string"==typeof e?v(e):"<".concat(t," ").concat(function(e){return Object.keys(e||{}).reduce((function(t,r){return t+"".concat(r,'="').concat(v(e[r]),'" ')}),"").trim()}(n),">").concat(a.map(D).join(""),"")}function w(e){this.name="MissingIcon",this.message=e||"Icon unavailable",this.stack=(new Error).stack}function x(e){var t=e[0],r=e[1],n=s(e.slice(4),1)[0];return{found:!0,width:t,height:r,icon:Array.isArray(n)?{tag:"g",attributes:{class:"".concat(K.familyPrefix,"-").concat(q.GROUP)},children:[{tag:"path",attributes:{class:"".concat(K.familyPrefix,"-").concat(q.SECONDARY),fill:"currentColor",d:n[0]}},{tag:"path",attributes:{class:"".concat(K.familyPrefix,"-").concat(q.PRIMARY),fill:"currentColor",d:n[1]}}]}:{tag:"path",attributes:{fill:"currentColor",d:n}}}}function M(){var e="svg-inline--fa",t=K.familyPrefix,r=K.replacementClass,n='svg:not(:root).svg-inline--fa {\n overflow: visible;\n}\n\n.svg-inline--fa {\n display: inline-block;\n font-size: inherit;\n height: 1em;\n overflow: visible;\n vertical-align: -0.125em;\n}\n.svg-inline--fa.fa-lg {\n vertical-align: -0.225em;\n}\n.svg-inline--fa.fa-w-1 {\n width: 0.0625em;\n}\n.svg-inline--fa.fa-w-2 {\n width: 0.125em;\n}\n.svg-inline--fa.fa-w-3 {\n width: 0.1875em;\n}\n.svg-inline--fa.fa-w-4 {\n width: 0.25em;\n}\n.svg-inline--fa.fa-w-5 {\n width: 0.3125em;\n}\n.svg-inline--fa.fa-w-6 {\n width: 0.375em;\n}\n.svg-inline--fa.fa-w-7 {\n width: 0.4375em;\n}\n.svg-inline--fa.fa-w-8 {\n width: 0.5em;\n}\n.svg-inline--fa.fa-w-9 {\n width: 0.5625em;\n}\n.svg-inline--fa.fa-w-10 {\n width: 0.625em;\n}\n.svg-inline--fa.fa-w-11 {\n width: 0.6875em;\n}\n.svg-inline--fa.fa-w-12 {\n width: 0.75em;\n}\n.svg-inline--fa.fa-w-13 {\n width: 0.8125em;\n}\n.svg-inline--fa.fa-w-14 {\n width: 0.875em;\n}\n.svg-inline--fa.fa-w-15 {\n width: 0.9375em;\n}\n.svg-inline--fa.fa-w-16 {\n width: 1em;\n}\n.svg-inline--fa.fa-w-17 {\n width: 1.0625em;\n}\n.svg-inline--fa.fa-w-18 {\n width: 1.125em;\n}\n.svg-inline--fa.fa-w-19 {\n width: 1.1875em;\n}\n.svg-inline--fa.fa-w-20 {\n width: 1.25em;\n}\n.svg-inline--fa.fa-pull-left {\n margin-right: 0.3em;\n width: auto;\n}\n.svg-inline--fa.fa-pull-right {\n margin-left: 0.3em;\n width: auto;\n}\n.svg-inline--fa.fa-border {\n height: 1.5em;\n}\n.svg-inline--fa.fa-li {\n width: 2em;\n}\n.svg-inline--fa.fa-fw {\n width: 1.25em;\n}\n\n.fa-layers svg.svg-inline--fa {\n bottom: 0;\n left: 0;\n margin: auto;\n position: absolute;\n right: 0;\n top: 0;\n}\n\n.fa-layers {\n display: inline-block;\n height: 1em;\n position: relative;\n text-align: center;\n vertical-align: -0.125em;\n width: 1em;\n}\n.fa-layers svg.svg-inline--fa {\n -webkit-transform-origin: center center;\n transform-origin: center center;\n}\n\n.fa-layers-counter, .fa-layers-text {\n display: inline-block;\n position: absolute;\n text-align: center;\n}\n\n.fa-layers-text {\n left: 50%;\n top: 50%;\n -webkit-transform: translate(-50%, -50%);\n transform: translate(-50%, -50%);\n -webkit-transform-origin: center center;\n transform-origin: center center;\n}\n\n.fa-layers-counter {\n background-color: #ff253a;\n border-radius: 1em;\n -webkit-box-sizing: border-box;\n box-sizing: border-box;\n color: #fff;\n height: 1.5em;\n line-height: 1;\n max-width: 5em;\n min-width: 1.5em;\n overflow: hidden;\n padding: 0.25em;\n right: 0;\n text-overflow: ellipsis;\n top: 0;\n -webkit-transform: scale(0.25);\n transform: scale(0.25);\n -webkit-transform-origin: top right;\n transform-origin: top right;\n}\n\n.fa-layers-bottom-right {\n bottom: 0;\n right: 0;\n top: auto;\n -webkit-transform: scale(0.25);\n transform: scale(0.25);\n -webkit-transform-origin: bottom right;\n transform-origin: bottom right;\n}\n\n.fa-layers-bottom-left {\n bottom: 0;\n left: 0;\n right: auto;\n top: auto;\n -webkit-transform: scale(0.25);\n transform: scale(0.25);\n -webkit-transform-origin: bottom left;\n transform-origin: bottom left;\n}\n\n.fa-layers-top-right {\n right: 0;\n top: 0;\n -webkit-transform: scale(0.25);\n transform: scale(0.25);\n -webkit-transform-origin: top right;\n transform-origin: top right;\n}\n\n.fa-layers-top-left {\n left: 0;\n right: auto;\n top: 0;\n -webkit-transform: scale(0.25);\n transform: scale(0.25);\n -webkit-transform-origin: top left;\n transform-origin: top left;\n}\n\n.fa-lg {\n font-size: 1.3333333333em;\n line-height: 0.75em;\n vertical-align: -0.0667em;\n}\n\n.fa-xs {\n font-size: 0.75em;\n}\n\n.fa-sm {\n font-size: 0.875em;\n}\n\n.fa-1x {\n font-size: 1em;\n}\n\n.fa-2x {\n font-size: 2em;\n}\n\n.fa-3x {\n font-size: 3em;\n}\n\n.fa-4x {\n font-size: 4em;\n}\n\n.fa-5x {\n font-size: 5em;\n}\n\n.fa-6x {\n font-size: 6em;\n}\n\n.fa-7x {\n font-size: 7em;\n}\n\n.fa-8x {\n font-size: 8em;\n}\n\n.fa-9x {\n font-size: 9em;\n}\n\n.fa-10x {\n font-size: 10em;\n}\n\n.fa-fw {\n text-align: center;\n width: 1.25em;\n}\n\n.fa-ul {\n list-style-type: none;\n margin-left: 2.5em;\n padding-left: 0;\n}\n.fa-ul > li {\n position: relative;\n}\n\n.fa-li {\n left: -2em;\n position: absolute;\n text-align: center;\n width: 2em;\n line-height: inherit;\n}\n\n.fa-border {\n border: solid 0.08em #eee;\n border-radius: 0.1em;\n padding: 0.2em 0.25em 0.15em;\n}\n\n.fa-pull-left {\n float: left;\n}\n\n.fa-pull-right {\n float: right;\n}\n\n.fa.fa-pull-left,\n.fas.fa-pull-left,\n.far.fa-pull-left,\n.fal.fa-pull-left,\n.fab.fa-pull-left {\n margin-right: 0.3em;\n}\n.fa.fa-pull-right,\n.fas.fa-pull-right,\n.far.fa-pull-right,\n.fal.fa-pull-right,\n.fab.fa-pull-right {\n margin-left: 0.3em;\n}\n\n.fa-spin {\n -webkit-animation: fa-spin 2s infinite linear;\n animation: fa-spin 2s infinite linear;\n}\n\n.fa-pulse {\n -webkit-animation: fa-spin 1s infinite steps(8);\n animation: fa-spin 1s infinite steps(8);\n}\n\n@-webkit-keyframes fa-spin {\n 0% {\n -webkit-transform: rotate(0deg);\n transform: rotate(0deg);\n }\n 100% {\n -webkit-transform: rotate(360deg);\n transform: rotate(360deg);\n }\n}\n\n@keyframes fa-spin {\n 0% {\n -webkit-transform: rotate(0deg);\n transform: rotate(0deg);\n }\n 100% {\n -webkit-transform: rotate(360deg);\n transform: rotate(360deg);\n }\n}\n.fa-rotate-90 {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=1)";\n -webkit-transform: rotate(90deg);\n transform: rotate(90deg);\n}\n\n.fa-rotate-180 {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2)";\n -webkit-transform: rotate(180deg);\n transform: rotate(180deg);\n}\n\n.fa-rotate-270 {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=3)";\n -webkit-transform: rotate(270deg);\n transform: rotate(270deg);\n}\n\n.fa-flip-horizontal {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=0, mirror=1)";\n -webkit-transform: scale(-1, 1);\n transform: scale(-1, 1);\n}\n\n.fa-flip-vertical {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2, mirror=1)";\n -webkit-transform: scale(1, -1);\n transform: scale(1, -1);\n}\n\n.fa-flip-both, .fa-flip-horizontal.fa-flip-vertical {\n -ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2, mirror=1)";\n -webkit-transform: scale(-1, -1);\n transform: scale(-1, -1);\n}\n\n:root .fa-rotate-90,\n:root .fa-rotate-180,\n:root .fa-rotate-270,\n:root .fa-flip-horizontal,\n:root .fa-flip-vertical,\n:root .fa-flip-both {\n -webkit-filter: none;\n filter: none;\n}\n\n.fa-stack {\n display: inline-block;\n height: 2em;\n position: relative;\n width: 2.5em;\n}\n\n.fa-stack-1x,\n.fa-stack-2x {\n bottom: 0;\n left: 0;\n margin: auto;\n position: absolute;\n right: 0;\n top: 0;\n}\n\n.svg-inline--fa.fa-stack-1x {\n height: 1em;\n width: 1.25em;\n}\n.svg-inline--fa.fa-stack-2x {\n height: 2em;\n width: 2.5em;\n}\n\n.fa-inverse {\n color: #fff;\n}\n\n.sr-only {\n border: 0;\n clip: rect(0, 0, 0, 0);\n height: 1px;\n margin: -1px;\n overflow: hidden;\n padding: 0;\n position: absolute;\n width: 1px;\n}\n\n.sr-only-focusable:active, .sr-only-focusable:focus {\n clip: auto;\n height: auto;\n margin: 0;\n overflow: visible;\n position: static;\n width: auto;\n}\n\n.svg-inline--fa .fa-primary {\n fill: var(--fa-primary-color, currentColor);\n opacity: 1;\n opacity: var(--fa-primary-opacity, 1);\n}\n\n.svg-inline--fa .fa-secondary {\n fill: var(--fa-secondary-color, currentColor);\n opacity: 0.4;\n opacity: var(--fa-secondary-opacity, 0.4);\n}\n\n.svg-inline--fa.fa-swap-opacity .fa-primary {\n opacity: 0.4;\n opacity: var(--fa-secondary-opacity, 0.4);\n}\n\n.svg-inline--fa.fa-swap-opacity .fa-secondary {\n opacity: 1;\n opacity: var(--fa-primary-opacity, 1);\n}\n\n.svg-inline--fa mask .fa-primary,\n.svg-inline--fa mask .fa-secondary {\n fill: black;\n}\n\n.fad.fa-inverse {\n color: #fff;\n}';if("fa"!==t||r!==e){var o=new RegExp("\\.".concat("fa","\\-"),"g"),a=new RegExp("\\--".concat("fa","\\-"),"g"),i=new RegExp("\\.".concat(e),"g");n=n.replace(o,".".concat(t,"-")).replace(a,"--".concat(t,"-")).replace(i,".".concat(r))}return n}function L(){K.autoAddCss&&!Ee&&(S(M()),Ee=!0)}function P(e,t){return Object.defineProperty(e,"abstract",{get:t}),Object.defineProperty(e,"html",{get:function(){return e.abstract.map((function(e){return D(e)}))}}),Object.defineProperty(e,"node",{get:function(){if(V){var t=Y.createElement("div");return t.innerHTML=e.html,t.children}}}),e}function k(e){var t=e.prefix,r=void 0===t?"fa":t,n=e.iconName;if(n)return I(fe.definitions,r,n)||I(X.styles,r,n)}r.d(t,"a",(function(){return he})),r.d(t,"b",(function(){return be}));var j={},U={};try{"undefined"!=typeof window&&(j=window),"undefined"!=typeof document&&(U=document),"undefined"!=typeof MutationObserver&&MutationObserver,"undefined"!=typeof performance&&performance}catch(e){}var F=(j.navigator||{}).userAgent,G=void 0===F?"":F,B=j,Y=U,V=!!Y.documentElement&&!!Y.head&&"function"==typeof Y.addEventListener&&"function"==typeof Y.createElement,H=(~G.indexOf("MSIE")||G.indexOf("Trident/"),function(){try{}catch(e){return!1}}(),[1,2,3,4,5,6,7,8,9,10]),z=H.concat([11,12,13,14,15,16,17,18,19,20]),q={GROUP:"group",SWAP_OPACITY:"swap-opacity",PRIMARY:"primary",SECONDARY:"secondary"},W=(["xs","sm","lg","fw","ul","li","border","pull-left","pull-right","spin","pulse","rotate-90","rotate-180","rotate-270","flip-horizontal","flip-vertical","flip-both","stack","stack-1x","stack-2x","inverse","layers","layers-text","layers-counter",q.GROUP,q.SWAP_OPACITY,q.PRIMARY,q.SECONDARY].concat(H.map((function(e){return"".concat(e,"x")}))).concat(z.map((function(e){return"w-".concat(e)}))),B.FontAwesomeConfig||{});if(Y&&"function"==typeof Y.querySelector){[["data-family-prefix","familyPrefix"],["data-replacement-class","replacementClass"],["data-auto-replace-svg","autoReplaceSvg"],["data-auto-add-css","autoAddCss"],["data-auto-a11y","autoA11y"],["data-search-pseudo-elements","searchPseudoElements"],["data-observe-mutations","observeMutations"],["data-mutate-approach","mutateApproach"],["data-keep-original-source","keepOriginalSource"],["data-measure-performance","measurePerformance"],["data-show-missing-icons","showMissingIcons"]].forEach((function(e){var t=s(e,2),r=t[1],n=function(e){return""===e||"false"!==e&&("true"===e||e)}(function(e){var t=Y.querySelector("script["+e+"]");if(t)return t.getAttribute(e)}(t[0]));null!=n&&(W[r]=n)}))}var Q=i({},{familyPrefix:"fa",replacementClass:"svg-inline--fa",autoReplaceSvg:!0,autoAddCss:!0,autoA11y:!0,searchPseudoElements:!1,observeMutations:!0,mutateApproach:"async",keepOriginalSource:!0,measurePerformance:!1,showMissingIcons:!0},W);Q.autoReplaceSvg||(Q.observeMutations=!1);var K=i({},Q);B.FontAwesomeConfig=K;var $=B||{};$.___FONT_AWESOME___||($.___FONT_AWESOME___={}),$.___FONT_AWESOME___.styles||($.___FONT_AWESOME___.styles={}),$.___FONT_AWESOME___.hooks||($.___FONT_AWESOME___.hooks={}),$.___FONT_AWESOME___.shims||($.___FONT_AWESOME___.shims=[]);var X=$.___FONT_AWESOME___,Z=[];V&&((Y.documentElement.doScroll?/^loaded|^c/:/^loaded|^i|^c/).test(Y.readyState)||Y.addEventListener("DOMContentLoaded",(function e(){Y.removeEventListener("DOMContentLoaded",e),1,Z.map((function(e){return e()}))})));var J,ee=function(){},te=void 0!==e&&void 0!==e.process&&"function"==typeof e.process.emit,re="undefined"==typeof setImmediate?setTimeout:setImmediate,ne=[];h.prototype={constructor:h,_state:"pending",_then:null,_data:void 0,_handled:!1,then:function(e,t){var r={owner:this,then:new this.constructor(ee),fulfilled:e,rejected:t};return!t&&!e||this._handled||(this._handled=!0,"rejected"===this._state&&te&&c(b,this)),"fulfilled"===this._state||"rejected"===this._state?c(_,r):this._then.push(r),r.then},catch:function(e){return this.then(null,e)}},h.all=function(e){if(!Array.isArray(e))throw new TypeError("You must pass an array to Promise.all().");return new h((function(t,r){function n(e){return i++,function(r){a[e]=r,--i||t(a)}}for(var o,a=[],i=0,s=0;s1&&void 0!==arguments[1]?arguments[1]:{},r=t.transform,n=void 0===r?oe:r,o=t.symbol,a=void 0!==o&&o,s=t.mask,l=void 0===s?null:s,c=t.maskId,_=void 0===c?null:c,d=t.title,u=void 0===d?null:d,p=t.titleId,m=void 0===p?null:p,g=t.classes,f=void 0===g?[]:g,E=t.attributes,b=void 0===E?{}:E,h=t.styles,S=void 0===h?{}:h;if(e){var v=e.prefix,C=e.iconName,y=e.icon;return P(i({type:"icon"},e),(function(){return L(),K.autoA11y&&(u?b["aria-labelledby"]="".concat(K.replacementClass,"-title-").concat(m||T()):(b["aria-hidden"]="true",b.focusable="false")),O({icons:{main:x(y),mask:l?x(l.icon):{found:!1,width:null,height:null,icon:{}}},prefix:v,iconName:C,transform:i({},oe,n),symbol:a,title:u,maskId:_,titleId:m,extra:{attributes:b,styles:S,classes:f}})}))}},function(e){var t=arguments.length>1&&void 0!==arguments[1]?arguments[1]:{},r=(e||{}).icon?e:k(e||{}),n=t.mask;return n&&(n=(n||{}).icon?n:k(n||{})),de(r,i({},t,{mask:n}))})}).call(this,r("pCvA"))},"X9+K":function(e){e.exports=function(e){return{keywords:{built_in:"spawn spawn_link self",keyword:"after and andalso|10 band begin bnot bor bsl bsr bxor case catch cond div end fun if let not of or orelse|10 query receive rem try when xor"},contains:[{className:"meta",begin:"^[0-9]+> ",relevance:10},e.COMMENT("%","$"),{className:"number",begin:"\\b(\\d+#[a-fA-F0-9]+|\\d+(\\.\\d+)?([eE][-+]?\\d+)?)",relevance:0},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{begin:"\\?(::)?([A-Z]\\w*(::)?)+"},{begin:"->"},{begin:"ok"},{begin:"!"},{begin:"(\\b[a-z'][a-zA-Z0-9_']*:[a-z'][a-zA-Z0-9_']*)|(\\b[a-z'][a-zA-Z0-9_']*)",relevance:0},{begin:"[A-Z][a-zA-Z0-9_']*",relevance:0}]}}},XGy2:function(e,t,r){"use strict";function n(e){function t(t){return t&&(t=o.apply(null,arguments)),new e(t)}return t.displayName=e.displayName||e.name,t}var o=r("7XJz"),a=n(Error);e.exports=a,a.eval=n(EvalError),a.range=n(RangeError),a.reference=n(ReferenceError),a.syntax=n(SyntaxError),a.type=n(TypeError),a.uri=n(URIError),a.create=n},XN0u:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",lineHeight:"1.45",padding:"2rem",background:"#2d2b57",fontWeight:"normal",color:"#e3dfff"},"hljs-title":{color:"#fad000",fontWeight:"normal"},"hljs-name":{color:"#a1feff",fontWeight:"normal"},"hljs-tag":{color:"#ffffff"},"hljs-attr":{color:"#f8d000",fontStyle:"italic"},"hljs-built_in":{color:"#fb9e00"},"hljs-selector-tag":{color:"#fb9e00",fontWeight:"normal"},"hljs-section":{color:"#fb9e00"},"hljs-keyword":{color:"#fb9e00",fontWeight:"normal"},"hljs-subst":{color:"#e3dfff"},"hljs-string":{color:"#4cd213"},"hljs-attribute":{color:"#4cd213"},"hljs-symbol":{color:"#4cd213"},"hljs-bullet":{color:"#4cd213"},"hljs-addition":{color:"#4cd213"},"hljs-code":{color:"#4cd213"},"hljs-regexp":{color:"#4cd213"},"hljs-selector-class":{color:"#4cd213"},"hljs-selector-attr":{color:"#4cd213"},"hljs-selector-pseudo":{color:"#4cd213"},"hljs-template-tag":{color:"#4cd213"},"hljs-quote":{color:"#4cd213"},"hljs-deletion":{color:"#4cd213"},"hljs-meta":{color:"#fb9e00"},"hljs-meta-string":{color:"#fb9e00"},"hljs-comment":{color:"#ac65ff"},"hljs-literal":{fontWeight:"normal",color:"#fa658d"},"hljs-strong":{fontWeight:"bold"},"hljs-number":{color:"#fa658d"},"hljs-emphasis":{fontStyle:"italic"}}},"Xd/W":function(e){e.exports=function(e){return{aliases:["wildfly-cli"],lexemes:"[a-z-]+",keywords:{keyword:"alias batch cd clear command connect connection-factory connection-info data-source deploy deployment-info deployment-overlay echo echo-dmr help history if jdbc-driver-info jms-queue|20 jms-topic|20 ls patch pwd quit read-attribute read-operation reload rollout-plan run-batch set shutdown try unalias undeploy unset version xa-data-source",literal:"true false"},contains:[e.HASH_COMMENT_MODE,e.QUOTE_STRING_MODE,{className:"params",begin:/--[\w\-=\/]+/},{className:"function",begin:/:[\w\-.]+/,relevance:0},{className:"string",begin:/\B(([\/.])[\w\-.\/=]+)+/},{className:"params",begin:/\(/,end:/\)/,contains:[{begin:/[\w-]+ *=/,returnBegin:!0,relevance:0,contains:[{className:"attr",begin:/[\w-]+/}]}],relevance:0}]}}},Xi3L:function(e){e.exports=function(e){return{aliases:["feature"],keywords:"Feature Background Ability Business Need Scenario Scenarios Scenario Outline Scenario Template Examples Given And Then But When",contains:[{className:"symbol",begin:"\\*",relevance:0},{className:"meta",begin:"@[^@\\s]+"},{begin:"\\|",end:"\\|\\w*$",contains:[{className:"string",begin:"[^|]+"}]},{className:"variable",begin:"<",end:">"},e.HASH_COMMENT_MODE,{className:"string",begin:'"""',end:'"""'},e.QUOTE_STRING_MODE]}}},XjiV:function(e){e.exports=function(){return{contains:[{className:"number",begin:"\\b\\d{1,3}\\.\\d{1,3}\\.\\d{1,3}\\.\\d{1,3}(:\\d{1,5})?\\b"},{className:"number",begin:"\\b\\d+\\b",relevance:0},{className:"string",begin:'"(GET|POST|HEAD|PUT|DELETE|CONNECT|OPTIONS|PATCH|TRACE)',end:'"',keywords:"GET POST HEAD PUT DELETE CONNECT OPTIONS PATCH TRACE",illegal:"\\n",relevance:10},{className:"string",begin:/\[/,end:/\]/,illegal:"\\n"},{className:"string",begin:'"',end:'"',illegal:"\\n"}]}}},"Xzb/":function(e){e.exports=function(e){var t="[A-Za-zА-Яа-яёЁ_][A-Za-zА-Яа-яёЁ_0-9]+",r="далее возврат вызватьисключение выполнить для если и из или иначе иначеесли исключение каждого конецесли конецпопытки конеццикла не новый перейти перем по пока попытка прервать продолжить тогда цикл экспорт ",n="null истина ложь неопределено",o=e.inherit(e.NUMBER_MODE),a={className:"string",begin:'"|\\|',end:'"|$',contains:[{begin:'""'}]},i={begin:"'",end:"'",excludeBegin:!0,excludeEnd:!0,contains:[{className:"number",begin:"\\d{4}([\\.\\\\/:-]?\\d{2}){0,5}"}]},s=e.inherit(e.C_LINE_COMMENT_MODE);return{case_insensitive:!0,lexemes:t,keywords:{keyword:r,built_in:"разделительстраниц разделительстрок символтабуляции ansitooem oemtoansi ввестивидсубконто ввестиперечисление ввестипериод ввестиплансчетов выбранныйплансчетов датагод датамесяц датачисло заголовоксистемы значениевстроку значениеизстроки каталогиб каталогпользователя кодсимв конгода конецпериодаби конецрассчитанногопериодаби конецстандартногоинтервала конквартала конмесяца коннедели лог лог10 максимальноеколичествосубконто названиеинтерфейса названиенабораправ назначитьвид назначитьсчет найтиссылки началопериодаби началостандартногоинтервала начгода начквартала начмесяца начнедели номерднягода номерднянедели номернеделигода обработкаожидания основнойжурналрасчетов основнойплансчетов основнойязык очиститьокносообщений периодстр получитьвремята получитьдатута получитьдокументта получитьзначенияотбора получитьпозициюта получитьпустоезначение получитьта префиксавтонумерации пропись пустоезначение разм разобратьпозициюдокумента рассчитатьрегистрына рассчитатьрегистрыпо симв создатьобъект статусвозврата стрколичествострок сформироватьпозициюдокумента счетпокоду текущеевремя типзначения типзначениястр установитьтана установитьтапо фиксшаблон шаблон acos asin atan base64значение base64строка cos exp log log10 pow sin sqrt tan xmlзначение xmlстрока xmlтип xmlтипзнч активноеокно безопасныйрежим безопасныйрежимразделенияданных булево ввестидату ввестизначение ввестистроку ввестичисло возможностьчтенияxml вопрос восстановитьзначение врег выгрузитьжурналрегистрации выполнитьобработкуоповещения выполнитьпроверкуправдоступа вычислить год данныеформывзначение дата день деньгода деньнедели добавитьмесяц заблокироватьданныедляредактирования заблокироватьработупользователя завершитьработусистемы загрузитьвнешнююкомпоненту закрытьсправку записатьjson записатьxml записатьдатуjson записьжурналарегистрации заполнитьзначениясвойств запроситьразрешениепользователя запуститьприложение запуститьсистему зафиксироватьтранзакцию значениевданныеформы значениевстрокувнутр значениевфайл значениезаполнено значениеизстрокивнутр значениеизфайла изxmlтипа импортмоделиxdto имякомпьютера имяпользователя инициализироватьпредопределенныеданные информацияобошибке каталогбиблиотекимобильногоустройства каталогвременныхфайлов каталогдокументов каталогпрограммы кодироватьстроку кодлокализацииинформационнойбазы кодсимвола командасистемы конецгода конецдня конецквартала конецмесяца конецминуты конецнедели конецчаса конфигурациябазыданныхизмененадинамически конфигурацияизменена копироватьданныеформы копироватьфайл краткоепредставлениеошибки лев макс местноевремя месяц мин минута монопольныйрежим найти найтинедопустимыесимволыxml найтиокнопонавигационнойссылке найтипомеченныенаудаление найтипоссылкам найтифайлы началогода началодня началоквартала началомесяца началоминуты началонедели началочаса начатьзапросразрешенияпользователя начатьзапускприложения начатькопированиефайла начатьперемещениефайла начатьподключениевнешнейкомпоненты начатьподключениерасширенияработыскриптографией начатьподключениерасширенияработысфайлами начатьпоискфайлов начатьполучениекаталогавременныхфайлов начатьполучениекаталогадокументов начатьполучениерабочегокаталогаданныхпользователя начатьполучениефайлов начатьпомещениефайла начатьпомещениефайлов начатьсозданиедвоичныхданныхизфайла начатьсозданиекаталога начатьтранзакцию начатьудалениефайлов начатьустановкувнешнейкомпоненты начатьустановкурасширенияработыскриптографией начатьустановкурасширенияработысфайлами неделягода необходимостьзавершениясоединения номерсеансаинформационнойбазы номерсоединенияинформационнойбазы нрег нстр обновитьинтерфейс обновитьнумерациюобъектов обновитьповторноиспользуемыезначения обработкапрерыванияпользователя объединитьфайлы окр описаниеошибки оповестить оповеститьобизменении отключитьобработчикзапросанастроекклиенталицензирования отключитьобработчикожидания отключитьобработчикоповещения открытьзначение открытьиндекссправки открытьсодержаниесправки открытьсправку открытьформу открытьформумодально отменитьтранзакцию очиститьжурналрегистрации очиститьнастройкипользователя очиститьсообщения параметрыдоступа перейтипонавигационнойссылке переместитьфайл подключитьвнешнююкомпоненту подключитьобработчикзапросанастроекклиенталицензирования подключитьобработчикожидания подключитьобработчикоповещения подключитьрасширениеработыскриптографией подключитьрасширениеработысфайлами подробноепредставлениеошибки показатьвводдаты показатьвводзначения показатьвводстроки показатьвводчисла показатьвопрос показатьзначение показатьинформациюобошибке показатьнакарте показатьоповещениепользователя показатьпредупреждение полноеимяпользователя получитьcomобъект получитьxmlтип получитьадреспоместоположению получитьблокировкусеансов получитьвремязавершенияспящегосеанса получитьвремязасыпанияпассивногосеанса получитьвремяожиданияблокировкиданных получитьданныевыбора получитьдополнительныйпараметрклиенталицензирования получитьдопустимыекодылокализации получитьдопустимыечасовыепояса получитьзаголовокклиентскогоприложения получитьзаголовоксистемы получитьзначенияотборажурналарегистрации получитьидентификаторконфигурации получитьизвременногохранилища получитьимявременногофайла получитьимяклиенталицензирования получитьинформациюэкрановклиента получитьиспользованиежурналарегистрации получитьиспользованиесобытияжурналарегистрации получитькраткийзаголовокприложения получитьмакетоформления получитьмаскувсефайлы получитьмаскувсефайлыклиента получитьмаскувсефайлысервера получитьместоположениепоадресу получитьминимальнуюдлинупаролейпользователей получитьнавигационнуюссылку получитьнавигационнуюссылкуинформационнойбазы получитьобновлениеконфигурациибазыданных получитьобновлениепредопределенныхданныхинформационнойбазы получитьобщиймакет получитьобщуюформу получитьокна получитьоперативнуюотметкувремени получитьотключениебезопасногорежима получитьпараметрыфункциональныхопцийинтерфейса получитьполноеимяпредопределенногозначения получитьпредставлениянавигационныхссылок получитьпроверкусложностипаролейпользователей получитьразделительпути получитьразделительпутиклиента получитьразделительпутисервера получитьсеансыинформационнойбазы получитьскоростьклиентскогосоединения получитьсоединенияинформационнойбазы получитьсообщенияпользователю получитьсоответствиеобъектаиформы получитьсоставстандартногоинтерфейсаodata получитьструктурухранениябазыданных получитьтекущийсеансинформационнойбазы получитьфайл получитьфайлы получитьформу получитьфункциональнуюопцию получитьфункциональнуюопциюинтерфейса получитьчасовойпоясинформационнойбазы пользователиос поместитьвовременноехранилище поместитьфайл поместитьфайлы прав праводоступа предопределенноезначение представлениекодалокализации представлениепериода представлениеправа представлениеприложения представлениесобытияжурналарегистрации представлениечасовогопояса предупреждение прекратитьработусистемы привилегированныйрежим продолжитьвызов прочитатьjson прочитатьxml прочитатьдатуjson пустаястрока рабочийкаталогданныхпользователя разблокироватьданныедляредактирования разделитьфайл разорватьсоединениесвнешнимисточникомданных раскодироватьстроку рольдоступна секунда сигнал символ скопироватьжурналрегистрации смещениелетнеговремени смещениестандартноговремени соединитьбуферыдвоичныхданных создатькаталог создатьфабрикуxdto сокрл сокрлп сокрп сообщить состояние сохранитьзначение сохранитьнастройкипользователя сред стрдлина стрзаканчиваетсяна стрзаменить стрнайти стрначинаетсяс строка строкасоединенияинформационнойбазы стрполучитьстроку стрразделить стрсоединить стрсравнить стрчисловхождений стрчислострок стршаблон текущаядата текущаядатасеанса текущаяуниверсальнаядата текущаяуниверсальнаядатавмиллисекундах текущийвариантинтерфейсаклиентскогоприложения текущийвариантосновногошрифтаклиентскогоприложения текущийкодлокализации текущийрежимзапуска текущийязык текущийязыксистемы тип типзнч транзакцияактивна трег удалитьданныеинформационнойбазы удалитьизвременногохранилища удалитьобъекты удалитьфайлы универсальноевремя установитьбезопасныйрежим установитьбезопасныйрежимразделенияданных установитьблокировкусеансов установитьвнешнююкомпоненту установитьвремязавершенияспящегосеанса установитьвремязасыпанияпассивногосеанса установитьвремяожиданияблокировкиданных установитьзаголовокклиентскогоприложения установитьзаголовоксистемы установитьиспользованиежурналарегистрации установитьиспользованиесобытияжурналарегистрации установитькраткийзаголовокприложения установитьминимальнуюдлинупаролейпользователей установитьмонопольныйрежим установитьнастройкиклиенталицензирования установитьобновлениепредопределенныхданныхинформационнойбазы установитьотключениебезопасногорежима установитьпараметрыфункциональныхопцийинтерфейса установитьпривилегированныйрежим установитьпроверкусложностипаролейпользователей установитьрасширениеработыскриптографией установитьрасширениеработысфайлами установитьсоединениесвнешнимисточникомданных установитьсоответствиеобъектаиформы установитьсоставстандартногоинтерфейсаodata установитьчасовойпоясинформационнойбазы установитьчасовойпояссеанса формат цел час часовойпояс часовойпояссеанса число числопрописью этоадресвременногохранилища wsссылки библиотекакартинок библиотекамакетовоформлениякомпоновкиданных библиотекастилей бизнеспроцессы внешниеисточникиданных внешниеобработки внешниеотчеты встроенныепокупки главныйинтерфейс главныйстиль документы доставляемыеуведомления журналыдокументов задачи информацияобинтернетсоединении использованиерабочейдаты историяработыпользователя константы критерииотбора метаданные обработки отображениерекламы отправкадоставляемыхуведомлений отчеты панельзадачос параметрзапуска параметрысеанса перечисления планывидоврасчета планывидовхарактеристик планыобмена планысчетов полнотекстовыйпоиск пользователиинформационнойбазы последовательности проверкавстроенныхпокупок рабочаядата расширенияконфигурации регистрыбухгалтерии регистрынакопления регистрырасчета регистрысведений регламентныезадания сериализаторxdto справочники средствагеопозиционирования средствакриптографии средствамультимедиа средстваотображениярекламы средствапочты средствателефонии фабрикаxdto файловыепотоки фоновыезадания хранилищанастроек хранилищевариантовотчетов хранилищенастроекданныхформ хранилищеобщихнастроек хранилищепользовательскихнастроекдинамическихсписков хранилищепользовательскихнастроекотчетов хранилищесистемныхнастроек ",class:"webцвета windowsцвета windowsшрифты библиотекакартинок рамкистиля символы цветастиля шрифтыстиля автоматическоесохранениеданныхформывнастройках автонумерациявформе автораздвижениесерий анимациядиаграммы вариантвыравниванияэлементовизаголовков вариантуправлениявысотойтаблицы вертикальнаяпрокруткаформы вертикальноеположение вертикальноеположениеэлемента видгруппыформы виддекорацииформы виддополненияэлементаформы видизмененияданных видкнопкиформы видпереключателя видподписейкдиаграмме видполяформы видфлажка влияниеразмеранапузырекдиаграммы горизонтальноеположение горизонтальноеположениеэлемента группировкаколонок группировкаподчиненныхэлементовформы группыиэлементы действиеперетаскивания дополнительныйрежимотображения допустимыедействияперетаскивания интервалмеждуэлементамиформы использованиевывода использованиеполосыпрокрутки используемоезначениеточкибиржевойдиаграммы историявыборапривводе источникзначенийоситочекдиаграммы источникзначенияразмерапузырькадиаграммы категориягруппыкоманд максимумсерий начальноеотображениедерева начальноеотображениесписка обновлениетекстаредактирования ориентациядендрограммы ориентациядиаграммы ориентацияметокдиаграммы ориентацияметоксводнойдиаграммы ориентацияэлементаформы отображениевдиаграмме отображениевлегендедиаграммы отображениегруппыкнопок отображениезаголовкашкалыдиаграммы отображениезначенийсводнойдиаграммы отображениезначенияизмерительнойдиаграммы отображениеинтерваладиаграммыганта отображениекнопки отображениекнопкивыбора отображениеобсужденийформы отображениеобычнойгруппы отображениеотрицательныхзначенийпузырьковойдиаграммы отображениепанелипоиска отображениеподсказки отображениепредупрежденияприредактировании отображениеразметкиполосырегулирования отображениестраницформы отображениетаблицы отображениетекстазначениядиаграммыганта отображениеуправленияобычнойгруппы отображениефигурыкнопки палитрацветовдиаграммы поведениеобычнойгруппы поддержкамасштабадендрограммы поддержкамасштабадиаграммыганта поддержкамасштабасводнойдиаграммы поисквтаблицепривводе положениезаголовкаэлементаформы положениекартинкикнопкиформы положениекартинкиэлементаграфическойсхемы положениекоманднойпанелиформы положениекоманднойпанелиэлементаформы положениеопорнойточкиотрисовки положениеподписейкдиаграмме положениеподписейшкалызначенийизмерительнойдиаграммы положениесостоянияпросмотра положениестрокипоиска положениетекстасоединительнойлинии положениеуправленияпоиском положениешкалывремени порядокотображенияточекгоризонтальнойгистограммы порядоксерийвлегендедиаграммы размеркартинки расположениезаголовкашкалыдиаграммы растягиваниеповертикалидиаграммыганта режимавтоотображениясостояния режимвводастроктаблицы режимвыборанезаполненного режимвыделениядаты режимвыделениястрокитаблицы режимвыделениятаблицы режимизмененияразмера режимизменениясвязанногозначения режимиспользованиядиалогапечати режимиспользованияпараметракоманды режиммасштабированияпросмотра режимосновногоокнаклиентскогоприложения режимоткрытияокнаформы режимотображениявыделения режимотображениягеографическойсхемы режимотображениязначенийсерии режимотрисовкисеткиграфическойсхемы режимполупрозрачностидиаграммы режимпробеловдиаграммы режимразмещениянастранице режимредактированияколонки режимсглаживаниядиаграммы режимсглаживанияиндикатора режимсписказадач сквозноевыравнивание сохранениеданныхформывнастройках способзаполнениятекстазаголовкашкалыдиаграммы способопределенияограничивающегозначениядиаграммы стандартнаягруппакоманд стандартноеоформление статусоповещенияпользователя стильстрелки типаппроксимациилиниитрендадиаграммы типдиаграммы типединицышкалывремени типимпортасерийслоягеографическойсхемы типлиниигеографическойсхемы типлиниидиаграммы типмаркерагеографическойсхемы типмаркерадиаграммы типобластиоформления типорганизацииисточникаданныхгеографическойсхемы типотображениясериислоягеографическойсхемы типотображенияточечногообъектагеографическойсхемы типотображенияшкалыэлементалегендыгеографическойсхемы типпоискаобъектовгеографическойсхемы типпроекциигеографическойсхемы типразмещенияизмерений типразмещенияреквизитовизмерений типрамкиэлементауправления типсводнойдиаграммы типсвязидиаграммыганта типсоединениязначенийпосериямдиаграммы типсоединенияточекдиаграммы типсоединительнойлинии типстороныэлементаграфическойсхемы типформыотчета типшкалырадарнойдиаграммы факторлиниитрендадиаграммы фигуракнопки фигурыграфическойсхемы фиксациявтаблице форматдняшкалывремени форматкартинки ширинаподчиненныхэлементовформы виддвижениябухгалтерии виддвижениянакопления видпериодарегистрарасчета видсчета видточкимаршрутабизнеспроцесса использованиеагрегатарегистранакопления использованиегруппиэлементов использованиережимапроведения использованиесреза периодичностьагрегатарегистранакопления режимавтовремя режимзаписидокумента режимпроведениядокумента авторегистрацияизменений допустимыйномерсообщения отправкаэлементаданных получениеэлементаданных использованиерасшифровкитабличногодокумента ориентациястраницы положениеитоговколоноксводнойтаблицы положениеитоговстроксводнойтаблицы положениетекстаотносительнокартинки расположениезаголовкагруппировкитабличногодокумента способчтениязначенийтабличногодокумента типдвустороннейпечати типзаполненияобластитабличногодокумента типкурсоровтабличногодокумента типлиниирисункатабличногодокумента типлинииячейкитабличногодокумента типнаправленияпереходатабличногодокумента типотображениявыделениятабличногодокумента типотображениялинийсводнойтаблицы типразмещениятекстатабличногодокумента типрисункатабличногодокумента типсмещениятабличногодокумента типузоратабличногодокумента типфайлатабличногодокумента точностьпечати чередованиерасположениястраниц отображениевремениэлементовпланировщика типфайлаформатированногодокумента обходрезультатазапроса типзаписизапроса видзаполнениярасшифровкипостроителяотчета типдобавленияпредставлений типизмеренияпостроителяотчета типразмещенияитогов доступкфайлу режимдиалогавыборафайла режимоткрытияфайла типизмеренияпостроителязапроса видданныханализа методкластеризации типединицыинтервалавременианализаданных типзаполнениятаблицырезультатаанализаданных типиспользованиячисловыхзначенийанализаданных типисточникаданныхпоискаассоциаций типколонкианализаданныхдереворешений типколонкианализаданныхкластеризация типколонкианализаданныхобщаястатистика типколонкианализаданныхпоискассоциаций типколонкианализаданныхпоискпоследовательностей типколонкимоделипрогноза типмерырасстоянияанализаданных типотсеченияправилассоциации типполяанализаданных типстандартизациианализаданных типупорядочиванияправилассоциациианализаданных типупорядочиванияшаблоновпоследовательностейанализаданных типупрощениядереварешений wsнаправлениепараметра вариантxpathxs вариантзаписидатыjson вариантпростоготипаxs видгруппымоделиxs видфасетаxdto действиепостроителяdom завершенностьпростоготипаxs завершенностьсоставноготипаxs завершенностьсхемыxs запрещенныеподстановкиxs исключениягруппподстановкиxs категорияиспользованияатрибутаxs категорияограниченияидентичностиxs категорияограниченияпространствименxs методнаследованияxs модельсодержимогоxs назначениетипаxml недопустимыеподстановкиxs обработкапробельныхсимволовxs обработкасодержимогоxs ограничениезначенияxs параметрыотбораузловdom переносстрокjson позициявдокументеdom пробельныесимволыxml типатрибутаxml типзначенияjson типканоническогоxml типкомпонентыxs типпроверкиxml типрезультатаdomxpath типузлаdom типузлаxml формаxml формапредставленияxs форматдатыjson экранированиесимволовjson видсравнениякомпоновкиданных действиеобработкирасшифровкикомпоновкиданных направлениесортировкикомпоновкиданных расположениевложенныхэлементоврезультатакомпоновкиданных расположениеитоговкомпоновкиданных расположениегруппировкикомпоновкиданных расположениеполейгруппировкикомпоновкиданных расположениеполякомпоновкиданных расположениереквизитовкомпоновкиданных расположениересурсовкомпоновкиданных типбухгалтерскогоостаткакомпоновкиданных типвыводатекстакомпоновкиданных типгруппировкикомпоновкиданных типгруппыэлементовотборакомпоновкиданных типдополненияпериодакомпоновкиданных типзаголовкаполейкомпоновкиданных типмакетагруппировкикомпоновкиданных типмакетаобластикомпоновкиданных типостаткакомпоновкиданных типпериодакомпоновкиданных типразмещениятекстакомпоновкиданных типсвязинаборовданныхкомпоновкиданных типэлементарезультатакомпоновкиданных расположениелегендыдиаграммыкомпоновкиданных типпримененияотборакомпоновкиданных режимотображенияэлементанастройкикомпоновкиданных режимотображениянастроеккомпоновкиданных состояниеэлементанастройкикомпоновкиданных способвосстановлениянастроеккомпоновкиданных режимкомпоновкирезультата использованиепараметракомпоновкиданных автопозицияресурсовкомпоновкиданных вариантиспользованиягруппировкикомпоновкиданных расположениересурсоввдиаграммекомпоновкиданных фиксациякомпоновкиданных использованиеусловногооформлениякомпоновкиданных важностьинтернетпочтовогосообщения обработкатекстаинтернетпочтовогосообщения способкодированияинтернетпочтовоговложения способкодированиянеasciiсимволовинтернетпочтовогосообщения типтекстапочтовогосообщения протоколинтернетпочты статусразборапочтовогосообщения режимтранзакциизаписижурналарегистрации статустранзакциизаписижурналарегистрации уровеньжурналарегистрации расположениехранилищасертификатовкриптографии режимвключениясертификатовкриптографии режимпроверкисертификатакриптографии типхранилищасертификатовкриптографии кодировкаименфайловвzipфайле методсжатияzip методшифрованияzip режимвосстановленияпутейфайловzip режимобработкиподкаталоговzip режимсохраненияпутейzip уровеньсжатияzip звуковоеоповещение направлениепереходакстроке позициявпотоке порядокбайтов режимблокировкиданных режимуправленияблокировкойданных сервисвстроенныхпокупок состояниефоновогозадания типподписчикадоставляемыхуведомлений уровеньиспользованиязащищенногосоединенияftp направлениепорядкасхемызапроса типдополненияпериодамисхемызапроса типконтрольнойточкисхемызапроса типобъединениясхемызапроса типпараметрадоступнойтаблицысхемызапроса типсоединениясхемызапроса httpметод автоиспользованиеобщегореквизита автопрефиксномеразадачи вариантвстроенногоязыка видиерархии видрегистранакопления видтаблицывнешнегоисточникаданных записьдвиженийприпроведении заполнениепоследовательностей индексирование использованиебазыпланавидоврасчета использованиебыстроговыбора использованиеобщегореквизита использованиеподчинения использованиеполнотекстовогопоиска использованиеразделяемыхданныхобщегореквизита использованиереквизита назначениеиспользованияприложения назначениерасширенияконфигурации направлениепередачи обновлениепредопределенныхданных оперативноепроведение основноепредставлениевидарасчета основноепредставлениевидахарактеристики основноепредставлениезадачи основноепредставлениепланаобмена основноепредставлениесправочника основноепредставлениесчета перемещениеграницыприпроведении периодичностьномерабизнеспроцесса периодичностьномерадокумента периодичностьрегистрарасчета периодичностьрегистрасведений повторноеиспользованиевозвращаемыхзначений полнотекстовыйпоискпривводепостроке принадлежностьобъекта проведение разделениеаутентификацииобщегореквизита разделениеданныхобщегореквизита разделениерасширенийконфигурацииобщегореквизита режимавтонумерацииобъектов режимзаписирегистра режимиспользованиямодальности режимиспользованиясинхронныхвызововрасширенийплатформыивнешнихкомпонент режимповторногоиспользованиясеансов режимполученияданныхвыборапривводепостроке режимсовместимости режимсовместимостиинтерфейса режимуправленияблокировкойданныхпоумолчанию сериикодовпланавидовхарактеристик сериикодовпланасчетов сериикодовсправочника созданиепривводе способвыбора способпоискастрокипривводепостроке способредактирования типданныхтаблицывнешнегоисточникаданных типкодапланавидоврасчета типкодасправочника типмакета типномерабизнеспроцесса типномерадокумента типномеразадачи типформы удалениедвижений важностьпроблемыприменениярасширенияконфигурации вариантинтерфейсаклиентскогоприложения вариантмасштабаформклиентскогоприложения вариантосновногошрифтаклиентскогоприложения вариантстандартногопериода вариантстандартнойдатыначала видграницы видкартинки видотображенияполнотекстовогопоиска видрамки видсравнения видцвета видчисловогозначения видшрифта допустимаядлина допустимыйзнак использованиеbyteordermark использованиеметаданныхполнотекстовогопоиска источникрасширенийконфигурации клавиша кодвозвратадиалога кодировкаxbase кодировкатекста направлениепоиска направлениесортировки обновлениепредопределенныхданных обновлениеприизмененииданных отображениепанелиразделов проверказаполнения режимдиалогавопрос режимзапускаклиентскогоприложения режимокругления режимоткрытияформприложения режимполнотекстовогопоиска скоростьклиентскогосоединения состояниевнешнегоисточникаданных состояниеобновленияконфигурациибазыданных способвыборасертификатаwindows способкодированиястроки статуссообщения типвнешнейкомпоненты типплатформы типповеденияклавишиenter типэлементаинформацииовыполненииобновленияконфигурациибазыданных уровеньизоляциитранзакций хешфункция частидаты",type:"comобъект ftpсоединение httpзапрос httpсервисответ httpсоединение wsопределения wsпрокси xbase анализданных аннотацияxs блокировкаданных буфердвоичныхданных включениеxs выражениекомпоновкиданных генераторслучайныхчисел географическаясхема географическиекоординаты графическаясхема группамоделиxs данныерасшифровкикомпоновкиданных двоичныеданные дендрограмма диаграмма диаграммаганта диалогвыборафайла диалогвыборацвета диалогвыборашрифта диалограсписаниярегламентногозадания диалогредактированиястандартногопериода диапазон документdom документhtml документацияxs доставляемоеуведомление записьdom записьfastinfoset записьhtml записьjson записьxml записьzipфайла записьданных записьтекста записьузловdom запрос защищенноесоединениеopenssl значенияполейрасшифровкикомпоновкиданных извлечениетекста импортxs интернетпочта интернетпочтовоесообщение интернетпочтовыйпрофиль интернетпрокси интернетсоединение информациядляприложенияxs использованиеатрибутаxs использованиесобытияжурналарегистрации источникдоступныхнастроеккомпоновкиданных итераторузловdom картинка квалификаторыдаты квалификаторыдвоичныхданных квалификаторыстроки квалификаторычисла компоновщикмакетакомпоновкиданных компоновщикнастроеккомпоновкиданных конструктормакетаоформлениякомпоновкиданных конструкторнастроеккомпоновкиданных конструкторформатнойстроки линия макеткомпоновкиданных макетобластикомпоновкиданных макетоформлениякомпоновкиданных маскаxs менеджеркриптографии наборсхемxml настройкикомпоновкиданных настройкисериализацииjson обработкакартинок обработкарасшифровкикомпоновкиданных обходдереваdom объявлениеатрибутаxs объявлениенотацииxs объявлениеэлементаxs описаниеиспользованиясобытиядоступжурналарегистрации описаниеиспользованиясобытияотказвдоступежурналарегистрации описаниеобработкирасшифровкикомпоновкиданных описаниепередаваемогофайла описаниетипов определениегруппыатрибутовxs определениегруппымоделиxs определениеограниченияидентичностиxs определениепростоготипаxs определениесоставноготипаxs определениетипадокументаdom определенияxpathxs отборкомпоновкиданных пакетотображаемыхдокументов параметрвыбора параметркомпоновкиданных параметрызаписиjson параметрызаписиxml параметрычтенияxml переопределениеxs планировщик полеанализаданных полекомпоновкиданных построительdom построительзапроса построительотчета построительотчетаанализаданных построительсхемxml поток потоквпамяти почта почтовоесообщение преобразованиеxsl преобразованиекканоническомуxml процессорвыводарезультатакомпоновкиданныхвколлекциюзначений процессорвыводарезультатакомпоновкиданныхвтабличныйдокумент процессоркомпоновкиданных разыменовательпространствименdom рамка расписаниерегламентногозадания расширенноеимяxml результатчтенияданных своднаядиаграмма связьпараметравыбора связьпотипу связьпотипукомпоновкиданных сериализаторxdto сертификатклиентаwindows сертификатклиентафайл сертификаткриптографии сертификатыудостоверяющихцентровwindows сертификатыудостоверяющихцентровфайл сжатиеданных системнаяинформация сообщениепользователю сочетаниеклавиш сравнениезначений стандартнаядатаначала стандартныйпериод схемаxml схемакомпоновкиданных табличныйдокумент текстовыйдокумент тестируемоеприложение типданныхxml уникальныйидентификатор фабрикаxdto файл файловыйпоток фасетдлиныxs фасетколичестваразрядовдробнойчастиxs фасетмаксимальноговключающегозначенияxs фасетмаксимальногоисключающегозначенияxs фасетмаксимальнойдлиныxs фасетминимальноговключающегозначенияxs фасетминимальногоисключающегозначенияxs фасетминимальнойдлиныxs фасетобразцаxs фасетобщегоколичестваразрядовxs фасетперечисленияxs фасетпробельныхсимволовxs фильтрузловdom форматированнаястрока форматированныйдокумент фрагментxs хешированиеданных хранилищезначения цвет чтениеfastinfoset чтениеhtml чтениеjson чтениеxml чтениеzipфайла чтениеданных чтениетекста чтениеузловdom шрифт элементрезультатакомпоновкиданных comsafearray деревозначений массив соответствие списокзначений структура таблицазначений фиксированнаяструктура фиксированноесоответствие фиксированныймассив ",literal:n},contains:[{className:"meta",lexemes:t,begin:"#|&",end:"$",keywords:{"meta-keyword":r+"загрузитьизфайла вебклиент вместо внешнеесоединение клиент конецобласти мобильноеприложениеклиент мобильноеприложениесервер наклиенте наклиентенасервере наклиентенасерверебезконтекста насервере насерверебезконтекста область перед после сервер толстыйклиентобычноеприложение толстыйклиентуправляемоеприложение тонкийклиент "},contains:[s]},{className:"function",lexemes:t,variants:[{begin:"процедура|функция",end:"\\)",keywords:"процедура функция"},{begin:"конецпроцедуры|конецфункции",keywords:"конецпроцедуры конецфункции"}],contains:[{begin:"\\(",end:"\\)",endsParent:!0,contains:[{className:"params",lexemes:t,begin:t,end:",",excludeEnd:!0,endsWithParent:!0,keywords:{keyword:"знач",literal:n},contains:[o,a,i]},s]},e.inherit(e.TITLE_MODE,{begin:t})]},s,{className:"symbol",begin:"~",end:";|:",excludeEnd:!0},o,a,i]}}},Y3FI:function(e,t,r){"use strict";function n(e,t){for(var r in t)e[r]=t[r];return e}function o(e,t,r){var n,o=/(?:\?([^#]*))?(#.*)?$/,a=e.match(o),i={};if(a&&a[1])for(var l=a[1].split("&"),c=0;ct.rank?-1:e.index-t.index}function i(e,t){return e.index=t,e.rank=function(e){return e.props.default?0:(t=e.props.path,s(t).map(l).join(""));var t}(e),e.props}function s(e){return e.replace(/(^\/+|\/+$)/g,"").split("/")}function l(e){return":"==e.charAt(0)?1+"*+?".indexOf(e.charAt(e.length-1))||4:5}function c(){var e;return""+((e=b&&b.location?b.location:b&&b.getCurrentLocation?b.getCurrentLocation():"undefined"!=typeof location?location:T).pathname||"")+(e.search||"")}function _(e,t){return void 0===t&&(t=!1),"string"!=typeof e&&e.url&&(t=e.replace,e=e.url),function(e){for(var t=h.length;t--;)if(h[t].canRoute(e))return!0;return!1}(e)&&function(e,t){void 0===t&&(t="push"),b&&b[t]?b[t](e):"undefined"!=typeof history&&history[t+"State"]&&history[t+"State"](null,null,e)}(e,t?"replace":"push"),d(e)}function d(e){for(var t=!1,r=0;r0},t.prototype.routeTo=function(e){this.setState({url:e});var t=this.canRoute(e);return this.updating||this.forceUpdate(),t},t.prototype.componentWillMount=function(){h.push(this),this.updating=!0},t.prototype.componentDidMount=function(){var e=this;b&&(this.unlisten=b.listen((function(t){e.routeTo(""+(t.pathname||"")+(t.search||""))}))),this.updating=!1},t.prototype.componentWillUnmount=function(){"function"==typeof this.unlisten&&this.unlisten(),h.splice(h.indexOf(this),1)},t.prototype.componentWillUpdate=function(){this.updating=!0},t.prototype.componentDidUpdate=function(){this.updating=!1},t.prototype.getMatchingChildren=function(e,t,r){return e.filter(i).sort(a).map((function(e){var a=o(t,e.props.path,e.props);if(a){if(!1!==r){var i={url:t,matches:a};return n(i,a),delete i.ref,delete i.key,Object(f.cloneElement)(e,i)}return e}})).filter(Boolean)},t.prototype.render=function(e,t){var r=e.children,n=e.onChange,o=t.url,a=this.getMatchingChildren(Object(f.toChildArray)(r),o,!0),i=a[0]||null,s=this.previousUrl;return o!==s&&(this.previousUrl=o,"function"==typeof n&&n({router:this,url:o,previous:s,active:a,current:i})),i},t}(f.Component);C.subscribers=S,C.getCurrentUrl=c,C.route=_,C.Router=C,C.Route=function(e){return Object(f.createElement)(e.component,e)},C.Link=function(e){return Object(f.createElement)("a",n({onClick:p},e))},C.exec=o,t.a=C},YF8Q:function(e){e.exports=function(e){var t={variants:[e.COMMENT("--","$"),e.COMMENT("{-","-}",{contains:["self"]})]},r={className:"type",begin:"\\b[A-Z][\\w']*",relevance:0},n={begin:"\\(",end:"\\)",illegal:'"',contains:[{className:"type",begin:"\\b[A-Z][\\w]*(\\((\\.\\.|,|\\w+)\\))?"},t]};return{keywords:"let in if then else case of where module import exposing type alias as infix infixl infixr port effect command subscription",contains:[{beginKeywords:"port effect module",end:"exposing",keywords:"port effect module where command subscription exposing",contains:[n,t],illegal:"\\W\\.|;"},{begin:"import",end:"$",keywords:"import as exposing",contains:[n,t],illegal:"\\W\\.|;"},{begin:"type",end:"$",keywords:"type alias",contains:[r,n,{begin:"{",end:"}",contains:n.contains},t]},{beginKeywords:"infix infixl infixr",end:"$",contains:[e.C_NUMBER_MODE,t]},{begin:"port",end:"$",keywords:"port",contains:[t]},{className:"string",begin:"'\\\\?.",end:"'",illegal:"."},e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,r,e.inherit(e.TITLE_MODE,{begin:"^[_a-z][\\w']*"}),t,{begin:"->|<-"}],illegal:/;/}}},YNhk:function(e,t,r){"use strict";(function(e){var n=r("FrfH"),o=r("KM2f"),a=r("WOcO"),i=r("GAEk"),s=r("mbOI"),l=Object.freeze({"github.com":o.b,"en.wikipedia.org":o.i,"it.wikipedia.org":o.i,"old.reddit.com":o.d,"new.reddit.com":o.d,"www.reddit.com":o.d,"reddit.com":o.d,"twitch.tv":o.g,"twitter.com":o.h,"www.youtube.com":o.k,"youtube.com":o.k,"youtu.be":o.k,"t.me":o.f,"thor.steffo.eu":o.f,"steampowered.com":o.e,"steamcommunity.com":o.e,"discord.gg":o.a,"discordapp.com":o.a,"discord.com":o.a,"ko-fi.com":a.q,"drive.google.com":o.c,"ryg.s3.fr-par.scw.cloud":a.i});t.a=function(t){var r;try{r=new URL(t.href,window.location.href)}catch(r){return e(n.a,{error:r},t.children)}var o,c=null;!1!==t.icon&&(r.host===window.location.host?o=null:"http:"===r.protocol?o=a.o:"mailto:"===r.protocol?o=a.j:"https:"===r.protocol?void 0===(o=l[r.host])&&(o=a.m):o="magnet:"===r.protocol?a.p:a.s,c=e("span",null,e(i.a,{icon:o})," "));return e(s.b,{disabled:t.disabled,href:t.href},c,t.children)}}).call(this,r("hosL").h)},YcJl:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#809980"},"hljs-quote":{color:"#809980"},"hljs-variable":{color:"#e6193c"},"hljs-template-variable":{color:"#e6193c"},"hljs-attribute":{color:"#e6193c"},"hljs-tag":{color:"#e6193c"},"hljs-name":{color:"#e6193c"},"hljs-regexp":{color:"#e6193c"},"hljs-link":{color:"#e6193c"},"hljs-selector-id":{color:"#e6193c"},"hljs-selector-class":{color:"#e6193c"},"hljs-number":{color:"#87711d"},"hljs-meta":{color:"#87711d"},"hljs-built_in":{color:"#87711d"},"hljs-builtin-name":{color:"#87711d"},"hljs-literal":{color:"#87711d"},"hljs-type":{color:"#87711d"},"hljs-params":{color:"#87711d"},"hljs-string":{color:"#29a329"},"hljs-symbol":{color:"#29a329"},"hljs-bullet":{color:"#29a329"},"hljs-title":{color:"#3d62f5"},"hljs-section":{color:"#3d62f5"},"hljs-keyword":{color:"#ad2bee"},"hljs-selector-tag":{color:"#ad2bee"},hljs:{display:"block",overflowX:"auto",background:"#131513",color:"#8ca68c",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Yplx:function(e){e.exports=function(e){var t="[ \\t\\f]*",r="("+t+"[:=]"+t+"|[ \\t\\f]+)",n="([^\\\\:= \\t\\f\\n]|\\\\.)+",o={end:r,relevance:0,starts:{className:"string",end:/$/,relevance:0,contains:[{begin:"\\\\\\n"}]}};return{case_insensitive:!0,illegal:/\S/,contains:[e.COMMENT("^\\s*[!#]","$"),{begin:"([^\\\\\\W:= \\t\\f\\n]|\\\\.)+"+r,returnBegin:!0,contains:[{className:"attr",begin:"([^\\\\\\W:= \\t\\f\\n]|\\\\.)+",endsParent:!0,relevance:0}],starts:o},{begin:n+r,returnBegin:!0,relevance:0,contains:[{className:"meta",begin:n,endsParent:!0,relevance:0}],starts:o},{className:"attr",relevance:0,begin:n+t+"$"}]}}},Ysrp:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#222",color:"#fff"},"hljs-comment":{color:"#777"},"hljs-quote":{color:"#777"},"hljs-variable":{color:"#ab875d"},"hljs-template-variable":{color:"#ab875d"},"hljs-tag":{color:"#ab875d"},"hljs-regexp":{color:"#ab875d"},"hljs-meta":{color:"#ab875d"},"hljs-number":{color:"#ab875d"},"hljs-built_in":{color:"#ab875d"},"hljs-builtin-name":{color:"#ab875d"},"hljs-literal":{color:"#ab875d"},"hljs-params":{color:"#ab875d"},"hljs-symbol":{color:"#ab875d"},"hljs-bullet":{color:"#ab875d"},"hljs-link":{color:"#ab875d"},"hljs-deletion":{color:"#ab875d"},"hljs-section":{color:"#9b869b"},"hljs-title":{color:"#9b869b"},"hljs-name":{color:"#9b869b"},"hljs-selector-id":{color:"#9b869b"},"hljs-selector-class":{color:"#9b869b"},"hljs-type":{color:"#9b869b"},"hljs-attribute":{color:"#9b869b"},"hljs-string":{color:"#8f9c6c"},"hljs-keyword":{color:"#8f9c6c"},"hljs-selector-tag":{color:"#8f9c6c"},"hljs-addition":{color:"#8f9c6c"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Yxl4:function(e){e.exports=function(e){var t={className:"keyword",begin:"\\$(f[asn]|t|vp[rtd]|children)"},r={className:"number",begin:"\\b\\d+(\\.\\d+)?(e-?\\d+)?",relevance:0},n=e.inherit(e.QUOTE_STRING_MODE,{illegal:null});return{aliases:["scad"],keywords:{keyword:"function module include use for intersection_for if else \\%",literal:"false true PI undef",built_in:"circle square polygon text sphere cube cylinder polyhedron translate rotate scale resize mirror multmatrix color offset hull minkowski union difference intersection abs sign sin cos tan acos asin atan atan2 floor round ceil ln log pow sqrt exp rands min max concat lookup str chr search version version_num norm cross parent_module echo import import_dxf dxf_linear_extrude linear_extrude rotate_extrude surface projection render children dxf_cross dxf_dim let assign"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,{className:"meta",keywords:{"meta-keyword":"include use"},begin:"include|use <",end:">"},n,t,{begin:"[*!#%]",relevance:0},{className:"function",beginKeywords:"module function",end:"\\=|\\{",contains:[{className:"params",begin:"\\(",end:"\\)",contains:["self",r,n,t,{className:"literal",begin:"false|true|PI|undef"}]},e.UNDERSCORE_TITLE_MODE]}]}}},"ZM+r":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#000",color:"#f8f8f8"},"hljs-comment":{color:"#7c7c7c"},"hljs-quote":{color:"#7c7c7c"},"hljs-meta":{color:"#7c7c7c"},"hljs-keyword":{color:"#96cbfe"},"hljs-selector-tag":{color:"#96cbfe"},"hljs-tag":{color:"#96cbfe"},"hljs-name":{color:"#96cbfe"},"hljs-attribute":{color:"#ffffb6"},"hljs-selector-id":{color:"#ffffb6"},"hljs-string":{color:"#a8ff60"},"hljs-selector-attr":{color:"#a8ff60"},"hljs-selector-pseudo":{color:"#a8ff60"},"hljs-addition":{color:"#a8ff60"},"hljs-subst":{color:"#daefa3"},"hljs-regexp":{color:"#e9c062"},"hljs-link":{color:"#e9c062"},"hljs-title":{color:"#ffffb6"},"hljs-section":{color:"#ffffb6"},"hljs-type":{color:"#ffffb6"},"hljs-doctag":{color:"#ffffb6"},"hljs-symbol":{color:"#c6c5fe"},"hljs-bullet":{color:"#c6c5fe"},"hljs-variable":{color:"#c6c5fe"},"hljs-template-variable":{color:"#c6c5fe"},"hljs-literal":{color:"#c6c5fe"},"hljs-number":{color:"#ff73fd"},"hljs-deletion":{color:"#ff73fd"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},ZTrp:function(e){e.exports=function(e){var t=e.COMMENT(/^\s*@?rem\b/,/$/,{relevance:10});return{aliases:["bat","cmd"],case_insensitive:!0,illegal:/\/\*/,keywords:{keyword:"if else goto for in do call exit not exist errorlevel defined equ neq lss leq gtr geq",built_in:"prn nul lpt3 lpt2 lpt1 con com4 com3 com2 com1 aux shift cd dir echo setlocal endlocal set pause copy append assoc at attrib break cacls cd chcp chdir chkdsk chkntfs cls cmd color comp compact convert date dir diskcomp diskcopy doskey erase fs find findstr format ftype graftabl help keyb label md mkdir mode more move path pause print popd pushd promt rd recover rem rename replace restore rmdir shiftsort start subst time title tree type ver verify vol ping net ipconfig taskkill xcopy ren del"},contains:[{className:"variable",begin:/%%[^ ]|%[^ ]+?%|![^ ]+?!/},{className:"function",begin:"^\\s*[A-Za-z._?][A-Za-z0-9_$#@~.?]*(:|\\s+label)",end:"goto:eof",contains:[e.inherit(e.TITLE_MODE,{begin:"([_a-zA-Z]\\w*\\.)*([_a-zA-Z]\\w*:)?[_a-zA-Z]\\w*"}),t]},{className:"number",begin:"\\b\\d+",relevance:0},t]}}},ZYXP:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#999999"},"hljs-quote":{color:"#999999"},"hljs-variable":{color:"#f2777a"},"hljs-template-variable":{color:"#f2777a"},"hljs-tag":{color:"#f2777a"},"hljs-name":{color:"#f2777a"},"hljs-selector-id":{color:"#f2777a"},"hljs-selector-class":{color:"#f2777a"},"hljs-regexp":{color:"#f2777a"},"hljs-deletion":{color:"#f2777a"},"hljs-number":{color:"#f99157"},"hljs-built_in":{color:"#f99157"},"hljs-builtin-name":{color:"#f99157"},"hljs-literal":{color:"#f99157"},"hljs-type":{color:"#f99157"},"hljs-params":{color:"#f99157"},"hljs-meta":{color:"#f99157"},"hljs-link":{color:"#f99157"},"hljs-attribute":{color:"#ffcc66"},"hljs-string":{color:"#99cc99"},"hljs-symbol":{color:"#99cc99"},"hljs-bullet":{color:"#99cc99"},"hljs-addition":{color:"#99cc99"},"hljs-title":{color:"#6699cc"},"hljs-section":{color:"#6699cc"},"hljs-keyword":{color:"#cc99cc"},"hljs-selector-tag":{color:"#cc99cc"},hljs:{display:"block",overflowX:"auto",background:"#2d2d2d",color:"#cccccc",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},Zv4o:function(e,t,r){"use strict";function n(){}function o(e,t){var r,n,o,a,l=t||{},c=l.subset||E,d=l.prefix,p=c.length,m=-1;if(null==d&&(d="hljs-"),"string"!=typeof e)throw u("Expected `string` for value, got `%s`",e);for(n=s({}),r=s({});++mn.relevance&&(n=o),o.relevance>r.relevance&&(n=r,r=o));return n.language&&(r.secondBest=n),r}function a(e,t){var r,n,o,a,i=e;for(r in t&&((i={})[e]=t),i)for(o=(n="string"==typeof(n=i[r])?[n]:n).length,a=-1;++a");return L+=t,t.length||1}function d(e,t){var r;e.className&&(r=T(e.className,[])),e.returnBegin?L="":e.excludeBegin?(h(t,O),L=""):L=t,r&&(O.push(r),M.push(O),O=r.children),R=Object.create(e,{parent:{value:R}})}function p(){var e=R.subLanguage?function(){var e,t="string"==typeof R.subLanguage;if(t&&!b[R.subLanguage])return h(L,[]);e=t?i(R.subLanguage,L,!0,n,x[R.subLanguage]):o(L,{subset:0===R.subLanguage.length?void 0:R.subLanguage,prefix:n});if(!e.language)return[S(L)];R.relevance>0&&(P+=e.relevance);t&&(x[R.subLanguage]=e.top);return[T(e.language,e.value,!0)]}():function(){var e,t,r,n,o=[];if(!R.keywords)return h(L,o);e=0,R.lexemesRe.lastIndex=0,t=R.lexemesRe.exec(L);for(;t;)h(L.substring(e,t.index),o),(n=v(R,t))?(P+=n[1],r=T(n[0],[]),o.push(r),h(t[0],r.children)):h(t[0],o),e=R.lexemesRe.lastIndex,t=R.lexemesRe.exec(L);return h(L.substr(e),o),o}();return L="",e}function E(e,t){for(var r,n=e.length,o=-1;++o= 0;\n \n v_8: prod{i in SET, i not in ALTRO_SET} quadrato[i, i] >= 0;\n "]);return i=function(){return e},e}function s(){var e=h(["\n // La somma degli elementi della diagonale deve essere maggiore o uguale a 0\n v_5: sum{i in DA_UNO_A_DIECI} quadrato[i, i] >= 0;\n \n // Il prodotto degli elementi della diagonale deve essere maggiore o uguale a 0\n v_6: prod{i in DA_UNO_A_DIECI} quadrato[i, i] >= 0;\n "]);return s=function(){return e},e}function l(){var e=h(["\n // La diagonale del quadrato deve essere minore di 1\n v_3{i in DA_UNO_A_DIECI}: quadrato[i, i] <= 1;\n \n // Tutti i valori del quadrato devono essere minori o uguali a 1\n v_4{i in DA_UNO_A_DIECI, j in DA_UNO_A_DIECI}: quadrato[i, j] <= 1;\n "]);return l=function(){return e},e}function c(){var e=h(["\n nome_vincolo_1: espressione <= 1;\n nome_vincolo_2: espressione >= parametro;\n "]);return c=function(){return e},e}function _(){var e=h(["\n minimize valore_ottimo_min: espressione;\n maximize valore_ottimo_max: espressione;\n "]);return _=function(){return e},e}function d(){var e=h(["\n param dieci_parametri{DA_UNO_A_DIECI};\n "]);return d=function(){return e},e}function u(){var e=h(["\n param dieci_parametri{1..10};\n var quadrato{1..10, 1..10};\n var cubo{1..10, 1..10, 1..10};\n "]);return u=function(){return e},e}function p(){var e=h(["\n param intero_positivo, integer, > 0;\n var zero_oppure_uno, binary;\n "]);return p=function(){return e},e}function m(){var e=h(["\n param positivo, > 0;\n var non_positiva, <= 0;\n "]);return m=function(){return e},e}function g(){var e=h(["leq"],["\\leq"]);return g=function(){return e},e}function f(){var e=h(["geq"],["\\geq"]);return f=function(){return e},e}function E(){var e=h(["\n set UNIONE := SET_A union SET_B;\n set INTERSEZIONE := SET_A inter SET_B;\n "]);return E=function(){return e},e}function b(){var e=h(["\n set DA_UNO_A_DIECI := 1 .. 10;\n set DA_UNO_A_PARAMETRO := 1 .. parametro;\n "]);return b=function(){return e},e}function h(e,t){return t||(t=e.slice(0)),e.raw=t,e}var S=r("hosL"),T=r("mbOI"),v=r("YNhk"),C=String.raw;t.a=function(){return e(S.Fragment,null,e("h1",null,e(v.a,{href:"/ottimizzazionelineare"},"Ottimizzazione lineare intera")),e("h1",null,"GLPK/MathProg/GMPL"),e(T.s,null,e(T.r,{title:"Parametri"},e("p",null,"Valori che sono calcolati ",e("b",null,"al momento della compilazione")," del programma:"),e(T.f,null,"param nomeparametro;"),e("p",null,"Si possono assegnare valori ai parametri nel codice con:"),e(T.f,null,"nomeparametro := 123 + 234;")),e(T.r,{title:"Set"},e("p",null,"Insiemi di parametri:"),e(T.f,null,"set NOMESET;"),e("p",null,"Si possono definire i contenuti dei set con:"),e(T.f,null,C(b())),e("p",null,"Si possono effettuare operazioni su set con:"),e(T.f,null,C(E()))),e(T.r,{title:"Variabili"},e("p",null,"Valori che sono ",e("b",null,"calcolati al momento dell'esecuzione")," del programma:"),e(T.f,null,"var nomevariabile;"))),e(T.s,null,e(T.r,{title:"Requisiti"},e("p",null,"È possibile richiedere che un parametro o una variabile soddisfino certi ",e("i",null,"requisiti"),"."),e("p",null,"Si può richiedere che ",e("b",null,"siano ",e(T.i,null,C(f()))," o ",e(T.i,null,C(g()))," di un certo valore"),":"),e(T.f,null,C(m())),e("p",null,"Si può richiedere che ",e("b",null,"appartengano a un dato set"),":"),e(T.f,null,C(p()))),e(T.r,{title:"Indici"},e("p",null,'È possibile creare anche un "array" di parametri o variabili:'),e(T.f,null,C(u())),e("p",null,"Si possono usare anche set:"),e(T.f,null,C(d())))),e(T.s,null,e(T.r,{title:"Funzione obiettivo"},e("p",null,"La funzione obiettivo ",e("b",null,"può comparire solo una volta")," nel programma."),e("p",null,"Si definisce con:"),e(T.f,null,C(_()))),e(T.r,{title:"Vincoli"},e("p",null,"I vincoli a cui sono soggette le variabili si definiscono con:"),e(T.f,null,C(c())),e("p",null,"I vincoli possono essere indicizzati:"),e(T.f,{language:"gmpl"},C(l())),e("p",null,"Esistono anche operatori aggregati:"),e(T.f,{language:"gmpl"},C(s())),e("p",null,"Si possono anche aggiungere requisiti agli indici:"),e(T.f,null,C(i())))),e(T.s,null,e(T.r,{title:"Termine del programma"},e("p",null,"Perchè il programma calcoli i valori di tutte le variabili, è necessaria l'istruzione:"),e(T.f,null,C(a())),e("p",null,"Per stampare i valori calcolati, è possibile usare:"),e(T.f,null,C(o())),e("p",null,"Eventualmente, anche in un ciclo for:"),e(T.f,null,C(n()))),e(T.r,{title:"Compilare ed eseguire"},e("p",null,"Per compilare ed eseguire il programma, è sufficiente eseguire:"),e(T.f,{language:"bash"},"glpsol --math nomefile.mod"),e("p",null,"È possibile specificare i dati in un file separato da quello del modello; in tal caso, si dovrà eseguire:"),e(T.f,{language:"bash"},"glpsol --math -m modello.mod -d dati.mod"),e("p",null,"Per salvare i risultati su file e visualizzarli a schermo:"),e(T.f,{language:"bash"},"glpsol --math nomefile.mod | tee risultati.txt"))))}}).call(this,r("hosL").h)},aQXo:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#eee",color:"black"},"hljs-link":{color:"#070"},"hljs-emphasis":{color:"#070",fontStyle:"italic"},"hljs-attribute":{color:"#070"},"hljs-addition":{color:"#070"},"hljs-strong":{color:"#d14",fontWeight:"bold"},"hljs-string":{color:"#d14"},"hljs-deletion":{color:"#d14"},"hljs-quote":{color:"#998",fontStyle:"italic"},"hljs-comment":{color:"#998",fontStyle:"italic"},"hljs-section":{color:"#900"},"hljs-title":{color:"#900"},"hljs-class .hljs-title":{color:"#458"},"hljs-type":{color:"#458"},"hljs-variable":{color:"#336699"},"hljs-template-variable":{color:"#336699"},"hljs-bullet":{color:"#997700"},"hljs-meta":{color:"#3344bb"},"hljs-code":{color:"#099"},"hljs-number":{color:"#099"},"hljs-literal":{color:"#099"},"hljs-keyword":{color:"#099"},"hljs-selector-tag":{color:"#099"},"hljs-regexp":{backgroundColor:"#fff0ff",color:"#880088"},"hljs-symbol":{color:"#990073"},"hljs-tag":{color:"#007700"},"hljs-name":{color:"#007700"},"hljs-selector-id":{color:"#007700"},"hljs-selector-class":{color:"#007700"}}},aWdl:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(3).then(function(){var t=r("9cHI");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},"bTp+":function(e){e.exports=function(e){var t=["add","and","cmp","cmpg","cmpl","const","div","double","float","goto","if","int","long","move","mul","neg","new","nop","not","or","rem","return","shl","shr","sput","sub","throw","ushr","xor"];return{aliases:["smali"],contains:[{className:"string",begin:'"',end:'"',relevance:0},e.COMMENT("#","$",{relevance:0}),{className:"keyword",variants:[{begin:"\\s*\\.end\\s[a-zA-Z0-9]*"},{begin:"^[ ]*\\.[a-zA-Z]*",relevance:0},{begin:"\\s:[a-zA-Z_0-9]*",relevance:0},{begin:"\\s("+["transient","constructor","abstract","final","synthetic","public","private","protected","static","bridge","system"].join("|")+")"}]},{className:"built_in",variants:[{begin:"\\s("+t.join("|")+")\\s"},{begin:"\\s("+t.join("|")+")((\\-|/)[a-zA-Z0-9]+)+\\s",relevance:10},{begin:"\\s("+["aget","aput","array","check","execute","fill","filled","goto/16","goto/32","iget","instance","invoke","iput","monitor","packed","sget","sparse"].join("|")+")((\\-|/)[a-zA-Z0-9]+)*\\s",relevance:10}]},{className:"class",begin:"L[^(;:\n]*;",relevance:0},{begin:"[vp][0-9]+"}]}}},bb6g:function(e,t,r){"use strict";function n(e,t){function r(){this.constructor=e}l(e,t),e.prototype=null===t?Object.create(t):(r.prototype=t.prototype,new r)}function o(e,t){var r={};for(var n in e)Object.prototype.hasOwnProperty.call(e,n)&&t.indexOf(n)<0&&(r[n]=e[n]);if(null!=e&&"function"==typeof Object.getOwnPropertySymbols){var o=0;for(n=Object.getOwnPropertySymbols(e);o=e.length&&(e=void 0),{value:e&&e[n++],done:!e}}};throw new TypeError(t?"Object is not iterable.":"Symbol.iterator is not defined.")}function i(e,t){var r="function"==typeof Symbol&&e[Symbol.iterator];if(!r)return e;var n,o,a=r.call(e),i=[];try{for(;(void 0===t||t-- >0)&&!(n=a.next()).done;)i.push(n.value)}catch(e){o={error:e}}finally{try{n&&!n.done&&(r=a.return)&&r.call(a)}finally{if(o)throw o.error}}return i}function s(){for(var e=[],t=0;t"}]}}},cnq6:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#282a36",color:"#f8f8f2"},"hljs-keyword":{color:"#8be9fd",fontWeight:"bold"},"hljs-selector-tag":{color:"#8be9fd",fontWeight:"bold"},"hljs-literal":{color:"#8be9fd",fontWeight:"bold"},"hljs-section":{color:"#8be9fd",fontWeight:"bold"},"hljs-link":{color:"#8be9fd"},"hljs-function .hljs-keyword":{color:"#ff79c6"},"hljs-subst":{color:"#f8f8f2"},"hljs-string":{color:"#f1fa8c"},"hljs-title":{color:"#f1fa8c",fontWeight:"bold"},"hljs-name":{color:"#f1fa8c",fontWeight:"bold"},"hljs-type":{color:"#f1fa8c",fontWeight:"bold"},"hljs-attribute":{color:"#f1fa8c"},"hljs-symbol":{color:"#f1fa8c"},"hljs-bullet":{color:"#f1fa8c"},"hljs-addition":{color:"#f1fa8c"},"hljs-variable":{color:"#f1fa8c"},"hljs-template-tag":{color:"#f1fa8c"},"hljs-template-variable":{color:"#f1fa8c"},"hljs-comment":{color:"#6272a4"},"hljs-quote":{color:"#6272a4"},"hljs-deletion":{color:"#6272a4"},"hljs-meta":{color:"#6272a4"},"hljs-doctag":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},"d+PR":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#333",background:"#f8f8f8"},"hljs-comment":{color:"#998",fontStyle:"italic"},"hljs-quote":{color:"#998",fontStyle:"italic"},"hljs-keyword":{color:"#333",fontWeight:"bold"},"hljs-selector-tag":{color:"#333",fontWeight:"bold"},"hljs-subst":{color:"#333",fontWeight:"normal"},"hljs-number":{color:"#008080"},"hljs-literal":{color:"#008080"},"hljs-variable":{color:"#008080"},"hljs-template-variable":{color:"#008080"},"hljs-tag .hljs-attr":{color:"#008080"},"hljs-string":{color:"#d14"},"hljs-doctag":{color:"#d14"},"hljs-title":{color:"#900",fontWeight:"bold"},"hljs-section":{color:"#900",fontWeight:"bold"},"hljs-selector-id":{color:"#900",fontWeight:"bold"},"hljs-type":{color:"#458",fontWeight:"bold"},"hljs-class .hljs-title":{color:"#458",fontWeight:"bold"},"hljs-tag":{color:"#000080",fontWeight:"normal"},"hljs-name":{color:"#000080",fontWeight:"normal"},"hljs-attribute":{color:"#000080",fontWeight:"normal"},"hljs-regexp":{color:"#009926"},"hljs-link":{color:"#009926"},"hljs-symbol":{color:"#990073"},"hljs-bullet":{color:"#990073"},"hljs-built_in":{color:"#0086b3"},"hljs-builtin-name":{color:"#0086b3"},"hljs-meta":{color:"#999",fontWeight:"bold"},"hljs-deletion":{background:"#fdd"},"hljs-addition":{background:"#dfd"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},"dCW+":function(e){e.exports=function(e){var t={className:"variable",begin:"(\\$[a-zA-Z-][a-zA-Z0-9_-]*)\\b"},r={className:"number",begin:"#[0-9A-Fa-f]+"};return{case_insensitive:!0,illegal:"[=/|']",contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"selector-id",begin:"\\#[A-Za-z0-9_-]+",relevance:0},{className:"selector-class",begin:"\\.[A-Za-z0-9_-]+",relevance:0},{className:"selector-attr",begin:"\\[",end:"\\]",illegal:"$"},{className:"selector-tag",begin:"\\b(a|abbr|acronym|address|area|article|aside|audio|b|base|big|blockquote|body|br|button|canvas|caption|cite|code|col|colgroup|command|datalist|dd|del|details|dfn|div|dl|dt|em|embed|fieldset|figcaption|figure|footer|form|frame|frameset|(h[1-6])|head|header|hgroup|hr|html|i|iframe|img|input|ins|kbd|keygen|label|legend|li|link|map|mark|meta|meter|nav|noframes|noscript|object|ol|optgroup|option|output|p|param|pre|progress|q|rp|rt|ruby|samp|script|section|select|small|span|strike|strong|style|sub|sup|table|tbody|td|textarea|tfoot|th|thead|time|title|tr|tt|ul|var|video)\\b",relevance:0},{begin:":(visited|valid|root|right|required|read-write|read-only|out-range|optional|only-of-type|only-child|nth-of-type|nth-last-of-type|nth-last-child|nth-child|not|link|left|last-of-type|last-child|lang|invalid|indeterminate|in-range|hover|focus|first-of-type|first-line|first-letter|first-child|first|enabled|empty|disabled|default|checked|before|after|active)"},{begin:"::(after|before|choices|first-letter|first-line|repeat-index|repeat-item|selection|value)"},t,{className:"attribute",begin:"\\b(z-index|word-wrap|word-spacing|word-break|width|widows|white-space|visibility|vertical-align|unicode-bidi|transition-timing-function|transition-property|transition-duration|transition-delay|transition|transform-style|transform-origin|transform|top|text-underline-position|text-transform|text-shadow|text-rendering|text-overflow|text-indent|text-decoration-style|text-decoration-line|text-decoration-color|text-decoration|text-align-last|text-align|tab-size|table-layout|right|resize|quotes|position|pointer-events|perspective-origin|perspective|page-break-inside|page-break-before|page-break-after|padding-top|padding-right|padding-left|padding-bottom|padding|overflow-y|overflow-x|overflow-wrap|overflow|outline-width|outline-style|outline-offset|outline-color|outline|orphans|order|opacity|object-position|object-fit|normal|none|nav-up|nav-right|nav-left|nav-index|nav-down|min-width|min-height|max-width|max-height|mask|marks|margin-top|margin-right|margin-left|margin-bottom|margin|list-style-type|list-style-position|list-style-image|list-style|line-height|letter-spacing|left|justify-content|initial|inherit|ime-mode|image-orientation|image-resolution|image-rendering|icon|hyphens|height|font-weight|font-variant-ligatures|font-variant|font-style|font-stretch|font-size-adjust|font-size|font-language-override|font-kerning|font-feature-settings|font-family|font|float|flex-wrap|flex-shrink|flex-grow|flex-flow|flex-direction|flex-basis|flex|filter|empty-cells|display|direction|cursor|counter-reset|counter-increment|content|column-width|column-span|column-rule-width|column-rule-style|column-rule-color|column-rule|column-gap|column-fill|column-count|columns|color|clip-path|clip|clear|caption-side|break-inside|break-before|break-after|box-sizing|box-shadow|box-decoration-break|bottom|border-width|border-top-width|border-top-style|border-top-right-radius|border-top-left-radius|border-top-color|border-top|border-style|border-spacing|border-right-width|border-right-style|border-right-color|border-right|border-radius|border-left-width|border-left-style|border-left-color|border-left|border-image-width|border-image-source|border-image-slice|border-image-repeat|border-image-outset|border-image|border-color|border-collapse|border-bottom-width|border-bottom-style|border-bottom-right-radius|border-bottom-left-radius|border-bottom-color|border-bottom|border|background-size|background-repeat|background-position|background-origin|background-image|background-color|background-clip|background-attachment|background-blend-mode|background|backface-visibility|auto|animation-timing-function|animation-play-state|animation-name|animation-iteration-count|animation-fill-mode|animation-duration|animation-direction|animation-delay|animation|align-self|align-items|align-content)\\b",illegal:"[^\\s]"},{begin:"\\b(whitespace|wait|w-resize|visible|vertical-text|vertical-ideographic|uppercase|upper-roman|upper-alpha|underline|transparent|top|thin|thick|text|text-top|text-bottom|tb-rl|table-header-group|table-footer-group|sw-resize|super|strict|static|square|solid|small-caps|separate|se-resize|scroll|s-resize|rtl|row-resize|ridge|right|repeat|repeat-y|repeat-x|relative|progress|pointer|overline|outside|outset|oblique|nowrap|not-allowed|normal|none|nw-resize|no-repeat|no-drop|newspaper|ne-resize|n-resize|move|middle|medium|ltr|lr-tb|lowercase|lower-roman|lower-alpha|loose|list-item|line|line-through|line-edge|lighter|left|keep-all|justify|italic|inter-word|inter-ideograph|inside|inset|inline|inline-block|inherit|inactive|ideograph-space|ideograph-parenthesis|ideograph-numeric|ideograph-alpha|horizontal|hidden|help|hand|groove|fixed|ellipsis|e-resize|double|dotted|distribute|distribute-space|distribute-letter|distribute-all-lines|disc|disabled|default|decimal|dashed|crosshair|collapse|col-resize|circle|char|center|capitalize|break-word|break-all|bottom|both|bolder|bold|block|bidi-override|below|baseline|auto|always|all-scroll|absolute|table|table-cell)\\b"},{begin:":",end:";",contains:[t,r,e.CSS_NUMBER_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,{className:"meta",begin:"!important"}]},{begin:"@",end:"[{;]",keywords:"mixin include extend for if else each while charset import debug media page content font-face namespace warn",contains:[t,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,r,e.CSS_NUMBER_MODE,{begin:"\\s[A-Za-z0-9_.-]+",relevance:0}]}]}}},dbjm:function(e,t,r){"use strict";function n(e,t){return void 0===t&&(t=0),"string"!=typeof e||0===t||e.length<=t?e:e.substr(0,t)+"..."}function o(e,t){var r=e,n=r.length;if(n<=150)return r;t>n&&(t=n);var o=Math.max(t-60,0);o<5&&(o=0);var a=Math.min(o+140,n);return a>n-5&&(a=n),a===n&&(o=Math.max(a-140,0)),r=r.slice(o,a),o>0&&(r="'{snip} "+r),a] *$",returnEnd:!0,contains:n.contains,end:r.variants[0].begin},{begin:"<%[%=-]?",end:"[%-]?%>",subLanguage:"ruby",excludeBegin:!0,excludeEnd:!0,relevance:0},{className:"type",begin:"!"+e.UNDERSCORE_IDENT_RE},{className:"type",begin:"!!"+e.UNDERSCORE_IDENT_RE},{className:"meta",begin:"&"+e.UNDERSCORE_IDENT_RE+"$"},{className:"meta",begin:"\\*"+e.UNDERSCORE_IDENT_RE+"$"},{className:"bullet",begin:"^ *-",relevance:0},e.HASH_COMMENT_MODE,{beginKeywords:"true false yes no null",keywords:{literal:"true false yes no null"}},e.C_NUMBER_MODE,n]}}},dwHH:function(e){e.exports=function(e){var t={"builtin-name":"each in with if else unless bindattr action collection debugger log outlet template unbound view yield"};return{aliases:["hbs","html.hbs","html.handlebars"],case_insensitive:!0,subLanguage:"xml",contains:[e.COMMENT("{{!(--)?","(--)?}}"),{className:"template-tag",begin:/\{\{[#\/]/,end:/\}\}/,contains:[{className:"name",begin:/[a-zA-Z\.-]+/,keywords:t,starts:{endsWithParent:!0,relevance:0,contains:[e.QUOTE_STRING_MODE]}}]},{className:"template-variable",begin:/\{\{/,end:/\}\}/,keywords:t}]}}},eGIh:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#F0F0F0",color:"#444"},"hljs-subst":{color:"#444"},"hljs-comment":{color:"#888888"},"hljs-keyword":{fontWeight:"bold"},"hljs-attribute":{fontWeight:"bold"},"hljs-selector-tag":{fontWeight:"bold"},"hljs-meta-keyword":{fontWeight:"bold"},"hljs-doctag":{fontWeight:"bold"},"hljs-name":{fontWeight:"bold"},"hljs-type":{color:"#880000"},"hljs-string":{color:"#880000"},"hljs-number":{color:"#880000"},"hljs-selector-id":{color:"#880000"},"hljs-selector-class":{color:"#880000"},"hljs-quote":{color:"#880000"},"hljs-template-tag":{color:"#880000"},"hljs-deletion":{color:"#880000"},"hljs-title":{color:"#880000",fontWeight:"bold"},"hljs-section":{color:"#880000",fontWeight:"bold"},"hljs-regexp":{color:"#BC6060"},"hljs-symbol":{color:"#BC6060"},"hljs-variable":{color:"#BC6060"},"hljs-template-variable":{color:"#BC6060"},"hljs-link":{color:"#BC6060"},"hljs-selector-attr":{color:"#BC6060"},"hljs-selector-pseudo":{color:"#BC6060"},"hljs-literal":{color:"#78A960"},"hljs-built_in":{color:"#397300"},"hljs-bullet":{color:"#397300"},"hljs-code":{color:"#397300"},"hljs-addition":{color:"#397300"},"hljs-meta":{color:"#1f7199"},"hljs-meta-string":{color:"#4d99bf"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},ecIJ:function(e){e.exports=function(e){var t={keyword:"abort acronym acronyms alias all and assign binary card diag display else eq file files for free ge gt if integer le loop lt maximizing minimizing model models ne negative no not option options or ord positive prod put putpage puttl repeat sameas semicont semiint smax smin solve sos1 sos2 sum system table then until using while xor yes",literal:"eps inf na","built-in":"abs arccos arcsin arctan arctan2 Beta betaReg binomial ceil centropy cos cosh cvPower div div0 eDist entropy errorf execSeed exp fact floor frac gamma gammaReg log logBeta logGamma log10 log2 mapVal max min mod ncpCM ncpF ncpVUpow ncpVUsin normal pi poly power randBinomial randLinear randTriangle round rPower sigmoid sign signPower sin sinh slexp sllog10 slrec sqexp sqlog10 sqr sqrec sqrt tan tanh trunc uniform uniformInt vcPower bool_and bool_eqv bool_imp bool_not bool_or bool_xor ifThen rel_eq rel_ge rel_gt rel_le rel_lt rel_ne gday gdow ghour gleap gmillisec gminute gmonth gsecond gyear jdate jnow jstart jtime errorLevel execError gamsRelease gamsVersion handleCollect handleDelete handleStatus handleSubmit heapFree heapLimit heapSize jobHandle jobKill jobStatus jobTerminate licenseLevel licenseStatus maxExecError sleep timeClose timeComp timeElapsed timeExec timeStart"},r={className:"symbol",variants:[{begin:/\=[lgenxc]=/},{begin:/\$/}]},n={className:"comment",variants:[{begin:"'",end:"'"},{begin:'"',end:'"'}],illegal:"\\n",contains:[e.BACKSLASH_ESCAPE]},o={begin:"/",end:"/",keywords:t,contains:[n,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,e.C_NUMBER_MODE]},a={begin:/[a-z][a-z0-9_]*(\([a-z0-9_, ]*\))?[ \t]+/,excludeBegin:!0,end:"$",endsWithParent:!0,contains:[n,o,{className:"comment",begin:/([ ]*[a-z0-9&#*=?@>\\<:\-,()$\[\]_.{}!+%^]+)+/,relevance:0}]};return{aliases:["gms"],case_insensitive:!0,keywords:t,contains:[e.COMMENT(/^\$ontext/,/^\$offtext/),{className:"meta",begin:"^\\$[a-z0-9]+",end:"$",returnBegin:!0,contains:[{className:"meta-keyword",begin:"^\\$[a-z0-9]+"}]},e.COMMENT("^\\*","$"),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,{beginKeywords:"set sets parameter parameters variable variables scalar scalars equation equations",end:";",contains:[e.COMMENT("^\\*","$"),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,o,a]},{beginKeywords:"table",end:";",returnBegin:!0,contains:[{beginKeywords:"table",end:"$",contains:[a]},e.COMMENT("^\\*","$"),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,e.C_NUMBER_MODE]},{className:"function",begin:/^[a-z][a-z0-9_,\-+' ()$]+\.{2}/,returnBegin:!0,contains:[{className:"title",begin:/^[a-z0-9_]+/},{className:"params",begin:/\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0},r]},e.C_NUMBER_MODE,r]}}},eexs:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#969896"},"hljs-quote":{color:"#969896"},"hljs-variable":{color:"#cc6666"},"hljs-template-variable":{color:"#cc6666"},"hljs-tag":{color:"#cc6666"},"hljs-name":{color:"#cc6666"},"hljs-selector-id":{color:"#cc6666"},"hljs-selector-class":{color:"#cc6666"},"hljs-regexp":{color:"#cc6666"},"hljs-deletion":{color:"#cc6666"},"hljs-number":{color:"#de935f"},"hljs-built_in":{color:"#de935f"},"hljs-builtin-name":{color:"#de935f"},"hljs-literal":{color:"#de935f"},"hljs-type":{color:"#de935f"},"hljs-params":{color:"#de935f"},"hljs-meta":{color:"#de935f"},"hljs-link":{color:"#de935f"},"hljs-attribute":{color:"#f0c674"},"hljs-string":{color:"#b5bd68"},"hljs-symbol":{color:"#b5bd68"},"hljs-bullet":{color:"#b5bd68"},"hljs-addition":{color:"#b5bd68"},"hljs-title":{color:"#81a2be"},"hljs-section":{color:"#81a2be"},"hljs-keyword":{color:"#b294bb"},"hljs-selector-tag":{color:"#b294bb"},hljs:{display:"block",overflowX:"auto",background:"#1d1f21",color:"#c5c8c6",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},ensb:function(e,t,r){"use strict";function n(e){function t(){var t=this;o.Component.call(this),r||(this.componentWillMount=function(){e((function(e){r=e&&e.default||e,t.setState({})}))},this.shouldComponentUpdate=function(){return null!=r}),this.render=function(e){if(r)return Object(o.h)(r,e);var n=function e(t,r){if("string"==typeof t.type)return null;var n=t.__;if(n){var o=n.__k;if(o){Array.isArray(o)||(o=[o]);var a=o.indexOf(t);-1===a&&(a=o.length);for(var i=a;i--;){var s=o[i],l=s&&s.__e||e(s,!0);if(l)return l}}return r?void 0:e(n)}}(t.__v),i=n&&n.nextSibling||(t.__P||t._parentDom).firstChild;return i&&Object(o.h)(i.localName,{dangerouslySetInnerHTML:a})}}var r;return t.preload=e,(t.prototype=new o.Component).constructor=t,t}r.d(t,"a",(function(){return n}));var o=r("hosL"),a={}},eyhS:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#000",background:"#fff"},"hljs-subst":{fontWeight:"normal",color:"#000"},"hljs-title":{fontWeight:"normal",color:"#000"},"hljs-comment":{color:"#808080",fontStyle:"italic"},"hljs-quote":{color:"#808080",fontStyle:"italic"},"hljs-meta":{color:"#808000"},"hljs-tag":{background:"#efefef"},"hljs-section":{fontWeight:"bold",color:"#000080"},"hljs-name":{fontWeight:"bold",color:"#000080"},"hljs-literal":{fontWeight:"bold",color:"#000080"},"hljs-keyword":{fontWeight:"bold",color:"#000080"},"hljs-selector-tag":{fontWeight:"bold",color:"#000080"},"hljs-type":{fontWeight:"bold",color:"#000080"},"hljs-selector-id":{fontWeight:"bold",color:"#000080"},"hljs-selector-class":{fontWeight:"bold",color:"#000080"},"hljs-attribute":{fontWeight:"bold",color:"#0000ff"},"hljs-number":{fontWeight:"normal",color:"#0000ff"},"hljs-regexp":{fontWeight:"normal",color:"#0000ff"},"hljs-link":{fontWeight:"normal",color:"#0000ff"},"hljs-string":{color:"#008000",fontWeight:"bold"},"hljs-symbol":{color:"#000",background:"#d0eded",fontStyle:"italic"},"hljs-bullet":{color:"#000",background:"#d0eded",fontStyle:"italic"},"hljs-formula":{color:"#000",background:"#d0eded",fontStyle:"italic"},"hljs-doctag":{textDecoration:"underline"},"hljs-variable":{color:"#660e7a"},"hljs-template-variable":{color:"#660e7a"},"hljs-addition":{background:"#baeeba"},"hljs-deletion":{background:"#ffc8bd"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},f4pV:function(e,t,r){"use strict";var n=r("63Ad");Object.defineProperty(t,"__esModule",{value:!0}),Object.defineProperty(t,"a11yDark",{enumerable:!0,get:function(){return o.default}}),Object.defineProperty(t,"a11yLight",{enumerable:!0,get:function(){return a.default}}),Object.defineProperty(t,"agate",{enumerable:!0,get:function(){return i.default}}),Object.defineProperty(t,"anOldHope",{enumerable:!0,get:function(){return s.default}}),Object.defineProperty(t,"androidstudio",{enumerable:!0,get:function(){return l.default}}),Object.defineProperty(t,"arduinoLight",{enumerable:!0,get:function(){return c.default}}),Object.defineProperty(t,"arta",{enumerable:!0,get:function(){return _.default}}),Object.defineProperty(t,"ascetic",{enumerable:!0,get:function(){return d.default}}),Object.defineProperty(t,"atelierCaveDark",{enumerable:!0,get:function(){return u.default}}),Object.defineProperty(t,"atelierCaveLight",{enumerable:!0,get:function(){return p.default}}),Object.defineProperty(t,"atelierDuneDark",{enumerable:!0,get:function(){return m.default}}),Object.defineProperty(t,"atelierDuneLight",{enumerable:!0,get:function(){return g.default}}),Object.defineProperty(t,"atelierEstuaryDark",{enumerable:!0,get:function(){return f.default}}),Object.defineProperty(t,"atelierEstuaryLight",{enumerable:!0,get:function(){return E.default}}),Object.defineProperty(t,"atelierForestDark",{enumerable:!0,get:function(){return b.default}}),Object.defineProperty(t,"atelierForestLight",{enumerable:!0,get:function(){return h.default}}),Object.defineProperty(t,"atelierHeathDark",{enumerable:!0,get:function(){return S.default}}),Object.defineProperty(t,"atelierHeathLight",{enumerable:!0,get:function(){return T.default}}),Object.defineProperty(t,"atelierLakesideDark",{enumerable:!0,get:function(){return v.default}}),Object.defineProperty(t,"atelierLakesideLight",{enumerable:!0,get:function(){return C.default}}),Object.defineProperty(t,"atelierPlateauDark",{enumerable:!0,get:function(){return y.default}}),Object.defineProperty(t,"atelierPlateauLight",{enumerable:!0,get:function(){return R.default}}),Object.defineProperty(t,"atelierSavannaDark",{enumerable:!0,get:function(){return N.default}}),Object.defineProperty(t,"atelierSavannaLight",{enumerable:!0,get:function(){return O.default}}),Object.defineProperty(t,"atelierSeasideDark",{enumerable:!0,get:function(){return A.default}}),Object.defineProperty(t,"atelierSeasideLight",{enumerable:!0,get:function(){return I.default}}),Object.defineProperty(t,"atelierSulphurpoolDark",{enumerable:!0,get:function(){return D.default}}),Object.defineProperty(t,"atelierSulphurpoolLight",{enumerable:!0,get:function(){return w.default}}),Object.defineProperty(t,"atomOneDarkReasonable",{enumerable:!0,get:function(){return x.default}}),Object.defineProperty(t,"atomOneDark",{enumerable:!0,get:function(){return M.default}}),Object.defineProperty(t,"atomOneLight",{enumerable:!0,get:function(){return L.default}}),Object.defineProperty(t,"brownPaper",{enumerable:!0,get:function(){return P.default}}),Object.defineProperty(t,"codepenEmbed",{enumerable:!0,get:function(){return k.default}}),Object.defineProperty(t,"colorBrewer",{enumerable:!0,get:function(){return j.default}}),Object.defineProperty(t,"darcula",{enumerable:!0,get:function(){return U.default}}),Object.defineProperty(t,"dark",{enumerable:!0,get:function(){return F.default}}),Object.defineProperty(t,"darkula",{enumerable:!0,get:function(){return G.default}}),Object.defineProperty(t,"defaultStyle",{enumerable:!0,get:function(){return B.default}}),Object.defineProperty(t,"docco",{enumerable:!0,get:function(){return Y.default}}),Object.defineProperty(t,"dracula",{enumerable:!0,get:function(){return V.default}}),Object.defineProperty(t,"far",{enumerable:!0,get:function(){return H.default}}),Object.defineProperty(t,"foundation",{enumerable:!0,get:function(){return z.default}}),Object.defineProperty(t,"githubGist",{enumerable:!0,get:function(){return q.default}}),Object.defineProperty(t,"github",{enumerable:!0,get:function(){return W.default}}),Object.defineProperty(t,"gml",{enumerable:!0,get:function(){return Q.default}}),Object.defineProperty(t,"googlecode",{enumerable:!0,get:function(){return K.default}}),Object.defineProperty(t,"grayscale",{enumerable:!0,get:function(){return $.default}}),Object.defineProperty(t,"gruvboxDark",{enumerable:!0,get:function(){return X.default}}),Object.defineProperty(t,"gruvboxLight",{enumerable:!0,get:function(){return Z.default}}),Object.defineProperty(t,"hopscotch",{enumerable:!0,get:function(){return J.default}}),Object.defineProperty(t,"hybrid",{enumerable:!0,get:function(){return ee.default}}),Object.defineProperty(t,"idea",{enumerable:!0,get:function(){return te.default}}),Object.defineProperty(t,"irBlack",{enumerable:!0,get:function(){return re.default}}),Object.defineProperty(t,"isblEditorDark",{enumerable:!0,get:function(){return ne.default}}),Object.defineProperty(t,"isblEditorLight",{enumerable:!0,get:function(){return oe.default}}),Object.defineProperty(t,"kimbieDark",{enumerable:!0,get:function(){return ae.default}}),Object.defineProperty(t,"kimbieLight",{enumerable:!0,get:function(){return ie.default}}),Object.defineProperty(t,"lightfair",{enumerable:!0,get:function(){return se.default}}),Object.defineProperty(t,"magula",{enumerable:!0,get:function(){return le.default}}),Object.defineProperty(t,"monoBlue",{enumerable:!0,get:function(){return ce.default}}),Object.defineProperty(t,"monokaiSublime",{enumerable:!0,get:function(){return _e.default}}),Object.defineProperty(t,"monokai",{enumerable:!0,get:function(){return de.default}}),Object.defineProperty(t,"nord",{enumerable:!0,get:function(){return ue.default}}),Object.defineProperty(t,"obsidian",{enumerable:!0,get:function(){return pe.default}}),Object.defineProperty(t,"ocean",{enumerable:!0,get:function(){return me.default}}),Object.defineProperty(t,"paraisoDark",{enumerable:!0,get:function(){return ge.default}}),Object.defineProperty(t,"paraisoLight",{enumerable:!0,get:function(){return fe.default}}),Object.defineProperty(t,"pojoaque",{enumerable:!0,get:function(){return Ee.default}}),Object.defineProperty(t,"purebasic",{enumerable:!0,get:function(){return be.default}}),Object.defineProperty(t,"qtcreatorDark",{enumerable:!0,get:function(){return he.default}}),Object.defineProperty(t,"qtcreatorLight",{enumerable:!0,get:function(){return Se.default}}),Object.defineProperty(t,"railscasts",{enumerable:!0,get:function(){return Te.default}}),Object.defineProperty(t,"rainbow",{enumerable:!0,get:function(){return ve.default}}),Object.defineProperty(t,"routeros",{enumerable:!0,get:function(){return Ce.default}}),Object.defineProperty(t,"schoolBook",{enumerable:!0,get:function(){return ye.default}}),Object.defineProperty(t,"shadesOfPurple",{enumerable:!0,get:function(){return Re.default}}),Object.defineProperty(t,"solarizedDark",{enumerable:!0,get:function(){return Ne.default}}),Object.defineProperty(t,"solarizedLight",{enumerable:!0,get:function(){return Oe.default}}),Object.defineProperty(t,"sunburst",{enumerable:!0,get:function(){return Ae.default}}),Object.defineProperty(t,"tomorrowNightBlue",{enumerable:!0,get:function(){return Ie.default}}),Object.defineProperty(t,"tomorrowNightBright",{enumerable:!0,get:function(){return De.default}}),Object.defineProperty(t,"tomorrowNightEighties",{enumerable:!0,get:function(){return we.default}}),Object.defineProperty(t,"tomorrowNight",{enumerable:!0,get:function(){return xe.default}}),Object.defineProperty(t,"tomorrow",{enumerable:!0,get:function(){return Me.default}}),Object.defineProperty(t,"vs",{enumerable:!0,get:function(){return Le.default}}),Object.defineProperty(t,"vs2015",{enumerable:!0,get:function(){return Pe.default}}),Object.defineProperty(t,"xcode",{enumerable:!0,get:function(){return ke.default}}),Object.defineProperty(t,"xt256",{enumerable:!0,get:function(){return je.default}}),Object.defineProperty(t,"zenburn",{enumerable:!0,get:function(){return Ue.default}});var o=n(r("jyl6")),a=n(r("+RZH")),i=n(r("MI+5")),s=n(r("1+YT")),l=n(r("N/JG")),c=n(r("/n59")),_=n(r("9mI7")),d=n(r("H53G")),u=n(r("ktHE")),p=n(r("tutY")),m=n(r("LKL0")),g=n(r("/7wm")),f=n(r("s7vy")),E=n(r("N2qj")),b=n(r("Ljye")),h=n(r("pc7Y")),S=n(r("loB5")),T=n(r("x9fF")),v=n(r("BED+")),C=n(r("uOpT")),y=n(r("KVH/")),R=n(r("2L5r")),N=n(r("FFic")),O=n(r("Puzk")),A=n(r("YcJl")),I=n(r("O3ky")),D=n(r("2dfV")),w=n(r("4Z8A")),x=n(r("B8QI")),M=n(r("pjn5")),L=n(r("26O/")),P=n(r("Vbkg")),k=n(r("Ysrp")),j=n(r("AdZH")),U=n(r("Jg8x")),F=n(r("xAlp")),G=n(r("fWMi")),B=n(r("eGIh")),Y=n(r("T0jz")),V=n(r("cnq6")),H=n(r("lj9D")),z=n(r("aQXo")),q=n(r("CR3u")),W=n(r("d+PR")),Q=n(r("NzLM")),K=n(r("BadI")),$=n(r("ShPU")),X=n(r("MX9s")),Z=n(r("3NM4")),J=n(r("1x5M")),ee=n(r("0s03")),te=n(r("eyhS")),re=n(r("ZM+r")),ne=n(r("ORcw")),oe=n(r("Rjce")),ae=n(r("hUSD")),ie=n(r("jEO1")),se=n(r("PbbS")),le=n(r("xc7R")),ce=n(r("IAg1")),_e=n(r("E+QW")),de=n(r("D4a2")),ue=n(r("QrGX")),pe=n(r("G11e")),me=n(r("w97a")),ge=n(r("Gcgz")),fe=n(r("mxXI")),Ee=n(r("41rK")),be=n(r("4lNu")),he=n(r("smNm")),Se=n(r("Lp7K")),Te=n(r("8QGF")),ve=n(r("vT3H")),Ce=n(r("OZlm")),ye=n(r("8vdg")),Re=n(r("XN0u")),Ne=n(r("z9KT")),Oe=n(r("o6rk")),Ae=n(r("SpI8")),Ie=n(r("4pdu")),De=n(r("hSC7")),we=n(r("ZYXP")),xe=n(r("eexs")),Me=n(r("0Sbo")),Le=n(r("862k")),Pe=n(r("FNUU")),ke=n(r("I6f5")),je=n(r("t+fX")),Ue=n(r("T0S7"))},fQ0b:function(e){e.exports=function(e){var t={begin:"<",end:">",contains:[e.inherit(e.TITLE_MODE,{begin:/'[a-zA-Z0-9_]+/})]};return{aliases:["fs"],keywords:"abstract and as assert base begin class default delegate do done downcast downto elif else end exception extern false finally for fun function global if in inherit inline interface internal lazy let match member module mutable namespace new null of open or override private public rec return sig static struct then to true try type upcast use val void when while with yield",illegal:/\/\*/,contains:[{className:"keyword",begin:/\b(yield|return|let|do)!/},{className:"string",begin:'@"',end:'"',contains:[{begin:'""'}]},{className:"string",begin:'"""',end:'"""'},e.COMMENT("\\(\\*","\\*\\)"),{className:"class",beginKeywords:"type",end:"\\(|=|$",excludeEnd:!0,contains:[e.UNDERSCORE_TITLE_MODE,t]},{className:"meta",begin:"\\[<",end:">\\]",relevance:10},{className:"symbol",begin:"\\B('[A-Za-z])\\b",contains:[e.BACKSLASH_ESCAPE]},e.C_LINE_COMMENT_MODE,e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),e.C_NUMBER_MODE]}}},fTaw:function(e,t,r){"use strict";(function(e){function n(){return"[object process]"===Object.prototype.toString.call(void 0!==e?e:0)}function o(e,t){return e.require(t)}r.d(t,"b",(function(){return n})),r.d(t,"a",(function(){return o}));r("E6vx"),r("tZ4O")}).call(this,r("5IsQ"),r("Ono3")(e))},fWMi:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={}},fjMO:function(e){e.exports=function(e){return{keywords:{keyword:"println readln print import module function local return let var while for foreach times in case when match with break continue augment augmentation each find filter reduce if then else otherwise try catch finally raise throw orIfNull DynamicObject|10 DynamicVariable struct Observable map set vector list array",literal:"true false null"},contains:[e.HASH_COMMENT_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,{className:"meta",begin:"@[A-Za-z]+"}]}}},gLyw:function(e){e.exports=function(e){return{aliases:["v","sv","svh"],case_insensitive:!1,keywords:{keyword:"accept_on alias always always_comb always_ff always_latch and assert assign assume automatic before begin bind bins binsof bit break buf|0 bufif0 bufif1 byte case casex casez cell chandle checker class clocking cmos config const constraint context continue cover covergroup coverpoint cross deassign default defparam design disable dist do edge else end endcase endchecker endclass endclocking endconfig endfunction endgenerate endgroup endinterface endmodule endpackage endprimitive endprogram endproperty endspecify endsequence endtable endtask enum event eventually expect export extends extern final first_match for force foreach forever fork forkjoin function generate|5 genvar global highz0 highz1 if iff ifnone ignore_bins illegal_bins implements implies import incdir include initial inout input inside instance int integer interconnect interface intersect join join_any join_none large let liblist library local localparam logic longint macromodule matches medium modport module nand negedge nettype new nexttime nmos nor noshowcancelled not notif0 notif1 or output package packed parameter pmos posedge primitive priority program property protected pull0 pull1 pulldown pullup pulsestyle_ondetect pulsestyle_onevent pure rand randc randcase randsequence rcmos real realtime ref reg reject_on release repeat restrict return rnmos rpmos rtran rtranif0 rtranif1 s_always s_eventually s_nexttime s_until s_until_with scalared sequence shortint shortreal showcancelled signed small soft solve specify specparam static string strong strong0 strong1 struct super supply0 supply1 sync_accept_on sync_reject_on table tagged task this throughout time timeprecision timeunit tran tranif0 tranif1 tri tri0 tri1 triand trior trireg type typedef union unique unique0 unsigned until until_with untyped use uwire var vectored virtual void wait wait_order wand weak weak0 weak1 while wildcard wire with within wor xnor xor",literal:"null",built_in:"$finish $stop $exit $fatal $error $warning $info $realtime $time $printtimescale $bitstoreal $bitstoshortreal $itor $signed $cast $bits $stime $timeformat $realtobits $shortrealtobits $rtoi $unsigned $asserton $assertkill $assertpasson $assertfailon $assertnonvacuouson $assertoff $assertcontrol $assertpassoff $assertfailoff $assertvacuousoff $isunbounded $sampled $fell $changed $past_gclk $fell_gclk $changed_gclk $rising_gclk $steady_gclk $coverage_control $coverage_get $coverage_save $set_coverage_db_name $rose $stable $past $rose_gclk $stable_gclk $future_gclk $falling_gclk $changing_gclk $display $coverage_get_max $coverage_merge $get_coverage $load_coverage_db $typename $unpacked_dimensions $left $low $increment $clog2 $ln $log10 $exp $sqrt $pow $floor $ceil $sin $cos $tan $countbits $onehot $isunknown $fatal $warning $dimensions $right $high $size $asin $acos $atan $atan2 $hypot $sinh $cosh $tanh $asinh $acosh $atanh $countones $onehot0 $error $info $random $dist_chi_square $dist_erlang $dist_exponential $dist_normal $dist_poisson $dist_t $dist_uniform $q_initialize $q_remove $q_exam $async$and$array $async$nand$array $async$or$array $async$nor$array $sync$and$array $sync$nand$array $sync$or$array $sync$nor$array $q_add $q_full $psprintf $async$and$plane $async$nand$plane $async$or$plane $async$nor$plane $sync$and$plane $sync$nand$plane $sync$or$plane $sync$nor$plane $system $display $displayb $displayh $displayo $strobe $strobeb $strobeh $strobeo $write $readmemb $readmemh $writememh $value$plusargs $dumpvars $dumpon $dumplimit $dumpports $dumpportson $dumpportslimit $writeb $writeh $writeo $monitor $monitorb $monitorh $monitoro $writememb $dumpfile $dumpoff $dumpall $dumpflush $dumpportsoff $dumpportsall $dumpportsflush $fclose $fdisplay $fdisplayb $fdisplayh $fdisplayo $fstrobe $fstrobeb $fstrobeh $fstrobeo $swrite $swriteb $swriteh $swriteo $fscanf $fread $fseek $fflush $feof $fopen $fwrite $fwriteb $fwriteh $fwriteo $fmonitor $fmonitorb $fmonitorh $fmonitoro $sformat $sformatf $fgetc $ungetc $fgets $sscanf $rewind $ftell $ferror"},lexemes:/[\w\$]+/,contains:[e.C_BLOCK_COMMENT_MODE,e.C_LINE_COMMENT_MODE,e.QUOTE_STRING_MODE,{className:"number",contains:[e.BACKSLASH_ESCAPE],variants:[{begin:"\\b((\\d+'(b|h|o|d|B|H|O|D))[0-9xzXZa-fA-F_]+)"},{begin:"\\B(('(b|h|o|d|B|H|O|D))[0-9xzXZa-fA-F_]+)"},{begin:"\\b([0-9_])+",relevance:0}]},{className:"variable",variants:[{begin:"#\\((?!parameter).+\\)"},{begin:"\\.\\w+",relevance:0}]},{className:"meta",begin:"`",end:"$",keywords:{"meta-keyword":"define __FILE__ __LINE__ begin_keywords celldefine default_nettype define else elsif end_keywords endcelldefine endif ifdef ifndef include line nounconnected_drive pragma resetall timescale unconnected_drive undef undefineall"},relevance:0}]}}},gki9:function(e,t,r){var n=r("OvAC");e.exports=function(e){for(var t=1;t3)for(r=[r],a=3;a1&&T(o,t,r),t=f(r,o,o,e.__k,null,o.__e,t),"function"==typeof e.type&&(e.__d=t)))}function v(e,t,r,o,a,i,s,_,d){var u,p,g,f,E,b,h,S,v,C,R,N=t.type;if(void 0!==t.constructor)return null;null!=r.__h&&(d=r.__h,_=t.__e=r.__e,t.__h=null,i=[_]),(u=x.__b)&&u(t);try{e:if("function"==typeof N){if(S=t.props,v=(u=N.contextType)&&o[u.__c],C=u?v?v.props.value:u.__:o,r.__c?h=(p=t.__c=r.__c).__=p.__E:("prototype"in N&&N.prototype.render?t.__c=p=new N(S,C):(t.__c=p=new c(S,C),p.constructor=N,p.render=O),v&&v.sub(p),p.props=S,p.state||(p.state={}),p.context=C,p.__n=o,g=p.__d=!0,p.__h=[]),null==p.__s&&(p.__s=p.state),null!=N.getDerivedStateFromProps&&(p.__s==p.state&&(p.__s=n({},p.__s)),n(p.__s,N.getDerivedStateFromProps(S,p.__s))),f=p.props,E=p.state,g)null==N.getDerivedStateFromProps&&null!=p.componentWillMount&&p.componentWillMount(),null!=p.componentDidMount&&p.__h.push(p.componentDidMount);else{if(null==N.getDerivedStateFromProps&&S!==f&&null!=p.componentWillReceiveProps&&p.componentWillReceiveProps(S,C),!p.__e&&null!=p.shouldComponentUpdate&&!1===p.shouldComponentUpdate(S,p.__s,C)||t.__v===r.__v){p.props=S,p.state=p.__s,t.__v!==r.__v&&(p.__d=!1),p.__v=t,t.__e=r.__e,t.__k=r.__k,p.__h.length&&s.push(p),T(t,_,e);break e}null!=p.componentWillUpdate&&p.componentWillUpdate(S,p.__s,C),null!=p.componentDidUpdate&&p.__h.push((function(){p.componentDidUpdate(f,E,b)}))}p.context=C,p.props=S,p.state=p.__s,(u=x.__r)&&u(t),p.__d=!1,p.__v=t,p.__P=e,u=p.render(p.props,p.state,p.context),p.state=p.__s,null!=p.getChildContext&&(o=n(n({},o),p.getChildContext())),g||null==p.getSnapshotBeforeUpdate||(b=p.getSnapshotBeforeUpdate(f,E)),R=null!=u&&u.type==l&&null==u.key?u.props.children:u,m(e,Array.isArray(R)?R:[R],t,r,o,a,i,s,_,d),p.base=t.__e,t.__h=null,p.__h.length&&s.push(p),h&&(p.__E=p.__=null),p.__e=!1}else null==i&&t.__v===r.__v?(t.__k=r.__k,t.__e=r.__e):t.__e=y(r.__e,t,r,o,a,i,s,d);(u=x.diffed)&&u(t)}catch(e){t.__v=null,(d||null!=i)&&(t.__e=_,t.__h=!!d,i[i.indexOf(_)]=null),x.__e(e,t,r)}return t.__e}function C(e,t){x.__c&&x.__c(t,e),e.some((function(t){try{e=t.__h,t.__h=[],e.some((function(e){e.call(t)}))}catch(e){x.__e(e,t.__v)}}))}function y(e,t,r,n,o,a,i,s){var l,c,_,d,u,p=r.props,g=t.props;if(o="svg"===t.type||o,null!=a)for(l=0;l3)for(r=[r],s=3;s",relevance:0}]}}},jEO1:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#a57a4c"},"hljs-quote":{color:"#a57a4c"},"hljs-variable":{color:"#dc3958"},"hljs-template-variable":{color:"#dc3958"},"hljs-tag":{color:"#dc3958"},"hljs-name":{color:"#dc3958"},"hljs-selector-id":{color:"#dc3958"},"hljs-selector-class":{color:"#dc3958"},"hljs-regexp":{color:"#dc3958"},"hljs-meta":{color:"#dc3958"},"hljs-number":{color:"#f79a32"},"hljs-built_in":{color:"#f79a32"},"hljs-builtin-name":{color:"#f79a32"},"hljs-literal":{color:"#f79a32"},"hljs-type":{color:"#f79a32"},"hljs-params":{color:"#f79a32"},"hljs-deletion":{color:"#f79a32"},"hljs-link":{color:"#f79a32"},"hljs-title":{color:"#f06431"},"hljs-section":{color:"#f06431"},"hljs-attribute":{color:"#f06431"},"hljs-string":{color:"#889b4a"},"hljs-symbol":{color:"#889b4a"},"hljs-bullet":{color:"#889b4a"},"hljs-addition":{color:"#889b4a"},"hljs-keyword":{color:"#98676a"},"hljs-selector-tag":{color:"#98676a"},"hljs-function":{color:"#98676a"},hljs:{display:"block",overflowX:"auto",background:"#fbebd4",color:"#84613d",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},jyl6:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#d4d0ab"},"hljs-quote":{color:"#d4d0ab"},"hljs-variable":{color:"#ffa07a"},"hljs-template-variable":{color:"#ffa07a"},"hljs-tag":{color:"#ffa07a"},"hljs-name":{color:"#ffa07a"},"hljs-selector-id":{color:"#ffa07a"},"hljs-selector-class":{color:"#ffa07a"},"hljs-regexp":{color:"#ffa07a"},"hljs-deletion":{color:"#ffa07a"},"hljs-number":{color:"#f5ab35"},"hljs-built_in":{color:"#f5ab35"},"hljs-builtin-name":{color:"#f5ab35"},"hljs-literal":{color:"#f5ab35"},"hljs-type":{color:"#f5ab35"},"hljs-params":{color:"#f5ab35"},"hljs-meta":{color:"#f5ab35"},"hljs-link":{color:"#f5ab35"},"hljs-attribute":{color:"#ffd700"},"hljs-string":{color:"#abe338"},"hljs-symbol":{color:"#abe338"},"hljs-bullet":{color:"#abe338"},"hljs-addition":{color:"#abe338"},"hljs-title":{color:"#00e0e0"},"hljs-section":{color:"#00e0e0"},"hljs-keyword":{color:"#dcc6e0"},"hljs-selector-tag":{color:"#dcc6e0"},hljs:{display:"block",overflowX:"auto",background:"#2b2b2b",color:"#f8f8f2",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},kbeW:function(e){e.exports=function(e){return{case_insensitive:!0,aliases:["cos","cls"],keywords:"property parameter class classmethod clientmethod extends as break catch close continue do d|0 else elseif for goto halt hang h|0 if job j|0 kill k|0 lock l|0 merge new open quit q|0 read r|0 return set s|0 tcommit throw trollback try tstart use view while write w|0 xecute x|0 zkill znspace zn ztrap zwrite zw zzdump zzwrite print zbreak zinsert zload zprint zremove zsave zzprint mv mvcall mvcrt mvdim mvprint zquit zsync ascii",contains:[{className:"number",begin:"\\b(\\d+(\\.\\d*)?|\\.\\d+)",relevance:0},{className:"string",variants:[{begin:'"',end:'"',contains:[{begin:'""',relevance:0}]}]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"comment",begin:/;/,end:"$",relevance:0},{className:"built_in",begin:/(?:\$\$?|\.\.)\^?[a-zA-Z]+/},{className:"built_in",begin:/\$\$\$[a-zA-Z]+/},{className:"built_in",begin:/%[a-z]+(?:\.[a-z]+)*/},{className:"symbol",begin:/\^%?[a-zA-Z][\w]*/},{className:"keyword",begin:/##class|##super|#define|#dim/},{begin:/&sql\(/,end:/\)/,excludeBegin:!0,excludeEnd:!0,subLanguage:"sql"},{begin:/&(js|jscript|javascript)/,excludeBegin:!0,excludeEnd:!0,subLanguage:"javascript"},{begin:/&html<\s*\s*>/,subLanguage:"xml"}]}}},keGk:function(e){e.exports=function(e){var t={className:"number",begin:"[\\$%]\\d+"};return{aliases:["apacheconf"],case_insensitive:!0,contains:[e.HASH_COMMENT_MODE,{className:"section",begin:""},{className:"attribute",begin:/\w+/,relevance:0,keywords:{nomarkup:"order deny allow setenv rewriterule rewriteengine rewritecond documentroot sethandler errordocument loadmodule options header listen serverroot servername"},starts:{end:/$/,relevance:0,keywords:{literal:"on off all"},contains:[{className:"meta",begin:"\\s\\[",end:"\\]$"},{className:"variable",begin:"[\\$%]\\{",end:"\\}",contains:["self",t]},t,e.QUOTE_STRING_MODE]}}],illegal:/\S/}}},klYI:function(e){e.exports=function(e){return{case_insensitive:!0,keywords:{keyword:"task project allprojects subprojects artifacts buildscript configurations dependencies repositories sourceSets description delete from into include exclude source classpath destinationDir includes options sourceCompatibility targetCompatibility group flatDir doLast doFirst flatten todir fromdir ant def abstract break case catch continue default do else extends final finally for if implements instanceof native new private protected public return static switch synchronized throw throws transient try volatile while strictfp package import false null super this true antlrtask checkstyle codenarc copy boolean byte char class double float int interface long short void compile runTime file fileTree abs any append asList asWritable call collect compareTo count div dump each eachByte eachFile eachLine every find findAll flatten getAt getErr getIn getOut getText grep immutable inject inspect intersect invokeMethods isCase join leftShift minus multiply newInputStream newOutputStream newPrintWriter newReader newWriter next plus pop power previous print println push putAt read readBytes readLines reverse reverseEach round size sort splitEachLine step subMap times toInteger toList tokenize upto waitForOrKill withPrintWriter withReader withStream withWriter withWriterAppend write writeLine"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.NUMBER_MODE,e.REGEXP_MODE]}}},kmhd:function(e){e.exports=function(e){var t={keyword:"abstract as val var vararg get set class object open private protected public noinline crossinline dynamic final enum if else do while for when throw try catch finally import package is in fun override companion reified inline lateinit init interface annotation data sealed internal infix operator out by constructor super tailrec where const inner suspend typealias external expect actual trait volatile transient native default",built_in:"Byte Short Char Int Long Boolean Float Double Void Unit Nothing",literal:"true false null"},r={className:"symbol",begin:e.UNDERSCORE_IDENT_RE+"@"},n={className:"subst",begin:"\\${",end:"}",contains:[e.APOS_STRING_MODE,e.C_NUMBER_MODE]},o={className:"variable",begin:"\\$"+e.UNDERSCORE_IDENT_RE},a={className:"string",variants:[{begin:'"""',end:'"""',contains:[o,n]},{begin:"'",end:"'",illegal:/\n/,contains:[e.BACKSLASH_ESCAPE]},{begin:'"',end:'"',illegal:/\n/,contains:[e.BACKSLASH_ESCAPE,o,n]}]},i={className:"meta",begin:"@(?:file|property|field|get|set|receiver|param|setparam|delegate)\\s*:(?:\\s*"+e.UNDERSCORE_IDENT_RE+")?"},s={className:"meta",begin:"@"+e.UNDERSCORE_IDENT_RE,contains:[{begin:/\(/,end:/\)/,contains:[e.inherit(a,{className:"meta-string"})]}]},l={className:"number",begin:"\\b(0[bB]([01]+[01_]+[01]+|[01]+)|0[xX]([a-fA-F0-9]+[a-fA-F0-9_]+[a-fA-F0-9]+|[a-fA-F0-9]+)|(([\\d]+[\\d_]+[\\d]+|[\\d]+)(\\.([\\d]+[\\d_]+[\\d]+|[\\d]+))?|\\.([\\d]+[\\d_]+[\\d]+|[\\d]+))([eE][-+]?\\d+)?)[lLfF]?",relevance:0},c=e.COMMENT("/\\*","\\*/",{contains:[e.C_BLOCK_COMMENT_MODE]}),_={variants:[{className:"type",begin:e.UNDERSCORE_IDENT_RE},{begin:/\(/,end:/\)/,contains:[]}]},d=_;return d.variants[1].contains=[_],_.variants[1].contains=[d],{aliases:["kt"],keywords:t,contains:[e.COMMENT("/\\*\\*","\\*/",{relevance:0,contains:[{className:"doctag",begin:"@[A-Za-z]+"}]}),e.C_LINE_COMMENT_MODE,c,{className:"keyword",begin:/\b(break|continue|return|this)\b/,starts:{contains:[{className:"symbol",begin:/@\w+/}]}},r,i,s,{className:"function",beginKeywords:"fun",end:"[(]|$",returnBegin:!0,excludeEnd:!0,keywords:t,illegal:/fun\s+(<.*>)?[^\s\(]+(\s+[^\s\(]+)\s*=/,relevance:5,contains:[{begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,relevance:0,contains:[e.UNDERSCORE_TITLE_MODE]},{className:"type",begin://,keywords:"reified",relevance:0},{className:"params",begin:/\(/,end:/\)/,endsParent:!0,keywords:t,relevance:0,contains:[{begin:/:/,end:/[=,\/]/,endsWithParent:!0,contains:[_,e.C_LINE_COMMENT_MODE,c],relevance:0},e.C_LINE_COMMENT_MODE,c,i,s,a,e.C_NUMBER_MODE]},c]},{className:"class",beginKeywords:"class interface trait",end:/[:\{(]|$/,excludeEnd:!0,illegal:"extends implements",contains:[{beginKeywords:"public protected internal private constructor"},e.UNDERSCORE_TITLE_MODE,{className:"type",begin://,excludeBegin:!0,excludeEnd:!0,relevance:0},{className:"type",begin:/[,:]\s*/,end:/[<\(,]|$/,excludeBegin:!0,returnEnd:!0},i,s]},a,{className:"meta",begin:"^#!/usr/bin/env",end:"$",illegal:"\n"},l]}}},knqJ:function(e){e.exports=function(e){return{case_insensitive:!0,contains:[{className:"meta",begin:"^!!!( (5|1\\.1|Strict|Frameset|Basic|Mobile|RDFa|XML\\b.*))?$",relevance:10},e.COMMENT("^\\s*(!=#|=#|-#|/).*$",!1,{relevance:0}),{begin:"^\\s*(-|=|!=)(?!#)",starts:{end:"\\n",subLanguage:"ruby"}},{className:"tag",begin:"^\\s*%",contains:[{className:"selector-tag",begin:"\\w+"},{className:"selector-id",begin:"#[\\w-]+"},{className:"selector-class",begin:"\\.[\\w-]+"},{begin:"{\\s*",end:"\\s*}",contains:[{begin:":\\w+\\s*=>",end:",\\s+",returnBegin:!0,endsWithParent:!0,contains:[{className:"attr",begin:":\\w+"},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{begin:"\\w+",relevance:0}]}]},{begin:"\\(\\s*",end:"\\s*\\)",excludeEnd:!0,contains:[{begin:"\\w+\\s*=",end:"\\s+",returnBegin:!0,endsWithParent:!0,contains:[{className:"attr",begin:"\\w+",relevance:0},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{begin:"\\w+",relevance:0}]}]}]},{begin:"^\\s*[=~]\\s*"},{begin:"#{",starts:{end:"}",subLanguage:"ruby"}}]}}},ktHE:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#7e7887"},"hljs-quote":{color:"#7e7887"},"hljs-variable":{color:"#be4678"},"hljs-template-variable":{color:"#be4678"},"hljs-attribute":{color:"#be4678"},"hljs-regexp":{color:"#be4678"},"hljs-link":{color:"#be4678"},"hljs-tag":{color:"#be4678"},"hljs-name":{color:"#be4678"},"hljs-selector-id":{color:"#be4678"},"hljs-selector-class":{color:"#be4678"},"hljs-number":{color:"#aa573c"},"hljs-meta":{color:"#aa573c"},"hljs-built_in":{color:"#aa573c"},"hljs-builtin-name":{color:"#aa573c"},"hljs-literal":{color:"#aa573c"},"hljs-type":{color:"#aa573c"},"hljs-params":{color:"#aa573c"},"hljs-string":{color:"#2a9292"},"hljs-symbol":{color:"#2a9292"},"hljs-bullet":{color:"#2a9292"},"hljs-title":{color:"#576ddb"},"hljs-section":{color:"#576ddb"},"hljs-keyword":{color:"#955ae7"},"hljs-selector-tag":{color:"#955ae7"},"hljs-deletion":{color:"#19171c",display:"inline-block",width:"100%",backgroundColor:"#be4678"},"hljs-addition":{color:"#19171c",display:"inline-block",width:"100%",backgroundColor:"#2a9292"},hljs:{display:"block",overflowX:"auto",background:"#19171c",color:"#8b8792",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},l8WD:function(e,t,r){"use strict";function n(e,t){for(var r in t)e[r]=t[r];return e}function o(e,t){for(var r in e)if("__source"!==r&&!(r in t))return!0;for(var n in t)if("__source"!==n&&e[n]!==t[n])return!0;return!1}function a(e){this.props=e}function i(e){return e&&(e.__c&&e.__c.__H&&(e.__c.__H.__.forEach((function(e){"function"==typeof e.__c&&e.__c()})),e.__c.__H=null),(e=n({},e)).__c=null,e.__k=e.__k&&e.__k.map(i)),e}function s(e){return e&&(e.__v=null,e.__k=e.__k&&e.__k.map(s)),e}function l(){this.__u=0,this.t=null,this.__b=null}function c(e){var t=e.__.__c;return t&&t.__e&&t.__e(e)}function _(){this.u=null,this.o=null}function d(e){return this.getChildContext=function(){return e.context},e.children}function u(e){var t=this,r=e.i,n=Object(b.createElement)(d,{context:t.context},e.__v);t.componentWillUnmount=function(){var e=t.l.parentNode;e&&e.removeChild(t.l),Object(b.__u)(t.s)},t.i&&t.i!==r&&(t.componentWillUnmount(),t.h=!1),e.__v?t.h?(r.__k=t.__k,Object(b.render)(n,r),t.__k=r.__k):(t.l=document.createTextNode(""),t.__k=r.__k,Object(b.hydrate)("",r),r.appendChild(t.l),t.h=!0,t.i=r,Object(b.render)(n,r,t.l),r.__k=t.__k,t.__k=t.l.__k):t.h&&t.componentWillUnmount(),t.s=n}function p(){}function m(){return this.cancelBubble}function g(){return this.defaultPrevented}function f(e){return!!e&&e.$$typeof===R}var E=r("QRet");r.d(t,"b",(function(){return E.d})),r.d(t,"c",(function(){return E.i}));var b=r("hosL");(a.prototype=new b.Component).isPureReactComponent=!0,a.prototype.shouldComponentUpdate=function(e,t){return o(this.props,e)||o(this.state,t)};var h=b.options.__b;b.options.__b=function(e){e.type&&e.type.__f&&e.ref&&(e.props.ref=e.ref,e.ref=null),h&&h(e)};var S="undefined"!=typeof Symbol&&Symbol.for&&Symbol.for("react.forward_ref")||3911,T=function(e,t){return null==e?null:Object(b.toChildArray)(Object(b.toChildArray)(e).map(t))},v={map:T,forEach:T,count:function(e){return e?Object(b.toChildArray)(e).length:0},only:function(e){var t=Object(b.toChildArray)(e);if(1!==t.length)throw"Children.only";return t[0]},toArray:b.toChildArray},C=b.options.__e;b.options.__e=function(e,t,r){if(e.then)for(var n,o=t;o=o.__;)if((n=o.__c)&&n.__c)return null==t.__e&&(t.__e=r.__e,t.__k=r.__k),n.__c(e,t);C(e,t,r)},(l.prototype=new b.Component).__c=function(e,t){var r=t.__c,n=this;null==n.t&&(n.t=[]),n.t.push(r);var o=c(n.__v),a=!1,i=function(){a||(a=!0,r.componentWillUnmount=r.__c,o?o(l):l())};r.__c=r.componentWillUnmount,r.componentWillUnmount=function(){i(),r.__c&&r.__c()};var l=function(){var e;if(!--n.__u)for(n.__v.__k[0]=s(n.state.__e),n.setState({__e:n.__b=null});e=n.t.pop();)e.forceUpdate()};!0===t.__h||n.__u++||n.setState({__e:n.__b=n.__v.__k[0]}),e.then(i,i)},l.prototype.componentWillUnmount=function(){this.t=[]},l.prototype.render=function(e,t){this.__b&&(this.__v.__k&&(this.__v.__k[0]=i(this.__b)),this.__b=null);var r=t.__e&&Object(b.createElement)(b.Fragment,null,e.fallback);return r&&(r.__h=null),[Object(b.createElement)(b.Fragment,null,t.__e?null:e.children),r]};var y=function(e,t,r){if(++r[1]===r[0]&&e.o.delete(t),e.props.revealOrder&&("t"!==e.props.revealOrder[0]||!e.o.size))for(r=e.u;r;){for(;r.length>3;)r.pop()();if(r[1]0?n={milliseconds:o%1e3,seconds:Math.floor(o/1e3)%60,minutes:Math.floor(o/6e4)%60,hours:Math.floor(o/36e5)%24,days:Math.floor(o/864e5)}:(n={milliseconds:0,seconds:0,minutes:0,hours:0,days:0},r+=" _3Wuzx")}else r+=" _1GH_t";return e("div",{class:r,title:t},e("div",{class:"_2wbqU _nncoC"},n.days),e("div",{className:"_2wbqU _1Hvnd"},"giorni"),e("div",{class:"_3jLnc _nncoC"},n.hours),e("div",{className:"_3jLnc _1Hvnd"},"ore"),e("div",{class:"_1G5Ls _nncoC"},n.minutes),e("div",{className:"_1G5Ls _1Hvnd"},"minuti"),e("div",{class:"_24KtU _nncoC"},n.seconds),e("div",{class:"_24KtU _1Hvnd"},"secondi"))}})(D.Component),function(e){function t(r,n,o){var a;return a=e.call.apply(e,[this].concat([].slice.call(arguments,3)))||this,Error.captureStackTrace&&Error.captureStackTrace(N(a),t),a.name="RoyalnetApiError",a.errorCode=r,a.errorType=n,a.errorArgs=o,a.message=r+" | "+n+" | "+o.join("|"),a}S(t,e)}(R(Error))}).call(this,r("hosL").h)},mdyV:function(e,t,r){"use strict";r.r(t);var n=r("hosL"),o=n.h,a=n.render,i=function(e){return e&&e.default?e.default:e};if("serviceWorker"in navigator&&navigator.serviceWorker.register(r.p+"sw.js"),"function"==typeof i(r("QfWi"))){var s=document.getElementById("preact_root")||document.body.firstElementChild;0,function(){var e=i(r("QfWi")),t={},n=document.querySelector('[type="__PREACT_CLI_DATA__"]');n&&(t=JSON.parse(decodeURI(n.innerHTML)).preRenderData||t);var l;t.url&&(l=t.url);s=a(o(e,{CLI_DATA:{preRenderData:t}}),document.body,s)}()}},mf9v:function(e){e.exports=function(e){var t={className:"variable",begin:"\\$"+e.IDENT_RE},r={className:"number",begin:"#([a-fA-F0-9]{6}|[a-fA-F0-9]{3})"},n="[\\.\\s\\n\\[\\:,]";return{aliases:["styl"],case_insensitive:!1,keywords:"if else for in",illegal:"("+["\\?","(\\bReturn\\b)","(\\bEnd\\b)","(\\bend\\b)","(\\bdef\\b)",";","#\\s","\\*\\s","===\\s","\\|","%"].join("|")+")",contains:[e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,r,{begin:"\\.[a-zA-Z][a-zA-Z0-9_-]*"+n,returnBegin:!0,contains:[{className:"selector-class",begin:"\\.[a-zA-Z][a-zA-Z0-9_-]*"}]},{begin:"\\#[a-zA-Z][a-zA-Z0-9_-]*"+n,returnBegin:!0,contains:[{className:"selector-id",begin:"\\#[a-zA-Z][a-zA-Z0-9_-]*"}]},{begin:"\\b("+["a","abbr","address","article","aside","audio","b","blockquote","body","button","canvas","caption","cite","code","dd","del","details","dfn","div","dl","dt","em","fieldset","figcaption","figure","footer","form","h1","h2","h3","h4","h5","h6","header","hgroup","html","i","iframe","img","input","ins","kbd","label","legend","li","mark","menu","nav","object","ol","p","q","quote","samp","section","span","strong","summary","sup","table","tbody","td","textarea","tfoot","th","thead","time","tr","ul","var","video"].join("|")+")"+n,returnBegin:!0,contains:[{className:"selector-tag",begin:"\\b[a-zA-Z][a-zA-Z0-9_-]*"}]},{begin:"&?:?:\\b("+["after","before","first-letter","first-line","active","first-child","focus","hover","lang","link","visited"].join("|")+")"+n},{begin:"@("+["charset","css","debug","extend","font-face","for","import","include","media","mixin","page","warn","while"].join("|")+")\\b"},t,e.CSS_NUMBER_MODE,e.NUMBER_MODE,{className:"function",begin:"^[a-zA-Z][a-zA-Z0-9_-]*\\(.*\\)",illegal:"[\\n]",returnBegin:!0,contains:[{className:"title",begin:"\\b[a-zA-Z][a-zA-Z0-9_-]*"},{className:"params",begin:/\(/,end:/\)/,contains:[r,t,e.APOS_STRING_MODE,e.CSS_NUMBER_MODE,e.NUMBER_MODE,e.QUOTE_STRING_MODE]}]},{className:"attribute",begin:"\\b("+["align-content","align-items","align-self","animation","animation-delay","animation-direction","animation-duration","animation-fill-mode","animation-iteration-count","animation-name","animation-play-state","animation-timing-function","auto","backface-visibility","background","background-attachment","background-clip","background-color","background-image","background-origin","background-position","background-repeat","background-size","border","border-bottom","border-bottom-color","border-bottom-left-radius","border-bottom-right-radius","border-bottom-style","border-bottom-width","border-collapse","border-color","border-image","border-image-outset","border-image-repeat","border-image-slice","border-image-source","border-image-width","border-left","border-left-color","border-left-style","border-left-width","border-radius","border-right","border-right-color","border-right-style","border-right-width","border-spacing","border-style","border-top","border-top-color","border-top-left-radius","border-top-right-radius","border-top-style","border-top-width","border-width","bottom","box-decoration-break","box-shadow","box-sizing","break-after","break-before","break-inside","caption-side","clear","clip","clip-path","color","column-count","column-fill","column-gap","column-rule","column-rule-color","column-rule-style","column-rule-width","column-span","column-width","columns","content","counter-increment","counter-reset","cursor","direction","display","empty-cells","filter","flex","flex-basis","flex-direction","flex-flow","flex-grow","flex-shrink","flex-wrap","float","font","font-family","font-feature-settings","font-kerning","font-language-override","font-size","font-size-adjust","font-stretch","font-style","font-variant","font-variant-ligatures","font-weight","height","hyphens","icon","image-orientation","image-rendering","image-resolution","ime-mode","inherit","initial","justify-content","left","letter-spacing","line-height","list-style","list-style-image","list-style-position","list-style-type","margin","margin-bottom","margin-left","margin-right","margin-top","marks","mask","max-height","max-width","min-height","min-width","nav-down","nav-index","nav-left","nav-right","nav-up","none","normal","object-fit","object-position","opacity","order","orphans","outline","outline-color","outline-offset","outline-style","outline-width","overflow","overflow-wrap","overflow-x","overflow-y","padding","padding-bottom","padding-left","padding-right","padding-top","page-break-after","page-break-before","page-break-inside","perspective","perspective-origin","pointer-events","position","quotes","resize","right","tab-size","table-layout","text-align","text-align-last","text-decoration","text-decoration-color","text-decoration-line","text-decoration-style","text-indent","text-overflow","text-rendering","text-shadow","text-transform","text-underline-position","top","transform","transform-origin","transform-style","transition","transition-delay","transition-duration","transition-property","transition-timing-function","unicode-bidi","vertical-align","visibility","white-space","widows","width","word-break","word-spacing","word-wrap","z-index"].reverse().join("|")+")\\b",starts:{end:/;|$/,contains:[r,t,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.CSS_NUMBER_MODE,e.NUMBER_MODE,e.C_BLOCK_COMMENT_MODE],illegal:/\./,relevance:0}}]}}},mloD:function(e){e.exports=function(e){return{case_insensitive:!0,lexemes:"\\.?"+e.IDENT_RE,keywords:{keyword:"adc add adiw and andi asr bclr bld brbc brbs brcc brcs break breq brge brhc brhs brid brie brlo brlt brmi brne brpl brsh brtc brts brvc brvs bset bst call cbi cbr clc clh cli cln clr cls clt clv clz com cp cpc cpi cpse dec eicall eijmp elpm eor fmul fmuls fmulsu icall ijmp in inc jmp ld ldd ldi lds lpm lsl lsr mov movw mul muls mulsu neg nop or ori out pop push rcall ret reti rjmp rol ror sbc sbr sbrc sbrs sec seh sbi sbci sbic sbis sbiw sei sen ser ses set sev sez sleep spm st std sts sub subi swap tst wdr",built_in:"r0 r1 r2 r3 r4 r5 r6 r7 r8 r9 r10 r11 r12 r13 r14 r15 r16 r17 r18 r19 r20 r21 r22 r23 r24 r25 r26 r27 r28 r29 r30 r31 x|0 xh xl y|0 yh yl z|0 zh zl ucsr1c udr1 ucsr1a ucsr1b ubrr1l ubrr1h ucsr0c ubrr0h tccr3c tccr3a tccr3b tcnt3h tcnt3l ocr3ah ocr3al ocr3bh ocr3bl ocr3ch ocr3cl icr3h icr3l etimsk etifr tccr1c ocr1ch ocr1cl twcr twdr twar twsr twbr osccal xmcra xmcrb eicra spmcsr spmcr portg ddrg ping portf ddrf sreg sph spl xdiv rampz eicrb eimsk gimsk gicr eifr gifr timsk tifr mcucr mcucsr tccr0 tcnt0 ocr0 assr tccr1a tccr1b tcnt1h tcnt1l ocr1ah ocr1al ocr1bh ocr1bl icr1h icr1l tccr2 tcnt2 ocr2 ocdr wdtcr sfior eearh eearl eedr eecr porta ddra pina portb ddrb pinb portc ddrc pinc portd ddrd pind spdr spsr spcr udr0 ucsr0a ucsr0b ubrr0l acsr admux adcsr adch adcl porte ddre pine pinf",meta:".byte .cseg .db .def .device .dseg .dw .endmacro .equ .eseg .exit .include .list .listmac .macro .nolist .org .set"},contains:[e.C_BLOCK_COMMENT_MODE,e.COMMENT(";","$",{relevance:0}),e.C_NUMBER_MODE,e.BINARY_NUMBER_MODE,{className:"number",begin:"\\b(\\$[a-zA-Z0-9]+|0o[0-7]+)"},e.QUOTE_STRING_MODE,{className:"string",begin:"'",end:"[^\\\\]'",illegal:"[^\\\\][^']"},{className:"symbol",begin:"^[A-Za-z0-9_.$]+:"},{className:"meta",begin:"#",end:"$"},{className:"subst",begin:"@[0-9]+"}]}}},mq8Y:function(e){e.exports=function(){return{aliases:["https"],illegal:"\\S",contains:[{begin:"^HTTP/[0-9\\.]+",end:"$",contains:[{className:"number",begin:"\\b\\d{3}\\b"}]},{begin:"^[A-Z]+ (.*?) HTTP/[0-9\\.]+$",returnBegin:!0,end:"$",contains:[{className:"string",begin:" ",end:" ",excludeBegin:!0,excludeEnd:!0},{begin:"HTTP/[0-9\\.]+"},{className:"keyword",begin:"[A-Z]+"}]},{className:"attribute",begin:"^\\w",end:": ",excludeEnd:!0,illegal:"\\n|\\s|=",starts:{end:"$",relevance:0}},{begin:"\\n\\n",starts:{subLanguage:[],endsWithParent:!0}}]}}},mtq0:function(e){e.exports=function(e){return{aliases:["mma","wl"],lexemes:"(\\$|\\b)"+e.IDENT_RE+"\\b",keywords:"AASTriangle AbelianGroup Abort AbortKernels AbortProtect AbortScheduledTask Above Abs AbsArg AbsArgPlot Absolute AbsoluteCorrelation AbsoluteCorrelationFunction AbsoluteCurrentValue AbsoluteDashing AbsoluteFileName AbsoluteOptions AbsolutePointSize AbsoluteThickness AbsoluteTime AbsoluteTiming AcceptanceThreshold AccountingForm Accumulate Accuracy AccuracyGoal ActionDelay ActionMenu ActionMenuBox ActionMenuBoxOptions Activate Active ActiveClassification ActiveClassificationObject ActiveItem ActivePrediction ActivePredictionObject ActiveStyle AcyclicGraphQ AddOnHelpPath AddSides AddTo AddToSearchIndex AddUsers AdjacencyGraph AdjacencyList AdjacencyMatrix AdjustmentBox AdjustmentBoxOptions AdjustTimeSeriesForecast AdministrativeDivisionData AffineHalfSpace AffineSpace AffineStateSpaceModel AffineTransform After AggregatedEntityClass AggregationLayer AircraftData AirportData AirPressureData AirTemperatureData AiryAi AiryAiPrime AiryAiZero AiryBi AiryBiPrime AiryBiZero AlgebraicIntegerQ AlgebraicNumber AlgebraicNumberDenominator AlgebraicNumberNorm AlgebraicNumberPolynomial AlgebraicNumberTrace AlgebraicRules AlgebraicRulesData Algebraics AlgebraicUnitQ Alignment AlignmentMarker AlignmentPoint All AllowAdultContent AllowedCloudExtraParameters AllowedCloudParameterExtensions AllowedDimensions AllowedFrequencyRange AllowedHeads AllowGroupClose AllowIncomplete AllowInlineCells AllowKernelInitialization AllowLooseGrammar AllowReverseGroupClose AllowScriptLevelChange AllTrue Alphabet AlphabeticOrder AlphabeticSort AlphaChannel AlternateImage AlternatingFactorial AlternatingGroup AlternativeHypothesis Alternatives AltitudeMethod AmbientLight AmbiguityFunction AmbiguityList Analytic AnatomyData AnatomyForm AnatomyPlot3D AnatomySkinStyle AnatomyStyling AnchoredSearch And AndersonDarlingTest AngerJ AngleBisector AngleBracket AnglePath AnglePath3D AngleVector AngularGauge Animate AnimationCycleOffset AnimationCycleRepetitions AnimationDirection AnimationDisplayTime AnimationRate AnimationRepetitions AnimationRunning AnimationRunTime AnimationTimeIndex Animator AnimatorBox AnimatorBoxOptions AnimatorElements Annotate Annotation AnnotationDelete AnnotationNames AnnotationRules AnnotationValue Annuity AnnuityDue Annulus AnomalyDetection AnomalyDetectorFunction Anonymous Antialiasing AntihermitianMatrixQ Antisymmetric AntisymmetricMatrixQ Antonyms AnyOrder AnySubset AnyTrue Apart ApartSquareFree APIFunction Appearance AppearanceElements AppearanceRules AppellF1 Append AppendCheck AppendLayer AppendTo ApplicationIdentificationKey Apply ApplySides ArcCos ArcCosh ArcCot ArcCoth ArcCsc ArcCsch ArcCurvature ARCHProcess ArcLength ArcSec ArcSech ArcSin ArcSinDistribution ArcSinh ArcTan ArcTanh Area Arg ArgMax ArgMin ArgumentCountQ ARIMAProcess ArithmeticGeometricMean ARMAProcess Around AroundReplace ARProcess Array ArrayComponents ArrayDepth ArrayFilter ArrayFlatten ArrayMesh ArrayPad ArrayPlot ArrayQ ArrayResample ArrayReshape ArrayRules Arrays Arrow Arrow3DBox ArrowBox Arrowheads ASATriangle Ask AskAppend AskConfirm AskDisplay AskedQ AskedValue AskFunction AskState AskTemplateDisplay AspectRatio AspectRatioFixed Assert AssociateTo Association AssociationFormat AssociationMap AssociationQ AssociationThread AssumeDeterministic Assuming Assumptions AstronomicalData AsymptoticDSolveValue AsymptoticEqual AsymptoticEquivalent AsymptoticGreater AsymptoticGreaterEqual AsymptoticIntegrate AsymptoticLess AsymptoticLessEqual AsymptoticOutputTracker AsymptoticRSolveValue AsymptoticSolve AsymptoticSum Asynchronous AsynchronousTaskObject AsynchronousTasks Atom AtomCoordinates AtomCount AtomDiagramCoordinates AtomList AtomQ AttentionLayer Attributes Audio AudioAmplify AudioAnnotate AudioAnnotationLookup AudioBlockMap AudioCapture AudioChannelAssignment AudioChannelCombine AudioChannelMix AudioChannels AudioChannelSeparate AudioData AudioDelay AudioDelete AudioDevice AudioDistance AudioFade AudioFrequencyShift AudioGenerator AudioIdentify AudioInputDevice AudioInsert AudioIntervals AudioJoin AudioLabel AudioLength AudioLocalMeasurements AudioLooping AudioLoudness AudioMeasurements AudioNormalize AudioOutputDevice AudioOverlay AudioPad AudioPan AudioPartition AudioPause AudioPitchShift AudioPlay AudioPlot AudioQ AudioRecord AudioReplace AudioResample AudioReverb AudioSampleRate AudioSpectralMap AudioSpectralTransformation AudioSplit AudioStop AudioStream AudioStreams AudioTimeStretch AudioTrim AudioType AugmentedPolyhedron AugmentedSymmetricPolynomial Authenticate Authentication AuthenticationDialog AutoAction Autocomplete AutocompletionFunction AutoCopy AutocorrelationTest AutoDelete AutoEvaluateEvents AutoGeneratedPackage AutoIndent AutoIndentSpacings AutoItalicWords AutoloadPath AutoMatch Automatic AutomaticImageSize AutoMultiplicationSymbol AutoNumberFormatting AutoOpenNotebooks AutoOpenPalettes AutoQuoteCharacters AutoRefreshed AutoRemove AutorunSequencing AutoScaling AutoScroll AutoSpacing AutoStyleOptions AutoStyleWords AutoSubmitting Axes AxesEdge AxesLabel AxesOrigin AxesStyle AxiomaticTheory AxisBabyMonsterGroupB Back Background BackgroundAppearance BackgroundTasksSettings Backslash Backsubstitution Backward Ball Band BandpassFilter BandstopFilter BarabasiAlbertGraphDistribution BarChart BarChart3D BarcodeImage BarcodeRecognize BaringhausHenzeTest BarLegend BarlowProschanImportance BarnesG BarOrigin BarSpacing BartlettHannWindow BartlettWindow BaseDecode BaseEncode BaseForm Baseline BaselinePosition BaseStyle BasicRecurrentLayer BatchNormalizationLayer BatchSize BatesDistribution BattleLemarieWavelet BayesianMaximization BayesianMaximizationObject BayesianMinimization BayesianMinimizationObject Because BeckmannDistribution Beep Before Begin BeginDialogPacket BeginFrontEndInteractionPacket BeginPackage BellB BellY Below BenfordDistribution BeniniDistribution BenktanderGibratDistribution BenktanderWeibullDistribution BernoulliB BernoulliDistribution BernoulliGraphDistribution BernoulliProcess BernsteinBasis BesselFilterModel BesselI BesselJ BesselJZero BesselK BesselY BesselYZero Beta BetaBinomialDistribution BetaDistribution BetaNegativeBinomialDistribution BetaPrimeDistribution BetaRegularized Between BetweennessCentrality BeveledPolyhedron BezierCurve BezierCurve3DBox BezierCurve3DBoxOptions BezierCurveBox BezierCurveBoxOptions BezierFunction BilateralFilter Binarize BinaryDeserialize BinaryDistance BinaryFormat BinaryImageQ BinaryRead BinaryReadList BinarySerialize BinaryWrite BinCounts BinLists Binomial BinomialDistribution BinomialProcess BinormalDistribution BiorthogonalSplineWavelet BipartiteGraphQ BiquadraticFilterModel BirnbaumImportance BirnbaumSaundersDistribution BitAnd BitClear BitGet BitLength BitNot BitOr BitSet BitShiftLeft BitShiftRight BitXor BiweightLocation BiweightMidvariance Black BlackmanHarrisWindow BlackmanNuttallWindow BlackmanWindow Blank BlankForm BlankNullSequence BlankSequence Blend Block BlockchainAddressData BlockchainBase BlockchainBlockData BlockchainContractValue BlockchainData BlockchainGet BlockchainKeyEncode BlockchainPut BlockchainTokenData BlockchainTransaction BlockchainTransactionData BlockchainTransactionSign BlockchainTransactionSubmit BlockMap BlockRandom BlomqvistBeta BlomqvistBetaTest Blue Blur BodePlot BohmanWindow Bold Bond BondCount BondList BondQ Bookmarks Boole BooleanConsecutiveFunction BooleanConvert BooleanCountingFunction BooleanFunction BooleanGraph BooleanMaxterms BooleanMinimize BooleanMinterms BooleanQ BooleanRegion Booleans BooleanStrings BooleanTable BooleanVariables BorderDimensions BorelTannerDistribution Bottom BottomHatTransform BoundaryDiscretizeGraphics BoundaryDiscretizeRegion BoundaryMesh BoundaryMeshRegion BoundaryMeshRegionQ BoundaryStyle BoundedRegionQ BoundingRegion Bounds Box BoxBaselineShift BoxData BoxDimensions Boxed Boxes BoxForm BoxFormFormatTypes BoxFrame BoxID BoxMargins BoxMatrix BoxObject BoxRatios BoxRotation BoxRotationPoint BoxStyle BoxWhiskerChart Bra BracketingBar BraKet BrayCurtisDistance BreadthFirstScan Break BridgeData BrightnessEqualize BroadcastStationData Brown BrownForsytheTest BrownianBridgeProcess BrowserCategory BSplineBasis BSplineCurve BSplineCurve3DBox BSplineCurve3DBoxOptions BSplineCurveBox BSplineCurveBoxOptions BSplineFunction BSplineSurface BSplineSurface3DBox BSplineSurface3DBoxOptions BubbleChart BubbleChart3D BubbleScale BubbleSizes BuildingData BulletGauge BusinessDayQ ButterflyGraph ButterworthFilterModel Button ButtonBar ButtonBox ButtonBoxOptions ButtonCell ButtonContents ButtonData ButtonEvaluator ButtonExpandable ButtonFrame ButtonFunction ButtonMargins ButtonMinHeight ButtonNote ButtonNotebook ButtonSource ButtonStyle ButtonStyleMenuListing Byte ByteArray ByteArrayFormat ByteArrayQ ByteArrayToString ByteCount ByteOrderingC CachedValue CacheGraphics CachePersistence CalendarConvert CalendarData CalendarType Callout CalloutMarker CalloutStyle CallPacket CanberraDistance Cancel CancelButton CandlestickChart CanonicalGraph CanonicalizePolygon CanonicalizePolyhedron CanonicalName CanonicalWarpingCorrespondence CanonicalWarpingDistance CantorMesh CantorStaircase Cap CapForm CapitalDifferentialD Capitalize CapsuleShape CaptureRunning CardinalBSplineBasis CarlemanLinearize CarmichaelLambda CaseOrdering Cases CaseSensitive Cashflow Casoratian Catalan CatalanNumber Catch Catenate CatenateLayer CauchyDistribution CauchyWindow CayleyGraph CDF CDFDeploy CDFInformation CDFWavelet Ceiling CelestialSystem Cell CellAutoOverwrite CellBaseline CellBoundingBox CellBracketOptions CellChangeTimes CellContents CellContext CellDingbat CellDynamicExpression CellEditDuplicate CellElementsBoundingBox CellElementSpacings CellEpilog CellEvaluationDuplicate CellEvaluationFunction CellEvaluationLanguage CellEventActions CellFrame CellFrameColor CellFrameLabelMargins CellFrameLabels CellFrameMargins CellGroup CellGroupData CellGrouping CellGroupingRules CellHorizontalScrolling CellID CellLabel CellLabelAutoDelete CellLabelMargins CellLabelPositioning CellLabelStyle CellLabelTemplate CellMargins CellObject CellOpen CellPrint CellProlog Cells CellSize CellStyle CellTags CellularAutomaton CensoredDistribution Censoring Center CenterArray CenterDot CentralFeature CentralMoment CentralMomentGeneratingFunction Cepstrogram CepstrogramArray CepstrumArray CForm ChampernowneNumber ChangeOptions ChannelBase ChannelBrokerAction ChannelDatabin ChannelHistoryLength ChannelListen ChannelListener ChannelListeners ChannelListenerWait ChannelObject ChannelPreSendFunction ChannelReceiverFunction ChannelSend ChannelSubscribers ChanVeseBinarize Character CharacterCounts CharacterEncoding CharacterEncodingsPath CharacteristicFunction CharacteristicPolynomial CharacterName CharacterRange Characters ChartBaseStyle ChartElementData ChartElementDataFunction ChartElementFunction ChartElements ChartLabels ChartLayout ChartLegends ChartStyle Chebyshev1FilterModel Chebyshev2FilterModel ChebyshevDistance ChebyshevT ChebyshevU Check CheckAbort CheckAll Checkbox CheckboxBar CheckboxBox CheckboxBoxOptions ChemicalData ChessboardDistance ChiDistribution ChineseRemainder ChiSquareDistribution ChoiceButtons ChoiceDialog CholeskyDecomposition Chop ChromaticityPlot ChromaticityPlot3D ChromaticPolynomial Circle CircleBox CircleDot CircleMinus CirclePlus CirclePoints CircleThrough CircleTimes CirculantGraph CircularOrthogonalMatrixDistribution CircularQuaternionMatrixDistribution CircularRealMatrixDistribution CircularSymplecticMatrixDistribution CircularUnitaryMatrixDistribution Circumsphere CityData ClassifierFunction ClassifierInformation ClassifierMeasurements ClassifierMeasurementsObject Classify ClassPriors Clear ClearAll ClearAttributes ClearCookies ClearPermissions ClearSystemCache ClebschGordan ClickPane Clip ClipboardNotebook ClipFill ClippingStyle ClipPlanes ClipPlanesStyle ClipRange Clock ClockGauge ClockwiseContourIntegral Close Closed CloseKernels ClosenessCentrality Closing ClosingAutoSave ClosingEvent CloudAccountData CloudBase CloudConnect CloudDeploy CloudDirectory CloudDisconnect CloudEvaluate CloudExport CloudExpression CloudExpressions CloudFunction CloudGet CloudImport CloudLoggingData CloudObject CloudObjectInformation CloudObjectInformationData CloudObjectNameFormat CloudObjects CloudObjectURLType CloudPublish CloudPut CloudRenderingMethod CloudSave CloudShare CloudSubmit CloudSymbol CloudUnshare ClusterClassify ClusterDissimilarityFunction ClusteringComponents ClusteringTree CMYKColor Coarse CodeAssistOptions Coefficient CoefficientArrays CoefficientDomain CoefficientList CoefficientRules CoifletWavelet Collect Colon ColonForm ColorBalance ColorCombine ColorConvert ColorCoverage ColorData ColorDataFunction ColorDetect ColorDistance ColorFunction ColorFunctionScaling Colorize ColorNegate ColorOutput ColorProfileData ColorQ ColorQuantize ColorReplace ColorRules ColorSelectorSettings ColorSeparate ColorSetter ColorSetterBox ColorSetterBoxOptions ColorSlider ColorsNear ColorSpace ColorToneMapping Column ColumnAlignments ColumnBackgrounds ColumnForm ColumnLines ColumnsEqual ColumnSpacings ColumnWidths CombinedEntityClass CombinerFunction CometData CommonDefaultFormatTypes Commonest CommonestFilter CommonName CommonUnits CommunityBoundaryStyle CommunityGraphPlot CommunityLabels CommunityRegionStyle CompanyData CompatibleUnitQ CompilationOptions CompilationTarget Compile Compiled CompiledCodeFunction CompiledFunction CompilerOptions Complement CompleteGraph CompleteGraphQ CompleteKaryTree CompletionsListPacket Complex Complexes ComplexExpand ComplexInfinity ComplexityFunction ComplexListPlot ComplexPlot ComplexPlot3D ComponentMeasurements ComponentwiseContextMenu Compose ComposeList ComposeSeries CompositeQ Composition CompoundElement CompoundExpression CompoundPoissonDistribution CompoundPoissonProcess CompoundRenewalProcess Compress CompressedData ComputeUncertainty Condition ConditionalExpression Conditioned Cone ConeBox ConfidenceLevel ConfidenceRange ConfidenceTransform ConfigurationPath ConformAudio ConformImages Congruent ConicHullRegion ConicHullRegion3DBox ConicHullRegionBox ConicOptimization Conjugate ConjugateTranspose Conjunction Connect ConnectedComponents ConnectedGraphComponents ConnectedGraphQ ConnectedMeshComponents ConnectedMoleculeComponents ConnectedMoleculeQ ConnectionSettings ConnectLibraryCallbackFunction ConnectSystemModelComponents ConnesWindow ConoverTest ConsoleMessage ConsoleMessagePacket ConsolePrint Constant ConstantArray ConstantArrayLayer ConstantImage ConstantPlusLayer ConstantRegionQ Constants ConstantTimesLayer ConstellationData ConstrainedMax ConstrainedMin Construct Containing ContainsAll ContainsAny ContainsExactly ContainsNone ContainsOnly ContentFieldOptions ContentLocationFunction ContentObject ContentPadding ContentsBoundingBox ContentSelectable ContentSize Context ContextMenu Contexts ContextToFileName Continuation Continue ContinuedFraction ContinuedFractionK ContinuousAction ContinuousMarkovProcess ContinuousTask ContinuousTimeModelQ ContinuousWaveletData ContinuousWaveletTransform ContourDetect ContourGraphics ContourIntegral ContourLabels ContourLines ContourPlot ContourPlot3D Contours ContourShading ContourSmoothing ContourStyle ContraharmonicMean ContrastiveLossLayer Control ControlActive ControlAlignment ControlGroupContentsBox ControllabilityGramian ControllabilityMatrix ControllableDecomposition ControllableModelQ ControllerDuration ControllerInformation ControllerInformationData ControllerLinking ControllerManipulate ControllerMethod ControllerPath ControllerState ControlPlacement ControlsRendering ControlType Convergents ConversionOptions ConversionRules ConvertToBitmapPacket ConvertToPostScript ConvertToPostScriptPacket ConvexHullMesh ConvexPolygonQ ConvexPolyhedronQ ConvolutionLayer Convolve ConwayGroupCo1 ConwayGroupCo2 ConwayGroupCo3 CookieFunction Cookies CoordinateBoundingBox CoordinateBoundingBoxArray CoordinateBounds CoordinateBoundsArray CoordinateChartData CoordinatesToolOptions CoordinateTransform CoordinateTransformData CoprimeQ Coproduct CopulaDistribution Copyable CopyDatabin CopyDirectory CopyFile CopyTag CopyToClipboard CornerFilter CornerNeighbors Correlation CorrelationDistance CorrelationFunction CorrelationTest Cos Cosh CoshIntegral CosineDistance CosineWindow CosIntegral Cot Coth Count CountDistinct CountDistinctBy CounterAssignments CounterBox CounterBoxOptions CounterClockwiseContourIntegral CounterEvaluator CounterFunction CounterIncrements CounterStyle CounterStyleMenuListing CountRoots CountryData Counts CountsBy Covariance CovarianceEstimatorFunction CovarianceFunction CoxianDistribution CoxIngersollRossProcess CoxModel CoxModelFit CramerVonMisesTest CreateArchive CreateCellID CreateChannel CreateCloudExpression CreateDatabin CreateDataSystemModel CreateDialog CreateDirectory CreateDocument CreateFile CreateIntermediateDirectories CreateManagedLibraryExpression CreateNotebook CreatePalette CreatePalettePacket CreatePermissionsGroup CreateScheduledTask CreateSearchIndex CreateSystemModel CreateTemporary CreateUUID CreateWindow CriterionFunction CriticalityFailureImportance CriticalitySuccessImportance CriticalSection Cross CrossEntropyLossLayer CrossingCount CrossingDetect CrossingPolygon CrossMatrix Csc Csch CTCLossLayer Cube CubeRoot Cubics Cuboid CuboidBox Cumulant CumulantGeneratingFunction Cup CupCap Curl CurlyDoubleQuote CurlyQuote CurrencyConvert CurrentDate CurrentImage CurrentlySpeakingPacket CurrentNotebookImage CurrentScreenImage CurrentValue Curry CurvatureFlowFilter CurveClosed Cyan CycleGraph CycleIndexPolynomial Cycles CyclicGroup Cyclotomic Cylinder CylinderBox CylindricalDecompositionD DagumDistribution DamData DamerauLevenshteinDistance DampingFactor Darker Dashed Dashing DatabaseConnect DatabaseDisconnect DatabaseReference Databin DatabinAdd DatabinRemove Databins DatabinUpload DataCompression DataDistribution DataRange DataReversed Dataset Date DateBounds Dated DateDelimiters DateDifference DatedUnit DateFormat DateFunction DateHistogram DateList DateListLogPlot DateListPlot DateListStepPlot DateObject DateObjectQ DateOverlapsQ DatePattern DatePlus DateRange DateReduction DateString DateTicksFormat DateValue DateWithinQ DaubechiesWavelet DavisDistribution DawsonF DayCount DayCountConvention DayHemisphere DaylightQ DayMatchQ DayName DayNightTerminator DayPlus DayRange DayRound DeBruijnGraph DeBruijnSequence Debug DebugTag Decapitalize Decimal DecimalForm DeclareKnownSymbols DeclarePackage Decompose DeconvolutionLayer Decrement Decrypt DecryptFile DedekindEta DeepSpaceProbeData Default DefaultAxesStyle DefaultBaseStyle DefaultBoxStyle DefaultButton DefaultColor DefaultControlPlacement DefaultDuplicateCellStyle DefaultDuration DefaultElement DefaultFaceGridsStyle DefaultFieldHintStyle DefaultFont DefaultFontProperties DefaultFormatType DefaultFormatTypeForStyle DefaultFrameStyle DefaultFrameTicksStyle DefaultGridLinesStyle DefaultInlineFormatType DefaultInputFormatType DefaultLabelStyle DefaultMenuStyle DefaultNaturalLanguage DefaultNewCellStyle DefaultNewInlineCellStyle DefaultNotebook DefaultOptions DefaultOutputFormatType DefaultPrintPrecision DefaultStyle DefaultStyleDefinitions DefaultTextFormatType DefaultTextInlineFormatType DefaultTicksStyle DefaultTooltipStyle DefaultValue DefaultValues Defer DefineExternal DefineInputStreamMethod DefineOutputStreamMethod DefineResourceFunction Definition Degree DegreeCentrality DegreeGraphDistribution DegreeLexicographic DegreeReverseLexicographic DEigensystem DEigenvalues Deinitialization Del DelaunayMesh Delayed Deletable Delete DeleteAnomalies DeleteBorderComponents DeleteCases DeleteChannel DeleteCloudExpression DeleteContents DeleteDirectory DeleteDuplicates DeleteDuplicatesBy DeleteFile DeleteMissing DeleteObject DeletePermissionsKey DeleteSearchIndex DeleteSmallComponents DeleteStopwords DeleteWithContents DeletionWarning DelimitedArray DelimitedSequence Delimiter DelimiterFlashTime DelimiterMatching Delimiters DeliveryFunction Dendrogram Denominator DensityGraphics DensityHistogram DensityPlot DensityPlot3D DependentVariables Deploy Deployed Depth DepthFirstScan Derivative DerivativeFilter DerivedKey DescriptorStateSpace DesignMatrix DestroyAfterEvaluation Det DeviceClose DeviceConfigure DeviceExecute DeviceExecuteAsynchronous DeviceObject DeviceOpen DeviceOpenQ DeviceRead DeviceReadBuffer DeviceReadLatest DeviceReadList DeviceReadTimeSeries Devices DeviceStreams DeviceWrite DeviceWriteBuffer DGaussianWavelet DiacriticalPositioning Diagonal DiagonalizableMatrixQ DiagonalMatrix DiagonalMatrixQ Dialog DialogIndent DialogInput DialogLevel DialogNotebook DialogProlog DialogReturn DialogSymbols Diamond DiamondMatrix DiceDissimilarity DictionaryLookup DictionaryWordQ DifferenceDelta DifferenceOrder DifferenceQuotient DifferenceRoot DifferenceRootReduce Differences DifferentialD DifferentialRoot DifferentialRootReduce DifferentiatorFilter DigitalSignature DigitBlock DigitBlockMinimum DigitCharacter DigitCount DigitQ DihedralAngle DihedralGroup Dilation DimensionalCombinations DimensionalMeshComponents DimensionReduce DimensionReducerFunction DimensionReduction Dimensions DiracComb DiracDelta DirectedEdge DirectedEdges DirectedGraph DirectedGraphQ DirectedInfinity Direction Directive Directory DirectoryName DirectoryQ DirectoryStack DirichletBeta DirichletCharacter DirichletCondition DirichletConvolve DirichletDistribution DirichletEta DirichletL DirichletLambda DirichletTransform DirichletWindow DisableConsolePrintPacket DisableFormatting DiscreteChirpZTransform DiscreteConvolve DiscreteDelta DiscreteHadamardTransform DiscreteIndicator DiscreteLimit DiscreteLQEstimatorGains DiscreteLQRegulatorGains DiscreteLyapunovSolve DiscreteMarkovProcess DiscreteMaxLimit DiscreteMinLimit DiscretePlot DiscretePlot3D DiscreteRatio DiscreteRiccatiSolve DiscreteShift DiscreteTimeModelQ DiscreteUniformDistribution DiscreteVariables DiscreteWaveletData DiscreteWaveletPacketTransform DiscreteWaveletTransform DiscretizeGraphics DiscretizeRegion Discriminant DisjointQ Disjunction Disk DiskBox DiskMatrix DiskSegment Dispatch DispatchQ DispersionEstimatorFunction Display DisplayAllSteps DisplayEndPacket DisplayFlushImagePacket DisplayForm DisplayFunction DisplayPacket DisplayRules DisplaySetSizePacket DisplayString DisplayTemporary DisplayWith DisplayWithRef DisplayWithVariable DistanceFunction DistanceMatrix DistanceTransform Distribute Distributed DistributedContexts DistributeDefinitions DistributionChart DistributionDomain DistributionFitTest DistributionParameterAssumptions DistributionParameterQ Dithering Div Divergence Divide DivideBy Dividers DivideSides Divisible Divisors DivisorSigma DivisorSum DMSList DMSString Do DockedCells DocumentGenerator DocumentGeneratorInformation DocumentGeneratorInformationData DocumentGenerators DocumentNotebook DocumentWeightingRules Dodecahedron DomainRegistrationInformation DominantColors DOSTextFormat Dot DotDashed DotEqual DotLayer DotPlusLayer Dotted DoubleBracketingBar DoubleContourIntegral DoubleDownArrow DoubleLeftArrow DoubleLeftRightArrow DoubleLeftTee DoubleLongLeftArrow DoubleLongLeftRightArrow DoubleLongRightArrow DoubleRightArrow DoubleRightTee DoubleUpArrow DoubleUpDownArrow DoubleVerticalBar DoublyInfinite Down DownArrow DownArrowBar DownArrowUpArrow DownLeftRightVector DownLeftTeeVector DownLeftVector DownLeftVectorBar DownRightTeeVector DownRightVector DownRightVectorBar Downsample DownTee DownTeeArrow DownValues DragAndDrop DrawEdges DrawFrontFaces DrawHighlighted Drop DropoutLayer DSolve DSolveValue Dt DualLinearProgramming DualPolyhedron DualSystemsModel DumpGet DumpSave DuplicateFreeQ Duration Dynamic DynamicBox DynamicBoxOptions DynamicEvaluationTimeout DynamicGeoGraphics DynamicImage DynamicLocation DynamicModule DynamicModuleBox DynamicModuleBoxOptions DynamicModuleParent DynamicModuleValues DynamicName DynamicNamespace DynamicReference DynamicSetting DynamicUpdating DynamicWrapper DynamicWrapperBox DynamicWrapperBoxOptionsE EarthImpactData EarthquakeData EccentricityCentrality Echo EchoFunction EclipseType EdgeAdd EdgeBetweennessCentrality EdgeCapacity EdgeCapForm EdgeColor EdgeConnectivity EdgeContract EdgeCost EdgeCount EdgeCoverQ EdgeCycleMatrix EdgeDashing EdgeDelete EdgeDetect EdgeForm EdgeIndex EdgeJoinForm EdgeLabeling EdgeLabels EdgeLabelStyle EdgeList EdgeOpacity EdgeQ EdgeRenderingFunction EdgeRules EdgeShapeFunction EdgeStyle EdgeThickness EdgeWeight EdgeWeightedGraphQ Editable EditButtonSettings EditCellTagsSettings EditDistance EffectiveInterest Eigensystem Eigenvalues EigenvectorCentrality Eigenvectors Element ElementData ElementwiseLayer ElidedForms Eliminate EliminationOrder Ellipsoid EllipticE EllipticExp EllipticExpPrime EllipticF EllipticFilterModel EllipticK EllipticLog EllipticNomeQ EllipticPi EllipticReducedHalfPeriods EllipticTheta EllipticThetaPrime EmbedCode EmbeddedHTML EmbeddedService EmbeddingLayer EmbeddingObject EmitSound EmphasizeSyntaxErrors EmpiricalDistribution Empty EmptyGraphQ EmptyRegion EnableConsolePrintPacket Enabled Encode Encrypt EncryptedObject EncryptFile End EndAdd EndDialogPacket EndFrontEndInteractionPacket EndOfBuffer EndOfFile EndOfLine EndOfString EndPackage EngineEnvironment EngineeringForm Enter EnterExpressionPacket EnterTextPacket Entity EntityClass EntityClassList EntityCopies EntityFunction EntityGroup EntityInstance EntityList EntityPrefetch EntityProperties EntityProperty EntityPropertyClass EntityRegister EntityStore EntityStores EntityTypeName EntityUnregister EntityValue Entropy EntropyFilter Environment Epilog EpilogFunction Equal EqualColumns EqualRows EqualTilde EqualTo EquatedTo Equilibrium EquirippleFilterKernel Equivalent Erf Erfc Erfi ErlangB ErlangC ErlangDistribution Erosion ErrorBox ErrorBoxOptions ErrorNorm ErrorPacket ErrorsDialogSettings EscapeRadius EstimatedBackground EstimatedDistribution EstimatedProcess EstimatorGains EstimatorRegulator EuclideanDistance EulerAngles EulerCharacteristic EulerE EulerGamma EulerianGraphQ EulerMatrix EulerPhi Evaluatable Evaluate Evaluated EvaluatePacket EvaluateScheduledTask EvaluationBox EvaluationCell EvaluationCompletionAction EvaluationData EvaluationElements EvaluationEnvironment EvaluationMode EvaluationMonitor EvaluationNotebook EvaluationObject EvaluationOrder Evaluator EvaluatorNames EvenQ EventData EventEvaluator EventHandler EventHandlerTag EventLabels EventSeries ExactBlackmanWindow ExactNumberQ ExactRootIsolation ExampleData Except ExcludedForms ExcludedLines ExcludedPhysicalQuantities ExcludePods Exclusions ExclusionsStyle Exists Exit ExitDialog ExoplanetData Exp Expand ExpandAll ExpandDenominator ExpandFileName ExpandNumerator Expectation ExpectationE ExpectedValue ExpGammaDistribution ExpIntegralE ExpIntegralEi ExpirationDate Exponent ExponentFunction ExponentialDistribution ExponentialFamily ExponentialGeneratingFunction ExponentialMovingAverage ExponentialPowerDistribution ExponentPosition ExponentStep Export ExportAutoReplacements ExportByteArray ExportForm ExportPacket ExportString Expression ExpressionCell ExpressionPacket ExpressionUUID ExpToTrig ExtendedEntityClass ExtendedGCD Extension ExtentElementFunction ExtentMarkers ExtentSize ExternalBundle ExternalCall ExternalDataCharacterEncoding ExternalEvaluate ExternalFunction ExternalFunctionName ExternalObject ExternalOptions ExternalSessionObject ExternalSessions ExternalTypeSignature ExternalValue Extract ExtractArchive ExtractLayer ExtremeValueDistributionFaceForm FaceGrids FaceGridsStyle FacialFeatures Factor FactorComplete Factorial Factorial2 FactorialMoment FactorialMomentGeneratingFunction FactorialPower FactorInteger FactorList FactorSquareFree FactorSquareFreeList FactorTerms FactorTermsList Fail Failure FailureAction FailureDistribution FailureQ False FareySequence FARIMAProcess FeatureDistance FeatureExtract FeatureExtraction FeatureExtractor FeatureExtractorFunction FeatureNames FeatureNearest FeatureSpacePlot FeatureSpacePlot3D FeatureTypes FEDisableConsolePrintPacket FeedbackLinearize FeedbackSector FeedbackSectorStyle FeedbackType FEEnableConsolePrintPacket FetalGrowthData Fibonacci Fibonorial FieldCompletionFunction FieldHint FieldHintStyle FieldMasked FieldSize File FileBaseName FileByteCount FileConvert FileDate FileExistsQ FileExtension FileFormat FileHandler FileHash FileInformation FileName FileNameDepth FileNameDialogSettings FileNameDrop FileNameForms FileNameJoin FileNames FileNameSetter FileNameSplit FileNameTake FilePrint FileSize FileSystemMap FileSystemScan FileTemplate FileTemplateApply FileType FilledCurve FilledCurveBox FilledCurveBoxOptions Filling FillingStyle FillingTransform FilteredEntityClass FilterRules FinancialBond FinancialData FinancialDerivative FinancialIndicator Find FindAnomalies FindArgMax FindArgMin FindChannels FindClique FindClusters FindCookies FindCurvePath FindCycle FindDevices FindDistribution FindDistributionParameters FindDivisions FindEdgeCover FindEdgeCut FindEdgeIndependentPaths FindEquationalProof FindEulerianCycle FindExternalEvaluators FindFaces FindFile FindFit FindFormula FindFundamentalCycles FindGeneratingFunction FindGeoLocation FindGeometricConjectures FindGeometricTransform FindGraphCommunities FindGraphIsomorphism FindGraphPartition FindHamiltonianCycle FindHamiltonianPath FindHiddenMarkovStates FindIndependentEdgeSet FindIndependentVertexSet FindInstance FindIntegerNullVector FindKClan FindKClique FindKClub FindKPlex FindLibrary FindLinearRecurrence FindList FindMatchingColor FindMaximum FindMaximumFlow FindMaxValue FindMeshDefects FindMinimum FindMinimumCostFlow FindMinimumCut FindMinValue FindMoleculeSubstructure FindPath FindPeaks FindPermutation FindPostmanTour FindProcessParameters FindRepeat FindRoot FindSequenceFunction FindSettings FindShortestPath FindShortestTour FindSpanningTree FindSystemModelEquilibrium FindTextualAnswer FindThreshold FindTransientRepeat FindVertexCover FindVertexCut FindVertexIndependentPaths Fine FinishDynamic FiniteAbelianGroupCount FiniteGroupCount FiniteGroupData First FirstCase FirstPassageTimeDistribution FirstPosition FischerGroupFi22 FischerGroupFi23 FischerGroupFi24Prime FisherHypergeometricDistribution FisherRatioTest FisherZDistribution Fit FitAll FitRegularization FittedModel FixedOrder FixedPoint FixedPointList FlashSelection Flat Flatten FlattenAt FlattenLayer FlatTopWindow FlipView Floor FlowPolynomial FlushPrintOutputPacket Fold FoldList FoldPair FoldPairList FollowRedirects Font FontColor FontFamily FontForm FontName FontOpacity FontPostScriptName FontProperties FontReencoding FontSize FontSlant FontSubstitutions FontTracking FontVariations FontWeight For ForAll Format FormatRules FormatType FormatTypeAutoConvert FormatValues FormBox FormBoxOptions FormControl FormFunction FormLayoutFunction FormObject FormPage FormTheme FormulaData FormulaLookup FortranForm Forward ForwardBackward Fourier FourierCoefficient FourierCosCoefficient FourierCosSeries FourierCosTransform FourierDCT FourierDCTFilter FourierDCTMatrix FourierDST FourierDSTMatrix FourierMatrix FourierParameters FourierSequenceTransform FourierSeries FourierSinCoefficient FourierSinSeries FourierSinTransform FourierTransform FourierTrigSeries FractionalBrownianMotionProcess FractionalGaussianNoiseProcess FractionalPart FractionBox FractionBoxOptions FractionLine Frame FrameBox FrameBoxOptions Framed FrameInset FrameLabel Frameless FrameMargins FrameRate FrameStyle FrameTicks FrameTicksStyle FRatioDistribution FrechetDistribution FreeQ FrenetSerretSystem FrequencySamplingFilterKernel FresnelC FresnelF FresnelG FresnelS Friday FrobeniusNumber FrobeniusSolve FromAbsoluteTime FromCharacterCode FromCoefficientRules FromContinuedFraction FromDate FromDigits FromDMS FromEntity FromJulianDate FromLetterNumber FromPolarCoordinates FromRomanNumeral FromSphericalCoordinates FromUnixTime Front FrontEndDynamicExpression FrontEndEventActions FrontEndExecute FrontEndObject FrontEndResource FrontEndResourceString FrontEndStackSize FrontEndToken FrontEndTokenExecute FrontEndValueCache FrontEndVersion FrontFaceColor FrontFaceOpacity Full FullAxes FullDefinition FullForm FullGraphics FullInformationOutputRegulator FullOptions FullRegion FullSimplify Function FunctionCompile FunctionCompileExport FunctionCompileExportByteArray FunctionCompileExportLibrary FunctionCompileExportString FunctionDomain FunctionExpand FunctionInterpolation FunctionPeriod FunctionRange FunctionSpace FussellVeselyImportanceGaborFilter GaborMatrix GaborWavelet GainMargins GainPhaseMargins GalaxyData GalleryView Gamma GammaDistribution GammaRegularized GapPenalty GARCHProcess GatedRecurrentLayer Gather GatherBy GaugeFaceElementFunction GaugeFaceStyle GaugeFrameElementFunction GaugeFrameSize GaugeFrameStyle GaugeLabels GaugeMarkers GaugeStyle GaussianFilter GaussianIntegers GaussianMatrix GaussianOrthogonalMatrixDistribution GaussianSymplecticMatrixDistribution GaussianUnitaryMatrixDistribution GaussianWindow GCD GegenbauerC General GeneralizedLinearModelFit GenerateAsymmetricKeyPair GenerateConditions GeneratedCell GeneratedDocumentBinding GenerateDerivedKey GenerateDigitalSignature GenerateDocument GeneratedParameters GeneratedQuantityMagnitudes GenerateHTTPResponse GenerateSecuredAuthenticationKey GenerateSymmetricKey GeneratingFunction GeneratorDescription GeneratorHistoryLength GeneratorOutputType Generic GenericCylindricalDecomposition GenomeData GenomeLookup GeoAntipode GeoArea GeoArraySize GeoBackground GeoBoundingBox GeoBounds GeoBoundsRegion GeoBubbleChart GeoCenter GeoCircle GeodesicClosing GeodesicDilation GeodesicErosion GeodesicOpening GeoDestination GeodesyData GeoDirection GeoDisk GeoDisplacement GeoDistance GeoDistanceList GeoElevationData GeoEntities GeoGraphics GeogravityModelData GeoGridDirectionDifference GeoGridLines GeoGridLinesStyle GeoGridPosition GeoGridRange GeoGridRangePadding GeoGridUnitArea GeoGridUnitDistance GeoGridVector GeoGroup GeoHemisphere GeoHemisphereBoundary GeoHistogram GeoIdentify GeoImage GeoLabels GeoLength GeoListPlot GeoLocation GeologicalPeriodData GeomagneticModelData GeoMarker GeometricAssertion GeometricBrownianMotionProcess GeometricDistribution GeometricMean GeometricMeanFilter GeometricScene GeometricTransformation GeometricTransformation3DBox GeometricTransformation3DBoxOptions GeometricTransformationBox GeometricTransformationBoxOptions GeoModel GeoNearest GeoPath GeoPosition GeoPositionENU GeoPositionXYZ GeoProjection GeoProjectionData GeoRange GeoRangePadding GeoRegionValuePlot GeoResolution GeoScaleBar GeoServer GeoSmoothHistogram GeoStreamPlot GeoStyling GeoStylingImageFunction GeoVariant GeoVector GeoVectorENU GeoVectorPlot GeoVectorXYZ GeoVisibleRegion GeoVisibleRegionBoundary GeoWithinQ GeoZoomLevel GestureHandler GestureHandlerTag Get GetBoundingBoxSizePacket GetContext GetEnvironment GetFileName GetFrontEndOptionsDataPacket GetLinebreakInformationPacket GetMenusPacket GetPageBreakInformationPacket Glaisher GlobalClusteringCoefficient GlobalPreferences GlobalSession Glow GoldenAngle GoldenRatio GompertzMakehamDistribution GoodmanKruskalGamma GoodmanKruskalGammaTest Goto Grad Gradient GradientFilter GradientOrientationFilter GrammarApply GrammarRules GrammarToken Graph Graph3D GraphAssortativity GraphAutomorphismGroup GraphCenter GraphComplement GraphData GraphDensity GraphDiameter GraphDifference GraphDisjointUnion GraphDistance GraphDistanceMatrix GraphElementData GraphEmbedding GraphHighlight GraphHighlightStyle GraphHub Graphics Graphics3D Graphics3DBox Graphics3DBoxOptions GraphicsArray GraphicsBaseline GraphicsBox GraphicsBoxOptions GraphicsColor GraphicsColumn GraphicsComplex GraphicsComplex3DBox GraphicsComplex3DBoxOptions GraphicsComplexBox GraphicsComplexBoxOptions GraphicsContents GraphicsData GraphicsGrid GraphicsGridBox GraphicsGroup GraphicsGroup3DBox GraphicsGroup3DBoxOptions GraphicsGroupBox GraphicsGroupBoxOptions GraphicsGrouping GraphicsHighlightColor GraphicsRow GraphicsSpacing GraphicsStyle GraphIntersection GraphLayout GraphLinkEfficiency GraphPeriphery GraphPlot GraphPlot3D GraphPower GraphPropertyDistribution GraphQ GraphRadius GraphReciprocity GraphRoot GraphStyle GraphUnion Gray GrayLevel Greater GreaterEqual GreaterEqualLess GreaterEqualThan GreaterFullEqual GreaterGreater GreaterLess GreaterSlantEqual GreaterThan GreaterTilde Green GreenFunction Grid GridBaseline GridBox GridBoxAlignment GridBoxBackground GridBoxDividers GridBoxFrame GridBoxItemSize GridBoxItemStyle GridBoxOptions GridBoxSpacings GridCreationSettings GridDefaultElement GridElementStyleOptions GridFrame GridFrameMargins GridGraph GridLines GridLinesStyle GroebnerBasis GroupActionBase GroupBy GroupCentralizer GroupElementFromWord GroupElementPosition GroupElementQ GroupElements GroupElementToWord GroupGenerators Groupings GroupMultiplicationTable GroupOrbits GroupOrder GroupPageBreakWithin GroupSetwiseStabilizer GroupStabilizer GroupStabilizerChain GroupTogetherGrouping GroupTogetherNestedGrouping GrowCutComponents Gudermannian GuidedFilter GumbelDistributionHaarWavelet HadamardMatrix HalfLine HalfNormalDistribution HalfPlane HalfSpace HamiltonianGraphQ HammingDistance HammingWindow HandlerFunctions HandlerFunctionsKeys HankelH1 HankelH2 HankelMatrix HankelTransform HannPoissonWindow HannWindow HaradaNortonGroupHN HararyGraph HarmonicMean HarmonicMeanFilter HarmonicNumber Hash Haversine HazardFunction Head HeadCompose HeaderLines Heads HeavisideLambda HeavisidePi HeavisideTheta HeldGroupHe HeldPart HelpBrowserLookup HelpBrowserNotebook HelpBrowserSettings Here HermiteDecomposition HermiteH HermitianMatrixQ HessenbergDecomposition Hessian HexadecimalCharacter Hexahedron HexahedronBox HexahedronBoxOptions HiddenMarkovProcess HiddenSurface Highlighted HighlightGraph HighlightImage HighlightMesh HighpassFilter HigmanSimsGroupHS HilbertCurve HilbertFilter HilbertMatrix Histogram Histogram3D HistogramDistribution HistogramList HistogramTransform HistogramTransformInterpolation HistoricalPeriodData HitMissTransform HITSCentrality HjorthDistribution HodgeDual HoeffdingD HoeffdingDTest Hold HoldAll HoldAllComplete HoldComplete HoldFirst HoldForm HoldPattern HoldRest HolidayCalendar HomeDirectory HomePage Horizontal HorizontalForm HorizontalGauge HorizontalScrollPosition HornerForm HostLookup HotellingTSquareDistribution HoytDistribution HTMLSave HTTPErrorResponse HTTPRedirect HTTPRequest HTTPRequestData HTTPResponse Hue HumanGrowthData HumpDownHump HumpEqual HurwitzLerchPhi HurwitzZeta HyperbolicDistribution HypercubeGraph HyperexponentialDistribution Hyperfactorial Hypergeometric0F1 Hypergeometric0F1Regularized Hypergeometric1F1 Hypergeometric1F1Regularized Hypergeometric2F1 Hypergeometric2F1Regularized HypergeometricDistribution HypergeometricPFQ HypergeometricPFQRegularized HypergeometricU Hyperlink HyperlinkCreationSettings Hyperplane Hyphenation HyphenationOptions HypoexponentialDistribution HypothesisTestDataI IconData Iconize IconizedObject IconRules Icosahedron Identity IdentityMatrix If IgnoreCase IgnoreDiacritics IgnorePunctuation IgnoreSpellCheck IgnoringInactive Im Image Image3D Image3DProjection Image3DSlices ImageAccumulate ImageAdd ImageAdjust ImageAlign ImageApply ImageApplyIndexed ImageAspectRatio ImageAssemble ImageAugmentationLayer ImageBoundingBoxes ImageCache ImageCacheValid ImageCapture ImageCaptureFunction ImageCases ImageChannels ImageClip ImageCollage ImageColorSpace ImageCompose ImageContainsQ ImageContents ImageConvolve ImageCooccurrence ImageCorners ImageCorrelate ImageCorrespondingPoints ImageCrop ImageData ImageDeconvolve ImageDemosaic ImageDifference ImageDimensions ImageDisplacements ImageDistance ImageEffect ImageExposureCombine ImageFeatureTrack ImageFileApply ImageFileFilter ImageFileScan ImageFilter ImageFocusCombine ImageForestingComponents ImageFormattingWidth ImageForwardTransformation ImageGraphics ImageHistogram ImageIdentify ImageInstanceQ ImageKeypoints ImageLevels ImageLines ImageMargins ImageMarker ImageMarkers ImageMeasurements ImageMesh ImageMultiply ImageOffset ImagePad ImagePadding ImagePartition ImagePeriodogram ImagePerspectiveTransformation ImagePosition ImagePreviewFunction ImagePyramid ImagePyramidApply ImageQ ImageRangeCache ImageRecolor ImageReflect ImageRegion ImageResize ImageResolution ImageRestyle ImageRotate ImageRotated ImageSaliencyFilter ImageScaled ImageScan ImageSize ImageSizeAction ImageSizeCache ImageSizeMultipliers ImageSizeRaw ImageSubtract ImageTake ImageTransformation ImageTrim ImageType ImageValue ImageValuePositions ImagingDevice ImplicitRegion Implies Import ImportAutoReplacements ImportByteArray ImportOptions ImportString ImprovementImportance In Inactivate Inactive IncidenceGraph IncidenceList IncidenceMatrix IncludeAromaticBonds IncludeConstantBasis IncludeDefinitions IncludeDirectories IncludeFileExtension IncludeGeneratorTasks IncludeHydrogens IncludeInflections IncludeMetaInformation IncludePods IncludeQuantities IncludeRelatedTables IncludeSingularTerm IncludeWindowTimes Increment IndefiniteMatrixQ Indent IndentingNewlineSpacings IndentMaxFraction IndependenceTest IndependentEdgeSetQ IndependentPhysicalQuantity IndependentUnit IndependentUnitDimension IndependentVertexSetQ Indeterminate IndeterminateThreshold IndexCreationOptions Indexed IndexGraph IndexTag Inequality InexactNumberQ InexactNumbers InfiniteLine InfinitePlane Infinity Infix InflationAdjust InflationMethod Information InformationData InformationDataGrid Inherited InheritScope InhomogeneousPoissonProcess InitialEvaluationHistory Initialization InitializationCell InitializationCellEvaluation InitializationCellWarning InitializationObjects InitializationValue Initialize InitialSeeding InlineCounterAssignments InlineCounterIncrements InlineRules Inner InnerPolygon InnerPolyhedron Inpaint Input InputAliases InputAssumptions InputAutoReplacements InputField InputFieldBox InputFieldBoxOptions InputForm InputGrouping InputNamePacket InputNotebook InputPacket InputSettings InputStream InputString InputStringPacket InputToBoxFormPacket Insert InsertionFunction InsertionPointObject InsertLinebreaks InsertResults Inset Inset3DBox Inset3DBoxOptions InsetBox InsetBoxOptions Insphere Install InstallService InstanceNormalizationLayer InString Integer IntegerDigits IntegerExponent IntegerLength IntegerName IntegerPart IntegerPartitions IntegerQ IntegerReverse Integers IntegerString Integral Integrate Interactive InteractiveTradingChart Interlaced Interleaving InternallyBalancedDecomposition InterpolatingFunction InterpolatingPolynomial Interpolation InterpolationOrder InterpolationPoints InterpolationPrecision Interpretation InterpretationBox InterpretationBoxOptions InterpretationFunction Interpreter InterpretTemplate InterquartileRange Interrupt InterruptSettings IntersectingQ Intersection Interval IntervalIntersection IntervalMarkers IntervalMarkersStyle IntervalMemberQ IntervalSlider IntervalUnion Into Inverse InverseBetaRegularized InverseCDF InverseChiSquareDistribution InverseContinuousWaveletTransform InverseDistanceTransform InverseEllipticNomeQ InverseErf InverseErfc InverseFourier InverseFourierCosTransform InverseFourierSequenceTransform InverseFourierSinTransform InverseFourierTransform InverseFunction InverseFunctions InverseGammaDistribution InverseGammaRegularized InverseGaussianDistribution InverseGudermannian InverseHankelTransform InverseHaversine InverseImagePyramid InverseJacobiCD InverseJacobiCN InverseJacobiCS InverseJacobiDC InverseJacobiDN InverseJacobiDS InverseJacobiNC InverseJacobiND InverseJacobiNS InverseJacobiSC InverseJacobiSD InverseJacobiSN InverseLaplaceTransform InverseMellinTransform InversePermutation InverseRadon InverseRadonTransform InverseSeries InverseShortTimeFourier InverseSpectrogram InverseSurvivalFunction InverseTransformedRegion InverseWaveletTransform InverseWeierstrassP InverseWishartMatrixDistribution InverseZTransform Invisible InvisibleApplication InvisibleTimes IPAddress IrreduciblePolynomialQ IslandData IsolatingInterval IsomorphicGraphQ IsotopeData Italic Item ItemAspectRatio ItemBox ItemBoxOptions ItemSize ItemStyle ItoProcessJaccardDissimilarity JacobiAmplitude Jacobian JacobiCD JacobiCN JacobiCS JacobiDC JacobiDN JacobiDS JacobiNC JacobiND JacobiNS JacobiP JacobiSC JacobiSD JacobiSN JacobiSymbol JacobiZeta JankoGroupJ1 JankoGroupJ2 JankoGroupJ3 JankoGroupJ4 JarqueBeraALMTest JohnsonDistribution Join JoinAcross Joined JoinedCurve JoinedCurveBox JoinedCurveBoxOptions JoinForm JordanDecomposition JordanModelDecomposition JulianDate JuliaSetBoettcher JuliaSetIterationCount JuliaSetPlot JuliaSetPointsK KagiChart KaiserBesselWindow KaiserWindow KalmanEstimator KalmanFilter KarhunenLoeveDecomposition KaryTree KatzCentrality KCoreComponents KDistribution KEdgeConnectedComponents KEdgeConnectedGraphQ KelvinBei KelvinBer KelvinKei KelvinKer KendallTau KendallTauTest KernelExecute KernelFunction KernelMixtureDistribution Kernels Ket Key KeyCollisionFunction KeyComplement KeyDrop KeyDropFrom KeyExistsQ KeyFreeQ KeyIntersection KeyMap KeyMemberQ KeypointStrength Keys KeySelect KeySort KeySortBy KeyTake KeyUnion KeyValueMap KeyValuePattern Khinchin KillProcess KirchhoffGraph KirchhoffMatrix KleinInvariantJ KnapsackSolve KnightTourGraph KnotData KnownUnitQ KochCurve KolmogorovSmirnovTest KroneckerDelta KroneckerModelDecomposition KroneckerProduct KroneckerSymbol KuiperTest KumaraswamyDistribution Kurtosis KuwaharaFilter KVertexConnectedComponents KVertexConnectedGraphQLABColor Label Labeled LabeledSlider LabelingFunction LabelingSize LabelStyle LabelVisibility LaguerreL LakeData LambdaComponents LambertW LaminaData LanczosWindow LandauDistribution Language LanguageCategory LanguageData LanguageIdentify LanguageOptions LaplaceDistribution LaplaceTransform Laplacian LaplacianFilter LaplacianGaussianFilter Large Larger Last Latitude LatitudeLongitude LatticeData LatticeReduce Launch LaunchKernels LayeredGraphPlot LayerSizeFunction LayoutInformation LCHColor LCM LeaderSize LeafCount LeapYearQ LearnDistribution LearnedDistribution LearningRate LearningRateMultipliers LeastSquares LeastSquaresFilterKernel Left LeftArrow LeftArrowBar LeftArrowRightArrow LeftDownTeeVector LeftDownVector LeftDownVectorBar LeftRightArrow LeftRightVector LeftTee LeftTeeArrow LeftTeeVector LeftTriangle LeftTriangleBar LeftTriangleEqual LeftUpDownVector LeftUpTeeVector LeftUpVector LeftUpVectorBar LeftVector LeftVectorBar LegendAppearance Legended LegendFunction LegendLabel LegendLayout LegendMargins LegendMarkers LegendMarkerSize LegendreP LegendreQ LegendreType Length LengthWhile LerchPhi Less LessEqual LessEqualGreater LessEqualThan LessFullEqual LessGreater LessLess LessSlantEqual LessThan LessTilde LetterCharacter LetterCounts LetterNumber LetterQ Level LeveneTest LeviCivitaTensor LevyDistribution Lexicographic LibraryDataType LibraryFunction LibraryFunctionError LibraryFunctionInformation LibraryFunctionLoad LibraryFunctionUnload LibraryLoad LibraryUnload LicenseID LiftingFilterData LiftingWaveletTransform LightBlue LightBrown LightCyan Lighter LightGray LightGreen Lighting LightingAngle LightMagenta LightOrange LightPink LightPurple LightRed LightSources LightYellow Likelihood Limit LimitsPositioning LimitsPositioningTokens LindleyDistribution Line Line3DBox Line3DBoxOptions LinearFilter LinearFractionalOptimization LinearFractionalTransform LinearGradientImage LinearizingTransformationData LinearLayer LinearModelFit LinearOffsetFunction LinearOptimization LinearProgramming LinearRecurrence LinearSolve LinearSolveFunction LineBox LineBoxOptions LineBreak LinebreakAdjustments LineBreakChart LinebreakSemicolonWeighting LineBreakWithin LineColor LineGraph LineIndent LineIndentMaxFraction LineIntegralConvolutionPlot LineIntegralConvolutionScale LineLegend LineOpacity LineSpacing LineWrapParts LinkActivate LinkClose LinkConnect LinkConnectedQ LinkCreate LinkError LinkFlush LinkFunction LinkHost LinkInterrupt LinkLaunch LinkMode LinkObject LinkOpen LinkOptions LinkPatterns LinkProtocol LinkRankCentrality LinkRead LinkReadHeld LinkReadyQ Links LinkService LinkWrite LinkWriteHeld LiouvilleLambda List Listable ListAnimate ListContourPlot ListContourPlot3D ListConvolve ListCorrelate ListCurvePathPlot ListDeconvolve ListDensityPlot ListDensityPlot3D Listen ListFormat ListFourierSequenceTransform ListInterpolation ListLineIntegralConvolutionPlot ListLinePlot ListLogLinearPlot ListLogLogPlot ListLogPlot ListPicker ListPickerBox ListPickerBoxBackground ListPickerBoxOptions ListPlay ListPlot ListPlot3D ListPointPlot3D ListPolarPlot ListQ ListSliceContourPlot3D ListSliceDensityPlot3D ListSliceVectorPlot3D ListStepPlot ListStreamDensityPlot ListStreamPlot ListSurfacePlot3D ListVectorDensityPlot ListVectorPlot ListVectorPlot3D ListZTransform Literal LiteralSearch LocalAdaptiveBinarize LocalCache LocalClusteringCoefficient LocalizeDefinitions LocalizeVariables LocalObject LocalObjects LocalResponseNormalizationLayer LocalSubmit LocalSymbol LocalTime LocalTimeZone LocationEquivalenceTest LocationTest Locator LocatorAutoCreate LocatorBox LocatorBoxOptions LocatorCentering LocatorPane LocatorPaneBox LocatorPaneBoxOptions LocatorRegion Locked Log Log10 Log2 LogBarnesG LogGamma LogGammaDistribution LogicalExpand LogIntegral LogisticDistribution LogisticSigmoid LogitModelFit LogLikelihood LogLinearPlot LogLogisticDistribution LogLogPlot LogMultinormalDistribution LogNormalDistribution LogPlot LogRankTest LogSeriesDistribution LongEqual Longest LongestCommonSequence LongestCommonSequencePositions LongestCommonSubsequence LongestCommonSubsequencePositions LongestMatch LongestOrderedSequence LongForm Longitude LongLeftArrow LongLeftRightArrow LongRightArrow LongShortTermMemoryLayer Lookup Loopback LoopFreeGraphQ LossFunction LowerCaseQ LowerLeftArrow LowerRightArrow LowerTriangularize LowerTriangularMatrixQ LowpassFilter LQEstimatorGains LQGRegulator LQOutputRegulatorGains LQRegulatorGains LUBackSubstitution LucasL LuccioSamiComponents LUDecomposition LunarEclipse LUVColor LyapunovSolve LyonsGroupLyMachineID MachineName MachineNumberQ MachinePrecision MacintoshSystemPageSetup Magenta Magnification Magnify MailAddressValidation MailExecute MailFolder MailItem MailReceiverFunction MailResponseFunction MailSearch MailServerConnect MailServerConnection MailSettings MainSolve MaintainDynamicCaches Majority MakeBoxes MakeExpression MakeRules ManagedLibraryExpressionID ManagedLibraryExpressionQ MandelbrotSetBoettcher MandelbrotSetDistance MandelbrotSetIterationCount MandelbrotSetMemberQ MandelbrotSetPlot MangoldtLambda ManhattanDistance Manipulate Manipulator MannedSpaceMissionData MannWhitneyTest MantissaExponent Manual Map MapAll MapAt MapIndexed MAProcess MapThread MarchenkoPasturDistribution MarcumQ MardiaCombinedTest MardiaKurtosisTest MardiaSkewnessTest MarginalDistribution MarkovProcessProperties Masking MatchingDissimilarity MatchLocalNameQ MatchLocalNames MatchQ Material MathematicalFunctionData MathematicaNotation MathieuC MathieuCharacteristicA MathieuCharacteristicB MathieuCharacteristicExponent MathieuCPrime MathieuGroupM11 MathieuGroupM12 MathieuGroupM22 MathieuGroupM23 MathieuGroupM24 MathieuS MathieuSPrime MathMLForm MathMLText Matrices MatrixExp MatrixForm MatrixFunction MatrixLog MatrixNormalDistribution MatrixPlot MatrixPower MatrixPropertyDistribution MatrixQ MatrixRank MatrixTDistribution Max MaxBend MaxCellMeasure MaxColorDistance MaxDetect MaxDuration MaxExtraBandwidths MaxExtraConditions MaxFeatureDisplacement MaxFeatures MaxFilter MaximalBy Maximize MaxItems MaxIterations MaxLimit MaxMemoryUsed MaxMixtureKernels MaxOverlapFraction MaxPlotPoints MaxPoints MaxRecursion MaxStableDistribution MaxStepFraction MaxSteps MaxStepSize MaxTrainingRounds MaxValue MaxwellDistribution MaxWordGap McLaughlinGroupMcL Mean MeanAbsoluteLossLayer MeanAround MeanClusteringCoefficient MeanDegreeConnectivity MeanDeviation MeanFilter MeanGraphDistance MeanNeighborDegree MeanShift MeanShiftFilter MeanSquaredLossLayer Median MedianDeviation MedianFilter MedicalTestData Medium MeijerG MeijerGReduce MeixnerDistribution MellinConvolve MellinTransform MemberQ MemoryAvailable MemoryConstrained MemoryConstraint MemoryInUse MengerMesh Menu MenuAppearance MenuCommandKey MenuEvaluator MenuItem MenuList MenuPacket MenuSortingValue MenuStyle MenuView Merge MergeDifferences MergingFunction MersennePrimeExponent MersennePrimeExponentQ Mesh MeshCellCentroid MeshCellCount MeshCellHighlight MeshCellIndex MeshCellLabel MeshCellMarker MeshCellMeasure MeshCellQuality MeshCells MeshCellShapeFunction MeshCellStyle MeshCoordinates MeshFunctions MeshPrimitives MeshQualityGoal MeshRange MeshRefinementFunction MeshRegion MeshRegionQ MeshShading MeshStyle Message MessageDialog MessageList MessageName MessageObject MessageOptions MessagePacket Messages MessagesNotebook MetaCharacters MetaInformation MeteorShowerData Method MethodOptions MexicanHatWavelet MeyerWavelet Midpoint Min MinColorDistance MinDetect MineralData MinFilter MinimalBy MinimalPolynomial MinimalStateSpaceModel Minimize MinimumTimeIncrement MinIntervalSize MinkowskiQuestionMark MinLimit MinMax MinorPlanetData Minors MinRecursion MinSize MinStableDistribution Minus MinusPlus MinValue Missing MissingBehavior MissingDataMethod MissingDataRules MissingQ MissingString MissingStyle MissingValuePattern MittagLefflerE MixedFractionParts MixedGraphQ MixedMagnitude MixedRadix MixedRadixQuantity MixedUnit MixtureDistribution Mod Modal Mode Modular ModularInverse ModularLambda Module Modulus MoebiusMu Molecule MoleculeContainsQ MoleculeEquivalentQ MoleculeGraph MoleculeModify MoleculePattern MoleculePlot MoleculePlot3D MoleculeProperty MoleculeQ MoleculeValue Moment Momentary MomentConvert MomentEvaluate MomentGeneratingFunction MomentOfInertia Monday Monitor MonomialList MonomialOrder MonsterGroupM MoonPhase MoonPosition MorletWavelet MorphologicalBinarize MorphologicalBranchPoints MorphologicalComponents MorphologicalEulerNumber MorphologicalGraph MorphologicalPerimeter MorphologicalTransform MortalityData Most MountainData MouseAnnotation MouseAppearance MouseAppearanceTag MouseButtons Mouseover MousePointerNote MousePosition MovieData MovingAverage MovingMap MovingMedian MoyalDistribution Multicolumn MultiedgeStyle MultigraphQ MultilaunchWarning MultiLetterItalics MultiLetterStyle MultilineFunction Multinomial MultinomialDistribution MultinormalDistribution MultiplicativeOrder Multiplicity MultiplySides Multiselection MultivariateHypergeometricDistribution MultivariatePoissonDistribution MultivariateTDistributionN NakagamiDistribution NameQ Names NamespaceBox NamespaceBoxOptions Nand NArgMax NArgMin NBernoulliB NBodySimulation NBodySimulationData NCache NDEigensystem NDEigenvalues NDSolve NDSolveValue Nearest NearestFunction NearestNeighborGraph NearestTo NebulaData NeedCurrentFrontEndPackagePacket NeedCurrentFrontEndSymbolsPacket NeedlemanWunschSimilarity Needs Negative NegativeBinomialDistribution NegativeDefiniteMatrixQ NegativeIntegers NegativeMultinomialDistribution NegativeRationals NegativeReals NegativeSemidefiniteMatrixQ NeighborhoodData NeighborhoodGraph Nest NestedGreaterGreater NestedLessLess NestedScriptRules NestGraph NestList NestWhile NestWhileList NetAppend NetBidirectionalOperator NetChain NetDecoder NetDelete NetDrop NetEncoder NetEvaluationMode NetExtract NetFlatten NetFoldOperator NetGraph NetInformation NetInitialize NetInsert NetInsertSharedArrays NetJoin NetMapOperator NetMapThreadOperator NetMeasurements NetModel NetNestOperator NetPairEmbeddingOperator NetPort NetPortGradient NetPrepend NetRename NetReplace NetReplacePart NetSharedArray NetStateObject NetTake NetTrain NetTrainResultsObject NetworkPacketCapture NetworkPacketRecording NetworkPacketRecordingDuring NetworkPacketTrace NeumannValue NevilleThetaC NevilleThetaD NevilleThetaN NevilleThetaS NewPrimitiveStyle NExpectation Next NextCell NextDate NextPrime NextScheduledTaskTime NHoldAll NHoldFirst NHoldRest NicholsGridLines NicholsPlot NightHemisphere NIntegrate NMaximize NMaxValue NMinimize NMinValue NominalVariables NonAssociative NoncentralBetaDistribution NoncentralChiSquareDistribution NoncentralFRatioDistribution NoncentralStudentTDistribution NonCommutativeMultiply NonConstants NondimensionalizationTransform None NoneTrue NonlinearModelFit NonlinearStateSpaceModel NonlocalMeansFilter NonNegative NonNegativeIntegers NonNegativeRationals NonNegativeReals NonPositive NonPositiveIntegers NonPositiveRationals NonPositiveReals Nor NorlundB Norm Normal NormalDistribution NormalGrouping NormalizationLayer Normalize Normalized NormalizedSquaredEuclideanDistance NormalMatrixQ NormalsFunction NormFunction Not NotCongruent NotCupCap NotDoubleVerticalBar Notebook NotebookApply NotebookAutoSave NotebookClose NotebookConvertSettings NotebookCreate NotebookCreateReturnObject NotebookDefault NotebookDelete NotebookDirectory NotebookDynamicExpression NotebookEvaluate NotebookEventActions NotebookFileName NotebookFind NotebookFindReturnObject NotebookGet NotebookGetLayoutInformationPacket NotebookGetMisspellingsPacket NotebookImport NotebookInformation NotebookInterfaceObject NotebookLocate NotebookObject NotebookOpen NotebookOpenReturnObject NotebookPath NotebookPrint NotebookPut NotebookPutReturnObject NotebookRead NotebookResetGeneratedCells Notebooks NotebookSave NotebookSaveAs NotebookSelection NotebookSetupLayoutInformationPacket NotebooksMenu NotebookTemplate NotebookWrite NotElement NotEqualTilde NotExists NotGreater NotGreaterEqual NotGreaterFullEqual NotGreaterGreater NotGreaterLess NotGreaterSlantEqual NotGreaterTilde Nothing NotHumpDownHump NotHumpEqual NotificationFunction NotLeftTriangle NotLeftTriangleBar NotLeftTriangleEqual NotLess NotLessEqual NotLessFullEqual NotLessGreater NotLessLess NotLessSlantEqual NotLessTilde NotNestedGreaterGreater NotNestedLessLess NotPrecedes NotPrecedesEqual NotPrecedesSlantEqual NotPrecedesTilde NotReverseElement NotRightTriangle NotRightTriangleBar NotRightTriangleEqual NotSquareSubset NotSquareSubsetEqual NotSquareSuperset NotSquareSupersetEqual NotSubset NotSubsetEqual NotSucceeds NotSucceedsEqual NotSucceedsSlantEqual NotSucceedsTilde NotSuperset NotSupersetEqual NotTilde NotTildeEqual NotTildeFullEqual NotTildeTilde NotVerticalBar Now NoWhitespace NProbability NProduct NProductFactors NRoots NSolve NSum NSumTerms NuclearExplosionData NuclearReactorData Null NullRecords NullSpace NullWords Number NumberCompose NumberDecompose NumberExpand NumberFieldClassNumber NumberFieldDiscriminant NumberFieldFundamentalUnits NumberFieldIntegralBasis NumberFieldNormRepresentatives NumberFieldRegulator NumberFieldRootsOfUnity NumberFieldSignature NumberForm NumberFormat NumberLinePlot NumberMarks NumberMultiplier NumberPadding NumberPoint NumberQ NumberSeparator NumberSigns NumberString Numerator NumeratorDenominator NumericalOrder NumericalSort NumericArray NumericArrayQ NumericArrayType NumericFunction NumericQ NuttallWindow NValues NyquistGridLines NyquistPlotO ObservabilityGramian ObservabilityMatrix ObservableDecomposition ObservableModelQ OceanData Octahedron OddQ Off Offset OLEData On ONanGroupON Once OneIdentity Opacity OpacityFunction OpacityFunctionScaling Open OpenAppend Opener OpenerBox OpenerBoxOptions OpenerView OpenFunctionInspectorPacket Opening OpenRead OpenSpecialOptions OpenTemporary OpenWrite Operate OperatingSystem OptimumFlowData Optional OptionalElement OptionInspectorSettings OptionQ Options OptionsPacket OptionsPattern OptionValue OptionValueBox OptionValueBoxOptions Or Orange Order OrderDistribution OrderedQ Ordering OrderingBy OrderingLayer Orderless OrderlessPatternSequence OrnsteinUhlenbeckProcess Orthogonalize OrthogonalMatrixQ Out Outer OuterPolygon OuterPolyhedron OutputAutoOverwrite OutputControllabilityMatrix OutputControllableModelQ OutputForm OutputFormData OutputGrouping OutputMathEditExpression OutputNamePacket OutputResponse OutputSizeLimit OutputStream Over OverBar OverDot Overflow OverHat Overlaps Overlay OverlayBox OverlayBoxOptions Overscript OverscriptBox OverscriptBoxOptions OverTilde OverVector OverwriteTarget OwenT OwnValuesPackage PackingMethod PaddedForm Padding PaddingLayer PaddingSize PadeApproximant PadLeft PadRight PageBreakAbove PageBreakBelow PageBreakWithin PageFooterLines PageFooters PageHeaderLines PageHeaders PageHeight PageRankCentrality PageTheme PageWidth Pagination PairedBarChart PairedHistogram PairedSmoothHistogram PairedTTest PairedZTest PaletteNotebook PalettePath PalindromeQ Pane PaneBox PaneBoxOptions Panel PanelBox PanelBoxOptions Paneled PaneSelector PaneSelectorBox PaneSelectorBoxOptions PaperWidth ParabolicCylinderD ParagraphIndent ParagraphSpacing ParallelArray ParallelCombine ParallelDo Parallelepiped ParallelEvaluate Parallelization Parallelize ParallelMap ParallelNeeds Parallelogram ParallelProduct ParallelSubmit ParallelSum ParallelTable ParallelTry Parameter ParameterEstimator ParameterMixtureDistribution ParameterVariables ParametricFunction ParametricNDSolve ParametricNDSolveValue ParametricPlot ParametricPlot3D ParametricRegion ParentBox ParentCell ParentConnect ParentDirectory ParentForm Parenthesize ParentList ParentNotebook ParetoDistribution ParetoPickandsDistribution ParkData Part PartBehavior PartialCorrelationFunction PartialD ParticleAcceleratorData ParticleData Partition PartitionGranularity PartitionsP PartitionsQ PartLayer PartOfSpeech PartProtection ParzenWindow PascalDistribution PassEventsDown PassEventsUp Paste PasteAutoQuoteCharacters PasteBoxFormInlineCells PasteButton Path PathGraph PathGraphQ Pattern PatternSequence PatternTest PauliMatrix PaulWavelet Pause PausedTime PDF PeakDetect PeanoCurve PearsonChiSquareTest PearsonCorrelationTest PearsonDistribution PercentForm PerfectNumber PerfectNumberQ PerformanceGoal Perimeter PeriodicBoundaryCondition PeriodicInterpolation Periodogram PeriodogramArray Permanent Permissions PermissionsGroup PermissionsGroupMemberQ PermissionsGroups PermissionsKey PermissionsKeys PermutationCycles PermutationCyclesQ PermutationGroup PermutationLength PermutationList PermutationListQ PermutationMax PermutationMin PermutationOrder PermutationPower PermutationProduct PermutationReplace Permutations PermutationSupport Permute PeronaMalikFilter Perpendicular PerpendicularBisector PersistenceLocation PersistenceTime PersistentObject PersistentObjects PersistentValue PersonData PERTDistribution PetersenGraph PhaseMargins PhaseRange PhysicalSystemData Pi Pick PIDData PIDDerivativeFilter PIDFeedforward PIDTune Piecewise PiecewiseExpand PieChart PieChart3D PillaiTrace PillaiTraceTest PingTime Pink PitchRecognize Pivoting PixelConstrained PixelValue PixelValuePositions Placed Placeholder PlaceholderReplace Plain PlanarAngle PlanarGraph PlanarGraphQ PlanckRadiationLaw PlaneCurveData PlanetaryMoonData PlanetData PlantData Play PlayRange Plot Plot3D Plot3Matrix PlotDivision PlotJoined PlotLabel PlotLabels PlotLayout PlotLegends PlotMarkers PlotPoints PlotRange PlotRangeClipping PlotRangeClipPlanesStyle PlotRangePadding PlotRegion PlotStyle PlotTheme Pluralize Plus PlusMinus Pochhammer PodStates PodWidth Point Point3DBox Point3DBoxOptions PointBox PointBoxOptions PointFigureChart PointLegend PointSize PoissonConsulDistribution PoissonDistribution PoissonProcess PoissonWindow PolarAxes PolarAxesOrigin PolarGridLines PolarPlot PolarTicks PoleZeroMarkers PolyaAeppliDistribution PolyGamma Polygon Polygon3DBox Polygon3DBoxOptions PolygonalNumber PolygonAngle PolygonBox PolygonBoxOptions PolygonCoordinates PolygonDecomposition PolygonHoleScale PolygonIntersections PolygonScale Polyhedron PolyhedronAngle PolyhedronCoordinates PolyhedronData PolyhedronDecomposition PolyhedronGenus PolyLog PolynomialExtendedGCD PolynomialForm PolynomialGCD PolynomialLCM PolynomialMod PolynomialQ PolynomialQuotient PolynomialQuotientRemainder PolynomialReduce PolynomialRemainder Polynomials PoolingLayer PopupMenu PopupMenuBox PopupMenuBoxOptions PopupView PopupWindow Position PositionIndex Positive PositiveDefiniteMatrixQ PositiveIntegers PositiveRationals PositiveReals PositiveSemidefiniteMatrixQ PossibleZeroQ Postfix PostScript Power PowerDistribution PowerExpand PowerMod PowerModList PowerRange PowerSpectralDensity PowersRepresentations PowerSymmetricPolynomial Precedence PrecedenceForm Precedes PrecedesEqual PrecedesSlantEqual PrecedesTilde Precision PrecisionGoal PreDecrement Predict PredictionRoot PredictorFunction PredictorInformation PredictorMeasurements PredictorMeasurementsObject PreemptProtect PreferencesPath Prefix PreIncrement Prepend PrependLayer PrependTo PreprocessingRules PreserveColor PreserveImageOptions Previous PreviousCell PreviousDate PriceGraphDistribution PrimaryPlaceholder Prime PrimeNu PrimeOmega PrimePi PrimePowerQ PrimeQ Primes PrimeZetaP PrimitivePolynomialQ PrimitiveRoot PrimitiveRootList PrincipalComponents PrincipalValue Print PrintableASCIIQ PrintAction PrintForm PrintingCopies PrintingOptions PrintingPageRange PrintingStartingPageNumber PrintingStyleEnvironment Printout3D Printout3DPreviewer PrintPrecision PrintTemporary Prism PrismBox PrismBoxOptions PrivateCellOptions PrivateEvaluationOptions PrivateFontOptions PrivateFrontEndOptions PrivateKey PrivateNotebookOptions PrivatePaths Probability ProbabilityDistribution ProbabilityPlot ProbabilityPr ProbabilityScalePlot ProbitModelFit ProcessConnection ProcessDirectory ProcessEnvironment Processes ProcessEstimator ProcessInformation ProcessObject ProcessParameterAssumptions ProcessParameterQ ProcessStateDomain ProcessStatus ProcessTimeDomain Product ProductDistribution ProductLog ProgressIndicator ProgressIndicatorBox ProgressIndicatorBoxOptions Projection Prolog PromptForm ProofObject Properties Property PropertyList PropertyValue Proportion Proportional Protect Protected ProteinData Pruning PseudoInverse PsychrometricPropertyData PublicKey PublisherID PulsarData PunctuationCharacter Purple Put PutAppend Pyramid PyramidBox PyramidBoxOptionsQBinomial QFactorial QGamma QHypergeometricPFQ QnDispersion QPochhammer QPolyGamma QRDecomposition QuadraticIrrationalQ QuadraticOptimization Quantile QuantilePlot Quantity QuantityArray QuantityDistribution QuantityForm QuantityMagnitude QuantityQ QuantityUnit QuantityVariable QuantityVariableCanonicalUnit QuantityVariableDimensions QuantityVariableIdentifier QuantityVariablePhysicalQuantity Quartics QuartileDeviation Quartiles QuartileSkewness Query QueueingNetworkProcess QueueingProcess QueueProperties Quiet Quit Quotient QuotientRemainderRadialGradientImage RadialityCentrality RadicalBox RadicalBoxOptions RadioButton RadioButtonBar RadioButtonBox RadioButtonBoxOptions Radon RadonTransform RamanujanTau RamanujanTauL RamanujanTauTheta RamanujanTauZ Ramp Random RandomChoice RandomColor RandomComplex RandomEntity RandomFunction RandomGeoPosition RandomGraph RandomImage RandomInstance RandomInteger RandomPermutation RandomPoint RandomPolygon RandomPolyhedron RandomPrime RandomReal RandomSample RandomSeed RandomSeeding RandomVariate RandomWalkProcess RandomWord Range RangeFilter RangeSpecification RankedMax RankedMin RarerProbability Raster Raster3D Raster3DBox Raster3DBoxOptions RasterArray RasterBox RasterBoxOptions Rasterize RasterSize Rational RationalFunctions Rationalize Rationals Ratios RawArray RawBoxes RawData RawMedium RayleighDistribution Re Read ReadByteArray ReadLine ReadList ReadProtected ReadString Real RealAbs RealBlockDiagonalForm RealDigits RealExponent Reals RealSign Reap RecognitionPrior RecognitionThreshold Record RecordLists RecordSeparators Rectangle RectangleBox RectangleBoxOptions RectangleChart RectangleChart3D RectangularRepeatingElement RecurrenceFilter RecurrenceTable RecurringDigitsForm Red Reduce RefBox ReferenceLineStyle ReferenceMarkers ReferenceMarkerStyle Refine ReflectionMatrix ReflectionTransform Refresh RefreshRate Region RegionBinarize RegionBoundary RegionBounds RegionCentroid RegionDifference RegionDimension RegionDisjoint RegionDistance RegionDistanceFunction RegionEmbeddingDimension RegionEqual RegionFunction RegionImage RegionIntersection RegionMeasure RegionMember RegionMemberFunction RegionMoment RegionNearest RegionNearestFunction RegionPlot RegionPlot3D RegionProduct RegionQ RegionResize RegionSize RegionSymmetricDifference RegionUnion RegionWithin RegisterExternalEvaluator RegularExpression Regularization RegularlySampledQ RegularPolygon ReIm ReImLabels ReImPlot ReImStyle Reinstall RelationalDatabase RelationGraph Release ReleaseHold ReliabilityDistribution ReliefImage ReliefPlot RemoteAuthorizationCaching RemoteConnect RemoteConnectionObject RemoteFile RemoteRun RemoteRunProcess Remove RemoveAlphaChannel RemoveAsynchronousTask RemoveAudioStream RemoveBackground RemoveChannelListener RemoveChannelSubscribers Removed RemoveDiacritics RemoveInputStreamMethod RemoveOutputStreamMethod RemoveProperty RemoveScheduledTask RemoveUsers RenameDirectory RenameFile RenderAll RenderingOptions RenewalProcess RenkoChart RepairMesh Repeated RepeatedNull RepeatedString RepeatedTiming RepeatingElement Replace ReplaceAll ReplaceHeldPart ReplaceImageValue ReplaceList ReplacePart ReplacePixelValue ReplaceRepeated ReplicateLayer RequiredPhysicalQuantities Resampling ResamplingAlgorithmData ResamplingMethod Rescale RescalingTransform ResetDirectory ResetMenusPacket ResetScheduledTask ReshapeLayer Residue ResizeLayer Resolve ResourceAcquire ResourceData ResourceFunction ResourceObject ResourceRegister ResourceRemove ResourceSearch ResourceSubmissionObject ResourceSubmit ResourceSystemBase ResourceUpdate ResponseForm Rest RestartInterval Restricted Resultant ResumePacket Return ReturnEntersInput ReturnExpressionPacket ReturnInputFormPacket ReturnPacket ReturnReceiptFunction ReturnTextPacket Reverse ReverseBiorthogonalSplineWavelet ReverseElement ReverseEquilibrium ReverseGraph ReverseSort ReverseSortBy ReverseUpEquilibrium RevolutionAxis RevolutionPlot3D RGBColor RiccatiSolve RiceDistribution RidgeFilter RiemannR RiemannSiegelTheta RiemannSiegelZ RiemannXi Riffle Right RightArrow RightArrowBar RightArrowLeftArrow RightComposition RightCosetRepresentative RightDownTeeVector RightDownVector RightDownVectorBar RightTee RightTeeArrow RightTeeVector RightTriangle RightTriangleBar RightTriangleEqual RightUpDownVector RightUpTeeVector RightUpVector RightUpVectorBar RightVector RightVectorBar RiskAchievementImportance RiskReductionImportance RogersTanimotoDissimilarity RollPitchYawAngles RollPitchYawMatrix RomanNumeral Root RootApproximant RootIntervals RootLocusPlot RootMeanSquare RootOfUnityQ RootReduce Roots RootSum Rotate RotateLabel RotateLeft RotateRight RotationAction RotationBox RotationBoxOptions RotationMatrix RotationTransform Round RoundImplies RoundingRadius Row RowAlignments RowBackgrounds RowBox RowHeights RowLines RowMinHeight RowReduce RowsEqual RowSpacings RSolve RSolveValue RudinShapiro RudvalisGroupRu Rule RuleCondition RuleDelayed RuleForm RulePlot RulerUnits Run RunProcess RunScheduledTask RunThrough RuntimeAttributes RuntimeOptions RussellRaoDissimilaritySameQ SameTest SampledEntityClass SampleDepth SampledSoundFunction SampledSoundList SampleRate SamplingPeriod SARIMAProcess SARMAProcess SASTriangle SatelliteData SatisfiabilityCount SatisfiabilityInstances SatisfiableQ Saturday Save Saveable SaveAutoDelete SaveConnection SaveDefinitions SavitzkyGolayMatrix SawtoothWave Scale Scaled ScaleDivisions ScaledMousePosition ScaleOrigin ScalePadding ScaleRanges ScaleRangeStyle ScalingFunctions ScalingMatrix ScalingTransform Scan ScheduledTask ScheduledTaskActiveQ ScheduledTaskInformation ScheduledTaskInformationData ScheduledTaskObject ScheduledTasks SchurDecomposition ScientificForm ScientificNotationThreshold ScorerGi ScorerGiPrime ScorerHi ScorerHiPrime ScreenRectangle ScreenStyleEnvironment ScriptBaselineShifts ScriptForm ScriptLevel ScriptMinSize ScriptRules ScriptSizeMultipliers Scrollbars ScrollingOptions ScrollPosition SearchAdjustment SearchIndexObject SearchIndices SearchQueryString SearchResultObject Sec Sech SechDistribution SecondOrderConeOptimization SectionGrouping SectorChart SectorChart3D SectorOrigin SectorSpacing SecuredAuthenticationKey SecuredAuthenticationKeys SeedRandom Select Selectable SelectComponents SelectedCells SelectedNotebook SelectFirst Selection SelectionAnimate SelectionCell SelectionCellCreateCell SelectionCellDefaultStyle SelectionCellParentStyle SelectionCreateCell SelectionDebuggerTag SelectionDuplicateCell SelectionEvaluate SelectionEvaluateCreateCell SelectionMove SelectionPlaceholder SelectionSetStyle SelectWithContents SelfLoops SelfLoopStyle SemanticImport SemanticImportString SemanticInterpretation SemialgebraicComponentInstances SemidefiniteOptimization SendMail SendMessage Sequence SequenceAlignment SequenceAttentionLayer SequenceCases SequenceCount SequenceFold SequenceFoldList SequenceForm SequenceHold SequenceLastLayer SequenceMostLayer SequencePosition SequencePredict SequencePredictorFunction SequenceReplace SequenceRestLayer SequenceReverseLayer SequenceSplit Series SeriesCoefficient SeriesData ServiceConnect ServiceDisconnect ServiceExecute ServiceObject ServiceRequest ServiceResponse ServiceSubmit SessionSubmit SessionTime Set SetAccuracy SetAlphaChannel SetAttributes Setbacks SetBoxFormNamesPacket SetCloudDirectory SetCookies SetDelayed SetDirectory SetEnvironment SetEvaluationNotebook SetFileDate SetFileLoadingContext SetNotebookStatusLine SetOptions SetOptionsPacket SetPermissions SetPrecision SetProperty SetSecuredAuthenticationKey SetSelectedNotebook SetSharedFunction SetSharedVariable SetSpeechParametersPacket SetStreamPosition SetSystemModel SetSystemOptions Setter SetterBar SetterBox SetterBoxOptions Setting SetUsers SetValue Shading Shallow ShannonWavelet ShapiroWilkTest Share SharingList Sharpen ShearingMatrix ShearingTransform ShellRegion ShenCastanMatrix ShiftedGompertzDistribution ShiftRegisterSequence Short ShortDownArrow Shortest ShortestMatch ShortestPathFunction ShortLeftArrow ShortRightArrow ShortTimeFourier ShortTimeFourierData ShortUpArrow Show ShowAutoConvert ShowAutoSpellCheck ShowAutoStyles ShowCellBracket ShowCellLabel ShowCellTags ShowClosedCellArea ShowCodeAssist ShowContents ShowControls ShowCursorTracker ShowGroupOpenCloseIcon ShowGroupOpener ShowInvisibleCharacters ShowPageBreaks ShowPredictiveInterface ShowSelection ShowShortBoxForm ShowSpecialCharacters ShowStringCharacters ShowSyntaxStyles ShrinkingDelay ShrinkWrapBoundingBox SiderealTime SiegelTheta SiegelTukeyTest SierpinskiCurve SierpinskiMesh Sign Signature SignedRankTest SignedRegionDistance SignificanceLevel SignPadding SignTest SimilarityRules SimpleGraph SimpleGraphQ SimplePolygonQ SimplePolyhedronQ Simplex Simplify Sin Sinc SinghMaddalaDistribution SingleEvaluation SingleLetterItalics SingleLetterStyle SingularValueDecomposition SingularValueList SingularValuePlot SingularValues Sinh SinhIntegral SinIntegral SixJSymbol Skeleton SkeletonTransform SkellamDistribution Skewness SkewNormalDistribution SkinStyle Skip SliceContourPlot3D SliceDensityPlot3D SliceDistribution SliceVectorPlot3D Slider Slider2D Slider2DBox Slider2DBoxOptions SliderBox SliderBoxOptions SlideView Slot SlotSequence Small SmallCircle Smaller SmithDecomposition SmithDelayCompensator SmithWatermanSimilarity SmoothDensityHistogram SmoothHistogram SmoothHistogram3D SmoothKernelDistribution SnDispersion Snippet SnubPolyhedron SocialMediaData Socket SocketConnect SocketListen SocketListener SocketObject SocketOpen SocketReadMessage SocketReadyQ Sockets SocketWaitAll SocketWaitNext SoftmaxLayer SokalSneathDissimilarity SolarEclipse SolarSystemFeatureData SolidAngle SolidData SolidRegionQ Solve SolveAlways SolveDelayed Sort SortBy SortedBy SortedEntityClass Sound SoundAndGraphics SoundNote SoundVolume SourceLink Sow Space SpaceCurveData SpaceForm Spacer Spacings Span SpanAdjustments SpanCharacterRounding SpanFromAbove SpanFromBoth SpanFromLeft SpanLineThickness SpanMaxSize SpanMinSize SpanningCharacters SpanSymmetric SparseArray SpatialGraphDistribution SpatialMedian SpatialTransformationLayer Speak SpeakTextPacket SpearmanRankTest SpearmanRho SpeciesData SpecificityGoal SpectralLineData Spectrogram SpectrogramArray Specularity SpeechRecognize SpeechSynthesize SpellingCorrection SpellingCorrectionList SpellingDictionaries SpellingDictionariesPath SpellingOptions SpellingSuggestionsPacket Sphere SphereBox SpherePoints SphericalBesselJ SphericalBesselY SphericalHankelH1 SphericalHankelH2 SphericalHarmonicY SphericalPlot3D SphericalRegion SphericalShell SpheroidalEigenvalue SpheroidalJoiningFactor SpheroidalPS SpheroidalPSPrime SpheroidalQS SpheroidalQSPrime SpheroidalRadialFactor SpheroidalS1 SpheroidalS1Prime SpheroidalS2 SpheroidalS2Prime Splice SplicedDistribution SplineClosed SplineDegree SplineKnots SplineWeights Split SplitBy SpokenString Sqrt SqrtBox SqrtBoxOptions Square SquaredEuclideanDistance SquareFreeQ SquareIntersection SquareMatrixQ SquareRepeatingElement SquaresR SquareSubset SquareSubsetEqual SquareSuperset SquareSupersetEqual SquareUnion SquareWave SSSTriangle StabilityMargins StabilityMarginsStyle StableDistribution Stack StackBegin StackComplete StackedDateListPlot StackedListPlot StackInhibit StadiumShape StandardAtmosphereData StandardDeviation StandardDeviationFilter StandardForm Standardize Standardized StandardOceanData StandbyDistribution Star StarClusterData StarData StarGraph StartAsynchronousTask StartExternalSession StartingStepSize StartOfLine StartOfString StartProcess StartScheduledTask StartupSound StartWebSession StateDimensions StateFeedbackGains StateOutputEstimator StateResponse StateSpaceModel StateSpaceRealization StateSpaceTransform StateTransformationLinearize StationaryDistribution StationaryWaveletPacketTransform StationaryWaveletTransform StatusArea StatusCentrality StepMonitor StereochemistryElements StieltjesGamma StirlingS1 StirlingS2 StopAsynchronousTask StoppingPowerData StopScheduledTask StrataVariables StratonovichProcess StreamColorFunction StreamColorFunctionScaling StreamDensityPlot StreamMarkers StreamPlot StreamPoints StreamPosition Streams StreamScale StreamStyle String StringBreak StringByteCount StringCases StringContainsQ StringCount StringDelete StringDrop StringEndsQ StringExpression StringExtract StringForm StringFormat StringFreeQ StringInsert StringJoin StringLength StringMatchQ StringPadLeft StringPadRight StringPart StringPartition StringPosition StringQ StringRepeat StringReplace StringReplaceList StringReplacePart StringReverse StringRiffle StringRotateLeft StringRotateRight StringSkeleton StringSplit StringStartsQ StringTake StringTemplate StringToByteArray StringToStream StringTrim StripBoxes StripOnInput StripWrapperBoxes StrokeForm StructuralImportance StructuredArray StructuredSelection StruveH StruveL Stub StudentTDistribution Style StyleBox StyleBoxAutoDelete StyleData StyleDefinitions StyleForm StyleHints StyleKeyMapping StyleMenuListing StyleNameDialogSettings StyleNames StylePrint StyleSheetPath Subdivide Subfactorial Subgraph SubMinus SubPlus SubresultantPolynomialRemainders SubresultantPolynomials Subresultants Subscript SubscriptBox SubscriptBoxOptions Subscripted Subsequences Subset SubsetEqual SubsetMap SubsetQ Subsets SubStar SubstitutionSystem Subsuperscript SubsuperscriptBox SubsuperscriptBoxOptions Subtract SubtractFrom SubtractSides SubValues Succeeds SucceedsEqual SucceedsSlantEqual SucceedsTilde Success SuchThat Sum SumConvergence SummationLayer Sunday SunPosition Sunrise Sunset SuperDagger SuperMinus SupernovaData SuperPlus Superscript SuperscriptBox SuperscriptBoxOptions Superset SupersetEqual SuperStar Surd SurdForm SurfaceArea SurfaceColor SurfaceData SurfaceGraphics SurvivalDistribution SurvivalFunction SurvivalModel SurvivalModelFit SuspendPacket SuzukiDistribution SuzukiGroupSuz SwatchLegend Switch Symbol SymbolName SymletWavelet Symmetric SymmetricGroup SymmetricKey SymmetricMatrixQ SymmetricPolynomial SymmetricReduction Symmetrize SymmetrizedArray SymmetrizedArrayRules SymmetrizedDependentComponents SymmetrizedIndependentComponents SymmetrizedReplacePart SynchronousInitialization SynchronousUpdating Synonyms Syntax SyntaxForm SyntaxInformation SyntaxLength SyntaxPacket SyntaxQ SynthesizeMissingValues SystemDialogInput SystemException SystemGet SystemHelpPath SystemInformation SystemInformationData SystemInstall SystemModel SystemModeler SystemModelExamples SystemModelLinearize SystemModelParametricSimulate SystemModelPlot SystemModelProgressReporting SystemModelReliability SystemModels SystemModelSimulate SystemModelSimulateSensitivity SystemModelSimulationData SystemOpen SystemOptions SystemProcessData SystemProcesses SystemsConnectionsModel SystemsModelDelay SystemsModelDelayApproximate SystemsModelDelete SystemsModelDimensions SystemsModelExtract SystemsModelFeedbackConnect SystemsModelLabels SystemsModelLinearity SystemsModelMerge SystemsModelOrder SystemsModelParallelConnect SystemsModelSeriesConnect SystemsModelStateFeedbackConnect SystemsModelVectorRelativeOrders SystemStub SystemTestTab TabFilling Table TableAlignments TableDepth TableDirections TableForm TableHeadings TableSpacing TableView TableViewBox TableViewBoxBackground TableViewBoxOptions TabSpacings TabView TabViewBox TabViewBoxOptions TagBox TagBoxNote TagBoxOptions TaggingRules TagSet TagSetDelayed TagStyle TagUnset Take TakeDrop TakeLargest TakeLargestBy TakeList TakeSmallest TakeSmallestBy TakeWhile Tally Tan Tanh TargetDevice TargetFunctions TargetSystem TargetUnits TaskAbort TaskExecute TaskObject TaskRemove TaskResume Tasks TaskSuspend TaskWait TautologyQ TelegraphProcess TemplateApply TemplateArgBox TemplateBox TemplateBoxOptions TemplateEvaluate TemplateExpression TemplateIf TemplateObject TemplateSequence TemplateSlot TemplateSlotSequence TemplateUnevaluated TemplateVerbatim TemplateWith TemporalData TemporalRegularity Temporary TemporaryVariable TensorContract TensorDimensions TensorExpand TensorProduct TensorQ TensorRank TensorReduce TensorSymmetry TensorTranspose TensorWedge TestID TestReport TestReportObject TestResultObject Tetrahedron TetrahedronBox TetrahedronBoxOptions TeXForm TeXSave Text Text3DBox Text3DBoxOptions TextAlignment TextBand TextBoundingBox TextBox TextCases TextCell TextClipboardType TextContents TextData TextElement TextForm TextGrid TextJustification TextLine TextPacket TextParagraph TextPosition TextRecognize TextSearch TextSearchReport TextSentences TextString TextStructure TextStyle TextTranslation Texture TextureCoordinateFunction TextureCoordinateScaling TextWords Therefore ThermodynamicData ThermometerGauge Thick Thickness Thin Thinning ThisLink ThompsonGroupTh Thread ThreadingLayer ThreeJSymbol Threshold Through Throw ThueMorse Thumbnail Thursday Ticks TicksStyle TideData Tilde TildeEqual TildeFullEqual TildeTilde TimeConstrained TimeConstraint TimeDirection TimeFormat TimeGoal TimelinePlot TimeObject TimeObjectQ Times TimesBy TimeSeries TimeSeriesAggregate TimeSeriesForecast TimeSeriesInsert TimeSeriesInvertibility TimeSeriesMap TimeSeriesMapThread TimeSeriesModel TimeSeriesModelFit TimeSeriesResample TimeSeriesRescale TimeSeriesShift TimeSeriesThread TimeSeriesWindow TimeUsed TimeValue TimeWarpingCorrespondence TimeWarpingDistance TimeZone TimeZoneConvert TimeZoneOffset Timing Tiny TitleGrouping TitsGroupT ToBoxes ToCharacterCode ToColor ToContinuousTimeModel ToDate Today ToDiscreteTimeModel ToEntity ToeplitzMatrix ToExpression ToFileName Together Toggle ToggleFalse Toggler TogglerBar TogglerBox TogglerBoxOptions ToHeldExpression ToInvertibleTimeSeries TokenWords Tolerance ToLowerCase Tomorrow ToNumberField TooBig Tooltip TooltipBox TooltipBoxOptions TooltipDelay TooltipStyle Top TopHatTransform ToPolarCoordinates TopologicalSort ToRadicals ToRules ToSphericalCoordinates ToString Total TotalHeight TotalLayer TotalVariationFilter TotalWidth TouchPosition TouchscreenAutoZoom TouchscreenControlPlacement ToUpperCase Tr Trace TraceAbove TraceAction TraceBackward TraceDepth TraceDialog TraceForward TraceInternal TraceLevel TraceOff TraceOn TraceOriginal TracePrint TraceScan TrackedSymbols TrackingFunction TracyWidomDistribution TradingChart TraditionalForm TraditionalFunctionNotation TraditionalNotation TraditionalOrder TrainingProgressCheckpointing TrainingProgressFunction TrainingProgressMeasurements TrainingProgressReporting TrainingStoppingCriterion TransferFunctionCancel TransferFunctionExpand TransferFunctionFactor TransferFunctionModel TransferFunctionPoles TransferFunctionTransform TransferFunctionZeros TransformationClass TransformationFunction TransformationFunctions TransformationMatrix TransformedDistribution TransformedField TransformedProcess TransformedRegion TransitionDirection TransitionDuration TransitionEffect TransitiveClosureGraph TransitiveReductionGraph Translate TranslationOptions TranslationTransform Transliterate Transparent TransparentColor Transpose TransposeLayer TrapSelection TravelDirections TravelDirectionsData TravelDistance TravelDistanceList TravelMethod TravelTime TreeForm TreeGraph TreeGraphQ TreePlot TrendStyle Triangle TriangleCenter TriangleConstruct TriangleMeasurement TriangleWave TriangularDistribution TriangulateMesh Trig TrigExpand TrigFactor TrigFactorList Trigger TrigReduce TrigToExp TrimmedMean TrimmedVariance TropicalStormData True TrueQ TruncatedDistribution TruncatedPolyhedron TsallisQExponentialDistribution TsallisQGaussianDistribution TTest Tube TubeBezierCurveBox TubeBezierCurveBoxOptions TubeBox TubeBoxOptions TubeBSplineCurveBox TubeBSplineCurveBoxOptions Tuesday TukeyLambdaDistribution TukeyWindow TunnelData Tuples TuranGraph TuringMachine TuttePolynomial TwoWayRule Typed TypeSpecifierUnateQ Uncompress UnconstrainedParameters Undefined UnderBar Underflow Underlined Underoverscript UnderoverscriptBox UnderoverscriptBoxOptions Underscript UnderscriptBox UnderscriptBoxOptions UnderseaFeatureData UndirectedEdge UndirectedGraph UndirectedGraphQ UndoOptions UndoTrackedVariables Unequal UnequalTo Unevaluated UniformDistribution UniformGraphDistribution UniformPolyhedron UniformSumDistribution Uninstall Union UnionPlus Unique UnitaryMatrixQ UnitBox UnitConvert UnitDimensions Unitize UnitRootTest UnitSimplify UnitStep UnitSystem UnitTriangle UnitVector UnitVectorLayer UnityDimensions UniverseModelData UniversityData UnixTime Unprotect UnregisterExternalEvaluator UnsameQ UnsavedVariables Unset UnsetShared UntrackedVariables Up UpArrow UpArrowBar UpArrowDownArrow Update UpdateDynamicObjects UpdateDynamicObjectsSynchronous UpdateInterval UpdateSearchIndex UpDownArrow UpEquilibrium UpperCaseQ UpperLeftArrow UpperRightArrow UpperTriangularize UpperTriangularMatrixQ Upsample UpSet UpSetDelayed UpTee UpTeeArrow UpTo UpValues URL URLBuild URLDecode URLDispatcher URLDownload URLDownloadSubmit URLEncode URLExecute URLExpand URLFetch URLFetchAsynchronous URLParse URLQueryDecode URLQueryEncode URLRead URLResponseTime URLSave URLSaveAsynchronous URLShorten URLSubmit UseGraphicsRange UserDefinedWavelet Using UsingFrontEnd UtilityFunctionV2Get ValenceErrorHandling ValidationLength ValidationSet Value ValueBox ValueBoxOptions ValueDimensions ValueForm ValuePreprocessingFunction ValueQ Values ValuesData Variables Variance VarianceEquivalenceTest VarianceEstimatorFunction VarianceGammaDistribution VarianceTest VectorAngle VectorAround VectorColorFunction VectorColorFunctionScaling VectorDensityPlot VectorGlyphData VectorGreater VectorGreaterEqual VectorLess VectorLessEqual VectorMarkers VectorPlot VectorPlot3D VectorPoints VectorQ Vectors VectorScale VectorStyle Vee Verbatim Verbose VerboseConvertToPostScriptPacket VerificationTest VerifyConvergence VerifyDerivedKey VerifyDigitalSignature VerifyInterpretation VerifySecurityCertificates VerifySolutions VerifyTestAssumptions Version VersionNumber VertexAdd VertexCapacity VertexColors VertexComponent VertexConnectivity VertexContract VertexCoordinateRules VertexCoordinates VertexCorrelationSimilarity VertexCosineSimilarity VertexCount VertexCoverQ VertexDataCoordinates VertexDegree VertexDelete VertexDiceSimilarity VertexEccentricity VertexInComponent VertexInDegree VertexIndex VertexJaccardSimilarity VertexLabeling VertexLabels VertexLabelStyle VertexList VertexNormals VertexOutComponent VertexOutDegree VertexQ VertexRenderingFunction VertexReplace VertexShape VertexShapeFunction VertexSize VertexStyle VertexTextureCoordinates VertexWeight VertexWeightedGraphQ Vertical VerticalBar VerticalForm VerticalGauge VerticalSeparator VerticalSlider VerticalTilde ViewAngle ViewCenter ViewMatrix ViewPoint ViewPointSelectorSettings ViewPort ViewProjection ViewRange ViewVector ViewVertical VirtualGroupData Visible VisibleCell VoiceStyleData VoigtDistribution VolcanoData Volume VonMisesDistribution VoronoiMeshWaitAll WaitAsynchronousTask WaitNext WaitUntil WakebyDistribution WalleniusHypergeometricDistribution WaringYuleDistribution WarpingCorrespondence WarpingDistance WatershedComponents WatsonUSquareTest WattsStrogatzGraphDistribution WaveletBestBasis WaveletFilterCoefficients WaveletImagePlot WaveletListPlot WaveletMapIndexed WaveletMatrixPlot WaveletPhi WaveletPsi WaveletScale WaveletScalogram WaveletThreshold WeaklyConnectedComponents WeaklyConnectedGraphComponents WeaklyConnectedGraphQ WeakStationarity WeatherData WeatherForecastData WebAudioSearch WebElementObject WeberE WebExecute WebImage WebImageSearch WebSearch WebSessionObject WebSessions WebWindowObject Wedge Wednesday WeibullDistribution WeierstrassE1 WeierstrassE2 WeierstrassE3 WeierstrassEta1 WeierstrassEta2 WeierstrassEta3 WeierstrassHalfPeriods WeierstrassHalfPeriodW1 WeierstrassHalfPeriodW2 WeierstrassHalfPeriodW3 WeierstrassInvariantG2 WeierstrassInvariantG3 WeierstrassInvariants WeierstrassP WeierstrassPPrime WeierstrassSigma WeierstrassZeta WeightedAdjacencyGraph WeightedAdjacencyMatrix WeightedData WeightedGraphQ Weights WelchWindow WheelGraph WhenEvent Which While White WhiteNoiseProcess WhitePoint Whitespace WhitespaceCharacter WhittakerM WhittakerW WienerFilter WienerProcess WignerD WignerSemicircleDistribution WikipediaData WikipediaSearch WilksW WilksWTest WindDirectionData WindingCount WindingPolygon WindowClickSelect WindowElements WindowFloating WindowFrame WindowFrameElements WindowMargins WindowMovable WindowOpacity WindowPersistentStyles WindowSelected WindowSize WindowStatusArea WindowTitle WindowToolbars WindowWidth WindSpeedData WindVectorData WinsorizedMean WinsorizedVariance WishartMatrixDistribution With WolframAlpha WolframAlphaDate WolframAlphaQuantity WolframAlphaResult WolframLanguageData Word WordBoundary WordCharacter WordCloud WordCount WordCounts WordData WordDefinition WordFrequency WordFrequencyData WordList WordOrientation WordSearch WordSelectionFunction WordSeparators WordSpacings WordStem WordTranslation WorkingPrecision WrapAround Write WriteLine WriteString WronskianXMLElement XMLObject XMLTemplate Xnor Xor XYZColorYellow Yesterday YuleDissimilarityZernikeR ZeroSymmetric ZeroTest ZeroWidthTimes Zeta ZetaZero ZIPCodeData ZipfDistribution ZoomCenter ZoomFactor ZTest ZTransform$Aborted $ActivationGroupID $ActivationKey $ActivationUserRegistered $AddOnsDirectory $AllowExternalChannelFunctions $AssertFunction $Assumptions $AsynchronousTask $AudioInputDevices $AudioOutputDevices $BaseDirectory $BatchInput $BatchOutput $BlockchainBase $BoxForms $ByteOrdering $CacheBaseDirectory $Canceled $ChannelBase $CharacterEncoding $CharacterEncodings $CloudBase $CloudConnected $CloudCreditsAvailable $CloudEvaluation $CloudExpressionBase $CloudObjectNameFormat $CloudObjectURLType $CloudRootDirectory $CloudSymbolBase $CloudUserID $CloudUserUUID $CloudVersion $CloudVersionNumber $CloudWolframEngineVersionNumber $CommandLine $CompilationTarget $ConditionHold $ConfiguredKernels $Context $ContextPath $ControlActiveSetting $Cookies $CookieStore $CreationDate $CurrentLink $CurrentTask $CurrentWebSession $DateStringFormat $DefaultAudioInputDevice $DefaultAudioOutputDevice $DefaultFont $DefaultFrontEnd $DefaultImagingDevice $DefaultLocalBase $DefaultMailbox $DefaultNetworkInterface $DefaultPath $Display $DisplayFunction $DistributedContexts $DynamicEvaluation $Echo $EmbedCodeEnvironments $EmbeddableServices $EntityStores $Epilog $EvaluationCloudBase $EvaluationCloudObject $EvaluationEnvironment $ExportFormats $Failed $FinancialDataSource $FontFamilies $FormatType $FrontEnd $FrontEndSession $GeoEntityTypes $GeoLocation $GeoLocationCity $GeoLocationCountry $GeoLocationPrecision $GeoLocationSource $HistoryLength $HomeDirectory $HTMLExportRules $HTTPCookies $HTTPRequest $IgnoreEOF $ImageFormattingWidth $ImagingDevice $ImagingDevices $ImportFormats $IncomingMailSettings $InitialDirectory $Initialization $InitializationContexts $Input $InputFileName $InputStreamMethods $Inspector $InstallationDate $InstallationDirectory $InterfaceEnvironment $InterpreterTypes $IterationLimit $KernelCount $KernelID $Language $LaunchDirectory $LibraryPath $LicenseExpirationDate $LicenseID $LicenseProcesses $LicenseServer $LicenseSubprocesses $LicenseType $Line $Linked $LinkSupported $LoadedFiles $LocalBase $LocalSymbolBase $MachineAddresses $MachineDomain $MachineDomains $MachineEpsilon $MachineID $MachineName $MachinePrecision $MachineType $MaxExtraPrecision $MaxLicenseProcesses $MaxLicenseSubprocesses $MaxMachineNumber $MaxNumber $MaxPiecewiseCases $MaxPrecision $MaxRootDegree $MessageGroups $MessageList $MessagePrePrint $Messages $MinMachineNumber $MinNumber $MinorReleaseNumber $MinPrecision $MobilePhone $ModuleNumber $NetworkConnected $NetworkInterfaces $NetworkLicense $NewMessage $NewSymbol $Notebooks $NoValue $NumberMarks $Off $OperatingSystem $Output $OutputForms $OutputSizeLimit $OutputStreamMethods $Packages $ParentLink $ParentProcessID $PasswordFile $PatchLevelID $Path $PathnameSeparator $PerformanceGoal $Permissions $PermissionsGroupBase $PersistenceBase $PersistencePath $PipeSupported $PlotTheme $Post $Pre $PreferencesDirectory $PreInitialization $PrePrint $PreRead $PrintForms $PrintLiteral $Printout3DPreviewer $ProcessID $ProcessorCount $ProcessorType $ProductInformation $ProgramName $PublisherID $RandomState $RecursionLimit $RegisteredDeviceClasses $RegisteredUserName $ReleaseNumber $RequesterAddress $RequesterWolframID $RequesterWolframUUID $ResourceSystemBase $RootDirectory $ScheduledTask $ScriptCommandLine $ScriptInputString $SecuredAuthenticationKeyTokens $ServiceCreditsAvailable $Services $SessionID $SetParentLink $SharedFunctions $SharedVariables $SoundDisplay $SoundDisplayFunction $SourceLink $SSHAuthentication $SummaryBoxDataSizeLimit $SuppressInputFormHeads $SynchronousEvaluation $SyntaxHandler $System $SystemCharacterEncoding $SystemID $SystemMemory $SystemShell $SystemTimeZone $SystemWordLength $TemplatePath $TemporaryDirectory $TemporaryPrefix $TestFileName $TextStyle $TimedOut $TimeUnit $TimeZone $TimeZoneEntity $TopDirectory $TraceOff $TraceOn $TracePattern $TracePostAction $TracePreAction $UnitSystem $Urgent $UserAddOnsDirectory $UserAgentLanguages $UserAgentMachine $UserAgentName $UserAgentOperatingSystem $UserAgentString $UserAgentVersion $UserBaseDirectory $UserDocumentsDirectory $Username $UserName $UserURLBase $Version $VersionNumber $VoiceStyles $WolframID $WolframUUID",contains:[e.COMMENT("\\(\\*","\\*\\)",{contains:["self"]}),e.QUOTE_STRING_MODE,e.C_NUMBER_MODE]}}},mxXI:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#776e71"},"hljs-quote":{color:"#776e71"},"hljs-variable":{color:"#ef6155"},"hljs-template-variable":{color:"#ef6155"},"hljs-tag":{color:"#ef6155"},"hljs-name":{color:"#ef6155"},"hljs-selector-id":{color:"#ef6155"},"hljs-selector-class":{color:"#ef6155"},"hljs-regexp":{color:"#ef6155"},"hljs-link":{color:"#ef6155"},"hljs-meta":{color:"#ef6155"},"hljs-number":{color:"#f99b15"},"hljs-built_in":{color:"#f99b15"},"hljs-builtin-name":{color:"#f99b15"},"hljs-literal":{color:"#f99b15"},"hljs-type":{color:"#f99b15"},"hljs-params":{color:"#f99b15"},"hljs-deletion":{color:"#f99b15"},"hljs-title":{color:"#fec418"},"hljs-section":{color:"#fec418"},"hljs-attribute":{color:"#fec418"},"hljs-string":{color:"#48b685"},"hljs-symbol":{color:"#48b685"},"hljs-bullet":{color:"#48b685"},"hljs-addition":{color:"#48b685"},"hljs-keyword":{color:"#815ba4"},"hljs-selector-tag":{color:"#815ba4"},hljs:{display:"block",overflowX:"auto",background:"#e7e9db",color:"#4f424c",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},mzq4:function(e){e.exports=function(e){var t=[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.COMMENT(/\(/,/\)/),e.inherit(e.C_NUMBER_MODE,{begin:"([-+]?([0-9]*\\.?[0-9]+\\.?))|"+e.C_NUMBER_RE}),e.inherit(e.APOS_STRING_MODE,{illegal:null}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),{className:"name",begin:"([G])([0-9]+\\.?[0-9]?)"},{className:"name",begin:"([M])([0-9]+\\.?[0-9]?)"},{className:"attr",begin:"(VC|VS|#)",end:"(\\d+)"},{className:"attr",begin:"(VZOFX|VZOFY|VZOFZ)"},{className:"built_in",begin:"(ATAN|ABS|ACOS|ASIN|SIN|COS|EXP|FIX|FUP|ROUND|LN|TAN)(\\[)",end:"([-+]?([0-9]*\\.?[0-9]+\\.?))(\\])"},{className:"symbol",variants:[{begin:"N",end:"\\d+",illegal:"\\W"}]}];return{aliases:["nc"],case_insensitive:!0,lexemes:"[A-Z_][A-Z0-9_.]*",keywords:"IF DO WHILE ENDWHILE CALL ENDIF SUB ENDSUB GOTO REPEAT ENDREPEAT EQ LT GT NE GE LE OR XOR",contains:[{className:"meta",begin:"\\%"},{className:"meta",begin:"([O])([0-9]+)"}].concat(t)}}},"n+xf":function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(15).then(function(){var t=r("ZQux");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},n7wK:function(e){e.exports=function(e){return{keywords:{keyword:"namespace const typedef struct enum service exception void oneway set list map required optional",built_in:"bool byte i16 i32 i64 double string binary",literal:"true false"},contains:[e.QUOTE_STRING_MODE,e.NUMBER_MODE,e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"class",beginKeywords:"struct enum service exception",end:/\{/,illegal:/\n/,contains:[e.inherit(e.TITLE_MODE,{starts:{endsWithParent:!0,excludeEnd:!0}})]},{begin:"\\b(set|list|map)\\s*<",end:">",keywords:"bool byte i16 i32 i64 double string binary",contains:["self"]}]}}},nYO0:function(e){e.exports=function(e){return{keywords:{keyword:"char uchar unichar int uint long ulong short ushort int8 int16 int32 int64 uint8 uint16 uint32 uint64 float double bool struct enum string void weak unowned owned async signal static abstract interface override virtual delegate if while do for foreach else switch case break default return try catch public private protected internal using new this get set const stdout stdin stderr var",built_in:"DBus GLib CCode Gee Object Gtk Posix",literal:"false true null"},contains:[{className:"class",beginKeywords:"class interface namespace",end:"{",excludeEnd:!0,illegal:"[^,:\\n\\s\\.]",contains:[e.UNDERSCORE_TITLE_MODE]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"string",begin:'"""',end:'"""',relevance:5},e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,{className:"meta",begin:"^#",end:"$",relevance:2}]}}},o6rk:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#fdf6e3",color:"#657b83"},"hljs-comment":{color:"#93a1a1"},"hljs-quote":{color:"#93a1a1"},"hljs-keyword":{color:"#859900"},"hljs-selector-tag":{color:"#859900"},"hljs-addition":{color:"#859900"},"hljs-number":{color:"#2aa198"},"hljs-string":{color:"#2aa198"},"hljs-meta .hljs-meta-string":{color:"#2aa198"},"hljs-literal":{color:"#2aa198"},"hljs-doctag":{color:"#2aa198"},"hljs-regexp":{color:"#2aa198"},"hljs-title":{color:"#268bd2"},"hljs-section":{color:"#268bd2"},"hljs-name":{color:"#268bd2"},"hljs-selector-id":{color:"#268bd2"},"hljs-selector-class":{color:"#268bd2"},"hljs-attribute":{color:"#b58900"},"hljs-attr":{color:"#b58900"},"hljs-variable":{color:"#b58900"},"hljs-template-variable":{color:"#b58900"},"hljs-class .hljs-title":{color:"#b58900"},"hljs-type":{color:"#b58900"},"hljs-symbol":{color:"#cb4b16"},"hljs-bullet":{color:"#cb4b16"},"hljs-subst":{color:"#cb4b16"},"hljs-meta":{color:"#cb4b16"},"hljs-meta .hljs-keyword":{color:"#cb4b16"},"hljs-selector-attr":{color:"#cb4b16"},"hljs-selector-pseudo":{color:"#cb4b16"},"hljs-link":{color:"#cb4b16"},"hljs-built_in":{color:"#dc322f"},"hljs-deletion":{color:"#dc322f"},"hljs-formula":{background:"#eee8d5"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},oELs:function(e){e.exports=function(){return{subLanguage:"xml",contains:[{className:"meta",begin:"^__(END|DATA)__$"},{begin:"^\\s*%{1,2}={0,2}",end:"$",subLanguage:"perl"},{begin:"<%{1,2}={0,2}",end:"={0,1}%>",subLanguage:"perl",excludeBegin:!0,excludeEnd:!0}]}}},oFdW:function(e){e.exports=function(){return{contains:[{className:"comment",begin:/\$noop\(/,end:/\)/,contains:[{begin:/\(/,end:/\)/,contains:["self",{begin:/\\./}]}],relevance:10},{className:"keyword",begin:/\$(?!noop)[a-zA-Z][_a-zA-Z0-9]*/,end:/\(/,excludeEnd:!0},{className:"variable",begin:/%[_a-zA-Z0-9:]*/,end:"%"},{className:"symbol",begin:/\\./}]}}},ojqu:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(13).then(function(){var t=r("N2ov");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},p5dA:function(e){e.exports=function(e){return{aliases:["gml","GML"],case_insensitive:!1,keywords:{keywords:"begin end if then else while do for break continue with until repeat exit and or xor not return mod div switch case default var globalvar enum #macro #region #endregion",built_in:"is_real is_string is_array is_undefined is_int32 is_int64 is_ptr is_vec3 is_vec4 is_matrix is_bool typeof variable_global_exists variable_global_get variable_global_set variable_instance_exists variable_instance_get variable_instance_set variable_instance_get_names array_length_1d array_length_2d array_height_2d array_equals array_create array_copy random random_range irandom irandom_range random_set_seed random_get_seed randomize randomise choose abs round floor ceil sign frac sqrt sqr exp ln log2 log10 sin cos tan arcsin arccos arctan arctan2 dsin dcos dtan darcsin darccos darctan darctan2 degtorad radtodeg power logn min max mean median clamp lerp dot_product dot_product_3d dot_product_normalised dot_product_3d_normalised dot_product_normalized dot_product_3d_normalized math_set_epsilon math_get_epsilon angle_difference point_distance_3d point_distance point_direction lengthdir_x lengthdir_y real string int64 ptr string_format chr ansi_char ord string_length string_byte_length string_pos string_copy string_char_at string_ord_at string_byte_at string_set_byte_at string_delete string_insert string_lower string_upper string_repeat string_letters string_digits string_lettersdigits string_replace string_replace_all string_count string_hash_to_newline clipboard_has_text clipboard_set_text clipboard_get_text date_current_datetime date_create_datetime date_valid_datetime date_inc_year date_inc_month date_inc_week date_inc_day date_inc_hour date_inc_minute date_inc_second date_get_year date_get_month date_get_week date_get_day date_get_hour date_get_minute date_get_second date_get_weekday date_get_day_of_year date_get_hour_of_year date_get_minute_of_year date_get_second_of_year date_year_span date_month_span date_week_span date_day_span date_hour_span date_minute_span date_second_span date_compare_datetime date_compare_date date_compare_time date_date_of date_time_of date_datetime_string date_date_string date_time_string date_days_in_month date_days_in_year date_leap_year date_is_today date_set_timezone date_get_timezone game_set_speed game_get_speed motion_set motion_add place_free place_empty place_meeting place_snapped move_random move_snap move_towards_point move_contact_solid move_contact_all move_outside_solid move_outside_all move_bounce_solid move_bounce_all move_wrap distance_to_point distance_to_object position_empty position_meeting path_start path_end mp_linear_step mp_potential_step mp_linear_step_object mp_potential_step_object mp_potential_settings mp_linear_path mp_potential_path mp_linear_path_object mp_potential_path_object mp_grid_create mp_grid_destroy mp_grid_clear_all mp_grid_clear_cell mp_grid_clear_rectangle mp_grid_add_cell mp_grid_get_cell mp_grid_add_rectangle mp_grid_add_instances mp_grid_path mp_grid_draw mp_grid_to_ds_grid collision_point collision_rectangle collision_circle collision_ellipse collision_line collision_point_list collision_rectangle_list collision_circle_list collision_ellipse_list collision_line_list instance_position_list instance_place_list point_in_rectangle point_in_triangle point_in_circle rectangle_in_rectangle rectangle_in_triangle rectangle_in_circle instance_find instance_exists instance_number instance_position instance_nearest instance_furthest instance_place instance_create_depth instance_create_layer instance_copy instance_change instance_destroy position_destroy position_change instance_id_get instance_deactivate_all instance_deactivate_object instance_deactivate_region instance_activate_all instance_activate_object instance_activate_region room_goto room_goto_previous room_goto_next room_previous room_next room_restart game_end game_restart game_load game_save game_save_buffer game_load_buffer event_perform event_user event_perform_object event_inherited show_debug_message show_debug_overlay debug_event debug_get_callstack alarm_get alarm_set font_texture_page_size keyboard_set_map keyboard_get_map keyboard_unset_map keyboard_check keyboard_check_pressed keyboard_check_released keyboard_check_direct keyboard_get_numlock keyboard_set_numlock keyboard_key_press keyboard_key_release keyboard_clear io_clear mouse_check_button mouse_check_button_pressed mouse_check_button_released mouse_wheel_up mouse_wheel_down mouse_clear draw_self draw_sprite draw_sprite_pos draw_sprite_ext draw_sprite_stretched draw_sprite_stretched_ext draw_sprite_tiled draw_sprite_tiled_ext draw_sprite_part draw_sprite_part_ext draw_sprite_general draw_clear draw_clear_alpha draw_point draw_line draw_line_width draw_rectangle draw_roundrect draw_roundrect_ext draw_triangle draw_circle draw_ellipse draw_set_circle_precision draw_arrow draw_button draw_path draw_healthbar draw_getpixel draw_getpixel_ext draw_set_colour draw_set_color draw_set_alpha draw_get_colour draw_get_color draw_get_alpha merge_colour make_colour_rgb make_colour_hsv colour_get_red colour_get_green colour_get_blue colour_get_hue colour_get_saturation colour_get_value merge_color make_color_rgb make_color_hsv color_get_red color_get_green color_get_blue color_get_hue color_get_saturation color_get_value merge_color screen_save screen_save_part draw_set_font draw_set_halign draw_set_valign draw_text draw_text_ext string_width string_height string_width_ext string_height_ext draw_text_transformed draw_text_ext_transformed draw_text_colour draw_text_ext_colour draw_text_transformed_colour draw_text_ext_transformed_colour draw_text_color draw_text_ext_color draw_text_transformed_color draw_text_ext_transformed_color draw_point_colour draw_line_colour draw_line_width_colour draw_rectangle_colour draw_roundrect_colour draw_roundrect_colour_ext draw_triangle_colour draw_circle_colour draw_ellipse_colour draw_point_color draw_line_color draw_line_width_color draw_rectangle_color draw_roundrect_color draw_roundrect_color_ext draw_triangle_color draw_circle_color draw_ellipse_color draw_primitive_begin draw_vertex draw_vertex_colour draw_vertex_color draw_primitive_end sprite_get_uvs font_get_uvs sprite_get_texture font_get_texture texture_get_width texture_get_height texture_get_uvs draw_primitive_begin_texture draw_vertex_texture draw_vertex_texture_colour draw_vertex_texture_color texture_global_scale surface_create surface_create_ext surface_resize surface_free surface_exists surface_get_width surface_get_height surface_get_texture surface_set_target surface_set_target_ext surface_reset_target surface_depth_disable surface_get_depth_disable draw_surface draw_surface_stretched draw_surface_tiled draw_surface_part draw_surface_ext draw_surface_stretched_ext draw_surface_tiled_ext draw_surface_part_ext draw_surface_general surface_getpixel surface_getpixel_ext surface_save surface_save_part surface_copy surface_copy_part application_surface_draw_enable application_get_position application_surface_enable application_surface_is_enabled display_get_width display_get_height display_get_orientation display_get_gui_width display_get_gui_height display_reset display_mouse_get_x display_mouse_get_y display_mouse_set display_set_ui_visibility window_set_fullscreen window_get_fullscreen window_set_caption window_set_min_width window_set_max_width window_set_min_height window_set_max_height window_get_visible_rects window_get_caption window_set_cursor window_get_cursor window_set_colour window_get_colour window_set_color window_get_color window_set_position window_set_size window_set_rectangle window_center window_get_x window_get_y window_get_width window_get_height window_mouse_get_x window_mouse_get_y window_mouse_set window_view_mouse_get_x window_view_mouse_get_y window_views_mouse_get_x window_views_mouse_get_y audio_listener_position audio_listener_velocity audio_listener_orientation audio_emitter_position audio_emitter_create audio_emitter_free audio_emitter_exists audio_emitter_pitch audio_emitter_velocity audio_emitter_falloff audio_emitter_gain audio_play_sound audio_play_sound_on audio_play_sound_at audio_stop_sound audio_resume_music audio_music_is_playing audio_resume_sound audio_pause_sound audio_pause_music audio_channel_num audio_sound_length audio_get_type audio_falloff_set_model audio_play_music audio_stop_music audio_master_gain audio_music_gain audio_sound_gain audio_sound_pitch audio_stop_all audio_resume_all audio_pause_all audio_is_playing audio_is_paused audio_exists audio_sound_set_track_position audio_sound_get_track_position audio_emitter_get_gain audio_emitter_get_pitch audio_emitter_get_x audio_emitter_get_y audio_emitter_get_z audio_emitter_get_vx audio_emitter_get_vy audio_emitter_get_vz audio_listener_set_position audio_listener_set_velocity audio_listener_set_orientation audio_listener_get_data audio_set_master_gain audio_get_master_gain audio_sound_get_gain audio_sound_get_pitch audio_get_name audio_sound_set_track_position audio_sound_get_track_position audio_create_stream audio_destroy_stream audio_create_sync_group audio_destroy_sync_group audio_play_in_sync_group audio_start_sync_group audio_stop_sync_group audio_pause_sync_group audio_resume_sync_group audio_sync_group_get_track_pos audio_sync_group_debug audio_sync_group_is_playing audio_debug audio_group_load audio_group_unload audio_group_is_loaded audio_group_load_progress audio_group_name audio_group_stop_all audio_group_set_gain audio_create_buffer_sound audio_free_buffer_sound audio_create_play_queue audio_free_play_queue audio_queue_sound audio_get_recorder_count audio_get_recorder_info audio_start_recording audio_stop_recording audio_sound_get_listener_mask audio_emitter_get_listener_mask audio_get_listener_mask audio_sound_set_listener_mask audio_emitter_set_listener_mask audio_set_listener_mask audio_get_listener_count audio_get_listener_info audio_system show_message show_message_async clickable_add clickable_add_ext clickable_change clickable_change_ext clickable_delete clickable_exists clickable_set_style show_question show_question_async get_integer get_string get_integer_async get_string_async get_login_async get_open_filename get_save_filename get_open_filename_ext get_save_filename_ext show_error highscore_clear highscore_add highscore_value highscore_name draw_highscore sprite_exists sprite_get_name sprite_get_number sprite_get_width sprite_get_height sprite_get_xoffset sprite_get_yoffset sprite_get_bbox_left sprite_get_bbox_right sprite_get_bbox_top sprite_get_bbox_bottom sprite_save sprite_save_strip sprite_set_cache_size sprite_set_cache_size_ext sprite_get_tpe sprite_prefetch sprite_prefetch_multi sprite_flush sprite_flush_multi sprite_set_speed sprite_get_speed_type sprite_get_speed font_exists font_get_name font_get_fontname font_get_bold font_get_italic font_get_first font_get_last font_get_size font_set_cache_size path_exists path_get_name path_get_length path_get_time path_get_kind path_get_closed path_get_precision path_get_number path_get_point_x path_get_point_y path_get_point_speed path_get_x path_get_y path_get_speed script_exists script_get_name timeline_add timeline_delete timeline_clear timeline_exists timeline_get_name timeline_moment_clear timeline_moment_add_script timeline_size timeline_max_moment object_exists object_get_name object_get_sprite object_get_solid object_get_visible object_get_persistent object_get_mask object_get_parent object_get_physics object_is_ancestor room_exists room_get_name sprite_set_offset sprite_duplicate sprite_assign sprite_merge sprite_add sprite_replace sprite_create_from_surface sprite_add_from_surface sprite_delete sprite_set_alpha_from_sprite sprite_collision_mask font_add_enable_aa font_add_get_enable_aa font_add font_add_sprite font_add_sprite_ext font_replace font_replace_sprite font_replace_sprite_ext font_delete path_set_kind path_set_closed path_set_precision path_add path_assign path_duplicate path_append path_delete path_add_point path_insert_point path_change_point path_delete_point path_clear_points path_reverse path_mirror path_flip path_rotate path_rescale path_shift script_execute object_set_sprite object_set_solid object_set_visible object_set_persistent object_set_mask room_set_width room_set_height room_set_persistent room_set_background_colour room_set_background_color room_set_view room_set_viewport room_get_viewport room_set_view_enabled room_add room_duplicate room_assign room_instance_add room_instance_clear room_get_camera room_set_camera asset_get_index asset_get_type file_text_open_from_string file_text_open_read file_text_open_write file_text_open_append file_text_close file_text_write_string file_text_write_real file_text_writeln file_text_read_string file_text_read_real file_text_readln file_text_eof file_text_eoln file_exists file_delete file_rename file_copy directory_exists directory_create directory_destroy file_find_first file_find_next file_find_close file_attributes filename_name filename_path filename_dir filename_drive filename_ext filename_change_ext file_bin_open file_bin_rewrite file_bin_close file_bin_position file_bin_size file_bin_seek file_bin_write_byte file_bin_read_byte parameter_count parameter_string environment_get_variable ini_open_from_string ini_open ini_close ini_read_string ini_read_real ini_write_string ini_write_real ini_key_exists ini_section_exists ini_key_delete ini_section_delete ds_set_precision ds_exists ds_stack_create ds_stack_destroy ds_stack_clear ds_stack_copy ds_stack_size ds_stack_empty ds_stack_push ds_stack_pop ds_stack_top ds_stack_write ds_stack_read ds_queue_create ds_queue_destroy ds_queue_clear ds_queue_copy ds_queue_size ds_queue_empty ds_queue_enqueue ds_queue_dequeue ds_queue_head ds_queue_tail ds_queue_write ds_queue_read ds_list_create ds_list_destroy ds_list_clear ds_list_copy ds_list_size ds_list_empty ds_list_add ds_list_insert ds_list_replace ds_list_delete ds_list_find_index ds_list_find_value ds_list_mark_as_list ds_list_mark_as_map ds_list_sort ds_list_shuffle ds_list_write ds_list_read ds_list_set ds_map_create ds_map_destroy ds_map_clear ds_map_copy ds_map_size ds_map_empty ds_map_add ds_map_add_list ds_map_add_map ds_map_replace ds_map_replace_map ds_map_replace_list ds_map_delete ds_map_exists ds_map_find_value ds_map_find_previous ds_map_find_next ds_map_find_first ds_map_find_last ds_map_write ds_map_read ds_map_secure_save ds_map_secure_load ds_map_secure_load_buffer ds_map_secure_save_buffer ds_map_set ds_priority_create ds_priority_destroy ds_priority_clear ds_priority_copy ds_priority_size ds_priority_empty ds_priority_add ds_priority_change_priority ds_priority_find_priority ds_priority_delete_value ds_priority_delete_min ds_priority_find_min ds_priority_delete_max ds_priority_find_max ds_priority_write ds_priority_read ds_grid_create ds_grid_destroy ds_grid_copy ds_grid_resize ds_grid_width ds_grid_height ds_grid_clear ds_grid_set ds_grid_add ds_grid_multiply ds_grid_set_region ds_grid_add_region ds_grid_multiply_region ds_grid_set_disk ds_grid_add_disk ds_grid_multiply_disk ds_grid_set_grid_region ds_grid_add_grid_region ds_grid_multiply_grid_region ds_grid_get ds_grid_get_sum ds_grid_get_max ds_grid_get_min ds_grid_get_mean ds_grid_get_disk_sum ds_grid_get_disk_min ds_grid_get_disk_max ds_grid_get_disk_mean ds_grid_value_exists ds_grid_value_x ds_grid_value_y ds_grid_value_disk_exists ds_grid_value_disk_x ds_grid_value_disk_y ds_grid_shuffle ds_grid_write ds_grid_read ds_grid_sort ds_grid_set ds_grid_get effect_create_below effect_create_above effect_clear part_type_create part_type_destroy part_type_exists part_type_clear part_type_shape part_type_sprite part_type_size part_type_scale part_type_orientation part_type_life part_type_step part_type_death part_type_speed part_type_direction part_type_gravity part_type_colour1 part_type_colour2 part_type_colour3 part_type_colour_mix part_type_colour_rgb part_type_colour_hsv part_type_color1 part_type_color2 part_type_color3 part_type_color_mix part_type_color_rgb part_type_color_hsv part_type_alpha1 part_type_alpha2 part_type_alpha3 part_type_blend part_system_create part_system_create_layer part_system_destroy part_system_exists part_system_clear part_system_draw_order part_system_depth part_system_position part_system_automatic_update part_system_automatic_draw part_system_update part_system_drawit part_system_get_layer part_system_layer part_particles_create part_particles_create_colour part_particles_create_color part_particles_clear part_particles_count part_emitter_create part_emitter_destroy part_emitter_destroy_all part_emitter_exists part_emitter_clear part_emitter_region part_emitter_burst part_emitter_stream external_call external_define external_free window_handle window_device matrix_get matrix_set matrix_build_identity matrix_build matrix_build_lookat matrix_build_projection_ortho matrix_build_projection_perspective matrix_build_projection_perspective_fov matrix_multiply matrix_transform_vertex matrix_stack_push matrix_stack_pop matrix_stack_multiply matrix_stack_set matrix_stack_clear matrix_stack_top matrix_stack_is_empty browser_input_capture os_get_config os_get_info os_get_language os_get_region os_lock_orientation display_get_dpi_x display_get_dpi_y display_set_gui_size display_set_gui_maximise display_set_gui_maximize device_mouse_dbclick_enable display_set_timing_method display_get_timing_method display_set_sleep_margin display_get_sleep_margin virtual_key_add virtual_key_hide virtual_key_delete virtual_key_show draw_enable_drawevent draw_enable_swf_aa draw_set_swf_aa_level draw_get_swf_aa_level draw_texture_flush draw_flush gpu_set_blendenable gpu_set_ztestenable gpu_set_zfunc gpu_set_zwriteenable gpu_set_lightingenable gpu_set_fog gpu_set_cullmode gpu_set_blendmode gpu_set_blendmode_ext gpu_set_blendmode_ext_sepalpha gpu_set_colorwriteenable gpu_set_colourwriteenable gpu_set_alphatestenable gpu_set_alphatestref gpu_set_alphatestfunc gpu_set_texfilter gpu_set_texfilter_ext gpu_set_texrepeat gpu_set_texrepeat_ext gpu_set_tex_filter gpu_set_tex_filter_ext gpu_set_tex_repeat gpu_set_tex_repeat_ext gpu_set_tex_mip_filter gpu_set_tex_mip_filter_ext gpu_set_tex_mip_bias gpu_set_tex_mip_bias_ext gpu_set_tex_min_mip gpu_set_tex_min_mip_ext gpu_set_tex_max_mip gpu_set_tex_max_mip_ext gpu_set_tex_max_aniso gpu_set_tex_max_aniso_ext gpu_set_tex_mip_enable gpu_set_tex_mip_enable_ext gpu_get_blendenable gpu_get_ztestenable gpu_get_zfunc gpu_get_zwriteenable gpu_get_lightingenable gpu_get_fog gpu_get_cullmode gpu_get_blendmode gpu_get_blendmode_ext gpu_get_blendmode_ext_sepalpha gpu_get_blendmode_src gpu_get_blendmode_dest gpu_get_blendmode_srcalpha gpu_get_blendmode_destalpha gpu_get_colorwriteenable gpu_get_colourwriteenable gpu_get_alphatestenable gpu_get_alphatestref gpu_get_alphatestfunc gpu_get_texfilter gpu_get_texfilter_ext gpu_get_texrepeat gpu_get_texrepeat_ext gpu_get_tex_filter gpu_get_tex_filter_ext gpu_get_tex_repeat gpu_get_tex_repeat_ext gpu_get_tex_mip_filter gpu_get_tex_mip_filter_ext gpu_get_tex_mip_bias gpu_get_tex_mip_bias_ext gpu_get_tex_min_mip gpu_get_tex_min_mip_ext gpu_get_tex_max_mip gpu_get_tex_max_mip_ext gpu_get_tex_max_aniso gpu_get_tex_max_aniso_ext gpu_get_tex_mip_enable gpu_get_tex_mip_enable_ext gpu_push_state gpu_pop_state gpu_get_state gpu_set_state draw_light_define_ambient draw_light_define_direction draw_light_define_point draw_light_enable draw_set_lighting draw_light_get_ambient draw_light_get draw_get_lighting shop_leave_rating url_get_domain url_open url_open_ext url_open_full get_timer achievement_login achievement_logout achievement_post achievement_increment achievement_post_score achievement_available achievement_show_achievements achievement_show_leaderboards achievement_load_friends achievement_load_leaderboard achievement_send_challenge achievement_load_progress achievement_reset achievement_login_status achievement_get_pic achievement_show_challenge_notifications achievement_get_challenges achievement_event achievement_show achievement_get_info cloud_file_save cloud_string_save cloud_synchronise ads_enable ads_disable ads_setup ads_engagement_launch ads_engagement_available ads_engagement_active ads_event ads_event_preload ads_set_reward_callback ads_get_display_height ads_get_display_width ads_move ads_interstitial_available ads_interstitial_display device_get_tilt_x device_get_tilt_y device_get_tilt_z device_is_keypad_open device_mouse_check_button device_mouse_check_button_pressed device_mouse_check_button_released device_mouse_x device_mouse_y device_mouse_raw_x device_mouse_raw_y device_mouse_x_to_gui device_mouse_y_to_gui iap_activate iap_status iap_enumerate_products iap_restore_all iap_acquire iap_consume iap_product_details iap_purchase_details facebook_init facebook_login facebook_status facebook_graph_request facebook_dialog facebook_logout facebook_launch_offerwall facebook_post_message facebook_send_invite facebook_user_id facebook_accesstoken facebook_check_permission facebook_request_read_permissions facebook_request_publish_permissions gamepad_is_supported gamepad_get_device_count gamepad_is_connected gamepad_get_description gamepad_get_button_threshold gamepad_set_button_threshold gamepad_get_axis_deadzone gamepad_set_axis_deadzone gamepad_button_count gamepad_button_check gamepad_button_check_pressed gamepad_button_check_released gamepad_button_value gamepad_axis_count gamepad_axis_value gamepad_set_vibration gamepad_set_colour gamepad_set_color os_is_paused window_has_focus code_is_compiled http_get http_get_file http_post_string http_request json_encode json_decode zip_unzip load_csv base64_encode base64_decode md5_string_unicode md5_string_utf8 md5_file os_is_network_connected sha1_string_unicode sha1_string_utf8 sha1_file os_powersave_enable analytics_event analytics_event_ext win8_livetile_tile_notification win8_livetile_tile_clear win8_livetile_badge_notification win8_livetile_badge_clear win8_livetile_queue_enable win8_secondarytile_pin win8_secondarytile_badge_notification win8_secondarytile_delete win8_livetile_notification_begin win8_livetile_notification_secondary_begin win8_livetile_notification_expiry win8_livetile_notification_tag win8_livetile_notification_text_add win8_livetile_notification_image_add win8_livetile_notification_end win8_appbar_enable win8_appbar_add_element win8_appbar_remove_element win8_settingscharm_add_entry win8_settingscharm_add_html_entry win8_settingscharm_add_xaml_entry win8_settingscharm_set_xaml_property win8_settingscharm_get_xaml_property win8_settingscharm_remove_entry win8_share_image win8_share_screenshot win8_share_file win8_share_url win8_share_text win8_search_enable win8_search_disable win8_search_add_suggestions win8_device_touchscreen_available win8_license_initialize_sandbox win8_license_trial_version winphone_license_trial_version winphone_tile_title winphone_tile_count winphone_tile_back_title winphone_tile_back_content winphone_tile_back_content_wide winphone_tile_front_image winphone_tile_front_image_small winphone_tile_front_image_wide winphone_tile_back_image winphone_tile_back_image_wide winphone_tile_background_colour winphone_tile_background_color winphone_tile_icon_image winphone_tile_small_icon_image winphone_tile_wide_content winphone_tile_cycle_images winphone_tile_small_background_image physics_world_create physics_world_gravity physics_world_update_speed physics_world_update_iterations physics_world_draw_debug physics_pause_enable physics_fixture_create physics_fixture_set_kinematic physics_fixture_set_density physics_fixture_set_awake physics_fixture_set_restitution physics_fixture_set_friction physics_fixture_set_collision_group physics_fixture_set_sensor physics_fixture_set_linear_damping physics_fixture_set_angular_damping physics_fixture_set_circle_shape physics_fixture_set_box_shape physics_fixture_set_edge_shape physics_fixture_set_polygon_shape physics_fixture_set_chain_shape physics_fixture_add_point physics_fixture_bind physics_fixture_bind_ext physics_fixture_delete physics_apply_force physics_apply_impulse physics_apply_angular_impulse physics_apply_local_force physics_apply_local_impulse physics_apply_torque physics_mass_properties physics_draw_debug physics_test_overlap physics_remove_fixture physics_set_friction physics_set_density physics_set_restitution physics_get_friction physics_get_density physics_get_restitution physics_joint_distance_create physics_joint_rope_create physics_joint_revolute_create physics_joint_prismatic_create physics_joint_pulley_create physics_joint_wheel_create physics_joint_weld_create physics_joint_friction_create physics_joint_gear_create physics_joint_enable_motor physics_joint_get_value physics_joint_set_value physics_joint_delete physics_particle_create physics_particle_delete physics_particle_delete_region_circle physics_particle_delete_region_box physics_particle_delete_region_poly physics_particle_set_flags physics_particle_set_category_flags physics_particle_draw physics_particle_draw_ext physics_particle_count physics_particle_get_data physics_particle_get_data_particle physics_particle_group_begin physics_particle_group_circle physics_particle_group_box physics_particle_group_polygon physics_particle_group_add_point physics_particle_group_end physics_particle_group_join physics_particle_group_delete physics_particle_group_count physics_particle_group_get_data physics_particle_group_get_mass physics_particle_group_get_inertia physics_particle_group_get_centre_x physics_particle_group_get_centre_y physics_particle_group_get_vel_x physics_particle_group_get_vel_y physics_particle_group_get_ang_vel physics_particle_group_get_x physics_particle_group_get_y physics_particle_group_get_angle physics_particle_set_group_flags physics_particle_get_group_flags physics_particle_get_max_count physics_particle_get_radius physics_particle_get_density physics_particle_get_damping physics_particle_get_gravity_scale physics_particle_set_max_count physics_particle_set_radius physics_particle_set_density physics_particle_set_damping physics_particle_set_gravity_scale network_create_socket network_create_socket_ext network_create_server network_create_server_raw network_connect network_connect_raw network_send_packet network_send_raw network_send_broadcast network_send_udp network_send_udp_raw network_set_timeout network_set_config network_resolve network_destroy buffer_create buffer_write buffer_read buffer_seek buffer_get_surface buffer_set_surface buffer_delete buffer_exists buffer_get_type buffer_get_alignment buffer_poke buffer_peek buffer_save buffer_save_ext buffer_load buffer_load_ext buffer_load_partial buffer_copy buffer_fill buffer_get_size buffer_tell buffer_resize buffer_md5 buffer_sha1 buffer_base64_encode buffer_base64_decode buffer_base64_decode_ext buffer_sizeof buffer_get_address buffer_create_from_vertex_buffer buffer_create_from_vertex_buffer_ext buffer_copy_from_vertex_buffer buffer_async_group_begin buffer_async_group_option buffer_async_group_end buffer_load_async buffer_save_async gml_release_mode gml_pragma steam_activate_overlay steam_is_overlay_enabled steam_is_overlay_activated steam_get_persona_name steam_initialised steam_is_cloud_enabled_for_app steam_is_cloud_enabled_for_account steam_file_persisted steam_get_quota_total steam_get_quota_free steam_file_write steam_file_write_file steam_file_read steam_file_delete steam_file_exists steam_file_size steam_file_share steam_is_screenshot_requested steam_send_screenshot steam_is_user_logged_on steam_get_user_steam_id steam_user_owns_dlc steam_user_installed_dlc steam_set_achievement steam_get_achievement steam_clear_achievement steam_set_stat_int steam_set_stat_float steam_set_stat_avg_rate steam_get_stat_int steam_get_stat_float steam_get_stat_avg_rate steam_reset_all_stats steam_reset_all_stats_achievements steam_stats_ready steam_create_leaderboard steam_upload_score steam_upload_score_ext steam_download_scores_around_user steam_download_scores steam_download_friends_scores steam_upload_score_buffer steam_upload_score_buffer_ext steam_current_game_language steam_available_languages steam_activate_overlay_browser steam_activate_overlay_user steam_activate_overlay_store steam_get_user_persona_name steam_get_app_id steam_get_user_account_id steam_ugc_download steam_ugc_create_item steam_ugc_start_item_update steam_ugc_set_item_title steam_ugc_set_item_description steam_ugc_set_item_visibility steam_ugc_set_item_tags steam_ugc_set_item_content steam_ugc_set_item_preview steam_ugc_submit_item_update steam_ugc_get_item_update_progress steam_ugc_subscribe_item steam_ugc_unsubscribe_item steam_ugc_num_subscribed_items steam_ugc_get_subscribed_items steam_ugc_get_item_install_info steam_ugc_get_item_update_info steam_ugc_request_item_details steam_ugc_create_query_user steam_ugc_create_query_user_ex steam_ugc_create_query_all steam_ugc_create_query_all_ex steam_ugc_query_set_cloud_filename_filter steam_ugc_query_set_match_any_tag steam_ugc_query_set_search_text steam_ugc_query_set_ranked_by_trend_days steam_ugc_query_add_required_tag steam_ugc_query_add_excluded_tag steam_ugc_query_set_return_long_description steam_ugc_query_set_return_total_only steam_ugc_query_set_allow_cached_response steam_ugc_send_query shader_set shader_get_name shader_reset shader_current shader_is_compiled shader_get_sampler_index shader_get_uniform shader_set_uniform_i shader_set_uniform_i_array shader_set_uniform_f shader_set_uniform_f_array shader_set_uniform_matrix shader_set_uniform_matrix_array shader_enable_corner_id texture_set_stage texture_get_texel_width texture_get_texel_height shaders_are_supported vertex_format_begin vertex_format_end vertex_format_delete vertex_format_add_position vertex_format_add_position_3d vertex_format_add_colour vertex_format_add_color vertex_format_add_normal vertex_format_add_texcoord vertex_format_add_textcoord vertex_format_add_custom vertex_create_buffer vertex_create_buffer_ext vertex_delete_buffer vertex_begin vertex_end vertex_position vertex_position_3d vertex_colour vertex_color vertex_argb vertex_texcoord vertex_normal vertex_float1 vertex_float2 vertex_float3 vertex_float4 vertex_ubyte4 vertex_submit vertex_freeze vertex_get_number vertex_get_buffer_size vertex_create_buffer_from_buffer vertex_create_buffer_from_buffer_ext push_local_notification push_get_first_local_notification push_get_next_local_notification push_cancel_local_notification skeleton_animation_set skeleton_animation_get skeleton_animation_mix skeleton_animation_set_ext skeleton_animation_get_ext skeleton_animation_get_duration skeleton_animation_get_frames skeleton_animation_clear skeleton_skin_set skeleton_skin_get skeleton_attachment_set skeleton_attachment_get skeleton_attachment_create skeleton_collision_draw_set skeleton_bone_data_get skeleton_bone_data_set skeleton_bone_state_get skeleton_bone_state_set skeleton_get_minmax skeleton_get_num_bounds skeleton_get_bounds skeleton_animation_get_frame skeleton_animation_set_frame draw_skeleton draw_skeleton_time draw_skeleton_instance draw_skeleton_collision skeleton_animation_list skeleton_skin_list skeleton_slot_data layer_get_id layer_get_id_at_depth layer_get_depth layer_create layer_destroy layer_destroy_instances layer_add_instance layer_has_instance layer_set_visible layer_get_visible layer_exists layer_x layer_y layer_get_x layer_get_y layer_hspeed layer_vspeed layer_get_hspeed layer_get_vspeed layer_script_begin layer_script_end layer_shader layer_get_script_begin layer_get_script_end layer_get_shader layer_set_target_room layer_get_target_room layer_reset_target_room layer_get_all layer_get_all_elements layer_get_name layer_depth layer_get_element_layer layer_get_element_type layer_element_move layer_force_draw_depth layer_is_draw_depth_forced layer_get_forced_depth layer_background_get_id layer_background_exists layer_background_create layer_background_destroy layer_background_visible layer_background_change layer_background_sprite layer_background_htiled layer_background_vtiled layer_background_stretch layer_background_yscale layer_background_xscale layer_background_blend layer_background_alpha layer_background_index layer_background_speed layer_background_get_visible layer_background_get_sprite layer_background_get_htiled layer_background_get_vtiled layer_background_get_stretch layer_background_get_yscale layer_background_get_xscale layer_background_get_blend layer_background_get_alpha layer_background_get_index layer_background_get_speed layer_sprite_get_id layer_sprite_exists layer_sprite_create layer_sprite_destroy layer_sprite_change layer_sprite_index layer_sprite_speed layer_sprite_xscale layer_sprite_yscale layer_sprite_angle layer_sprite_blend layer_sprite_alpha layer_sprite_x layer_sprite_y layer_sprite_get_sprite layer_sprite_get_index layer_sprite_get_speed layer_sprite_get_xscale layer_sprite_get_yscale layer_sprite_get_angle layer_sprite_get_blend layer_sprite_get_alpha layer_sprite_get_x layer_sprite_get_y layer_tilemap_get_id layer_tilemap_exists layer_tilemap_create layer_tilemap_destroy tilemap_tileset tilemap_x tilemap_y tilemap_set tilemap_set_at_pixel tilemap_get_tileset tilemap_get_tile_width tilemap_get_tile_height tilemap_get_width tilemap_get_height tilemap_get_x tilemap_get_y tilemap_get tilemap_get_at_pixel tilemap_get_cell_x_at_pixel tilemap_get_cell_y_at_pixel tilemap_clear draw_tilemap draw_tile tilemap_set_global_mask tilemap_get_global_mask tilemap_set_mask tilemap_get_mask tilemap_get_frame tile_set_empty tile_set_index tile_set_flip tile_set_mirror tile_set_rotate tile_get_empty tile_get_index tile_get_flip tile_get_mirror tile_get_rotate layer_tile_exists layer_tile_create layer_tile_destroy layer_tile_change layer_tile_xscale layer_tile_yscale layer_tile_blend layer_tile_alpha layer_tile_x layer_tile_y layer_tile_region layer_tile_visible layer_tile_get_sprite layer_tile_get_xscale layer_tile_get_yscale layer_tile_get_blend layer_tile_get_alpha layer_tile_get_x layer_tile_get_y layer_tile_get_region layer_tile_get_visible layer_instance_get_instance instance_activate_layer instance_deactivate_layer camera_create camera_create_view camera_destroy camera_apply camera_get_active camera_get_default camera_set_default camera_set_view_mat camera_set_proj_mat camera_set_update_script camera_set_begin_script camera_set_end_script camera_set_view_pos camera_set_view_size camera_set_view_speed camera_set_view_border camera_set_view_angle camera_set_view_target camera_get_view_mat camera_get_proj_mat camera_get_update_script camera_get_begin_script camera_get_end_script camera_get_view_x camera_get_view_y camera_get_view_width camera_get_view_height camera_get_view_speed_x camera_get_view_speed_y camera_get_view_border_x camera_get_view_border_y camera_get_view_angle camera_get_view_target view_get_camera view_get_visible view_get_xport view_get_yport view_get_wport view_get_hport view_get_surface_id view_set_camera view_set_visible view_set_xport view_set_yport view_set_wport view_set_hport view_set_surface_id gesture_drag_time gesture_drag_distance gesture_flick_speed gesture_double_tap_time gesture_double_tap_distance gesture_pinch_distance gesture_pinch_angle_towards gesture_pinch_angle_away gesture_rotate_time gesture_rotate_angle gesture_tap_count gesture_get_drag_time gesture_get_drag_distance gesture_get_flick_speed gesture_get_double_tap_time gesture_get_double_tap_distance gesture_get_pinch_distance gesture_get_pinch_angle_towards gesture_get_pinch_angle_away gesture_get_rotate_time gesture_get_rotate_angle gesture_get_tap_count keyboard_virtual_show keyboard_virtual_hide keyboard_virtual_status keyboard_virtual_height",literal:"self other all noone global local undefined pointer_invalid pointer_null path_action_stop path_action_restart path_action_continue path_action_reverse true false pi GM_build_date GM_version GM_runtime_version timezone_local timezone_utc gamespeed_fps gamespeed_microseconds ev_create ev_destroy ev_step ev_alarm ev_keyboard ev_mouse ev_collision ev_other ev_draw ev_draw_begin ev_draw_end ev_draw_pre ev_draw_post ev_keypress ev_keyrelease ev_trigger ev_left_button ev_right_button ev_middle_button ev_no_button ev_left_press ev_right_press ev_middle_press ev_left_release ev_right_release ev_middle_release ev_mouse_enter ev_mouse_leave ev_mouse_wheel_up ev_mouse_wheel_down ev_global_left_button ev_global_right_button ev_global_middle_button ev_global_left_press ev_global_right_press ev_global_middle_press ev_global_left_release ev_global_right_release ev_global_middle_release ev_joystick1_left ev_joystick1_right ev_joystick1_up ev_joystick1_down ev_joystick1_button1 ev_joystick1_button2 ev_joystick1_button3 ev_joystick1_button4 ev_joystick1_button5 ev_joystick1_button6 ev_joystick1_button7 ev_joystick1_button8 ev_joystick2_left ev_joystick2_right ev_joystick2_up ev_joystick2_down ev_joystick2_button1 ev_joystick2_button2 ev_joystick2_button3 ev_joystick2_button4 ev_joystick2_button5 ev_joystick2_button6 ev_joystick2_button7 ev_joystick2_button8 ev_outside ev_boundary ev_game_start ev_game_end ev_room_start ev_room_end ev_no_more_lives ev_animation_end ev_end_of_path ev_no_more_health ev_close_button ev_user0 ev_user1 ev_user2 ev_user3 ev_user4 ev_user5 ev_user6 ev_user7 ev_user8 ev_user9 ev_user10 ev_user11 ev_user12 ev_user13 ev_user14 ev_user15 ev_step_normal ev_step_begin ev_step_end ev_gui ev_gui_begin ev_gui_end ev_cleanup ev_gesture ev_gesture_tap ev_gesture_double_tap ev_gesture_drag_start ev_gesture_dragging ev_gesture_drag_end ev_gesture_flick ev_gesture_pinch_start ev_gesture_pinch_in ev_gesture_pinch_out ev_gesture_pinch_end ev_gesture_rotate_start ev_gesture_rotating ev_gesture_rotate_end ev_global_gesture_tap ev_global_gesture_double_tap ev_global_gesture_drag_start ev_global_gesture_dragging ev_global_gesture_drag_end ev_global_gesture_flick ev_global_gesture_pinch_start ev_global_gesture_pinch_in ev_global_gesture_pinch_out ev_global_gesture_pinch_end ev_global_gesture_rotate_start ev_global_gesture_rotating ev_global_gesture_rotate_end vk_nokey vk_anykey vk_enter vk_return vk_shift vk_control vk_alt vk_escape vk_space vk_backspace vk_tab vk_pause vk_printscreen vk_left vk_right vk_up vk_down vk_home vk_end vk_delete vk_insert vk_pageup vk_pagedown vk_f1 vk_f2 vk_f3 vk_f4 vk_f5 vk_f6 vk_f7 vk_f8 vk_f9 vk_f10 vk_f11 vk_f12 vk_numpad0 vk_numpad1 vk_numpad2 vk_numpad3 vk_numpad4 vk_numpad5 vk_numpad6 vk_numpad7 vk_numpad8 vk_numpad9 vk_divide vk_multiply vk_subtract vk_add vk_decimal vk_lshift vk_lcontrol vk_lalt vk_rshift vk_rcontrol vk_ralt mb_any mb_none mb_left mb_right mb_middle c_aqua c_black c_blue c_dkgray c_fuchsia c_gray c_green c_lime c_ltgray c_maroon c_navy c_olive c_purple c_red c_silver c_teal c_white c_yellow c_orange fa_left fa_center fa_right fa_top fa_middle fa_bottom pr_pointlist pr_linelist pr_linestrip pr_trianglelist pr_trianglestrip pr_trianglefan bm_complex bm_normal bm_add bm_max bm_subtract bm_zero bm_one bm_src_colour bm_inv_src_colour bm_src_color bm_inv_src_color bm_src_alpha bm_inv_src_alpha bm_dest_alpha bm_inv_dest_alpha bm_dest_colour bm_inv_dest_colour bm_dest_color bm_inv_dest_color bm_src_alpha_sat tf_point tf_linear tf_anisotropic mip_off mip_on mip_markedonly audio_falloff_none audio_falloff_inverse_distance audio_falloff_inverse_distance_clamped audio_falloff_linear_distance audio_falloff_linear_distance_clamped audio_falloff_exponent_distance audio_falloff_exponent_distance_clamped audio_old_system audio_new_system audio_mono audio_stereo audio_3d cr_default cr_none cr_arrow cr_cross cr_beam cr_size_nesw cr_size_ns cr_size_nwse cr_size_we cr_uparrow cr_hourglass cr_drag cr_appstart cr_handpoint cr_size_all spritespeed_framespersecond spritespeed_framespergameframe asset_object asset_unknown asset_sprite asset_sound asset_room asset_path asset_script asset_font asset_timeline asset_tiles asset_shader fa_readonly fa_hidden fa_sysfile fa_volumeid fa_directory fa_archive ds_type_map ds_type_list ds_type_stack ds_type_queue ds_type_grid ds_type_priority ef_explosion ef_ring ef_ellipse ef_firework ef_smoke ef_smokeup ef_star ef_spark ef_flare ef_cloud ef_rain ef_snow pt_shape_pixel pt_shape_disk pt_shape_square pt_shape_line pt_shape_star pt_shape_circle pt_shape_ring pt_shape_sphere pt_shape_flare pt_shape_spark pt_shape_explosion pt_shape_cloud pt_shape_smoke pt_shape_snow ps_distr_linear ps_distr_gaussian ps_distr_invgaussian ps_shape_rectangle ps_shape_ellipse ps_shape_diamond ps_shape_line ty_real ty_string dll_cdecl dll_stdcall matrix_view matrix_projection matrix_world os_win32 os_windows os_macosx os_ios os_android os_symbian os_linux os_unknown os_winphone os_tizen os_win8native os_wiiu os_3ds os_psvita os_bb10 os_ps4 os_xboxone os_ps3 os_xbox360 os_uwp os_tvos os_switch browser_not_a_browser browser_unknown browser_ie browser_firefox browser_chrome browser_safari browser_safari_mobile browser_opera browser_tizen browser_edge browser_windows_store browser_ie_mobile device_ios_unknown device_ios_iphone device_ios_iphone_retina device_ios_ipad device_ios_ipad_retina device_ios_iphone5 device_ios_iphone6 device_ios_iphone6plus device_emulator device_tablet display_landscape display_landscape_flipped display_portrait display_portrait_flipped tm_sleep tm_countvsyncs of_challenge_win of_challen ge_lose of_challenge_tie leaderboard_type_number leaderboard_type_time_mins_secs cmpfunc_never cmpfunc_less cmpfunc_equal cmpfunc_lessequal cmpfunc_greater cmpfunc_notequal cmpfunc_greaterequal cmpfunc_always cull_noculling cull_clockwise cull_counterclockwise lighttype_dir lighttype_point iap_ev_storeload iap_ev_product iap_ev_purchase iap_ev_consume iap_ev_restore iap_storeload_ok iap_storeload_failed iap_status_uninitialised iap_status_unavailable iap_status_loading iap_status_available iap_status_processing iap_status_restoring iap_failed iap_unavailable iap_available iap_purchased iap_canceled iap_refunded fb_login_default fb_login_fallback_to_webview fb_login_no_fallback_to_webview fb_login_forcing_webview fb_login_use_system_account fb_login_forcing_safari phy_joint_anchor_1_x phy_joint_anchor_1_y phy_joint_anchor_2_x phy_joint_anchor_2_y phy_joint_reaction_force_x phy_joint_reaction_force_y phy_joint_reaction_torque phy_joint_motor_speed phy_joint_angle phy_joint_motor_torque phy_joint_max_motor_torque phy_joint_translation phy_joint_speed phy_joint_motor_force phy_joint_max_motor_force phy_joint_length_1 phy_joint_length_2 phy_joint_damping_ratio phy_joint_frequency phy_joint_lower_angle_limit phy_joint_upper_angle_limit phy_joint_angle_limits phy_joint_max_length phy_joint_max_torque phy_joint_max_force phy_debug_render_aabb phy_debug_render_collision_pairs phy_debug_render_coms phy_debug_render_core_shapes phy_debug_render_joints phy_debug_render_obb phy_debug_render_shapes phy_particle_flag_water phy_particle_flag_zombie phy_particle_flag_wall phy_particle_flag_spring phy_particle_flag_elastic phy_particle_flag_viscous phy_particle_flag_powder phy_particle_flag_tensile phy_particle_flag_colourmixing phy_particle_flag_colormixing phy_particle_group_flag_solid phy_particle_group_flag_rigid phy_particle_data_flag_typeflags phy_particle_data_flag_position phy_particle_data_flag_velocity phy_particle_data_flag_colour phy_particle_data_flag_color phy_particle_data_flag_category achievement_our_info achievement_friends_info achievement_leaderboard_info achievement_achievement_info achievement_filter_all_players achievement_filter_friends_only achievement_filter_favorites_only achievement_type_achievement_challenge achievement_type_score_challenge achievement_pic_loaded achievement_show_ui achievement_show_profile achievement_show_leaderboard achievement_show_achievement achievement_show_bank achievement_show_friend_picker achievement_show_purchase_prompt network_socket_tcp network_socket_udp network_socket_bluetooth network_type_connect network_type_disconnect network_type_data network_type_non_blocking_connect network_config_connect_timeout network_config_use_non_blocking_socket network_config_enable_reliable_udp network_config_disable_reliable_udp buffer_fixed buffer_grow buffer_wrap buffer_fast buffer_vbuffer buffer_network buffer_u8 buffer_s8 buffer_u16 buffer_s16 buffer_u32 buffer_s32 buffer_u64 buffer_f16 buffer_f32 buffer_f64 buffer_bool buffer_text buffer_string buffer_surface_copy buffer_seek_start buffer_seek_relative buffer_seek_end buffer_generalerror buffer_outofspace buffer_outofbounds buffer_invalidtype text_type button_type input_type ANSI_CHARSET DEFAULT_CHARSET EASTEUROPE_CHARSET RUSSIAN_CHARSET SYMBOL_CHARSET SHIFTJIS_CHARSET HANGEUL_CHARSET GB2312_CHARSET CHINESEBIG5_CHARSET JOHAB_CHARSET HEBREW_CHARSET ARABIC_CHARSET GREEK_CHARSET TURKISH_CHARSET VIETNAMESE_CHARSET THAI_CHARSET MAC_CHARSET BALTIC_CHARSET OEM_CHARSET gp_face1 gp_face2 gp_face3 gp_face4 gp_shoulderl gp_shoulderr gp_shoulderlb gp_shoulderrb gp_select gp_start gp_stickl gp_stickr gp_padu gp_padd gp_padl gp_padr gp_axislh gp_axislv gp_axisrh gp_axisrv ov_friends ov_community ov_players ov_settings ov_gamegroup ov_achievements lb_sort_none lb_sort_ascending lb_sort_descending lb_disp_none lb_disp_numeric lb_disp_time_sec lb_disp_time_ms ugc_result_success ugc_filetype_community ugc_filetype_microtrans ugc_visibility_public ugc_visibility_friends_only ugc_visibility_private ugc_query_RankedByVote ugc_query_RankedByPublicationDate ugc_query_AcceptedForGameRankedByAcceptanceDate ugc_query_RankedByTrend ugc_query_FavoritedByFriendsRankedByPublicationDate ugc_query_CreatedByFriendsRankedByPublicationDate ugc_query_RankedByNumTimesReported ugc_query_CreatedByFollowedUsersRankedByPublicationDate ugc_query_NotYetRated ugc_query_RankedByTotalVotesAsc ugc_query_RankedByVotesUp ugc_query_RankedByTextSearch ugc_sortorder_CreationOrderDesc ugc_sortorder_CreationOrderAsc ugc_sortorder_TitleAsc ugc_sortorder_LastUpdatedDesc ugc_sortorder_SubscriptionDateDesc ugc_sortorder_VoteScoreDesc ugc_sortorder_ForModeration ugc_list_Published ugc_list_VotedOn ugc_list_VotedUp ugc_list_VotedDown ugc_list_WillVoteLater ugc_list_Favorited ugc_list_Subscribed ugc_list_UsedOrPlayed ugc_list_Followed ugc_match_Items ugc_match_Items_Mtx ugc_match_Items_ReadyToUse ugc_match_Collections ugc_match_Artwork ugc_match_Videos ugc_match_Screenshots ugc_match_AllGuides ugc_match_WebGuides ugc_match_IntegratedGuides ugc_match_UsableInGame ugc_match_ControllerBindings vertex_usage_position vertex_usage_colour vertex_usage_color vertex_usage_normal vertex_usage_texcoord vertex_usage_textcoord vertex_usage_blendweight vertex_usage_blendindices vertex_usage_psize vertex_usage_tangent vertex_usage_binormal vertex_usage_fog vertex_usage_depth vertex_usage_sample vertex_type_float1 vertex_type_float2 vertex_type_float3 vertex_type_float4 vertex_type_colour vertex_type_color vertex_type_ubyte4 layerelementtype_undefined layerelementtype_background layerelementtype_instance layerelementtype_oldtilemap layerelementtype_sprite layerelementtype_tilemap layerelementtype_particlesystem layerelementtype_tile tile_rotate tile_flip tile_mirror tile_index_mask kbv_type_default kbv_type_ascii kbv_type_url kbv_type_email kbv_type_numbers kbv_type_phone kbv_type_phone_name kbv_returnkey_default kbv_returnkey_go kbv_returnkey_google kbv_returnkey_join kbv_returnkey_next kbv_returnkey_route kbv_returnkey_search kbv_returnkey_send kbv_returnkey_yahoo kbv_returnkey_done kbv_returnkey_continue kbv_returnkey_emergency kbv_autocapitalize_none kbv_autocapitalize_words kbv_autocapitalize_sentences kbv_autocapitalize_characters",symbol:"argument_relative argument argument0 argument1 argument2 argument3 argument4 argument5 argument6 argument7 argument8 argument9 argument10 argument11 argument12 argument13 argument14 argument15 argument_count x y xprevious yprevious xstart ystart hspeed vspeed direction speed friction gravity gravity_direction path_index path_position path_positionprevious path_speed path_scale path_orientation path_endaction object_index id solid persistent mask_index instance_count instance_id room_speed fps fps_real current_time current_year current_month current_day current_weekday current_hour current_minute current_second alarm timeline_index timeline_position timeline_speed timeline_running timeline_loop room room_first room_last room_width room_height room_caption room_persistent score lives health show_score show_lives show_health caption_score caption_lives caption_health event_type event_number event_object event_action application_surface gamemaker_pro gamemaker_registered gamemaker_version error_occurred error_last debug_mode keyboard_key keyboard_lastkey keyboard_lastchar keyboard_string mouse_x mouse_y mouse_button mouse_lastbutton cursor_sprite visible sprite_index sprite_width sprite_height sprite_xoffset sprite_yoffset image_number image_index image_speed depth image_xscale image_yscale image_angle image_alpha image_blend bbox_left bbox_right bbox_top bbox_bottom layer background_colour background_showcolour background_color background_showcolor view_enabled view_current view_visible view_xview view_yview view_wview view_hview view_xport view_yport view_wport view_hport view_angle view_hborder view_vborder view_hspeed view_vspeed view_object view_surface_id view_camera game_id game_display_name game_project_name game_save_id working_directory temp_directory program_directory browser_width browser_height os_type os_device os_browser os_version display_aa async_load delta_time webgl_enabled event_data iap_data phy_rotation phy_position_x phy_position_y phy_angular_velocity phy_linear_velocity_x phy_linear_velocity_y phy_speed_x phy_speed_y phy_speed phy_angular_damping phy_linear_damping phy_bullet phy_fixed_rotation phy_active phy_mass phy_inertia phy_com_x phy_com_y phy_dynamic phy_kinematic phy_sleeping phy_collision_points phy_collision_x phy_collision_y phy_col_normal_x phy_col_normal_y phy_position_xprevious phy_position_yprevious"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE]}}},p6Ik:function(e){e.exports=function(e){var t={className:"built_in",begin:"\\b(void|bool|int|int8|int16|int32|int64|uint|uint8|uint16|uint32|uint64|string|ref|array|double|float|auto|dictionary)"},r={className:"symbol",begin:"[a-zA-Z0-9_]+@"},n={className:"keyword",begin:"<",end:">",contains:[t,r]};return t.contains=[n],r.contains=[n],{aliases:["asc"],keywords:"for in|0 break continue while do|0 return if else case switch namespace is cast or and xor not get|0 in inout|10 out override set|0 private public const default|0 final shared external mixin|10 enum typedef funcdef this super import from interface abstract|0 try catch protected explicit",illegal:"(^using\\s+[A-Za-z0-9_\\.]+;$|\\bfunctions*[^\\(])",contains:[{className:"string",begin:"'",end:"'",illegal:"\\n",contains:[e.BACKSLASH_ESCAPE],relevance:0},{className:"string",begin:'"',end:'"',illegal:"\\n",contains:[e.BACKSLASH_ESCAPE],relevance:0},{className:"string",begin:'"""',end:'"""'},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{beginKeywords:"interface namespace",end:"{",illegal:"[;.\\-]",contains:[{className:"symbol",begin:"[a-zA-Z0-9_]+"}]},{beginKeywords:"class",end:"{",illegal:"[;.\\-]",contains:[{className:"symbol",begin:"[a-zA-Z0-9_]+",contains:[{begin:"[:,]\\s*",contains:[{className:"symbol",begin:"[a-zA-Z0-9_]+"}]}]}]},t,r,{className:"literal",begin:"\\b(null|true|false)"},{className:"number",begin:"(-?)(\\b0[xX][a-fA-F0-9]+|(\\b\\d+(\\.\\d*)?f?|\\.\\d+f?)([eE][-+]?\\d+f?)?)"}]}}},pCvA:function(e){var t;t=function(){return this}();try{t=t||new Function("return this")()}catch(e){"object"==typeof window&&(t=window)}e.exports=t},pDxH:function(e){e.exports=function(e){return{aliases:["pb","pbi"],keywords:"Align And Array As Break CallDebugger Case CompilerCase CompilerDefault CompilerElse CompilerElseIf CompilerEndIf CompilerEndSelect CompilerError CompilerIf CompilerSelect CompilerWarning Continue Data DataSection Debug DebugLevel Declare DeclareC DeclareCDLL DeclareDLL DeclareModule Default Define Dim DisableASM DisableDebugger DisableExplicit Else ElseIf EnableASM EnableDebugger EnableExplicit End EndDataSection EndDeclareModule EndEnumeration EndIf EndImport EndInterface EndMacro EndModule EndProcedure EndSelect EndStructure EndStructureUnion EndWith Enumeration EnumerationBinary Extends FakeReturn For ForEach ForEver Global Gosub Goto If Import ImportC IncludeBinary IncludeFile IncludePath Interface List Macro MacroExpandedCount Map Module NewList NewMap Next Not Or Procedure ProcedureC ProcedureCDLL ProcedureDLL ProcedureReturn Protected Prototype PrototypeC ReDim Read Repeat Restore Return Runtime Select Shared Static Step Structure StructureUnion Swap Threaded To UndefineMacro Until Until UnuseModule UseModule Wend While With XIncludeFile XOr",contains:[e.COMMENT(";","$",{relevance:0}),{className:"function",begin:"\\b(Procedure|Declare)(C|CDLL|DLL)?\\b",end:"\\(",excludeEnd:!0,returnBegin:!0,contains:[{className:"keyword",begin:"(Procedure|Declare)(C|CDLL|DLL)?",excludeEnd:!0},{className:"type",begin:"\\.\\w*"},e.UNDERSCORE_TITLE_MODE]},{className:"string",begin:'(~)?"',end:'"',illegal:"\\n"},{className:"symbol",begin:"#[a-zA-Z_]\\w*\\$?"}]}}},pc7Y:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#766e6b"},"hljs-quote":{color:"#766e6b"},"hljs-variable":{color:"#f22c40"},"hljs-template-variable":{color:"#f22c40"},"hljs-attribute":{color:"#f22c40"},"hljs-tag":{color:"#f22c40"},"hljs-name":{color:"#f22c40"},"hljs-regexp":{color:"#f22c40"},"hljs-link":{color:"#f22c40"},"hljs-selector-id":{color:"#f22c40"},"hljs-selector-class":{color:"#f22c40"},"hljs-number":{color:"#df5320"},"hljs-meta":{color:"#df5320"},"hljs-built_in":{color:"#df5320"},"hljs-builtin-name":{color:"#df5320"},"hljs-literal":{color:"#df5320"},"hljs-type":{color:"#df5320"},"hljs-params":{color:"#df5320"},"hljs-string":{color:"#7b9726"},"hljs-symbol":{color:"#7b9726"},"hljs-bullet":{color:"#7b9726"},"hljs-title":{color:"#407ee7"},"hljs-section":{color:"#407ee7"},"hljs-keyword":{color:"#6666ea"},"hljs-selector-tag":{color:"#6666ea"},hljs:{display:"block",overflowX:"auto",background:"#f1efee",color:"#68615e",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},pfxK:function(e){e.exports=function(){return{contains:[{className:"meta",begin:/^julia>/,relevance:10,starts:{end:/^(?![ ]{6})/,subLanguage:"julia"},aliases:["jldoctest"]}]}}},pgXu:function(e){e.exports=function(e){var t="false synchronized int abstract float private char boolean static null if const for true while long throw strictfp finally protected import native final return void enum else extends implements break transient new catch instanceof byte super volatile case assert short package default double public try this switch continue throws privileged aspectOf adviceexecution proceed cflowbelow cflow initialization preinitialization staticinitialization withincode target within execution getWithinTypeName handler thisJoinPoint thisJoinPointStaticPart thisEnclosingJoinPointStaticPart declare parents warning error soft precedence thisAspectInstance";return{keywords:t,illegal:/<\/|#/,contains:[e.COMMENT("/\\*\\*","\\*/",{relevance:0,contains:[{begin:/\w+@/,relevance:0},{className:"doctag",begin:"@[A-Za-z]+"}]}),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{className:"class",beginKeywords:"aspect",end:/[{;=]/,excludeEnd:!0,illegal:/[:;"\[\]]/,contains:[{beginKeywords:"extends implements pertypewithin perthis pertarget percflowbelow percflow issingleton"},e.UNDERSCORE_TITLE_MODE,{begin:/\([^\)]*/,end:/[)]+/,keywords:t+" get set args call",excludeEnd:!1}]},{className:"class",beginKeywords:"class interface",end:/[{;=]/,excludeEnd:!0,relevance:0,keywords:"class interface",illegal:/[:"\[\]]/,contains:[{beginKeywords:"extends implements"},e.UNDERSCORE_TITLE_MODE]},{beginKeywords:"pointcut after before around throwing returning",end:/[)]/,excludeEnd:!1,illegal:/["\[\]]/,contains:[{begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,contains:[e.UNDERSCORE_TITLE_MODE]}]},{begin:/[:]/,returnBegin:!0,end:/[{;]/,relevance:0,excludeEnd:!1,keywords:t,illegal:/["\[\]]/,contains:[{begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",keywords:t+" get set args call",relevance:0},e.QUOTE_STRING_MODE]},{beginKeywords:"new throw",relevance:0},{className:"function",begin:/\w+ +\w+(\.)?\w+\s*\([^\)]*\)\s*((throws)[\w\s,]+)?[\{;]/,returnBegin:!0,end:/[{;=]/,keywords:t,excludeEnd:!0,contains:[{begin:e.UNDERSCORE_IDENT_RE+"\\s*\\(",returnBegin:!0,relevance:0,contains:[e.UNDERSCORE_TITLE_MODE]},{className:"params",begin:/\(/,end:/\)/,relevance:0,keywords:t,contains:[e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE,e.C_BLOCK_COMMENT_MODE]},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]},e.C_NUMBER_MODE,{className:"meta",begin:"@[A-Za-z]+"}]}}},pjn5:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",color:"#abb2bf",background:"#282c34"},"hljs-comment":{color:"#5c6370",fontStyle:"italic"},"hljs-quote":{color:"#5c6370",fontStyle:"italic"},"hljs-doctag":{color:"#c678dd"},"hljs-keyword":{color:"#c678dd"},"hljs-formula":{color:"#c678dd"},"hljs-section":{color:"#e06c75"},"hljs-name":{color:"#e06c75"},"hljs-selector-tag":{color:"#e06c75"},"hljs-deletion":{color:"#e06c75"},"hljs-subst":{color:"#e06c75"},"hljs-literal":{color:"#56b6c2"},"hljs-string":{color:"#98c379"},"hljs-regexp":{color:"#98c379"},"hljs-addition":{color:"#98c379"},"hljs-attribute":{color:"#98c379"},"hljs-meta-string":{color:"#98c379"},"hljs-built_in":{color:"#e6c07b"},"hljs-class .hljs-title":{color:"#e6c07b"},"hljs-attr":{color:"#d19a66"},"hljs-variable":{color:"#d19a66"},"hljs-template-variable":{color:"#d19a66"},"hljs-type":{color:"#d19a66"},"hljs-selector-class":{color:"#d19a66"},"hljs-selector-attr":{color:"#d19a66"},"hljs-selector-pseudo":{color:"#d19a66"},"hljs-number":{color:"#d19a66"},"hljs-symbol":{color:"#61aeee"},"hljs-bullet":{color:"#61aeee"},"hljs-link":{color:"#61aeee",textDecoration:"underline"},"hljs-meta":{color:"#61aeee"},"hljs-selector-id":{color:"#61aeee"},"hljs-title":{color:"#61aeee"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},qT1w:function(e){e.exports=function(e){var t="((0|[1-9][\\d_]*)|0[bB][01_]+|0[xX]([\\da-fA-F][\\da-fA-F_]*|_[\\da-fA-F][\\da-fA-F_]*))",r="\\\\(['\"\\?\\\\abfnrtv]|u[\\dA-Fa-f]{4}|[0-7]{1,3}|x[\\dA-Fa-f]{2}|U[\\dA-Fa-f]{8})|&[a-zA-Z\\d]{2,};",n={className:"number",begin:"\\b"+t+"(L|u|U|Lu|LU|uL|UL)?",relevance:0},o={className:"number",begin:"\\b(((0[xX](([\\da-fA-F][\\da-fA-F_]*|_[\\da-fA-F][\\da-fA-F_]*)\\.([\\da-fA-F][\\da-fA-F_]*|_[\\da-fA-F][\\da-fA-F_]*)|\\.?([\\da-fA-F][\\da-fA-F_]*|_[\\da-fA-F][\\da-fA-F_]*))[pP][+-]?(0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d))|((0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d)(\\.\\d*|([eE][+-]?(0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d)))|\\d+\\.(0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d)(0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d)|\\.(0|[1-9][\\d_]*)([eE][+-]?(0|[1-9][\\d_]*|\\d[\\d_]*|[\\d_]+?\\d))?))([fF]|L|i|[fF]i|Li)?|"+t+"(i|[fF]i|Li))",relevance:0},a={className:"string",begin:"'("+r+"|.)",end:"'",illegal:"."},i={className:"string",begin:'"',contains:[{begin:r,relevance:0}],end:'"[cwd]?'},s=e.COMMENT("\\/\\+","\\+\\/",{contains:["self"],relevance:10});return{lexemes:e.UNDERSCORE_IDENT_RE,keywords:{keyword:"abstract alias align asm assert auto body break byte case cast catch class const continue debug default delete deprecated do else enum export extern final finally for foreach foreach_reverse|10 goto if immutable import in inout int interface invariant is lazy macro mixin module new nothrow out override package pragma private protected public pure ref return scope shared static struct super switch synchronized template this throw try typedef typeid typeof union unittest version void volatile while with __FILE__ __LINE__ __gshared|10 __thread __traits __DATE__ __EOF__ __TIME__ __TIMESTAMP__ __VENDOR__ __VERSION__",built_in:"bool cdouble cent cfloat char creal dchar delegate double dstring float function idouble ifloat ireal long real short string ubyte ucent uint ulong ushort wchar wstring",literal:"false null true"},contains:[e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,s,{className:"string",begin:'x"[\\da-fA-F\\s\\n\\r]*"[cwd]?',relevance:10},i,{className:"string",begin:'[rq]"',end:'"[cwd]?',relevance:5},{className:"string",begin:"`",end:"`[cwd]?"},{className:"string",begin:'q"\\{',end:'\\}"'},o,n,a,{className:"meta",begin:"^#!",end:"$",relevance:5},{className:"meta",begin:"#(line)",end:"$",relevance:5},{className:"keyword",begin:"@[a-zA-Z_][a-zA-Z_\\d]*"}]}}},qi4Z:function(e){e.exports=function(e){return{aliases:["do","ado"],case_insensitive:!0,keywords:"if else in foreach for forv forva forval forvalu forvalue forvalues by bys bysort xi quietly qui capture about ac ac_7 acprplot acprplot_7 adjust ado adopath adoupdate alpha ameans an ano anov anova anova_estat anova_terms anovadef aorder ap app appe appen append arch arch_dr arch_estat arch_p archlm areg areg_p args arima arima_dr arima_estat arima_p as asmprobit asmprobit_estat asmprobit_lf asmprobit_mfx__dlg asmprobit_p ass asse asser assert avplot avplot_7 avplots avplots_7 bcskew0 bgodfrey bias binreg bip0_lf biplot bipp_lf bipr_lf bipr_p biprobit bitest bitesti bitowt blogit bmemsize boot bootsamp bootstrap bootstrap_8 boxco_l boxco_p boxcox boxcox_6 boxcox_p bprobit br break brier bro brow brows browse brr brrstat bs bs_7 bsampl_w bsample bsample_7 bsqreg bstat bstat_7 bstat_8 bstrap bstrap_7 bubble bubbleplot ca ca_estat ca_p cabiplot camat canon canon_8 canon_8_p canon_estat canon_p cap caprojection capt captu captur capture cat cc cchart cchart_7 cci cd censobs_table centile cf char chdir checkdlgfiles checkestimationsample checkhlpfiles checksum chelp ci cii cl class classutil clear cli clis clist clo clog clog_lf clog_p clogi clogi_sw clogit clogit_lf clogit_p clogitp clogl_sw cloglog clonevar clslistarray cluster cluster_measures cluster_stop cluster_tree cluster_tree_8 clustermat cmdlog cnr cnre cnreg cnreg_p cnreg_sw cnsreg codebook collaps4 collapse colormult_nb colormult_nw compare compress conf confi confir confirm conren cons const constr constra constrai constrain constraint continue contract copy copyright copysource cor corc corr corr2data corr_anti corr_kmo corr_smc corre correl correla correlat correlate corrgram cou coun count cox cox_p cox_sw coxbase coxhaz coxvar cprplot cprplot_7 crc cret cretu cretur creturn cross cs cscript cscript_log csi ct ct_is ctset ctst_5 ctst_st cttost cumsp cumsp_7 cumul cusum cusum_7 cutil d|0 datasig datasign datasigna datasignat datasignatu datasignatur datasignature datetof db dbeta de dec deco decod decode deff des desc descr descri describ describe destring dfbeta dfgls dfuller di di_g dir dirstats dis discard disp disp_res disp_s displ displa display distinct do doe doed doedi doedit dotplot dotplot_7 dprobit drawnorm drop ds ds_util dstdize duplicates durbina dwstat dydx e|0 ed edi edit egen eivreg emdef en enc enco encod encode eq erase ereg ereg_lf ereg_p ereg_sw ereghet ereghet_glf ereghet_glf_sh ereghet_gp ereghet_ilf ereghet_ilf_sh ereghet_ip eret eretu eretur ereturn err erro error esize est est_cfexist est_cfname est_clickable est_expand est_hold est_table est_unhold est_unholdok estat estat_default estat_summ estat_vce_only esti estimates etodow etof etomdy ex exi exit expand expandcl fac fact facto factor factor_estat factor_p factor_pca_rotated factor_rotate factormat fcast fcast_compute fcast_graph fdades fdadesc fdadescr fdadescri fdadescrib fdadescribe fdasav fdasave fdause fh_st file open file read file close file filefilter fillin find_hlp_file findfile findit findit_7 fit fl fli flis flist for5_0 forest forestplot form forma format fpredict frac_154 frac_adj frac_chk frac_cox frac_ddp frac_dis frac_dv frac_in frac_mun frac_pp frac_pq frac_pv frac_wgt frac_xo fracgen fracplot fracplot_7 fracpoly fracpred fron_ex fron_hn fron_p fron_tn fron_tn2 frontier ftodate ftoe ftomdy ftowdate funnel funnelplot g|0 gamhet_glf gamhet_gp gamhet_ilf gamhet_ip gamma gamma_d2 gamma_p gamma_sw gammahet gdi_hexagon gdi_spokes ge gen gene gener genera generat generate genrank genstd genvmean gettoken gl gladder gladder_7 glim_l01 glim_l02 glim_l03 glim_l04 glim_l05 glim_l06 glim_l07 glim_l08 glim_l09 glim_l10 glim_l11 glim_l12 glim_lf glim_mu glim_nw1 glim_nw2 glim_nw3 glim_p glim_v1 glim_v2 glim_v3 glim_v4 glim_v5 glim_v6 glim_v7 glm glm_6 glm_p glm_sw glmpred glo glob globa global glogit glogit_8 glogit_p gmeans gnbre_lf gnbreg gnbreg_5 gnbreg_p gomp_lf gompe_sw gomper_p gompertz gompertzhet gomphet_glf gomphet_glf_sh gomphet_gp gomphet_ilf gomphet_ilf_sh gomphet_ip gphdot gphpen gphprint gprefs gprobi_p gprobit gprobit_8 gr gr7 gr_copy gr_current gr_db gr_describe gr_dir gr_draw gr_draw_replay gr_drop gr_edit gr_editviewopts gr_example gr_example2 gr_export gr_print gr_qscheme gr_query gr_read gr_rename gr_replay gr_save gr_set gr_setscheme gr_table gr_undo gr_use graph graph7 grebar greigen greigen_7 greigen_8 grmeanby grmeanby_7 gs_fileinfo gs_filetype gs_graphinfo gs_stat gsort gwood h|0 hadimvo hareg hausman haver he heck_d2 heckma_p heckman heckp_lf heckpr_p heckprob hel help hereg hetpr_lf hetpr_p hetprob hettest hexdump hilite hist hist_7 histogram hlogit hlu hmeans hotel hotelling hprobit hreg hsearch icd9 icd9_ff icd9p iis impute imtest inbase include inf infi infil infile infix inp inpu input ins insheet insp inspe inspec inspect integ inten intreg intreg_7 intreg_p intrg2_ll intrg_ll intrg_ll2 ipolate iqreg ir irf irf_create irfm iri is_svy is_svysum isid istdize ivprob_1_lf ivprob_lf ivprobit ivprobit_p ivreg ivreg_footnote ivtob_1_lf ivtob_lf ivtobit ivtobit_p jackknife jacknife jknife jknife_6 jknife_8 jkstat joinby kalarma1 kap kap_3 kapmeier kappa kapwgt kdensity kdensity_7 keep ksm ksmirnov ktau kwallis l|0 la lab labbe labbeplot labe label labelbook ladder levels levelsof leverage lfit lfit_p li lincom line linktest lis list lloghet_glf lloghet_glf_sh lloghet_gp lloghet_ilf lloghet_ilf_sh lloghet_ip llogi_sw llogis_p llogist llogistic llogistichet lnorm_lf lnorm_sw lnorma_p lnormal lnormalhet lnormhet_glf lnormhet_glf_sh lnormhet_gp lnormhet_ilf lnormhet_ilf_sh lnormhet_ip lnskew0 loadingplot loc loca local log logi logis_lf logistic logistic_p logit logit_estat logit_p loglogs logrank loneway lookfor lookup lowess lowess_7 lpredict lrecomp lroc lroc_7 lrtest ls lsens lsens_7 lsens_x lstat ltable ltable_7 ltriang lv lvr2plot lvr2plot_7 m|0 ma mac macr macro makecns man manova manova_estat manova_p manovatest mantel mark markin markout marksample mat mat_capp mat_order mat_put_rr mat_rapp mata mata_clear mata_describe mata_drop mata_matdescribe mata_matsave mata_matuse mata_memory mata_mlib mata_mosave mata_rename mata_which matalabel matcproc matlist matname matr matri matrix matrix_input__dlg matstrik mcc mcci md0_ md1_ md1debug_ md2_ md2debug_ mds mds_estat mds_p mdsconfig mdslong mdsmat mdsshepard mdytoe mdytof me_derd mean means median memory memsize menl meqparse mer merg merge meta mfp mfx mhelp mhodds minbound mixed_ll mixed_ll_reparm mkassert mkdir mkmat mkspline ml ml_5 ml_adjs ml_bhhhs ml_c_d ml_check ml_clear ml_cnt ml_debug ml_defd ml_e0 ml_e0_bfgs ml_e0_cycle ml_e0_dfp ml_e0i ml_e1 ml_e1_bfgs ml_e1_bhhh ml_e1_cycle ml_e1_dfp ml_e2 ml_e2_cycle ml_ebfg0 ml_ebfr0 ml_ebfr1 ml_ebh0q ml_ebhh0 ml_ebhr0 ml_ebr0i ml_ecr0i ml_edfp0 ml_edfr0 ml_edfr1 ml_edr0i ml_eds ml_eer0i ml_egr0i ml_elf ml_elf_bfgs ml_elf_bhhh ml_elf_cycle ml_elf_dfp ml_elfi ml_elfs ml_enr0i ml_enrr0 ml_erdu0 ml_erdu0_bfgs ml_erdu0_bhhh ml_erdu0_bhhhq ml_erdu0_cycle ml_erdu0_dfp ml_erdu0_nrbfgs ml_exde ml_footnote ml_geqnr ml_grad0 ml_graph ml_hbhhh ml_hd0 ml_hold ml_init ml_inv ml_log ml_max ml_mlout ml_mlout_8 ml_model ml_nb0 ml_opt ml_p ml_plot ml_query ml_rdgrd ml_repor ml_s_e ml_score ml_searc ml_technique ml_unhold mleval mlf_ mlmatbysum mlmatsum mlog mlogi mlogit mlogit_footnote mlogit_p mlopts mlsum mlvecsum mnl0_ mor more mov move mprobit mprobit_lf mprobit_p mrdu0_ mrdu1_ mvdecode mvencode mvreg mvreg_estat n|0 nbreg nbreg_al nbreg_lf nbreg_p nbreg_sw nestreg net newey newey_7 newey_p news nl nl_7 nl_9 nl_9_p nl_p nl_p_7 nlcom nlcom_p nlexp2 nlexp2_7 nlexp2a nlexp2a_7 nlexp3 nlexp3_7 nlgom3 nlgom3_7 nlgom4 nlgom4_7 nlinit nllog3 nllog3_7 nllog4 nllog4_7 nlog_rd nlogit nlogit_p nlogitgen nlogittree nlpred no nobreak noi nois noisi noisil noisily note notes notes_dlg nptrend numlabel numlist odbc old_ver olo olog ologi ologi_sw ologit ologit_p ologitp on one onew onewa oneway op_colnm op_comp op_diff op_inv op_str opr opro oprob oprob_sw oprobi oprobi_p oprobit oprobitp opts_exclusive order orthog orthpoly ou out outf outfi outfil outfile outs outsh outshe outshee outsheet ovtest pac pac_7 palette parse parse_dissim pause pca pca_8 pca_display pca_estat pca_p pca_rotate pcamat pchart pchart_7 pchi pchi_7 pcorr pctile pentium pergram pergram_7 permute permute_8 personal peto_st pkcollapse pkcross pkequiv pkexamine pkexamine_7 pkshape pksumm pksumm_7 pl plo plot plugin pnorm pnorm_7 poisgof poiss_lf poiss_sw poisso_p poisson poisson_estat post postclose postfile postutil pperron pr prais prais_e prais_e2 prais_p predict predictnl preserve print pro prob probi probit probit_estat probit_p proc_time procoverlay procrustes procrustes_estat procrustes_p profiler prog progr progra program prop proportion prtest prtesti pwcorr pwd q\\s qby qbys qchi qchi_7 qladder qladder_7 qnorm qnorm_7 qqplot qqplot_7 qreg qreg_c qreg_p qreg_sw qu quadchk quantile quantile_7 que quer query range ranksum ratio rchart rchart_7 rcof recast reclink recode reg reg3 reg3_p regdw regr regre regre_p2 regres regres_p regress regress_estat regriv_p remap ren rena renam rename renpfix repeat replace report reshape restore ret retu retur return rm rmdir robvar roccomp roccomp_7 roccomp_8 rocf_lf rocfit rocfit_8 rocgold rocplot rocplot_7 roctab roctab_7 rolling rologit rologit_p rot rota rotat rotate rotatemat rreg rreg_p ru run runtest rvfplot rvfplot_7 rvpplot rvpplot_7 sa safesum sample sampsi sav save savedresults saveold sc sca scal scala scalar scatter scm_mine sco scob_lf scob_p scobi_sw scobit scor score scoreplot scoreplot_help scree screeplot screeplot_help sdtest sdtesti se search separate seperate serrbar serrbar_7 serset set set_defaults sfrancia sh she shel shell shewhart shewhart_7 signestimationsample signrank signtest simul simul_7 simulate simulate_8 sktest sleep slogit slogit_d2 slogit_p smooth snapspan so sor sort spearman spikeplot spikeplot_7 spikeplt spline_x split sqreg sqreg_p sret sretu sretur sreturn ssc st st_ct st_hc st_hcd st_hcd_sh st_is st_issys st_note st_promo st_set st_show st_smpl st_subid stack statsby statsby_8 stbase stci stci_7 stcox stcox_estat stcox_fr stcox_fr_ll stcox_p stcox_sw stcoxkm stcoxkm_7 stcstat stcurv stcurve stcurve_7 stdes stem stepwise stereg stfill stgen stir stjoin stmc stmh stphplot stphplot_7 stphtest stphtest_7 stptime strate strate_7 streg streg_sw streset sts sts_7 stset stsplit stsum sttocc sttoct stvary stweib su suest suest_8 sum summ summa summar summari summariz summarize sunflower sureg survcurv survsum svar svar_p svmat svy svy_disp svy_dreg svy_est svy_est_7 svy_estat svy_get svy_gnbreg_p svy_head svy_header svy_heckman_p svy_heckprob_p svy_intreg_p svy_ivreg_p svy_logistic_p svy_logit_p svy_mlogit_p svy_nbreg_p svy_ologit_p svy_oprobit_p svy_poisson_p svy_probit_p svy_regress_p svy_sub svy_sub_7 svy_x svy_x_7 svy_x_p svydes svydes_8 svygen svygnbreg svyheckman svyheckprob svyintreg svyintreg_7 svyintrg svyivreg svylc svylog_p svylogit svymarkout svymarkout_8 svymean svymlog svymlogit svynbreg svyolog svyologit svyoprob svyoprobit svyopts svypois svypois_7 svypoisson svyprobit svyprobt svyprop svyprop_7 svyratio svyreg svyreg_p svyregress svyset svyset_7 svyset_8 svytab svytab_7 svytest svytotal sw sw_8 swcnreg swcox swereg swilk swlogis swlogit swologit swoprbt swpois swprobit swqreg swtobit swweib symmetry symmi symplot symplot_7 syntax sysdescribe sysdir sysuse szroeter ta tab tab1 tab2 tab_or tabd tabdi tabdis tabdisp tabi table tabodds tabodds_7 tabstat tabu tabul tabula tabulat tabulate te tempfile tempname tempvar tes test testnl testparm teststd tetrachoric time_it timer tis tob tobi tobit tobit_p tobit_sw token tokeni tokeniz tokenize tostring total translate translator transmap treat_ll treatr_p treatreg trim trimfill trnb_cons trnb_mean trpoiss_d2 trunc_ll truncr_p truncreg tsappend tset tsfill tsline tsline_ex tsreport tsrevar tsrline tsset tssmooth tsunab ttest ttesti tut_chk tut_wait tutorial tw tware_st two twoway twoway__fpfit_serset twoway__function_gen twoway__histogram_gen twoway__ipoint_serset twoway__ipoints_serset twoway__kdensity_gen twoway__lfit_serset twoway__normgen_gen twoway__pci_serset twoway__qfit_serset twoway__scatteri_serset twoway__sunflower_gen twoway_ksm_serset ty typ type typeof u|0 unab unabbrev unabcmd update us use uselabel var var_mkcompanion var_p varbasic varfcast vargranger varirf varirf_add varirf_cgraph varirf_create varirf_ctable varirf_describe varirf_dir varirf_drop varirf_erase varirf_graph varirf_ograph varirf_rename varirf_set varirf_table varlist varlmar varnorm varsoc varstable varstable_w varstable_w2 varwle vce vec vec_fevd vec_mkphi vec_p vec_p_w vecirf_create veclmar veclmar_w vecnorm vecnorm_w vecrank vecstable verinst vers versi versio version view viewsource vif vwls wdatetof webdescribe webseek webuse weib1_lf weib2_lf weib_lf weib_lf0 weibhet_glf weibhet_glf_sh weibhet_glfa weibhet_glfa_sh weibhet_gp weibhet_ilf weibhet_ilf_sh weibhet_ilfa weibhet_ilfa_sh weibhet_ip weibu_sw weibul_p weibull weibull_c weibull_s weibullhet wh whelp whi which whil while wilc_st wilcoxon win wind windo window winexec wntestb wntestb_7 wntestq xchart xchart_7 xcorr xcorr_7 xi xi_6 xmlsav xmlsave xmluse xpose xsh xshe xshel xshell xt_iis xt_tis xtab_p xtabond xtbin_p xtclog xtcloglog xtcloglog_8 xtcloglog_d2 xtcloglog_pa_p xtcloglog_re_p xtcnt_p xtcorr xtdata xtdes xtfront_p xtfrontier xtgee xtgee_elink xtgee_estat xtgee_makeivar xtgee_p xtgee_plink xtgls xtgls_p xthaus xthausman xtht_p xthtaylor xtile xtint_p xtintreg xtintreg_8 xtintreg_d2 xtintreg_p xtivp_1 xtivp_2 xtivreg xtline xtline_ex xtlogit xtlogit_8 xtlogit_d2 xtlogit_fe_p xtlogit_pa_p xtlogit_re_p xtmixed xtmixed_estat xtmixed_p xtnb_fe xtnb_lf xtnbreg xtnbreg_pa_p xtnbreg_refe_p xtpcse xtpcse_p xtpois xtpoisson xtpoisson_d2 xtpoisson_pa_p xtpoisson_refe_p xtpred xtprobit xtprobit_8 xtprobit_d2 xtprobit_re_p xtps_fe xtps_lf xtps_ren xtps_ren_8 xtrar_p xtrc xtrc_p xtrchh xtrefe_p xtreg xtreg_be xtreg_fe xtreg_ml xtreg_pa_p xtreg_re xtregar xtrere_p xtset xtsf_ll xtsf_llti xtsum xttab xttest0 xttobit xttobit_8 xttobit_p xttrans yx yxview__barlike_draw yxview_area_draw yxview_bar_draw yxview_dot_draw yxview_dropline_draw yxview_function_draw yxview_iarrow_draw yxview_ilabels_draw yxview_normal_draw yxview_pcarrow_draw yxview_pcbarrow_draw yxview_pccapsym_draw yxview_pcscatter_draw yxview_pcspike_draw yxview_rarea_draw yxview_rbar_draw yxview_rbarm_draw yxview_rcap_draw yxview_rcapsym_draw yxview_rconnected_draw yxview_rline_draw yxview_rscatter_draw yxview_rspike_draw yxview_spike_draw yxview_sunflower_draw zap_s zinb zinb_llf zinb_plf zip zip_llf zip_p zip_plf zt_ct_5 zt_hc_5 zt_hcd_5 zt_is_5 zt_iss_5 zt_sho_5 zt_smp_5 ztbase_5 ztcox_5 ztdes_5 ztereg_5 ztfill_5 ztgen_5 ztir_5 ztjoin_5 ztnb ztnb_p ztp ztp_p zts_5 ztset_5 ztspli_5 ztsum_5 zttoct_5 ztvary_5 ztweib_5",contains:[{className:"symbol",begin:/`[a-zA-Z0-9_]+'/},{className:"variable",begin:/\$\{?[a-zA-Z0-9_]+\}?/},{className:"string",variants:[{begin:'`"[^\r\n]*?"\''},{begin:'"[^\r\n"]*"'}]},{className:"built_in",variants:[{begin:"\\b(abs|acos|asin|atan|atan2|atanh|ceil|cloglog|comb|cos|digamma|exp|floor|invcloglog|invlogit|ln|lnfact|lnfactorial|lngamma|log|log10|max|min|mod|reldif|round|sign|sin|sqrt|sum|tan|tanh|trigamma|trunc|betaden|Binomial|binorm|binormal|chi2|chi2tail|dgammapda|dgammapdada|dgammapdadx|dgammapdx|dgammapdxdx|F|Fden|Ftail|gammaden|gammap|ibeta|invbinomial|invchi2|invchi2tail|invF|invFtail|invgammap|invibeta|invnchi2|invnFtail|invnibeta|invnorm|invnormal|invttail|nbetaden|nchi2|nFden|nFtail|nibeta|norm|normal|normalden|normd|npnchi2|tden|ttail|uniform|abbrev|char|index|indexnot|length|lower|ltrim|match|plural|proper|real|regexm|regexr|regexs|reverse|rtrim|string|strlen|strlower|strltrim|strmatch|strofreal|strpos|strproper|strreverse|strrtrim|strtrim|strupper|subinstr|subinword|substr|trim|upper|word|wordcount|_caller|autocode|byteorder|chop|clip|cond|e|epsdouble|epsfloat|group|inlist|inrange|irecode|matrix|maxbyte|maxdouble|maxfloat|maxint|maxlong|mi|minbyte|mindouble|minfloat|minint|minlong|missing|r|recode|replay|return|s|scalar|d|date|day|dow|doy|halfyear|mdy|month|quarter|week|year|d|daily|dofd|dofh|dofm|dofq|dofw|dofy|h|halfyearly|hofd|m|mofd|monthly|q|qofd|quarterly|tin|twithin|w|weekly|wofd|y|yearly|yh|ym|yofd|yq|yw|cholesky|colnumb|colsof|corr|det|diag|diag0cnt|el|get|hadamard|I|inv|invsym|issym|issymmetric|J|matmissing|matuniform|mreldif|nullmat|rownumb|rowsof|sweep|syminv|trace|vec|vecdiag)(?=\\(|$)"}]},e.COMMENT("^[ \t]*\\*.*$",!1),e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE]}}},qqQO:function(e,t,r){"use strict";function n(){return(n=Object.assign||function(e){for(var t=1;t1&&void 0!==arguments[1]?arguments[1]:{},r=arguments.length>2?arguments[2]:void 0;return e.reduce((function(e,t){return S()({},e,r[t])}),t)}function a(e){return e.join(" ")}function i(e){var t=e.node,r=e.stylesheet,s=e.style,l=void 0===s?{}:s,c=e.useInlineStyles,_=e.key,d=t.properties,u=t.tagName;if("text"===t.type)return t.value;if(u){var p=function(e,t){var r=0;return function(n){return r+=1,n.map((function(n,o){return i({node:n,stylesheet:e,useInlineStyles:t,key:"code-segment-".concat(r,"-").concat(o)})}))}}(r,c),m=c&&d.className&&d.className.filter((function(e){return!r[e]})),g=m&&m.length?m:void 0,f=c?S()({},d,{className:g&&a(g)},{style:o(d.className,n({},d.style,l),r)}):S()({},d,{className:a(d.className)}),h=p(t.children);return b.a.createElement(u,E()({key:_},f),h)}}function s(){return(s=Object.assign||function(e){for(var t=1;t1&&void 0!==arguments[1]?arguments[1]:[],n=arguments.length>2&&void 0!==arguments[2]?arguments[2]:[],o=0;o|<-"}]}}},rpfY:function(e){e.exports=function(e){var t="exports register file shl array record property for mod while set ally label uses raise not stored class safecall var interface or private static exit index inherited to else stdcall override shr asm far resourcestring finalization packed virtual out and protected library do xorwrite goto near function end div overload object unit begin string on inline repeat until destructor write message program with read initialization except default nil if case cdecl in downto threadvar of try pascal const external constructor type public then implementation finally published procedure absolute reintroduce operator as is abstract alias assembler bitpacked break continue cppdecl cvar enumerator experimental platform deprecated unimplemented dynamic export far16 forward generic helper implements interrupt iochecks local name nodefault noreturn nostackframe oldfpccall otherwise saveregisters softfloat specialize strict unaligned varargs ",r=[e.C_LINE_COMMENT_MODE,e.COMMENT(/\{/,/\}/,{relevance:0}),e.COMMENT(/\(\*/,/\*\)/,{relevance:10})],n={className:"meta",variants:[{begin:/\{\$/,end:/\}/},{begin:/\(\*\$/,end:/\*\)/}]},o={className:"string",begin:/'/,end:/'/,contains:[{begin:/''/}]},a={className:"string",begin:/(#\d+)+/},i={begin:e.IDENT_RE+"\\s*=\\s*class\\s*\\(",returnBegin:!0,contains:[e.TITLE_MODE]},s={className:"function",beginKeywords:"function constructor destructor procedure",end:/[:;]/,keywords:"function constructor|10 destructor|10 procedure|10",contains:[e.TITLE_MODE,{className:"params",begin:/\(/,end:/\)/,keywords:t,contains:[o,a,n].concat(r)},n].concat(r)};return{aliases:["dpr","dfm","pas","pascal","freepascal","lazarus","lpr","lfm"],case_insensitive:!0,keywords:t,illegal:/"|\$[G-Zg-z]|\/\*|<\/|\|/,contains:[o,a,e.NUMBER_MODE,i,s,n].concat(r)}}},rsTH:function(e){e.exports=function(e){var t={className:"literal",begin:"[\\+\\-]",relevance:0};return{aliases:["bf"],contains:[e.COMMENT("[^\\[\\]\\.,\\+\\-<> \r\n]","[\\[\\]\\.,\\+\\-<> \r\n]",{returnEnd:!0,relevance:0}),{className:"title",begin:"[\\[\\]]",relevance:0},{className:"string",begin:"[\\.,]",relevance:0},{begin:/\+\+|\-\-/,returnBegin:!0,contains:[t]},t]}}},rv8P:function(e){e.exports=function(e){var t=e.COMMENT("%","$"),r=e.inherit(e.APOS_STRING_MODE,{relevance:0}),n=e.inherit(e.QUOTE_STRING_MODE,{relevance:0});n.contains.push({className:"subst",begin:"\\\\[abfnrtv]\\|\\\\x[0-9a-fA-F]*\\\\\\|%[-+# *.0-9]*[dioxXucsfeEgGp]",relevance:0});return{aliases:["m","moo"],keywords:{keyword:"module use_module import_module include_module end_module initialise mutable initialize finalize finalise interface implementation pred mode func type inst solver any_pred any_func is semidet det nondet multi erroneous failure cc_nondet cc_multi typeclass instance where pragma promise external trace atomic or_else require_complete_switch require_det require_semidet require_multi require_nondet require_cc_multi require_cc_nondet require_erroneous require_failure",meta:"inline no_inline type_spec source_file fact_table obsolete memo loop_check minimal_model terminates does_not_terminate check_termination promise_equivalent_clauses foreign_proc foreign_decl foreign_code foreign_type foreign_import_module foreign_export_enum foreign_export foreign_enum may_call_mercury will_not_call_mercury thread_safe not_thread_safe maybe_thread_safe promise_pure promise_semipure tabled_for_io local untrailed trailed attach_to_io_state can_pass_as_mercury_type stable will_not_throw_exception may_modify_trail will_not_modify_trail may_duplicate may_not_duplicate affects_liveness does_not_affect_liveness doesnt_affect_liveness no_sharing unknown_sharing sharing",built_in:"some all not if then else true fail false try catch catch_any semidet_true semidet_false semidet_fail impure_true impure semipure"},contains:[{className:"built_in",variants:[{begin:"<=>"},{begin:"<=",relevance:0},{begin:"=>",relevance:0},{begin:"/\\\\"},{begin:"\\\\/"}]},{className:"built_in",variants:[{begin:":-\\|--\x3e"},{begin:"=",relevance:0}]},t,e.C_BLOCK_COMMENT_MODE,{className:"number",begin:"0'.\\|0[box][0-9a-fA-F]*"},e.NUMBER_MODE,r,n,{begin:/:-/}]}}},s4ix:function(e){e.exports=function(e){var t={begin:/\|[A-Za-z]+:?/,keywords:{name:"truncatewords removetags linebreaksbr yesno get_digit timesince random striptags filesizeformat escape linebreaks length_is ljust rjust cut urlize fix_ampersands title floatformat capfirst pprint divisibleby add make_list unordered_list urlencode timeuntil urlizetrunc wordcount stringformat linenumbers slice date dictsort dictsortreversed default_if_none pluralize lower join center default truncatewords_html upper length phone2numeric wordwrap time addslashes slugify first escapejs force_escape iriencode last safe safeseq truncatechars localize unlocalize localtime utc timezone"},contains:[e.QUOTE_STRING_MODE,e.APOS_STRING_MODE]};return{aliases:["jinja"],case_insensitive:!0,subLanguage:"xml",contains:[e.COMMENT(/\{%\s*comment\s*%}/,/\{%\s*endcomment\s*%}/),e.COMMENT(/\{#/,/#}/),{className:"template-tag",begin:/\{%/,end:/%}/,contains:[{className:"name",begin:/\w+/,keywords:{name:"comment endcomment load templatetag ifchanged endifchanged if endif firstof for endfor ifnotequal endifnotequal widthratio extends include spaceless endspaceless regroup ifequal endifequal ssi now with cycle url filter endfilter debug block endblock else autoescape endautoescape csrf_token empty elif endwith static trans blocktrans endblocktrans get_static_prefix get_media_prefix plural get_current_language language get_available_languages get_current_language_bidi get_language_info get_language_info_list localize endlocalize localtime endlocaltime timezone endtimezone get_current_timezone verbatim"},starts:{endsWithParent:!0,keywords:"in by as",contains:[t],relevance:0}}]},{className:"template-variable",begin:/\{\{/,end:/}}/,contains:[t]}]}}},s7vy:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#878573"},"hljs-quote":{color:"#878573"},"hljs-variable":{color:"#ba6236"},"hljs-template-variable":{color:"#ba6236"},"hljs-attribute":{color:"#ba6236"},"hljs-tag":{color:"#ba6236"},"hljs-name":{color:"#ba6236"},"hljs-regexp":{color:"#ba6236"},"hljs-link":{color:"#ba6236"},"hljs-selector-id":{color:"#ba6236"},"hljs-selector-class":{color:"#ba6236"},"hljs-number":{color:"#ae7313"},"hljs-meta":{color:"#ae7313"},"hljs-built_in":{color:"#ae7313"},"hljs-builtin-name":{color:"#ae7313"},"hljs-literal":{color:"#ae7313"},"hljs-type":{color:"#ae7313"},"hljs-params":{color:"#ae7313"},"hljs-string":{color:"#7d9726"},"hljs-symbol":{color:"#7d9726"},"hljs-bullet":{color:"#7d9726"},"hljs-title":{color:"#36a166"},"hljs-section":{color:"#36a166"},"hljs-keyword":{color:"#5f9182"},"hljs-selector-tag":{color:"#5f9182"},"hljs-deletion":{color:"#22221b",display:"inline-block",width:"100%",backgroundColor:"#ba6236"},"hljs-addition":{color:"#22221b",display:"inline-block",width:"100%",backgroundColor:"#7d9726"},hljs:{display:"block",overflowX:"auto",background:"#22221b",color:"#929181",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},sEJB:function(e){e.exports=function(e){var t={className:"variable",variants:[{begin:/\$[\w\d#@][\w\d_]*/},{begin:/\$\{(.*?)}/}]},r={className:"string",begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,t,{className:"variable",begin:/\$\(/,end:/\)/,contains:[e.BACKSLASH_ESCAPE]}]};return{aliases:["sh","zsh"],lexemes:/\b-?[a-z\._]+\b/,keywords:{keyword:"if then else elif fi for while in do done case esac function",literal:"true false",built_in:"break cd continue eval exec exit export getopts hash pwd readonly return shift test times trap umask unset alias bind builtin caller command declare echo enable help let local logout mapfile printf read readarray source type typeset ulimit unalias set shopt autoload bg bindkey bye cap chdir clone comparguments compcall compctl compdescribe compfiles compgroups compquote comptags comptry compvalues dirs disable disown echotc echoti emulate fc fg float functions getcap getln history integer jobs kill limit log noglob popd print pushd pushln rehash sched setcap setopt stat suspend ttyctl unfunction unhash unlimit unsetopt vared wait whence where which zcompile zformat zftp zle zmodload zparseopts zprof zpty zregexparse zsocket zstyle ztcp",_:"-ne -eq -lt -gt -f -d -e -s -l -a"},contains:[{className:"meta",begin:/^#![^\n]+sh\s*$/,relevance:10},{className:"function",begin:/\w[\w\d_]*\s*\(\s*\)\s*\{/,returnBegin:!0,contains:[e.inherit(e.TITLE_MODE,{begin:/\w[\w\d_]*/})],relevance:0},e.HASH_COMMENT_MODE,r,{className:"",begin:/\\"/},{className:"string",begin:/'/,end:/'/},t]}}},sThc:function(e){e.exports=function(e){var t="abstract add and array as asc aspect assembly async begin break block by case class concat const copy constructor continue create default delegate desc distinct div do downto dynamic each else empty end ensure enum equals event except exit extension external false final finalize finalizer finally flags for forward from function future global group has if implementation implements implies in index inherited inline interface into invariants is iterator join locked locking loop matching method mod module namespace nested new nil not notify nullable of old on operator or order out override parallel params partial pinned private procedure property protected public queryable raise read readonly record reintroduce remove repeat require result reverse sealed select self sequence set shl shr skip static step soft take then to true try tuple type union unit unsafe until uses using var virtual raises volatile where while with write xor yield await mapped deprecated stdcall cdecl pascal register safecall overload library platform reference packed strict published autoreleasepool selector strong weak unretained",r=e.COMMENT("{","}",{relevance:0}),n=e.COMMENT("\\(\\*","\\*\\)",{relevance:10}),o={className:"string",begin:"'",end:"'",contains:[{begin:"''"}]},a={className:"string",begin:"(#\\d+)+"},i={className:"function",beginKeywords:"function constructor destructor procedure method",end:"[:;]",keywords:"function constructor|10 destructor|10 procedure|10 method|10",contains:[e.TITLE_MODE,{className:"params",begin:"\\(",end:"\\)",keywords:t,contains:[o,a]},r,n]};return{case_insensitive:!0,lexemes:/\.?\w+/,keywords:t,illegal:'("|\\$[G-Zg-z]|\\/\\*||->)',contains:[r,n,e.C_LINE_COMMENT_MODE,o,a,e.NUMBER_MODE,i,{className:"class",begin:"=\\bclass\\b",end:"end;",keywords:t,contains:[o,a,r,n,e.C_LINE_COMMENT_MODE,i]}]}}},sbTZ:function(e){e.exports=function(e){var t={keyword:"in if for while finally new do return else break catch instanceof throw try this switch continue typeof delete debugger super yield import export from as default await then unless until loop of by when and or is isnt not",literal:"true false null undefined yes no on off",built_in:"npm require console print module global window document"},r="[A-Za-z$_][0-9A-Za-z$_]*",n={className:"subst",begin:/#\{/,end:/}/,keywords:t},o=[e.BINARY_NUMBER_MODE,e.inherit(e.C_NUMBER_MODE,{starts:{end:"(\\s*/)?",relevance:0}}),{className:"string",variants:[{begin:/'''/,end:/'''/,contains:[e.BACKSLASH_ESCAPE]},{begin:/'/,end:/'/,contains:[e.BACKSLASH_ESCAPE]},{begin:/"""/,end:/"""/,contains:[e.BACKSLASH_ESCAPE,n]},{begin:/"/,end:/"/,contains:[e.BACKSLASH_ESCAPE,n]}]},{className:"regexp",variants:[{begin:"///",end:"///",contains:[n,e.HASH_COMMENT_MODE]},{begin:"//[gim]*",relevance:0},{begin:/\/(?![ *])(\\\/|.)*?\/[gim]*(?=\W|$)/}]},{begin:"@"+r},{subLanguage:"javascript",excludeBegin:!0,excludeEnd:!0,variants:[{begin:"```",end:"```"},{begin:"`",end:"`"}]}];n.contains=o;var a=e.inherit(e.TITLE_MODE,{begin:r}),i={className:"params",begin:"\\([^\\(]",returnBegin:!0,contains:[{begin:/\(/,end:/\)/,keywords:t,contains:["self"].concat(o)}]};return{aliases:["coffee","cson","iced"],keywords:t,illegal:/\/\*/,contains:o.concat([e.COMMENT("###","###"),e.HASH_COMMENT_MODE,{className:"function",begin:"^\\s*"+r+"\\s*=\\s*(\\(.*\\))?\\s*\\B[-=]>",end:"[-=]>",returnBegin:!0,contains:[a,i]},{begin:/[:\(,=]\s*/,relevance:0,contains:[{className:"function",begin:"(\\(.*\\))?\\s*\\B[-=]>",end:"[-=]>",returnBegin:!0,contains:[i]}]},{className:"class",beginKeywords:"class",end:"$",illegal:/[:="\[\]]/,contains:[{beginKeywords:"extends",endsWithParent:!0,illegal:/[:="\[\]]/,contains:[a]},a]},{begin:r+":",end:":",returnBegin:!0,returnEnd:!0,relevance:0}])}}},smNm:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#000000",color:"#aaaaaa"},"hljs-subst":{color:"#aaaaaa"},"hljs-tag":{color:"#aaaaaa"},"hljs-title":{color:"#aaaaaa"},"hljs-strong":{color:"#a8a8a2"},"hljs-emphasis":{color:"#a8a8a2",fontStyle:"italic"},"hljs-bullet":{color:"#ff55ff"},"hljs-quote":{color:"#ff55ff"},"hljs-number":{color:"#ff55ff"},"hljs-regexp":{color:"#ff55ff"},"hljs-literal":{color:"#ff55ff"},"hljs-code\n.hljs-selector-class":{color:"#aaaaff"},"hljs-stronge":{fontStyle:"italic"},"hljs-type":{fontStyle:"italic",color:"#ff55ff"},"hljs-keyword":{color:"#ffff55"},"hljs-selector-tag":{color:"#ffff55"},"hljs-function":{color:"#ffff55"},"hljs-section":{color:"#ffff55"},"hljs-symbol":{color:"#ffff55"},"hljs-name":{color:"#ffff55"},"hljs-attribute":{color:"#ff5555"},"hljs-variable":{color:"#8888ff"},"hljs-params":{color:"#8888ff"},"hljs-class .hljs-title":{color:"#8888ff"},"hljs-string":{color:"#ff55ff"},"hljs-selector-id":{color:"#ff55ff"},"hljs-selector-attr":{color:"#ff55ff"},"hljs-selector-pseudo":{color:"#ff55ff"},"hljs-built_in":{color:"#ff55ff"},"hljs-builtin-name":{color:"#ff55ff"},"hljs-template-tag":{color:"#ff55ff"},"hljs-template-variable":{color:"#ff55ff"},"hljs-addition":{color:"#ff55ff"},"hljs-link":{color:"#ff55ff"},"hljs-comment":{color:"#55ffff"},"hljs-meta":{color:"#55ffff"},"hljs-deletion":{color:"#55ffff"}}},"t+fX":function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",color:"#eaeaea",background:"#000",padding:"0.5"},"hljs-subst":{color:"#eaeaea"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"},"hljs-builtin-name":{color:"#eaeaea"},"hljs-type":{color:"#eaeaea"},"hljs-params":{color:"#da0000"},"hljs-literal":{color:"#ff0000",fontWeight:"bolder"},"hljs-number":{color:"#ff0000",fontWeight:"bolder"},"hljs-name":{color:"#ff0000",fontWeight:"bolder"},"hljs-comment":{color:"#969896"},"hljs-selector-id":{color:"#00ffff"},"hljs-quote":{color:"#00ffff"},"hljs-template-variable":{color:"#00ffff",fontWeight:"bold"},"hljs-variable":{color:"#00ffff",fontWeight:"bold"},"hljs-title":{color:"#00ffff",fontWeight:"bold"},"hljs-selector-class":{color:"#fff000"},"hljs-keyword":{color:"#fff000"},"hljs-symbol":{color:"#fff000"},"hljs-string":{color:"#00ff00"},"hljs-bullet":{color:"#00ff00"},"hljs-tag":{color:"#000fff"},"hljs-section":{color:"#000fff"},"hljs-selector-tag":{color:"#000fff",fontWeight:"bold"},"hljs-attribute":{color:"#ff00ff"},"hljs-built_in":{color:"#ff00ff"},"hljs-regexp":{color:"#ff00ff"},"hljs-link":{color:"#ff00ff"},"hljs-meta":{color:"#fff",fontWeight:"bolder"}}},tWsw:function(e){e.exports=function(e){var t={begin:/\(/,end:/\)/,relevance:0},r={begin:/\[/,end:/\]/},n=[{begin:/[a-z][A-Za-z0-9_]*/,relevance:0},{className:"symbol",variants:[{begin:/[A-Z][a-zA-Z0-9_]*/},{begin:/_[A-Za-z0-9_]*/}],relevance:0},t,{begin:/:-/},r,{className:"comment",begin:/%/,end:/$/,contains:[e.PHRASAL_WORDS_MODE]},e.C_BLOCK_COMMENT_MODE,e.QUOTE_STRING_MODE,e.APOS_STRING_MODE,{className:"string",begin:/`/,end:/`/,contains:[e.BACKSLASH_ESCAPE]},{className:"string",begin:/0\'(\\\'|.)/},{className:"string",begin:/0\'\\s/},e.C_NUMBER_MODE];return t.contains=n,r.contains=n,{contains:n.concat([{begin:/\.$/}])}}},tZ4O:function(e,t,r){"use strict";(function(e){function n(e,t,r){if(t in e){var n=e[t],o=r(n);if("function"==typeof o)try{o.prototype=o.prototype||{},Object.defineProperties(o,{__sentry_original__:{enumerable:!1,value:n}})}catch(e){}e[t]=o}}function o(e){return Object.keys(e).map((function(t){return encodeURIComponent(t)+"="+encodeURIComponent(e[t])})).join("&")}function a(e){if(Object(g.d)(e)){var t=e,r={message:t.message,name:t.name,stack:t.stack};for(var n in t)Object.prototype.hasOwnProperty.call(t,n)&&(r[n]=t[n]);return r}if(Object(g.f)(e)){var o=e,a={};a.type=o.type;try{a.target=Object(g.c)(o.target)?Object(m.a)(o.target):Object.prototype.toString.call(o.target)}catch(e){a.target=""}try{a.currentTarget=Object(g.c)(o.currentTarget)?Object(m.a)(o.currentTarget):Object.prototype.toString.call(o.currentTarget)}catch(e){a.currentTarget=""}for(var n in"undefined"!=typeof CustomEvent&&Object(g.g)(e,CustomEvent)&&(a.detail=o.detail),o)Object.prototype.hasOwnProperty.call(o,n)&&(a[n]=o);return a}return e}function i(e){return function(e){return~-encodeURI(e).split(/%..|./).length}(JSON.stringify(e))}function s(e,t,r){void 0===t&&(t=3),void 0===r&&(r=102400);var n=_(e,t);return i(n)>r?s(e,t-1,r):n}function l(t,r){return"domain"===r&&t&&"object"==typeof t&&t._events?"[Domain]":"domainEmitter"===r?"[DomainEmitter]":void 0!==e&&t===e?"[Global]":"undefined"!=typeof window&&t===window?"[Window]":"undefined"!=typeof document&&t===document?"[Document]":Object(g.l)(t)?"[SyntheticEvent]":"number"==typeof t&&t!=t?"[NaN]":void 0===t?"[undefined]":"function"==typeof t?"[Function: "+Object(E.a)(t)+"]":"symbol"==typeof t?"["+String(t)+"]":"bigint"==typeof t?"[BigInt: "+String(t)+"]":t}function c(e,t,r,n){if(void 0===r&&(r=1/0),void 0===n&&(n=new f.a),0===r)return function(e){var t=Object.prototype.toString.call(e);if("string"==typeof e)return e;if("[object Object]"===t)return"[Object]";if("[object Array]"===t)return"[Array]";var r=l(e);return Object(g.i)(r)?r:t}(t);if(null!=t&&"function"==typeof t.toJSON)return t.toJSON();var o=l(t,e);if(Object(g.i)(o))return o;var i=a(t),s=Array.isArray(t)?[]:{};if(n.memoize(t))return"[Circular ~]";for(var _ in i)Object.prototype.hasOwnProperty.call(i,_)&&(s[_]=c(_,i[_],r-1,n));return n.unmemoize(t),s}function _(e,t){try{return JSON.parse(JSON.stringify(e,(function(e,r){return c(e,r,t)})))}catch(e){return"**non-serializable**"}}function d(e,t){void 0===t&&(t=40);var r=Object.keys(a(e));if(r.sort(),!r.length)return"[object has no keys]";if(r[0].length>=t)return Object(b.d)(r[0],t);for(var n=r.length;n>0;n--){var o=r.slice(0,n).join(", ");if(!(o.length>t))return n===r.length?o:Object(b.d)(o,t)}return""}function u(e){var t,r;if(Object(g.h)(e)){var n=e,o={};try{for(var a=Object(p.f)(Object.keys(n)),i=a.next();!i.done;i=a.next()){var s=i.value;void 0!==n[s]&&(o[s]=u(n[s]))}}catch(e){t={error:e}}finally{try{i&&!i.done&&(r=a.return)&&r.call(a)}finally{if(t)throw t.error}}return o}return Array.isArray(e)?e.map(u):e}r.d(t,"c",(function(){return n})),r.d(t,"f",(function(){return o})),r.d(t,"e",(function(){return s})),r.d(t,"d",(function(){return _})),r.d(t,"b",(function(){return d})),r.d(t,"a",(function(){return u}));var p=r("bb6g"),m=r("VPep"),g=r("E6vx"),f=r("7UEW"),E=r("WgIG"),b=r("dbjm")}).call(this,r("pCvA"))},tutY:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#655f6d"},"hljs-quote":{color:"#655f6d"},"hljs-variable":{color:"#be4678"},"hljs-template-variable":{color:"#be4678"},"hljs-attribute":{color:"#be4678"},"hljs-tag":{color:"#be4678"},"hljs-name":{color:"#be4678"},"hljs-regexp":{color:"#be4678"},"hljs-link":{color:"#be4678"},"hljs-selector-id":{color:"#be4678"},"hljs-selector-class":{color:"#be4678"},"hljs-number":{color:"#aa573c"},"hljs-meta":{color:"#aa573c"},"hljs-built_in":{color:"#aa573c"},"hljs-builtin-name":{color:"#aa573c"},"hljs-literal":{color:"#aa573c"},"hljs-type":{color:"#aa573c"},"hljs-params":{color:"#aa573c"},"hljs-string":{color:"#2a9292"},"hljs-symbol":{color:"#2a9292"},"hljs-bullet":{color:"#2a9292"},"hljs-title":{color:"#576ddb"},"hljs-section":{color:"#576ddb"},"hljs-keyword":{color:"#955ae7"},"hljs-selector-tag":{color:"#955ae7"},"hljs-deletion":{color:"#19171c",display:"inline-block",width:"100%",backgroundColor:"#be4678"},"hljs-addition":{color:"#19171c",display:"inline-block",width:"100%",backgroundColor:"#2a9292"},hljs:{display:"block",overflowX:"auto",background:"#efecf4",color:"#585260",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},uOpT:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#5a7b8c"},"hljs-quote":{color:"#5a7b8c"},"hljs-variable":{color:"#d22d72"},"hljs-template-variable":{color:"#d22d72"},"hljs-attribute":{color:"#d22d72"},"hljs-tag":{color:"#d22d72"},"hljs-name":{color:"#d22d72"},"hljs-regexp":{color:"#d22d72"},"hljs-link":{color:"#d22d72"},"hljs-selector-id":{color:"#d22d72"},"hljs-selector-class":{color:"#d22d72"},"hljs-number":{color:"#935c25"},"hljs-meta":{color:"#935c25"},"hljs-built_in":{color:"#935c25"},"hljs-builtin-name":{color:"#935c25"},"hljs-literal":{color:"#935c25"},"hljs-type":{color:"#935c25"},"hljs-params":{color:"#935c25"},"hljs-string":{color:"#568c3b"},"hljs-symbol":{color:"#568c3b"},"hljs-bullet":{color:"#568c3b"},"hljs-title":{color:"#257fad"},"hljs-section":{color:"#257fad"},"hljs-keyword":{color:"#6b6bb8"},"hljs-selector-tag":{color:"#6b6bb8"},hljs:{display:"block",overflowX:"auto",background:"#ebf8ff",color:"#516d7b",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},uYOp:function(e){e.exports=function(e){var t=[e.C_NUMBER_MODE,{className:"string",begin:"'|\"",end:"'|\"",contains:[e.BACKSLASH_ESCAPE,{begin:"''"}]}];return{aliases:["sci"],lexemes:/%?\w+/,keywords:{keyword:"abort break case clear catch continue do elseif else endfunction end for function global if pause return resume select try then while",literal:"%f %F %t %T %pi %eps %inf %nan %e %i %z %s",built_in:"abs and acos asin atan ceil cd chdir clearglobal cosh cos cumprod deff disp error exec execstr exists exp eye gettext floor fprintf fread fsolve imag isdef isempty isinfisnan isvector lasterror length load linspace list listfiles log10 log2 log max min msprintf mclose mopen ones or pathconvert poly printf prod pwd rand real round sinh sin size gsort sprintf sqrt strcat strcmps tring sum system tanh tan type typename warning zeros matrix"},illegal:'("|#|/\\*|\\s+/\\w+)',contains:[{className:"function",beginKeywords:"function",end:"$",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",begin:"\\(",end:"\\)"}]},{begin:"[a-zA-Z_][a-zA-Z_0-9]*('+[\\.']*|[\\.']+)",end:"",relevance:0},{begin:"\\[",end:"\\]'*[\\.']*",relevance:0,contains:t},e.COMMENT("//","$")].concat(t)}}},umAW:function(e){e.exports=function(){return{contains:[{className:"function",begin:"#+[A-Za-z_0-9]*\\(",end:" {",returnBegin:!0,excludeEnd:!0,contains:[{className:"keyword",begin:"#+"},{className:"title",begin:"[A-Za-z_][A-Za-z_0-9]*"},{className:"params",begin:"\\(",end:"\\)",endsParent:!0,contains:[{className:"string",begin:'"',end:'"'},{className:"variable",begin:"[A-Za-z_][A-Za-z_0-9]*"}]}]}]}}},vT3H:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#474949",color:"#d1d9e1"},"hljs-comment":{color:"#969896",fontStyle:"italic"},"hljs-quote":{color:"#969896",fontStyle:"italic"},"hljs-keyword":{color:"#cc99cc"},"hljs-selector-tag":{color:"#cc99cc"},"hljs-literal":{color:"#cc99cc"},"hljs-type":{color:"#cc99cc"},"hljs-addition":{color:"#cc99cc"},"hljs-number":{color:"#f99157"},"hljs-selector-attr":{color:"#f99157"},"hljs-selector-pseudo":{color:"#f99157"},"hljs-string":{color:"#8abeb7"},"hljs-doctag":{color:"#8abeb7"},"hljs-regexp":{color:"#8abeb7"},"hljs-title":{color:"#b5bd68"},"hljs-name":{color:"#b5bd68",fontWeight:"bold"},"hljs-section":{color:"#b5bd68",fontWeight:"bold"},"hljs-built_in":{color:"#b5bd68"},"hljs-variable":{color:"#ffcc66"},"hljs-template-variable":{color:"#ffcc66"},"hljs-selector-id":{color:"#ffcc66"},"hljs-class .hljs-title":{color:"#ffcc66"},"hljs-strong":{fontWeight:"bold"},"hljs-symbol":{color:"#f99157"},"hljs-bullet":{color:"#f99157"},"hljs-subst":{color:"#f99157"},"hljs-meta":{color:"#f99157"},"hljs-link":{color:"#f99157"},"hljs-deletion":{color:"#dc322f"},"hljs-formula":{background:"#eee8d5"},"hljs-attr":{color:"#81a2be"},"hljs-attribute":{color:"#81a2be"},"hljs-emphasis":{fontStyle:"italic"}}},ve3R:function(e,t,r){"use strict";function n(){return(n=Object.assign||function(e){for(var t=1;t=0;u--){var p=i[u];"."===p?a(i,u):".."===p?(a(i,u),d++):d&&(a(i,u),d--)}if(!c)for(;d--;d)i.unshift("..");!c||""===i[0]||i[0]&&o(i[0])||i.unshift("");var m=i.join("/");return r&&"/"!==m.substr(-1)&&(m+="/"),m},h=function(e){if(!e)throw new Error("Invariant failed")},S=!("undefined"==typeof window||!window.document||!window.document.createElement),T={hashbang:{encodePath:function(e){return"!"===e.charAt(0)?e:"!/"+s(e)},decodePath:function(e){return"!"===e.charAt(0)?e.substr(1):e}},noslash:{encodePath:s,decodePath:i},slash:{encodePath:i,decodePath:i}}},vk9i:function(e){e.exports=function(e){var t="~?[a-z$_][0-9a-zA-Z$_]*",r="`?[A-Z$_][0-9a-zA-Z$_]*",n="("+(["||","&&","++","**","+.","*","/","*.","/.","...","|>"].map((function(e){return e.split("").map((function(e){return"\\"+e})).join("")})).join("|")+"|==|===)"),o="\\s+"+n+"\\s+",a={keyword:"and as asr assert begin class constraint do done downto else end exception externalfor fun function functor if in include inherit initializerland lazy let lor lsl lsr lxor match method mod module mutable new nonrecobject of open or private rec sig struct then to try type val virtual when while with",built_in:"array bool bytes char exn|5 float int int32 int64 list lazy_t|5 nativeint|5 ref string unit ",literal:"true false"},i="\\b(0[xX][a-fA-F0-9_]+[Lln]?|0[oO][0-7_]+[Lln]?|0[bB][01_]+[Lln]?|[0-9][0-9_]*([Lln]|(\\.[0-9_]*)?([eE][-+]?[0-9_]+)?)?)",s={className:"number",relevance:0,variants:[{begin:i},{begin:"\\(\\-"+i+"\\)"}]},l={className:"operator",relevance:0,begin:n},c=[{className:"identifier",relevance:0,begin:t},l,s],_=[e.QUOTE_STRING_MODE,l,{className:"module",begin:"\\b"+r,returnBegin:!0,end:".",contains:[{className:"identifier",begin:r,relevance:0}]}],d=[{className:"module",begin:"\\b"+r,returnBegin:!0,end:".",relevance:0,contains:[{className:"identifier",begin:r,relevance:0}]}],u={className:"function",relevance:0,keywords:a,variants:[{begin:"\\s(\\(\\.?.*?\\)|"+t+")\\s*=>",end:"\\s*=>",returnBegin:!0,relevance:0,contains:[{className:"params",variants:[{begin:t},{begin:"~?[a-z$_][0-9a-zA-Z$_]*(s*:s*[a-z$_][0-9a-z$_]*((s*('?[a-z$_][0-9a-z$_]*s*(,'?[a-z$_][0-9a-z$_]*)*)?s*))?)?(s*:s*[a-z$_][0-9a-z$_]*((s*('?[a-z$_][0-9a-z$_]*s*(,'?[a-z$_][0-9a-z$_]*)*)?s*))?)?"},{begin:/\(\s*\)/}]}]},{begin:"\\s\\(\\.?[^;\\|]*\\)\\s*=>",end:"\\s=>",returnBegin:!0,relevance:0,contains:[{className:"params",relevance:0,variants:[{begin:t,end:"(,|\\n|\\))",relevance:0,contains:[l,{className:"typing",begin:":",end:"(,|\\n)",returnBegin:!0,relevance:0,contains:d}]}]}]},{begin:"\\(\\.\\s"+t+"\\)\\s*=>"}]};_.push(u);var p={className:"constructor",begin:r+"\\(",end:"\\)",illegal:"\\n",keywords:a,contains:[e.QUOTE_STRING_MODE,l,{className:"params",begin:"\\b"+t}]},m={className:"pattern-match",begin:"\\|",returnBegin:!0,keywords:a,end:"=>",relevance:0,contains:[p,l,{relevance:0,className:"constructor",begin:r}]},g={className:"module-access",keywords:a,returnBegin:!0,variants:[{begin:"\\b("+r+"\\.)+"+t},{begin:"\\b("+r+"\\.)+\\(",end:"\\)",returnBegin:!0,contains:[u,{begin:"\\(",end:"\\)",skip:!0}].concat(_)},{begin:"\\b("+r+"\\.)+{",end:"}"}],contains:_};return d.push(g),{aliases:["re"],keywords:a,illegal:"(:\\-|:=|\\${|\\+=)",contains:[e.COMMENT("/\\*","\\*/",{illegal:"^(\\#,\\/\\/)"}),{className:"character",begin:"'(\\\\[^']+|[^'])'",illegal:"\\n",relevance:0},e.QUOTE_STRING_MODE,{className:"literal",begin:"\\(\\)",relevance:0},{className:"literal",begin:"\\[\\|",end:"\\|\\]",relevance:0,contains:c},{className:"literal",begin:"\\[",end:"\\]",relevance:0,contains:c},p,{className:"operator",begin:o,illegal:"\\-\\->",relevance:0},s,e.C_LINE_COMMENT_MODE,m,u,{className:"module-def",begin:"\\bmodule\\s+"+t+"\\s+"+r+"\\s+=\\s+{",end:"}",returnBegin:!0,keywords:a,relevance:0,contains:[{className:"module",relevance:0,begin:r},{begin:"{",end:"}",skip:!0}].concat(_)},g]}}},w97a:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#65737e"},"hljs-quote":{color:"#65737e"},"hljs-variable":{color:"#bf616a"},"hljs-template-variable":{color:"#bf616a"},"hljs-tag":{color:"#bf616a"},"hljs-name":{color:"#bf616a"},"hljs-selector-id":{color:"#bf616a"},"hljs-selector-class":{color:"#bf616a"},"hljs-regexp":{color:"#bf616a"},"hljs-deletion":{color:"#bf616a"},"hljs-number":{color:"#d08770"},"hljs-built_in":{color:"#d08770"},"hljs-builtin-name":{color:"#d08770"},"hljs-literal":{color:"#d08770"},"hljs-type":{color:"#d08770"},"hljs-params":{color:"#d08770"},"hljs-meta":{color:"#d08770"},"hljs-link":{color:"#d08770"},"hljs-attribute":{color:"#ebcb8b"},"hljs-string":{color:"#a3be8c"},"hljs-symbol":{color:"#a3be8c"},"hljs-bullet":{color:"#a3be8c"},"hljs-addition":{color:"#a3be8c"},"hljs-title":{color:"#8fa1b3"},"hljs-section":{color:"#8fa1b3"},"hljs-keyword":{color:"#b48ead"},"hljs-selector-tag":{color:"#b48ead"},hljs:{display:"block",overflowX:"auto",background:"#2b303b",color:"#c0c5ce",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},wOLQ:function(e){e.exports=function(e){var t={begin:"\\[=*\\[",end:"\\]=*\\]",contains:["self"]},r=[e.COMMENT("--(?!\\[=*\\[)","$"),e.COMMENT("--\\[=*\\[","\\]=*\\]",{contains:[t],relevance:10})];return{lexemes:e.UNDERSCORE_IDENT_RE,keywords:{literal:"true false nil",keyword:"and break do else elseif end for goto if in local not or repeat return then until while",built_in:"_G _ENV _VERSION __index __newindex __mode __call __metatable __tostring __len __gc __add __sub __mul __div __mod __pow __concat __unm __eq __lt __le assert collectgarbage dofile error getfenv getmetatable ipairs load loadfile loadstringmodule next pairs pcall print rawequal rawget rawset require select setfenvsetmetatable tonumber tostring type unpack xpcall arg selfcoroutine resume yield status wrap create running debug getupvalue debug sethook getmetatable gethook setmetatable setlocal traceback setfenv getinfo setupvalue getlocal getregistry getfenv io lines write close flush open output type read stderr stdin input stdout popen tmpfile math log max acos huge ldexp pi cos tanh pow deg tan cosh sinh random randomseed frexp ceil floor rad abs sqrt modf asin min mod fmod log10 atan2 exp sin atan os exit setlocale date getenv difftime remove time clock tmpname rename execute package preload loadlib loaded loaders cpath config path seeall string sub upper len gfind rep find match char dump gmatch reverse byte format gsub lower table setn insert getn foreachi maxn foreach concat sort remove"},contains:r.concat([{className:"function",beginKeywords:"function",end:"\\)",contains:[e.inherit(e.TITLE_MODE,{begin:"([_a-zA-Z]\\w*\\.)*([_a-zA-Z]\\w*:)?[_a-zA-Z]\\w*"}),{className:"params",begin:"\\(",endsWithParent:!0,contains:r}].concat(r)},e.C_NUMBER_MODE,e.APOS_STRING_MODE,e.QUOTE_STRING_MODE,{className:"string",begin:"\\[=*\\[",end:"\\]=*\\]",contains:[t],relevance:5}])}}},ws46:function(e){e.exports=function(e){var t="[A-Za-z](_?[A-Za-z0-9.])*",r=e.COMMENT("--","$"),n={begin:"\\s+:\\s+",end:"\\s*(:=|;|\\)|=>|$)",illegal:"[]{}%#'\"",contains:[{beginKeywords:"loop for declare others",endsParent:!0},{className:"keyword",beginKeywords:"not null constant access function procedure in out aliased exception"},{className:"type",begin:t,endsParent:!0,relevance:0}]};return{case_insensitive:!0,keywords:{keyword:"abort else new return abs elsif not reverse abstract end accept entry select access exception of separate aliased exit or some all others subtype and for out synchronized array function overriding at tagged generic package task begin goto pragma terminate body private then if procedure type case in protected constant interface is raise use declare range delay limited record when delta loop rem while digits renames with do mod requeue xor",literal:"True False"},contains:[r,{className:"string",begin:/"/,end:/"/,contains:[{begin:/""/,relevance:0}]},{className:"string",begin:/'.'/},{className:"number",begin:"\\b(\\d(_|\\d)*#\\w+(\\.\\w+)?#([eE][-+]?\\d(_|\\d)*)?|\\d(_|\\d)*(\\.\\d(_|\\d)*)?([eE][-+]?\\d(_|\\d)*)?)",relevance:0},{className:"symbol",begin:"'"+t},{className:"title",begin:"(\\bwith\\s+)?(\\bprivate\\s+)?\\bpackage\\s+(\\bbody\\s+)?",end:"(is|$)",keywords:"package body",excludeBegin:!0,excludeEnd:!0,illegal:"[]{}%#'\""},{begin:"(\\b(with|overriding)\\s+)?\\b(function|procedure)\\s+",end:"(\\bis|\\bwith|\\brenames|\\)\\s*;)",keywords:"overriding function procedure with is renames return",returnBegin:!0,contains:[r,{className:"title",begin:"(\\bwith\\s+)?\\b(function|procedure)\\s+",end:"(\\(|\\s+|$)",excludeBegin:!0,excludeEnd:!0,illegal:"[]{}%#'\""},n,{className:"type",begin:"\\breturn\\s+",end:"(\\s+|;|$)",keywords:"return",excludeBegin:!0,excludeEnd:!0,endsParent:!0,illegal:"[]{}%#'\""}]},{className:"type",begin:"\\b(sub)?type\\s+",end:"\\s+",keywords:"type",excludeBegin:!0,illegal:"[]{}%#'\""},n]}}},x9fF:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={"hljs-comment":{color:"#776977"},"hljs-quote":{color:"#776977"},"hljs-variable":{color:"#ca402b"},"hljs-template-variable":{color:"#ca402b"},"hljs-attribute":{color:"#ca402b"},"hljs-tag":{color:"#ca402b"},"hljs-name":{color:"#ca402b"},"hljs-regexp":{color:"#ca402b"},"hljs-link":{color:"#ca402b"},"hljs-selector-id":{color:"#ca402b"},"hljs-selector-class":{color:"#ca402b"},"hljs-number":{color:"#a65926"},"hljs-meta":{color:"#a65926"},"hljs-built_in":{color:"#a65926"},"hljs-builtin-name":{color:"#a65926"},"hljs-literal":{color:"#a65926"},"hljs-type":{color:"#a65926"},"hljs-params":{color:"#a65926"},"hljs-string":{color:"#918b3b"},"hljs-symbol":{color:"#918b3b"},"hljs-bullet":{color:"#918b3b"},"hljs-title":{color:"#516aec"},"hljs-section":{color:"#516aec"},"hljs-keyword":{color:"#7b59c0"},"hljs-selector-tag":{color:"#7b59c0"},hljs:{display:"block",overflowX:"auto",background:"#f7f3f7",color:"#695d69",padding:"0.5em"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},xAlp:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#444",color:"#ddd"},"hljs-keyword":{color:"white",fontWeight:"bold"},"hljs-selector-tag":{color:"white",fontWeight:"bold"},"hljs-literal":{color:"white",fontWeight:"bold"},"hljs-section":{color:"white",fontWeight:"bold"},"hljs-link":{color:"white"},"hljs-subst":{color:"#ddd"},"hljs-string":{color:"#d88"},"hljs-title":{color:"#d88",fontWeight:"bold"},"hljs-name":{color:"#d88",fontWeight:"bold"},"hljs-type":{color:"#d88",fontWeight:"bold"},"hljs-attribute":{color:"#d88"},"hljs-symbol":{color:"#d88"},"hljs-bullet":{color:"#d88"},"hljs-built_in":{color:"#d88"},"hljs-addition":{color:"#d88"},"hljs-variable":{color:"#d88"},"hljs-template-tag":{color:"#d88"},"hljs-template-variable":{color:"#d88"},"hljs-comment":{color:"#777"},"hljs-quote":{color:"#777"},"hljs-deletion":{color:"#777"},"hljs-meta":{color:"#777"},"hljs-doctag":{fontWeight:"bold"},"hljs-strong":{fontWeight:"bold"},"hljs-emphasis":{fontStyle:"italic"}}},xGjh:function(){},xJGe:function(e){e.exports=function(){return{subLanguage:"xml",contains:[{begin:"<%",end:"%>",subLanguage:"vbscript"}]}}},xQYA:function(e){e.exports=function(e){var t={variants:[e.COMMENT(";","$",{relevance:0}),e.COMMENT("#cs","#ce"),e.COMMENT("#comments-start","#comments-end")]},r={begin:"\\$[A-z0-9_]+"},n={className:"string",variants:[{begin:/"/,end:/"/,contains:[{begin:/""/,relevance:0}]},{begin:/'/,end:/'/,contains:[{begin:/''/,relevance:0}]}]},o={variants:[e.BINARY_NUMBER_MODE,e.C_NUMBER_MODE]};return{case_insensitive:!0,illegal:/\/\*/,keywords:{keyword:"ByRef Case Const ContinueCase ContinueLoop Default Dim Do Else ElseIf EndFunc EndIf EndSelect EndSwitch EndWith Enum Exit ExitLoop For Func Global If In Local Next ReDim Return Select Static Step Switch Then To Until Volatile WEnd While With",built_in:"Abs ACos AdlibRegister AdlibUnRegister Asc AscW ASin Assign ATan AutoItSetOption AutoItWinGetTitle AutoItWinSetTitle Beep Binary BinaryLen BinaryMid BinaryToString BitAND BitNOT BitOR BitRotate BitShift BitXOR BlockInput Break Call CDTray Ceiling Chr ChrW ClipGet ClipPut ConsoleRead ConsoleWrite ConsoleWriteError ControlClick ControlCommand ControlDisable ControlEnable ControlFocus ControlGetFocus ControlGetHandle ControlGetPos ControlGetText ControlHide ControlListView ControlMove ControlSend ControlSetText ControlShow ControlTreeView Cos Dec DirCopy DirCreate DirGetSize DirMove DirRemove DllCall DllCallAddress DllCallbackFree DllCallbackGetPtr DllCallbackRegister DllClose DllOpen DllStructCreate DllStructGetData DllStructGetPtr DllStructGetSize DllStructSetData DriveGetDrive DriveGetFileSystem DriveGetLabel DriveGetSerial DriveGetType DriveMapAdd DriveMapDel DriveMapGet DriveSetLabel DriveSpaceFree DriveSpaceTotal DriveStatus EnvGet EnvSet EnvUpdate Eval Execute Exp FileChangeDir FileClose FileCopy FileCreateNTFSLink FileCreateShortcut FileDelete FileExists FileFindFirstFile FileFindNextFile FileFlush FileGetAttrib FileGetEncoding FileGetLongName FileGetPos FileGetShortcut FileGetShortName FileGetSize FileGetTime FileGetVersion FileInstall FileMove FileOpen FileOpenDialog FileRead FileReadLine FileReadToArray FileRecycle FileRecycleEmpty FileSaveDialog FileSelectFolder FileSetAttrib FileSetEnd FileSetPos FileSetTime FileWrite FileWriteLine Floor FtpSetProxy FuncName GUICreate GUICtrlCreateAvi GUICtrlCreateButton GUICtrlCreateCheckbox GUICtrlCreateCombo GUICtrlCreateContextMenu GUICtrlCreateDate GUICtrlCreateDummy GUICtrlCreateEdit GUICtrlCreateGraphic GUICtrlCreateGroup GUICtrlCreateIcon GUICtrlCreateInput GUICtrlCreateLabel GUICtrlCreateList GUICtrlCreateListView GUICtrlCreateListViewItem GUICtrlCreateMenu GUICtrlCreateMenuItem GUICtrlCreateMonthCal GUICtrlCreateObj GUICtrlCreatePic GUICtrlCreateProgress GUICtrlCreateRadio GUICtrlCreateSlider GUICtrlCreateTab GUICtrlCreateTabItem GUICtrlCreateTreeView GUICtrlCreateTreeViewItem GUICtrlCreateUpdown GUICtrlDelete GUICtrlGetHandle GUICtrlGetState GUICtrlRead GUICtrlRecvMsg GUICtrlRegisterListViewSort GUICtrlSendMsg GUICtrlSendToDummy GUICtrlSetBkColor GUICtrlSetColor GUICtrlSetCursor GUICtrlSetData GUICtrlSetDefBkColor GUICtrlSetDefColor GUICtrlSetFont GUICtrlSetGraphic GUICtrlSetImage GUICtrlSetLimit GUICtrlSetOnEvent GUICtrlSetPos GUICtrlSetResizing GUICtrlSetState GUICtrlSetStyle GUICtrlSetTip GUIDelete GUIGetCursorInfo GUIGetMsg GUIGetStyle GUIRegisterMsg GUISetAccelerators GUISetBkColor GUISetCoord GUISetCursor GUISetFont GUISetHelp GUISetIcon GUISetOnEvent GUISetState GUISetStyle GUIStartGroup GUISwitch Hex HotKeySet HttpSetProxy HttpSetUserAgent HWnd InetClose InetGet InetGetInfo InetGetSize InetRead IniDelete IniRead IniReadSection IniReadSectionNames IniRenameSection IniWrite IniWriteSection InputBox Int IsAdmin IsArray IsBinary IsBool IsDeclared IsDllStruct IsFloat IsFunc IsHWnd IsInt IsKeyword IsNumber IsObj IsPtr IsString Log MemGetStats Mod MouseClick MouseClickDrag MouseDown MouseGetCursor MouseGetPos MouseMove MouseUp MouseWheel MsgBox Number ObjCreate ObjCreateInterface ObjEvent ObjGet ObjName OnAutoItExitRegister OnAutoItExitUnRegister Ping PixelChecksum PixelGetColor PixelSearch ProcessClose ProcessExists ProcessGetStats ProcessList ProcessSetPriority ProcessWait ProcessWaitClose ProgressOff ProgressOn ProgressSet Ptr Random RegDelete RegEnumKey RegEnumVal RegRead RegWrite Round Run RunAs RunAsWait RunWait Send SendKeepActive SetError SetExtended ShellExecute ShellExecuteWait Shutdown Sin Sleep SoundPlay SoundSetWaveVolume SplashImageOn SplashOff SplashTextOn Sqrt SRandom StatusbarGetText StderrRead StdinWrite StdioClose StdoutRead String StringAddCR StringCompare StringFormat StringFromASCIIArray StringInStr StringIsAlNum StringIsAlpha StringIsASCII StringIsDigit StringIsFloat StringIsInt StringIsLower StringIsSpace StringIsUpper StringIsXDigit StringLeft StringLen StringLower StringMid StringRegExp StringRegExpReplace StringReplace StringReverse StringRight StringSplit StringStripCR StringStripWS StringToASCIIArray StringToBinary StringTrimLeft StringTrimRight StringUpper Tan TCPAccept TCPCloseSocket TCPConnect TCPListen TCPNameToIP TCPRecv TCPSend TCPShutdown, UDPShutdown TCPStartup, UDPStartup TimerDiff TimerInit ToolTip TrayCreateItem TrayCreateMenu TrayGetMsg TrayItemDelete TrayItemGetHandle TrayItemGetState TrayItemGetText TrayItemSetOnEvent TrayItemSetState TrayItemSetText TraySetClick TraySetIcon TraySetOnEvent TraySetPauseIcon TraySetState TraySetToolTip TrayTip UBound UDPBind UDPCloseSocket UDPOpen UDPRecv UDPSend VarGetType WinActivate WinActive WinClose WinExists WinFlash WinGetCaretPos WinGetClassList WinGetClientSize WinGetHandle WinGetPos WinGetProcess WinGetState WinGetText WinGetTitle WinKill WinList WinMenuSelectItem WinMinimizeAll WinMinimizeAllUndo WinMove WinSetOnTop WinSetState WinSetTitle WinSetTrans WinWait",literal:"True False And Null Not Or"},contains:[t,r,n,o,{className:"meta",begin:"#",end:"$",keywords:{"meta-keyword":"comments include include-once NoTrayIcon OnAutoItStartRegister pragma compile RequireAdmin"},contains:[{begin:/\\\n/,relevance:0},{beginKeywords:"include",keywords:{"meta-keyword":"include"},end:"$",contains:[n,{className:"meta-string",variants:[{begin:"<",end:">"},{begin:/"/,end:/"/,contains:[{begin:/""/,relevance:0}]},{begin:/'/,end:/'/,contains:[{begin:/''/,relevance:0}]}]}]},n,t]},{className:"symbol",begin:"@[A-z0-9_]+"},{className:"function",beginKeywords:"Func",end:"$",illegal:"\\$|\\[|%",contains:[e.UNDERSCORE_TITLE_MODE,{className:"params",begin:"\\(",end:"\\)",contains:[r,n,o]}]}]}}},xc7R:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",backgroundColor:"#f4f4f4",color:"black"},"hljs-subst":{color:"black"},"hljs-string":{color:"#050"},"hljs-title":{color:"navy",fontWeight:"bold"},"hljs-symbol":{color:"#050"},"hljs-bullet":{color:"#050"},"hljs-attribute":{color:"#050"},"hljs-addition":{color:"#050"},"hljs-variable":{color:"#050"},"hljs-template-tag":{color:"#050"},"hljs-template-variable":{color:"#050"},"hljs-comment":{color:"#777"},"hljs-quote":{color:"#777"},"hljs-number":{color:"#800"},"hljs-regexp":{color:"#800"},"hljs-literal":{color:"#800"},"hljs-type":{color:"#800"},"hljs-link":{color:"#800"},"hljs-deletion":{color:"#00e"},"hljs-meta":{color:"#00e"},"hljs-keyword":{fontWeight:"bold",color:"navy"},"hljs-selector-tag":{fontWeight:"bold",color:"navy"},"hljs-doctag":{fontWeight:"bold",color:"navy"},"hljs-section":{fontWeight:"bold",color:"navy"},"hljs-built_in":{fontWeight:"bold",color:"navy"},"hljs-tag":{fontWeight:"bold",color:"navy"},"hljs-name":{fontWeight:"bold",color:"navy"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},xhzY:function(e,t,r){(function(e){("undefined"!=typeof window?window:void 0!==e?e:"undefined"!=typeof self?self:{}).SENTRY_RELEASE={id:"0.10.6"}}).call(this,r("pCvA"))},xzDO:function(e){e.exports=function(){return{aliases:["patch"],contains:[{className:"meta",relevance:10,variants:[{begin:/^@@ +\-\d+,\d+ +\+\d+,\d+ +@@$/},{begin:/^\*\*\* +\d+,\d+ +\*\*\*\*$/},{begin:/^\-\-\- +\d+,\d+ +\-\-\-\-$/}]},{className:"comment",variants:[{begin:/Index: /,end:/$/},{begin:/={3,}/,end:/$/},{begin:/^\-{3}/,end:/$/},{begin:/^\*{3} /,end:/$/},{begin:/^\+{3}/,end:/$/},{begin:/\*{5}/,end:/\*{5}$/}]},{className:"addition",begin:"^\\+",end:"$"},{className:"deletion",begin:"^\\-",end:"$"},{className:"addition",begin:"^\\!",end:"$"}]}}},y2h4:function(e){e.exports=function(e){var t=e.COMMENT("#","$"),r=e.inherit(e.TITLE_MODE,{begin:"([A-Za-z_]|::)(\\w|::)*"}),n={className:"variable",begin:"\\$([A-Za-z_]|::)(\\w|::)*"},o={className:"string",contains:[e.BACKSLASH_ESCAPE,n],variants:[{begin:/'/,end:/'/},{begin:/"/,end:/"/}]};return{aliases:["pp"],contains:[t,n,o,{beginKeywords:"class",end:"\\{|;",illegal:/=/,contains:[r,t]},{beginKeywords:"define",end:/\{/,contains:[{className:"section",begin:e.IDENT_RE,endsParent:!0}]},{begin:e.IDENT_RE+"\\s+\\{",returnBegin:!0,end:/\S/,contains:[{className:"keyword",begin:e.IDENT_RE},{begin:/\{/,end:/\}/,keywords:{keyword:"and case default else elsif false if in import enherits node or true undef unless main settings $string ",literal:"alias audit before loglevel noop require subscribe tag owner ensure group mode name|0 changes context force incl lens load_path onlyif provider returns root show_diff type_check en_address ip_address realname command environment hour monute month monthday special target weekday creates cwd ogoutput refresh refreshonly tries try_sleep umask backup checksum content ctime force ignore links mtime purge recurse recurselimit replace selinux_ignore_defaults selrange selrole seltype seluser source souirce_permissions sourceselect validate_cmd validate_replacement allowdupe attribute_membership auth_membership forcelocal gid ia_load_module members system host_aliases ip allowed_trunk_vlans description device_url duplex encapsulation etherchannel native_vlan speed principals allow_root auth_class auth_type authenticate_user k_of_n mechanisms rule session_owner shared options device fstype enable hasrestart directory present absent link atboot blockdevice device dump pass remounts poller_tag use message withpath adminfile allow_virtual allowcdrom category configfiles flavor install_options instance package_settings platform responsefile status uninstall_options vendor unless_system_user unless_uid binary control flags hasstatus manifest pattern restart running start stop allowdupe auths expiry gid groups home iterations key_membership keys managehome membership password password_max_age password_min_age profile_membership profiles project purge_ssh_keys role_membership roles salt shell uid baseurl cost descr enabled enablegroups exclude failovermethod gpgcheck gpgkey http_caching include includepkgs keepalive metadata_expire metalink mirrorlist priority protect proxy proxy_password proxy_username repo_gpgcheck s3_enabled skip_if_unavailable sslcacert sslclientcert sslclientkey sslverify mounted",built_in:"architecture augeasversion blockdevices boardmanufacturer boardproductname boardserialnumber cfkey dhcp_servers domain ec2_ ec2_userdata facterversion filesystems ldom fqdn gid hardwareisa hardwaremodel hostname id|0 interfaces ipaddress ipaddress_ ipaddress6 ipaddress6_ iphostnumber is_virtual kernel kernelmajversion kernelrelease kernelversion kernelrelease kernelversion lsbdistcodename lsbdistdescription lsbdistid lsbdistrelease lsbmajdistrelease lsbminordistrelease lsbrelease macaddress macaddress_ macosx_buildversion macosx_productname macosx_productversion macosx_productverson_major macosx_productversion_minor manufacturer memoryfree memorysize netmask metmask_ network_ operatingsystem operatingsystemmajrelease operatingsystemrelease osfamily partitions path physicalprocessorcount processor processorcount productname ps puppetversion rubysitedir rubyversion selinux selinux_config_mode selinux_config_policy selinux_current_mode selinux_current_mode selinux_enforced selinux_policyversion serialnumber sp_ sshdsakey sshecdsakey sshrsakey swapencrypted swapfree swapsize timezone type uniqueid uptime uptime_days uptime_hours uptime_seconds uuid virtual vlans xendomains zfs_version zonenae zones zpool_version"},relevance:0,contains:[o,t,{begin:"[a-zA-Z_]+\\s*=>",returnBegin:!0,end:"=>",contains:[{className:"attr",begin:e.IDENT_RE}]},{className:"number",begin:"(\\b0[0-7_]+)|(\\b0x[0-9a-fA-F_]+)|(\\b[1-9][0-9_]*(\\.[0-9_]+)?)|[0_]\\b",relevance:0},n]}],relevance:0}]}}},yOHu:function(e,t,r){"use strict";var n=r("ensb");t.a=Object(n.a)((function(e){r.e(6).then(function(){var t=r("2QOB");"function"==typeof e&&e(t)}.bind(null,r)).catch(r.oe)}))},ySsl:function(e){e.exports=function(e){return{aliases:["k","kdb"],keywords:{keyword:"do while select delete by update from",literal:"0b 1b",built_in:"neg not null string reciprocal floor ceiling signum mod xbar xlog and or each scan over prior mmu lsq inv md5 ltime gtime count first var dev med cov cor all any rand sums prds mins maxs fills deltas ratios avgs differ prev next rank reverse iasc idesc asc desc msum mcount mavg mdev xrank mmin mmax xprev rotate distinct group where flip type key til get value attr cut set upsert raze union inter except cross sv vs sublist enlist read0 read1 hopen hclose hdel hsym hcount peach system ltrim rtrim trim lower upper ssr view tables views cols xcols keys xkey xcol xasc xdesc fkeys meta lj aj aj0 ij pj asof uj ww wj wj1 fby xgroup ungroup ej save load rsave rload show csv parse eval min max avg wavg wsum sin cos tan sum",type:"`float `double int `timestamp `timespan `datetime `time `boolean `symbol `char `byte `short `long `real `month `date `minute `second `guid"},lexemes:/(`?)[A-Za-z0-9_]+\b/,contains:[e.C_LINE_COMMENT_MODE,e.QUOTE_STRING_MODE,e.C_NUMBER_MODE]}}},z8zl:function(e,t,r){"use strict";function n(){var e=Object(Ee.e)();return e.__SENTRY__=e.__SENTRY__||{},e.__SENTRY__.globalEventProcessors=e.__SENTRY__.globalEventProcessors||[],e.__SENTRY__.globalEventProcessors}function o(e){n().push(e)}function a(){var e=Object(Ee.e)();return e.__SENTRY__=e.__SENTRY__||{extensions:{},hub:void 0},e}function i(e){var t=a(),r=c(t);return _(t,e),r}function s(){var e=a();return l(e)&&!c(e).isOlderThan(3)||_(e,new we),Object(ye.b)()?function(e){try{var t=(n=a().__SENTRY__)&&n.extensions&&n.extensions.domain&&n.extensions.domain.active;if(!t)return c(e);if(!l(t)||c(t).isOlderThan(3)){var r=c(e).getStackTop();_(t,new we(r.client,be.clone(r.scope)))}return c(t)}catch(t){return c(e)}var n}(e):c(e)}function l(e){return!!(e&&e.__SENTRY__&&e.__SENTRY__.hub)}function c(e){return e&&e.__SENTRY__&&e.__SENTRY__.hub||(e.__SENTRY__=e.__SENTRY__||{},e.__SENTRY__.hub=new we),e.__SENTRY__.hub}function _(e,t){return!!e&&(e.__SENTRY__=e.__SENTRY__||{},e.__SENTRY__.hub=t,!0)}function d(e){for(var t=[],r=1;r]+)>|([^)]+))\((.*)\))? in (.*):\s*$/i,o=e.stacktrace.split("\n"),a=[],i=0;i eval")>-1&&(t=He.exec(r[3]))?(r[1]=r[1]||"eval",r[3]=t[1],r[4]=t[2],r[5]=""):0!==i||r[5]||void 0===e.columnNumber||(o[0].column=e.columnNumber+1),n={url:r[3],func:r[1]||"?",args:r[2]?r[2].split(","):[],line:r[4]?+r[4]:null,column:r[5]?+r[5]:null}}!n.func&&n.line&&(n.func="?"),o.push(n)}if(!o.length)return null;return{message:w(e),name:e.name,stack:o}}(e))return D(t,r)}catch(e){}return{message:w(e),name:e&&e.name,stack:[],failed:!0}}function D(e,t){try{return Object(ue.a)(Object(ue.a)({},e),{stack:e.stack.slice(t)})}catch(t){return e}}function w(e){var t=e&&e.message;return t?t.error&&"string"==typeof t.error.message?t.error.message:t:"No error message"}function x(e){var t=L(e.stack),r={type:e.name,value:e.message};return t&&t.length&&(r.stacktrace={frames:t}),void 0===r.type&&""===r.value&&(r.value="Unrecoverable error caught"),r}function M(e){return{exception:{values:[x(e)]}}}function L(e){if(!e||!e.length)return[];var t=e,r=t[0].func||"",n=t[t.length-1].func||"";return-1===r.indexOf("captureMessage")&&-1===r.indexOf("captureException")||(t=t.slice(1)),-1!==n.indexOf("sentryWrapped")&&(t=t.slice(0,-1)),t.slice(0,50).map((function(e){return{colno:null===e.column?void 0:e.column,filename:e.url||t[0].url,function:e.func||"?",in_app:!0,lineno:null===e.line?void 0:e.line}})).reverse()}function P(e,t,r){var n=j(t,r&&r.syntheticException||void 0,{attachStacktrace:e.attachStacktrace});return Object(Ee.a)(n,{handled:!0,type:"generic"}),n.level=_e.Error,r&&r.event_id&&(n.event_id=r.event_id),fe.resolve(n)}function k(e,t,r,n){void 0===r&&(r=_e.Info);var o=U(t,n&&n.syntheticException||void 0,{attachStacktrace:e.attachStacktrace});return o.level=r,n&&n.event_id&&(o.event_id=n.event_id),fe.resolve(o)}function j(e,t,r){var n;if(void 0===r&&(r={}),Object(me.e)(e)&&e.error)return n=M(I(e=e.error));if(Object(me.a)(e)||Object(me.b)(e)){var o=e,a=o.name||(Object(me.a)(o)?"DOMError":"DOMException"),i=o.message?a+": "+o.message:a;return n=U(i,t,r),Object(Ee.b)(n,i),"code"in o&&(n.tags=Object(ue.a)(Object(ue.a)({},n.tags),{"DOMException.code":""+o.code})),n}return Object(me.d)(e)?n=M(I(e)):Object(me.h)(e)||Object(me.f)(e)?(n=function(e,t,r){var n={exception:{values:[{type:Object(me.f)(e)?e.constructor.name:r?"UnhandledRejection":"Error",value:"Non-Error "+(r?"promise rejection":"exception")+" captured with keys: "+Object(Ie.b)(e)}]},extra:{__serialized__:Object(Ie.e)(e)}};if(t){var o=L(I(t).stack);n.stacktrace={frames:o}}return n}(e,t,r.rejection),Object(Ee.a)(n,{synthetic:!0}),n):(n=U(e,t,r),Object(Ee.b)(n,""+e,void 0),Object(Ee.a)(n,{synthetic:!0}),n)}function U(e,t,r){void 0===r&&(r={});var n={message:e};if(r.attachStacktrace&&t){var o=L(I(t).stack);n.stacktrace={frames:o}}return n}function F(e,t){return{body:JSON.stringify({sent_at:(new Date).toISOString()})+"\n"+JSON.stringify({type:"session"})+"\n"+JSON.stringify(e),type:"session",url:t.getEnvelopeEndpointWithUrlEncodedAuth()}}function G(e,t){var r=e.tags||{},n=r.__sentry_samplingMethod,o=r.__sentry_sampleRate,a=Object(ue.d)(r,["__sentry_samplingMethod","__sentry_sampleRate"]);e.tags=a;var i="transaction"===e.type,s={body:JSON.stringify(e),type:e.type||"event",url:i?t.getEnvelopeEndpointWithUrlEncodedAuth():t.getStoreEndpointWithUrlEncodedAuth()};if(i){var l=JSON.stringify({event_id:e.event_id,sent_at:(new Date).toISOString()}),c=JSON.stringify({type:e.type,sample_rates:[{id:n,rate:o}]});s.body=l+"\n"+c+"\n"+s.body}return s}function B(){return(B=Object.assign||function(e){for(var t=1;t0}function V(){et+=1,setTimeout((function(){et-=1}))}function H(e,t,r){if(void 0===t&&(t={}),"function"!=typeof e)return e;try{if(e.__sentry__)return e;if(e.__sentry_wrapped__)return e.__sentry_wrapped__}catch(t){return e}var n=function(){var n=Array.prototype.slice.call(arguments);try{r&&"function"==typeof r&&r.apply(this,arguments);var o=n.map((function(e){return H(e,t)}));return e.handleEvent?e.handleEvent.apply(this,o):e.apply(this,o)}catch(e){throw V(),C((function(r){r.addEventProcessor((function(e){var r=Object(ue.a)({},e);return t.mechanism&&(Object(Ee.b)(r,void 0,void 0),Object(Ee.a)(r,t.mechanism)),r.extra=Object(ue.a)(Object(ue.a)({},r.extra),{arguments:n}),r})),u(e)})),e}};try{for(var o in e)Object.prototype.hasOwnProperty.call(e,o)&&(n[o]=e[o])}catch(e){}e.prototype=e.prototype||{},n.prototype=e.prototype,Object.defineProperty(e,"__sentry_wrapped__",{enumerable:!1,value:n}),Object.defineProperties(n,{__sentry__:{enumerable:!1,value:!0},__sentry_original__:{enumerable:!1,value:e}});try{Object.getOwnPropertyDescriptor(n,"name").configurable&&Object.defineProperty(n,"name",{get:function(){return e.name}})}catch(e){}return n}function z(e){if(void 0===e&&(e={}),e.eventId)if(e.dsn){var t=document.createElement("script");t.async=!0,t.src=new We(e.dsn).getReportDialogEndpoint(e),e.onLoad&&(t.onload=e.onLoad),(document.head||document.body).appendChild(t)}else Ce.error("Missing dsn option in showReportDialog call");else Ce.error("Missing eventId option in showReportDialog call")}function q(e){if(!ot[e])switch(ot[e]=!0,e){case"console":!function(){if(!("console"in rt))return;["debug","info","warn","error","log","assert"].forEach((function(e){e in rt.console&&Object(Ie.c)(rt.console,e,(function(t){return function(){for(var r=[],n=0;n2?t[2]:void 0;if(n){var o=Re,a=String(n);Re=a,Q("history",{from:o,to:a})}return e.apply(this,t)}}if(t=Object(Ee.e)(),r=t.chrome,r&&r.app&&r.app.runtime||!("history"in t)||!t.history.pushState||!t.history.replaceState)return;var t,r;var n=rt.onpopstate;rt.onpopstate=function(){for(var e=[],t=0;t=200&&t<300?e.Success:429===t?e.RateLimit:t>=400&&t<500?e.Invalid:t>=500?e.Failed:e.Unknown}}(de||(de={}));var pe,me=r("E6vx"),ge=r("cMcT");!function(e){e.PENDING="PENDING",e.RESOLVED="RESOLVED",e.REJECTED="REJECTED"}(pe||(pe={}));var fe=function(){function e(e){var t=this;this._state=pe.PENDING,this._handlers=[],this._resolve=function(e){t._setResult(pe.RESOLVED,e)},this._reject=function(e){t._setResult(pe.REJECTED,e)},this._setResult=function(e,r){t._state===pe.PENDING&&(Object(me.m)(r)?r.then(t._resolve,t._reject):(t._state=e,t._value=r,t._executeHandlers()))},this._attachHandler=function(e){t._handlers=t._handlers.concat(e),t._executeHandlers()},this._executeHandlers=function(){if(t._state!==pe.PENDING){var e=t._handlers.slice();t._handlers=[],e.forEach((function(e){e.done||(t._state===pe.RESOLVED&&e.onfulfilled&&e.onfulfilled(t._value),t._state===pe.REJECTED&&e.onrejected&&e.onrejected(t._value),e.done=!0)}))}};try{e(this._resolve,this._reject)}catch(e){this._reject(e)}}return e.resolve=function(t){return new e((function(e){e(t)}))},e.reject=function(t){return new e((function(e,r){r(t)}))},e.all=function(t){return new e((function(r,n){if(Array.isArray(t))if(0!==t.length){var o=t.length,a=[];t.forEach((function(t,i){e.resolve(t).then((function(e){a[i]=e,0===(o-=1)&&r(a)})).then(null,n)}))}else r([]);else n(new TypeError("Promise.all requires an array as input."))}))},e.prototype.then=function(t,r){var n=this;return new e((function(e,o){n._attachHandler({done:!1,onfulfilled:function(r){if(t)try{return void e(t(r))}catch(e){return void o(e)}else e(r)},onrejected:function(t){if(r)try{return void e(r(t))}catch(e){return void o(e)}else o(t)}})}))},e.prototype.catch=function(e){return this.then((function(e){return e}),e)},e.prototype.finally=function(t){var r=this;return new e((function(e,n){var o,a;return r.then((function(e){a=!1,o=e,t&&t()}),(function(e){a=!0,o=e,t&&t()})).then((function(){a?n(o):e(o)}))}))},e.prototype.toString=function(){return"[object SyncPromise]"},e}(),Ee=r("3ZRO"),be=function(){function e(){this._notifyingListeners=!1,this._scopeListeners=[],this._eventProcessors=[],this._breadcrumbs=[],this._user={},this._tags={},this._extra={},this._contexts={}}return e.clone=function(t){var r=new e;return t&&(r._breadcrumbs=Object(ue.e)(t._breadcrumbs),r._tags=Object(ue.a)({},t._tags),r._extra=Object(ue.a)({},t._extra),r._contexts=Object(ue.a)({},t._contexts),r._user=t._user,r._level=t._level,r._span=t._span,r._session=t._session,r._transactionName=t._transactionName,r._fingerprint=t._fingerprint,r._eventProcessors=Object(ue.e)(t._eventProcessors)),r},e.prototype.addScopeListener=function(e){this._scopeListeners.push(e)},e.prototype.addEventProcessor=function(e){return this._eventProcessors.push(e),this},e.prototype.setUser=function(e){return this._user=e||{},this._session&&this._session.update({user:e}),this._notifyScopeListeners(),this},e.prototype.getUser=function(){return this._user},e.prototype.setTags=function(e){return this._tags=Object(ue.a)(Object(ue.a)({},this._tags),e),this._notifyScopeListeners(),this},e.prototype.setTag=function(e,t){var r;return this._tags=Object(ue.a)(Object(ue.a)({},this._tags),((r={})[e]=t,r)),this._notifyScopeListeners(),this},e.prototype.setExtras=function(e){return this._extra=Object(ue.a)(Object(ue.a)({},this._extra),e),this._notifyScopeListeners(),this},e.prototype.setExtra=function(e,t){var r;return this._extra=Object(ue.a)(Object(ue.a)({},this._extra),((r={})[e]=t,r)),this._notifyScopeListeners(),this},e.prototype.setFingerprint=function(e){return this._fingerprint=e,this._notifyScopeListeners(),this},e.prototype.setLevel=function(e){return this._level=e,this._notifyScopeListeners(),this},e.prototype.setTransactionName=function(e){return this._transactionName=e,this._notifyScopeListeners(),this},e.prototype.setTransaction=function(e){return this.setTransactionName(e)},e.prototype.setContext=function(e,t){var r;return null===t?delete this._contexts[e]:this._contexts=Object(ue.a)(Object(ue.a)({},this._contexts),((r={})[e]=t,r)),this._notifyScopeListeners(),this},e.prototype.setSpan=function(e){return this._span=e,this._notifyScopeListeners(),this},e.prototype.getSpan=function(){return this._span},e.prototype.getTransaction=function(){var e,t,r,n,o=this.getSpan();return(null===(e=o)||void 0===e?void 0:e.transaction)?null===(t=o)||void 0===t?void 0:t.transaction:(null===(n=null===(r=o)||void 0===r?void 0:r.spanRecorder)||void 0===n?void 0:n.spans[0])?o.spanRecorder.spans[0]:void 0},e.prototype.setSession=function(e){return e?this._session=e:delete this._session,this._notifyScopeListeners(),this},e.prototype.getSession=function(){return this._session},e.prototype.update=function(t){if(!t)return this;if("function"==typeof t){var r=t(this);return r instanceof e?r:this}return t instanceof e?(this._tags=Object(ue.a)(Object(ue.a)({},this._tags),t._tags),this._extra=Object(ue.a)(Object(ue.a)({},this._extra),t._extra),this._contexts=Object(ue.a)(Object(ue.a)({},this._contexts),t._contexts),t._user&&Object.keys(t._user).length&&(this._user=t._user),t._level&&(this._level=t._level),t._fingerprint&&(this._fingerprint=t._fingerprint)):Object(me.h)(t)&&(t=t,this._tags=Object(ue.a)(Object(ue.a)({},this._tags),t.tags),this._extra=Object(ue.a)(Object(ue.a)({},this._extra),t.extra),this._contexts=Object(ue.a)(Object(ue.a)({},this._contexts),t.contexts),t.user&&(this._user=t.user),t.level&&(this._level=t.level),t.fingerprint&&(this._fingerprint=t.fingerprint)),this},e.prototype.clear=function(){return this._breadcrumbs=[],this._tags={},this._extra={},this._user={},this._contexts={},this._level=void 0,this._transactionName=void 0,this._fingerprint=void 0,this._span=void 0,this._session=void 0,this._notifyScopeListeners(),this},e.prototype.addBreadcrumb=function(e,t){var r=Object(ue.a)({timestamp:Object(ge.a)()},e);return this._breadcrumbs=void 0!==t&&t>=0?Object(ue.e)(this._breadcrumbs,[r]).slice(-t):Object(ue.e)(this._breadcrumbs,[r]),this._notifyScopeListeners(),this},e.prototype.clearBreadcrumbs=function(){return this._breadcrumbs=[],this._notifyScopeListeners(),this},e.prototype.applyToEvent=function(e,t){var r;if(this._extra&&Object.keys(this._extra).length&&(e.extra=Object(ue.a)(Object(ue.a)({},this._extra),e.extra)),this._tags&&Object.keys(this._tags).length&&(e.tags=Object(ue.a)(Object(ue.a)({},this._tags),e.tags)),this._user&&Object.keys(this._user).length&&(e.user=Object(ue.a)(Object(ue.a)({},this._user),e.user)),this._contexts&&Object.keys(this._contexts).length&&(e.contexts=Object(ue.a)(Object(ue.a)({},this._contexts),e.contexts)),this._level&&(e.level=this._level),this._transactionName&&(e.transaction=this._transactionName),this._span){e.contexts=Object(ue.a)({trace:this._span.getTraceContext()},e.contexts);var o=null===(r=this._span.transaction)||void 0===r?void 0:r.name;o&&(e.tags=Object(ue.a)({transaction:o},e.tags))}return this._applyFingerprint(e),e.breadcrumbs=Object(ue.e)(e.breadcrumbs||[],this._breadcrumbs),e.breadcrumbs=e.breadcrumbs.length>0?e.breadcrumbs:void 0,this._notifyEventProcessors(Object(ue.e)(n(),this._eventProcessors),e,t)},e.prototype._notifyEventProcessors=function(e,t,r,n){var o=this;return void 0===n&&(n=0),new fe((function(a,i){var s=e[n];if(null===t||"function"!=typeof s)a(t);else{var l=s(Object(ue.a)({},t),r);Object(me.m)(l)?l.then((function(t){return o._notifyEventProcessors(e,t,r,n+1).then(a)})).then(null,i):o._notifyEventProcessors(e,l,r,n+1).then(a).then(null,i)}}))},e.prototype._notifyScopeListeners=function(){var e=this;this._notifyingListeners||(this._notifyingListeners=!0,this._scopeListeners.forEach((function(t){t(e)})),this._notifyingListeners=!1)},e.prototype._applyFingerprint=function(e){e.fingerprint=e.fingerprint?Array.isArray(e.fingerprint)?e.fingerprint:[e.fingerprint]:[],this._fingerprint&&(e.fingerprint=e.fingerprint.concat(this._fingerprint)),e.fingerprint&&!e.fingerprint.length&&delete e.fingerprint},e}(),he=Object(Ee.e)(),Se="Sentry Logger ",Te=function(){function e(){this._enabled=!1}return e.prototype.disable=function(){this._enabled=!1},e.prototype.enable=function(){this._enabled=!0},e.prototype.log=function(){for(var e=[],t=0;t1&&(_=u.slice(0,-1).join("/"),d=u.pop()),d){var p=d.match(/^\d+/);p&&(d=p[0])}this._fromComponents({host:s,pass:i,path:_,projectId:d,port:c,protocol:n,user:o})},e.prototype._fromComponents=function(e){this.protocol=e.protocol,this.user=e.user,this.pass=e.pass||"",this.host=e.host,this.port=e.port||"",this.path=e.path||"",this.projectId=e.projectId},e.prototype._validate=function(){var e=this;if(["protocol","user","host","projectId"].forEach((function(t){if(!e[t])throw new Me("Invalid Dsn: "+t+" missing")})),!this.projectId.match(/^\d+$/))throw new Me("Invalid Dsn: Invalid projectId "+this.projectId);if("http"!==this.protocol&&"https"!==this.protocol)throw new Me("Invalid Dsn: Invalid protocol "+this.protocol);if(this.port&&isNaN(parseInt(this.port,10)))throw new Me("Invalid Dsn: Invalid port "+this.port)},e}(),ke=r("dbjm"),je=[],Ue=function(){function e(e,t){this._integrations={},this._processing=0,this._backend=new e(t),this._options=t,t.dsn&&(this._dsn=new Pe(t.dsn))}return e.prototype.captureException=function(e,t,r){var n=this,o=t&&t.event_id;return this._process(this._getBackend().eventFromException(e,t).then((function(e){return n._captureEvent(e,t,r)})).then((function(e){o=e}))),o},e.prototype.captureMessage=function(e,t,r,n){var o=this,a=r&&r.event_id,i=Object(me.i)(e)?this._getBackend().eventFromMessage(String(e),t,r):this._getBackend().eventFromException(e,r);return this._process(i.then((function(e){return o._captureEvent(e,r,n)})).then((function(e){a=e}))),a},e.prototype.captureEvent=function(e,t,r){var n=t&&t.event_id;return this._process(this._captureEvent(e,t,r).then((function(e){n=e}))),n},e.prototype.captureSession=function(e){e.release?this._sendSession(e):Ce.warn("Discarded session because of missing release")},e.prototype.getDsn=function(){return this._dsn},e.prototype.getOptions=function(){return this._options},e.prototype.flush=function(e){var t=this;return this._isClientProcessing(e).then((function(r){return t._getBackend().getTransport().close(e).then((function(e){return r&&e}))}))},e.prototype.close=function(e){var t=this;return this.flush(e).then((function(e){return t.getOptions().enabled=!1,e}))},e.prototype.setupIntegrations=function(){this._isEnabled()&&(this._integrations=R(this._options))},e.prototype.getIntegration=function(e){try{return this._integrations[e.id]||null}catch(t){return Ce.warn("Cannot retrieve integration "+e.id+" from the current Client"),null}},e.prototype._updateSessionFromEvent=function(e,t){var r,n,o,a=!1,i=!1,s=t.exception&&t.exception.values;if(s){i=!0;try{for(var l=Object(ue.f)(s),c=l.next();!c.done;c=l.next()){var _=c.value.mechanism;if(_&&!1===_.handled){a=!0;break}}}catch(e){r={error:e}}finally{try{c&&!c.done&&(n=l.return)&&n.call(l)}finally{if(r)throw r.error}}}var d=t.user;if(!e.userAgent){var u=t.request?t.request.headers:{};for(var p in u)if("user-agent"===p.toLowerCase()){o=u[p];break}}e.update(Object(ue.a)(Object(ue.a)({},a&&{status:ve.Crashed}),{user:d,userAgent:o,errors:e.errors+Number(i||a)}))},e.prototype._sendSession=function(e){this._getBackend().sendSession(e)},e.prototype._isClientProcessing=function(e){var t=this;return new fe((function(r){var n=0,o=setInterval((function(){0==t._processing?(clearInterval(o),r(!0)):(n+=1,e&&n>=e&&(clearInterval(o),r(!1)))}),1)}))},e.prototype._getBackend=function(){return this._backend},e.prototype._isEnabled=function(){return!1!==this.getOptions().enabled&&void 0!==this._dsn},e.prototype._prepareEvent=function(e,t,r){var n=this,o=this.getOptions().normalizeDepth,a=void 0===o?3:o,i=Object(ue.a)(Object(ue.a)({},e),{event_id:e.event_id||(r&&r.event_id?r.event_id:Object(Ee.i)()),timestamp:e.timestamp||Object(ge.a)()});this._applyClientOptions(i),this._applyIntegrationsMetadata(i);var s=t;r&&r.captureContext&&(s=be.clone(s).update(r.captureContext));var l=fe.resolve(i);return s&&(l=s.applyToEvent(i,r)),l.then((function(e){return"number"==typeof a&&a>0?n._normalizeEvent(e,a):e}))},e.prototype._normalizeEvent=function(e,t){if(!e)return null;var r=Object(ue.a)(Object(ue.a)(Object(ue.a)(Object(ue.a)(Object(ue.a)({},e),e.breadcrumbs&&{breadcrumbs:e.breadcrumbs.map((function(e){return Object(ue.a)(Object(ue.a)({},e),e.data&&{data:Object(Ie.d)(e.data,t)})}))}),e.user&&{user:Object(Ie.d)(e.user,t)}),e.contexts&&{contexts:Object(Ie.d)(e.contexts,t)}),e.extra&&{extra:Object(Ie.d)(e.extra,t)});return e.contexts&&e.contexts.trace&&(r.contexts.trace=e.contexts.trace),r},e.prototype._applyClientOptions=function(e){var t=this.getOptions(),r=t.release,n=t.dist,o=t.maxValueLength,a=void 0===o?250:o;"environment"in e||(e.environment="environment"in t?t.environment:"production"),void 0===e.release&&void 0!==r&&(e.release=r),void 0===e.dist&&void 0!==n&&(e.dist=n),e.message&&(e.message=Object(ke.d)(e.message,a));var i=e.exception&&e.exception.values&&e.exception.values[0];i&&i.value&&(i.value=Object(ke.d)(i.value,a));var s=e.request;s&&s.url&&(s.url=Object(ke.d)(s.url,a))},e.prototype._applyIntegrationsMetadata=function(e){var t=e.sdk,r=Object.keys(this._integrations);t&&r.length>0&&(t.integrations=r)},e.prototype._sendEvent=function(e){this._getBackend().sendEvent(e)},e.prototype._captureEvent=function(e,t,r){return this._processEvent(e,t,r).then((function(e){return e.event_id}),(function(e){Ce.error(e)}))},e.prototype._processEvent=function(e,t,r){var n=this,o=this.getOptions(),a=o.beforeSend,i=o.sampleRate;if(!this._isEnabled())return fe.reject(new Me("SDK not enabled, will not send event."));var s="transaction"===e.type;return!s&&"number"==typeof i&&Math.random()>i?fe.reject(new Me("Discarding event because it's not included in the random sample (sampling rate = "+i+")")):this._prepareEvent(e,r,t).then((function(e){if(null===e)throw new Me("An event processor returned null, will not send event.");if(t&&t.data&&!0===t.data.__sentry__||s||!a)return e;var r=a(e,t);if(void 0===r)throw new Me("`beforeSend` method has to return `null` or a valid event.");return Object(me.m)(r)?r.then((function(e){return e}),(function(e){throw new Me("beforeSend rejected with "+e)})):r})).then((function(e){if(null===e)throw new Me("`beforeSend` returned `null`, will not send event.");var t=r&&r.getSession&&r.getSession();return!s&&t&&n._updateSessionFromEvent(t,e),n._sendEvent(e),e})).then(null,(function(e){if(e instanceof Me)throw e;throw n.captureException(e,{data:{__sentry__:!0},originalException:e}),new Me("Event processing pipeline threw an error, original event will not be sent. Details have been sent as a new event.\nReason: "+e)}))},e.prototype._process=function(e){var t=this;this._processing+=1,e.then((function(e){return t._processing-=1,e}),(function(e){return t._processing-=1,e}))},e}(),Fe=function(){function e(){}return e.prototype.sendEvent=function(){return fe.resolve({reason:"NoopTransport: Event has been skipped because no Dsn is configured.",status:de.Skipped})},e.prototype.close=function(){return fe.resolve(!0)},e}(),Ge=function(){function e(e){this._options=e,this._options.dsn||Ce.warn("No DSN provided, backend will not do anything."),this._transport=this._setupTransport()}return e.prototype.eventFromException=function(){throw new Me("Backend has to implement `eventFromException` method")},e.prototype.eventFromMessage=function(){throw new Me("Backend has to implement `eventFromMessage` method")},e.prototype.sendEvent=function(e){this._transport.sendEvent(e).then(null,(function(e){Ce.error("Error while sending event: "+e)}))},e.prototype.sendSession=function(e){this._transport.sendSession?this._transport.sendSession(e).then(null,(function(e){Ce.error("Error while sending session: "+e)})):Ce.warn("Dropping session because custom transport doesn't implement sendSession")},e.prototype.getTransport=function(){return this._transport},e.prototype._setupTransport=function(){return new Fe},e}(),Be=/^\s*at (?:(.*?) ?\()?((?:file|https?|blob|chrome-extension|address|native|eval|webpack||[-a-z]+:|.*bundle|\/).*?)(?::(\d+))?(?::(\d+))?\)?\s*$/i,Ye=/^\s*(.*?)(?:\((.*?)\))?(?:^|@)?((?:file|https?|blob|chrome|webpack|resource|moz-extension|capacitor).*?:\/.*?|\[native code\]|[^@]*(?:bundle|\d+\.js)|\/[\w\-. /=]+)(?::(\d+))?(?::(\d+))?\s*$/i,Ve=/^\s*at (?:((?:\[object object\])?.+) )?\(?((?:file|ms-appx|https?|webpack|blob):.*?):(\d+)(?::(\d+))?\)?\s*$/i,He=/(\S+) line (\d+)(?: > eval line \d+)* > eval/i,ze=/\((\S*)(?::(\d+))(?::(\d+))\)/,qe=/Minified React error #\d+;/i,We=function(){function e(e){this.dsn=e,this._dsnObject=new Pe(e)}return e.prototype.getDsn=function(){return this._dsnObject},e.prototype.getBaseApiEndpoint=function(){var e=this._dsnObject;return(e.protocol?e.protocol+":":"")+"//"+e.host+(e.port?":"+e.port:"")+(e.path?"/"+e.path:"")+"/api/"},e.prototype.getStoreEndpoint=function(){return this._getIngestEndpoint("store")},e.prototype.getStoreEndpointWithUrlEncodedAuth=function(){return this.getStoreEndpoint()+"?"+this._encodedAuth()},e.prototype.getEnvelopeEndpointWithUrlEncodedAuth=function(){return this._getEnvelopeEndpoint()+"?"+this._encodedAuth()},e.prototype.getStoreEndpointPath=function(){var e=this._dsnObject;return(e.path?"/"+e.path:"")+"/api/"+e.projectId+"/store/"},e.prototype.getRequestHeaders=function(e,t){var r=this._dsnObject,n=["Sentry sentry_version=7"];return n.push("sentry_client="+e+"/"+t),n.push("sentry_key="+r.user),r.pass&&n.push("sentry_secret="+r.pass),{"Content-Type":"application/json","X-Sentry-Auth":n.join(", ")}},e.prototype.getReportDialogEndpoint=function(e){void 0===e&&(e={});var t=this._dsnObject,r=this.getBaseApiEndpoint()+"embed/error-page/",n=[];for(var o in n.push("dsn="+t.toString()),e)if("dsn"!==o)if("user"===o){if(!e.user)continue;e.user.name&&n.push("name="+encodeURIComponent(e.user.name)),e.user.email&&n.push("email="+encodeURIComponent(e.user.email))}else n.push(encodeURIComponent(o)+"="+encodeURIComponent(e[o]));return n.length?r+"?"+n.join("&"):r},e.prototype._getEnvelopeEndpoint=function(){return this._getIngestEndpoint("envelope")},e.prototype._getIngestEndpoint=function(e){return""+this.getBaseApiEndpoint()+this._dsnObject.projectId+"/"+e+"/"},e.prototype._encodedAuth=function(){var e={sentry_key:this._dsnObject.user,sentry_version:"7"};return Object(Ie.f)(e)},e}(),Qe=function(){function e(e){this._limit=e,this._buffer=[]}return e.prototype.isReady=function(){return void 0===this._limit||this.length()0&&r(!1)}),e);fe.all(t._buffer).then((function(){clearTimeout(n),r(!0)})).then(null,(function(){r(!0)}))}))},e}(),Ke=function(){function e(e){this.options=e,this._buffer=new Qe(30),this._rateLimits={},this._api=new We(this.options.dsn),this.url=this._api.getStoreEndpointWithUrlEncodedAuth()}return e.prototype.sendEvent=function(){throw new Me("Transport Class has to implement `sendEvent` method")},e.prototype.close=function(e){return this._buffer.drain(e)},e.prototype._handleResponse=function(e){var t=e.requestType,r=e.response,n=e.headers,o=e.resolve,a=e.reject,i=de.fromHttpCode(r.status);this._handleRateLimit(n)&&Ce.warn("Too many requests, backing off until: "+this._disabledUntil(t)),i!==de.Success?a(r):o({status:i})},e.prototype._disabledUntil=function(e){return this._rateLimits[e]||this._rateLimits.all},e.prototype._isRateLimited=function(e){return this._disabledUntil(e)>new Date(Date.now())},e.prototype._handleRateLimit=function(e){var t,r,n,o,a=Date.now(),i=e["x-sentry-rate-limits"],s=e["retry-after"];if(i){try{for(var l=Object(ue.f)(i.trim().split(",")),c=l.next();!c.done;c=l.next()){var _=c.value.split(":",2),d=parseInt(_[0],10),u=1e3*(isNaN(d)?60:d);try{for(var p=(n=void 0,Object(ue.f)(_[1].split(";"))),m=p.next();!m.done;m=p.next()){this._rateLimits[m.value||"all"]=new Date(a+u)}}catch(e){n={error:e}}finally{try{m&&!m.done&&(o=p.return)&&o.call(p)}finally{if(n)throw n.error}}}}catch(e){t={error:e}}finally{try{c&&!c.done&&(r=l.return)&&r.call(l)}finally{if(t)throw t.error}}return!0}return!!s&&(this._rateLimits.all=new Date(a+Object(Ee.g)(a,s)),!0)},e}(),$e=Object(Ee.e)(),Xe=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return Object(ue.b)(t,e),t.prototype.sendEvent=function(e){return this._sendRequest(G(e,this._api),e)},t.prototype.sendSession=function(e){return this._sendRequest(F(e,this._api),e)},t.prototype._sendRequest=function(e,t){var r=this;if(this._isRateLimited(e.type))return Promise.reject({event:t,type:e.type,reason:"Transport locked till "+this._disabledUntil(e.type)+" due to too many requests.",status:429});var n={body:e.body,method:"POST",referrerPolicy:A()?"origin":""};return void 0!==this.options.fetchParameters&&B(n,this.options.fetchParameters),void 0!==this.options.headers&&(n.headers=this.options.headers),this._buffer.add(new fe((function(t,o){$e.fetch(e.url,n).then((function(n){var a={"x-sentry-rate-limits":n.headers.get("X-Sentry-Rate-Limits"),"retry-after":n.headers.get("Retry-After")};r._handleResponse({requestType:e.type,response:n,headers:a,resolve:t,reject:o})})).catch(o)})))},t}(Ke),Ze=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return Object(ue.b)(t,e),t.prototype.sendEvent=function(e){return this._sendRequest(G(e,this._api),e)},t.prototype.sendSession=function(e){return this._sendRequest(F(e,this._api),e)},t.prototype._sendRequest=function(e,t){var r=this;return this._isRateLimited(e.type)?Promise.reject({event:t,type:e.type,reason:"Transport locked till "+this._disabledUntil(e.type)+" due to too many requests.",status:429}):this._buffer.add(new fe((function(t,n){var o=new XMLHttpRequest;for(var a in o.onreadystatechange=function(){if(4===o.readyState){var a={"x-sentry-rate-limits":o.getResponseHeader("X-Sentry-Rate-Limits"),"retry-after":o.getResponseHeader("Retry-After")};r._handleResponse({requestType:e.type,response:o,headers:a,resolve:t,reject:n})}},o.open("POST",e.url),r.options.headers)r.options.headers.hasOwnProperty(a)&&o.setRequestHeader(a,r.options.headers[a]);o.send(e.body)})))},t}(Ke),Je=function(e){function t(){return null!==e&&e.apply(this,arguments)||this}return Object(ue.b)(t,e),t.prototype.eventFromException=function(e,t){return P(this._options,e,t)},t.prototype.eventFromMessage=function(e,t,r){return void 0===t&&(t=_e.Info),k(this._options,e,t,r)},t.prototype._setupTransport=function(){if(!this._options.dsn)return e.prototype._setupTransport.call(this);var t=Object(ue.a)(Object(ue.a)({},this._options.transportOptions),{dsn:this._options.dsn});return this._options.transport?new this._options.transport(t):N()?new Xe(t):new Ze(t)},t}(Ge),et=0,tt=r("WgIG"),rt=Object(Ee.e)(),nt={},ot={},at=0,it=null,st=null,lt=r("VPep"),ct=function(){function e(t){this.name=e.id,this._options=Object(ue.a)({console:!0,dom:!0,fetch:!0,history:!0,sentry:!0,xhr:!0},t)}return e.prototype.addSentryBreadcrumb=function(e){this._options.sentry&&s().addBreadcrumb({category:"sentry."+("transaction"===e.type?"transaction":"event"),event_id:e.event_id,level:e.level,message:Object(Ee.d)(e)},{event:e})},e.prototype.setupOnce=function(){var e=this;this._options.console&&W({callback:function(){for(var t=[],r=0;r"}0!==t.length&&s().addBreadcrumb({category:"ui."+e.name,message:t},{event:e.event,name:e.name})},e.prototype._xhrBreadcrumb=function(e){if(e.endTimestamp){if(e.xhr.__sentry_own_request__)return;var t=e.xhr.__sentry_xhr__||{},r=t.method,n=t.url,o=t.status_code,a=t.body;s().addBreadcrumb({category:"xhr",data:{method:r,url:n,status_code:o},type:"http"},{xhr:e.xhr,input:a})}else;},e.prototype._fetchBreadcrumb=function(e){e.endTimestamp&&(e.fetchData.url.match(/sentry_key/)&&"POST"===e.fetchData.method||(e.error?s().addBreadcrumb({category:"fetch",data:e.fetchData,level:_e.Error,type:"http"},{data:e.error,input:e.args}):s().addBreadcrumb({category:"fetch",data:Object(ue.a)(Object(ue.a)({},e.fetchData),{status_code:e.response.status}),type:"http"},{input:e.args,response:e.response})))},e.prototype._historyBreadcrumb=function(e){var t=Object(Ee.e)(),r=e.from,n=e.to,o=Object(Ee.h)(t.location.href),a=Object(Ee.h)(r),i=Object(Ee.h)(n);a.path||(a=o),o.protocol===i.protocol&&o.host===i.host&&(n=i.relative),o.protocol===a.protocol&&o.host===a.host&&(r=a.relative),s().addBreadcrumb({category:"navigation",data:{from:r,to:n}})},e.id="Breadcrumbs",e}(),_t="sentry.javascript.browser",dt="5.30.0",ut=function(e){function t(t){return void 0===t&&(t={}),e.call(this,Je,t)||this}return Object(ue.b)(t,e),t.prototype.showReportDialog=function(e){void 0===e&&(e={}),Object(Ee.e)().document&&(this._isEnabled()?z(Object(ue.a)(Object(ue.a)({},e),{dsn:e.dsn||this.getDsn()})):Ce.error("Trying to call showReportDialog with Sentry Client disabled"))},t.prototype._prepareEvent=function(t,r,n){return t.platform=t.platform||"javascript",t.sdk=Object(ue.a)(Object(ue.a)({},t.sdk),{name:_t,packages:Object(ue.e)(t.sdk&&t.sdk.packages||[],[{name:"npm:@sentry/browser",version:dt}]),version:dt}),e.prototype._prepareEvent.call(this,t,r,n)},t.prototype._sendEvent=function(t){var r=this.getIntegration(ct);r&&r.addSentryBreadcrumb(t),e.prototype._sendEvent.call(this,t)},t}(Ue),pt=function(){function e(){this.name=e.id}return e.prototype.setupOnce=function(){Ae=Function.prototype.toString,Function.prototype.toString=function(){for(var e=[],t=0;t0?t:Object(Ee.f)();return 0===e.exception.values[0].stacktrace.frames.length&&e.exception.values[0].stacktrace.frames.push({colno:o,filename:i,function:"?",in_app:!0,lineno:a}),e},e.id="GlobalHandlers",e}(),ht=function(){function e(t){void 0===t&&(t={}),this.name=e.id,this._key=t.key||"cause",this._limit=t.limit||5}return e.prototype.setupOnce=function(){o((function(t,r){var n=s().getIntegration(e);return n?n._handler(t,r):t}))},e.prototype._handler=function(e,t){if(!(e.exception&&e.exception.values&&t&&Object(me.g)(t.originalException,Error)))return e;var r=this._walkErrorTree(t.originalException,this._key);return e.exception.values=Object(ue.e)(r,e.exception.values),e},e.prototype._walkErrorTree=function(e,t,r){if(void 0===r&&(r=[]),!Object(me.g)(e[t],Error)||r.length+1>=this._limit)return r;var n=x(I(e[t]));return this._walkErrorTree(e[t],t,Object(ue.e)([n],r))},e.id="LinkedErrors",e}(),St=Object(Ee.e)(),Tt=function(){function e(){this.name=e.id}return e.prototype.setupOnce=function(){o((function(t){var r,n,o;if(s().getIntegration(e)){if(!St.navigator&&!St.location&&!St.document)return t;var a=(null===(r=t.request)||void 0===r?void 0:r.url)||(null===(n=St.location)||void 0===n?void 0:n.href),i=(St.document||{}).referrer,l=(St.navigator||{}).userAgent,c=Object(ue.a)(Object(ue.a)(Object(ue.a)({},null===(o=t.request)||void 0===o?void 0:o.headers),i&&{Referer:i}),l&&{"User-Agent":l}),_=Object(ue.a)(Object(ue.a)({},a&&{url:a}),{headers:c});return Object(ue.a)(Object(ue.a)({},t),{request:_})}return t}))},e.id="UserAgent",e}(),vt=[new se.InboundFilters,new se.FunctionToString,new Et,new ct,new bt,new ht,new Tt],Ct={},yt=Object(Ee.e)();yt.Sentry&&yt.Sentry.Integrations&&(Ct=yt.Sentry.Integrations);var Rt=Object(ue.a)(Object(ue.a)(Object(ue.a)({},Ct),se),le)},"z9+T":function(e){e.exports=function(e){var t={keyword:"rec with let in inherit assert if else then",literal:"true false or and null",built_in:"import abort baseNameOf dirOf isNull builtins map removeAttrs throw toString derivation"},r={className:"subst",begin:/\$\{/,end:/}/,keywords:t},n=[e.NUMBER_MODE,e.HASH_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,{className:"string",contains:[r],variants:[{begin:"''",end:"''"},{begin:'"',end:'"'}]},{begin:/[a-zA-Z0-9-_]+(\s*=)/,returnBegin:!0,relevance:0,contains:[{className:"attr",begin:/\S+/}]}];return r.contains=n,{aliases:["nixos"],keywords:t,contains:n}}},z9KT:function(e,t){"use strict";Object.defineProperty(t,"__esModule",{value:!0}),t.default=void 0;t.default={hljs:{display:"block",overflowX:"auto",padding:"0.5em",background:"#002b36",color:"#839496"},"hljs-comment":{color:"#586e75"},"hljs-quote":{color:"#586e75"},"hljs-keyword":{color:"#859900"},"hljs-selector-tag":{color:"#859900"},"hljs-addition":{color:"#859900"},"hljs-number":{color:"#2aa198"},"hljs-string":{color:"#2aa198"},"hljs-meta .hljs-meta-string":{color:"#2aa198"},"hljs-literal":{color:"#2aa198"},"hljs-doctag":{color:"#2aa198"},"hljs-regexp":{color:"#2aa198"},"hljs-title":{color:"#268bd2"},"hljs-section":{color:"#268bd2"},"hljs-name":{color:"#268bd2"},"hljs-selector-id":{color:"#268bd2"},"hljs-selector-class":{color:"#268bd2"},"hljs-attribute":{color:"#b58900"},"hljs-attr":{color:"#b58900"},"hljs-variable":{color:"#b58900"},"hljs-template-variable":{color:"#b58900"},"hljs-class .hljs-title":{color:"#b58900"},"hljs-type":{color:"#b58900"},"hljs-symbol":{color:"#cb4b16"},"hljs-bullet":{color:"#cb4b16"},"hljs-subst":{color:"#cb4b16"},"hljs-meta":{color:"#cb4b16"},"hljs-meta .hljs-keyword":{color:"#cb4b16"},"hljs-selector-attr":{color:"#cb4b16"},"hljs-selector-pseudo":{color:"#cb4b16"},"hljs-link":{color:"#cb4b16"},"hljs-built_in":{color:"#dc322f"},"hljs-deletion":{color:"#dc322f"},"hljs-formula":{background:"#073642"},"hljs-emphasis":{fontStyle:"italic"},"hljs-strong":{fontWeight:"bold"}}},z9jV:function(e){e.exports=function(e){return{aliases:["p21","step","stp"],case_insensitive:!0,lexemes:"[A-Z_][A-Z0-9_.]*",keywords:{keyword:"HEADER ENDSEC DATA"},contains:[{className:"meta",begin:"ISO-10303-21;",relevance:10},{className:"meta",begin:"END-ISO-10303-21;",relevance:10},e.C_LINE_COMMENT_MODE,e.C_BLOCK_COMMENT_MODE,e.COMMENT("/\\*\\*!","\\*/"),e.C_NUMBER_MODE,e.inherit(e.APOS_STRING_MODE,{illegal:null}),e.inherit(e.QUOTE_STRING_MODE,{illegal:null}),{className:"string",begin:"'",end:"'"},{className:"symbol",variants:[{begin:"#",end:"\\d+",illegal:"\\W"}]}]}}}}); +//# sourceMappingURL=bundle.90e6b.js.map \ No newline at end of file diff --git a/docs/bundle.90e6b.js.map b/docs/bundle.90e6b.js.map new file mode 100644 index 0000000..13143cf --- /dev/null +++ b/docs/bundle.90e6b.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///webpack/bootstrap","webpack:///../node_modules/highlight.js/lib/languages/irpf90.js","webpack:///../node_modules/highlight.js/lib/languages/xml.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/a11y-light.js","webpack:///../node_modules/highlight.js/lib/languages/mel.js","webpack:///../node_modules/highlight.js/lib/languages/x86asm.js","webpack:///../node_modules/highlight.js/lib/languages/rsl.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-dune-light.js","webpack:///../node_modules/highlight.js/lib/languages/xl.js","webpack:///../node_modules/highlight.js/lib/languages/cmake.js","webpack:///../node_modules/highlight.js/lib/languages/crystal.js","webpack:///../node_modules/highlight.js/lib/languages/actionscript.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/arduino-light.js","webpack:///../node_modules/highlight.js/lib/languages/julia.js","webpack:///../node_modules/highlight.js/lib/languages/ldif.js","webpack:///../node_modules/highlight.js/lib/languages/nimrod.js","webpack:///../node_modules/lowlight/index.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/tomorrow.js","webpack:///../node_modules/highlight.js/lib/languages/erlang.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/hybrid.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/an-old-hope.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/hopscotch.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atom-one-light.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-plateau-light.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-sulphurpool-dark.js","webpack:///../node_modules/highlight.js/lib/languages/cal.js","webpack:///../node_modules/highlight.js/lib/languages/vim.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/gruvbox-light.js","webpack:///../node_modules/highlight.js/lib/languages/typescript.js","webpack:///../src/misc.ts","webpack:///./components/ErrorAbbr.less","webpack:///../node_modules/highlight.js/lib/languages/arcade.js","webpack:///../node_modules/highlight.js/lib/languages/asciidoc.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/pojoaque.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-sulphurpool-light.js","webpack:///../node_modules/highlight.js/lib/languages/tp.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/purebasic.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/tomorrow-night-blue.js","webpack:///../node_modules/highlight.js/lib/languages/perl.js","webpack:///../node_modules/highlight.js/lib/languages/nsis.js","webpack:///../node_modules/highlight.js/lib/languages/dts.js","webpack:///../node_modules/process/browser.js","webpack:///../node_modules/highlight.js/lib/highlight.js","webpack:///../node_modules/highlight.js/lib/languages/ruby.js","webpack:///../node_modules/@babel/runtime/helpers/interopRequireDefault.js","webpack:///./routes/NetLogo.js?fbd6","webpack:///../node_modules/highlight.js/lib/languages/shell.js","webpack:///../node_modules/highlight.js/lib/languages/r.js","webpack:///./routes/VlDiGeometria.js?ee6b","webpack:///../node_modules/highlight.js/lib/languages/llvm.js","webpack:///../src/memo.ts","webpack:///../node_modules/format/format.js","webpack:///../node_modules/highlight.js/lib/languages/coq.js","webpack:///../node_modules/highlight.js/lib/languages/lisp.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/vs.js","webpack:///../node_modules/highlight.js/lib/languages/flix.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/railscasts.js","webpack:///../node_modules/@babel/runtime/helpers/extends.js","webpack:///./components/Footer.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/school-book.js","webpack:///../node_modules/highlight.js/lib/languages/php.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/arta.js","webpack:///../node_modules/highlight.js/lib/languages/applescript.js","webpack:///../node_modules/highlight.js/lib/languages/cs.js","webpack:///../node_modules/highlight.js/lib/languages/mipsasm.js","webpack:///../node_modules/highlight.js/lib/languages/css.js","webpack:///../node_modules/highlight.js/lib/languages/inform7.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/color-brewer.js","webpack:///../node_modules/highlight.js/lib/languages/dust.js","webpack:///../node_modules/highlight.js/lib/languages/python.js","webpack:///../node_modules/highlight.js/lib/languages/n1ql.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atom-one-dark-reasonable.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-lakeside-dark.js","webpack:///../node_modules/highlight.js/lib/languages/glsl.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/googlecode.js","webpack:///../node_modules/highlight.js/lib/languages/livescript.js","webpack:///../node_modules/highlight.js/lib/languages/excel.js","webpack:///../node_modules/highlight.js/lib/languages/sql.js","webpack:///../node_modules/highlight.js/lib/languages/json.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/github-gist.js","webpack:///./routes/BasiDiDati.js?c53d","webpack:///../node_modules/highlight.js/lib/languages/vbscript.js","webpack:///../node_modules/highlight.js/lib/languages/htmlbars.js","webpack:///../node_modules/highlight.js/lib/languages/haxe.js","webpack:///../node_modules/highlight.js/lib/languages/armasm.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/monokai.js","webpack:///../node_modules/highlight.js/lib/languages/matlab.js","webpack:///../node_modules/highlight.js/lib/languages/clean.js","webpack:///../node_modules/highlight.js/lib/languages/scheme.js","webpack:///../node_modules/highlight.js/lib/languages/fix.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/monokai-sublime.js","webpack:///../node_modules/prop-types/lib/ReactPropTypesSecret.js","webpack:///../src/is.ts","webpack:///../node_modules/highlight.js/lib/languages/subunit.js","webpack:///../node_modules/highlight.js/lib/languages/moonscript.js","webpack:///../node_modules/highlight.js/lib/languages/clojure.js","webpack:///../node_modules/highlight.js/lib/languages/ruleslanguage.js","webpack:///../node_modules/highlight.js/lib/languages/scala.js","webpack:///../node_modules/highlight.js/lib/languages/xquery.js","webpack:///../node_modules/highlight.js/lib/languages/objectivec.js","webpack:///../node_modules/highlight.js/lib/languages/dockerfile.js","webpack:///../node_modules/highlight.js/lib/languages/go.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-savanna-dark.js","webpack:///../node_modules/highlight.js/lib/languages/powershell.js","webpack:///../node_modules/highlight.js/lib/languages/protobuf.js","webpack:///../node_modules/highlight.js/lib/languages/sml.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/vs2015.js","webpack:///../node_modules/highlight.js/lib/languages/zephir.js","webpack:///./components/ErrorAbbr.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/obsidian.js","webpack:///../node_modules/@fortawesome/react-fontawesome/index.es.js","webpack:///../node_modules/highlight.js/lib/languages/groovy.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/paraiso-dark.js","webpack:///../node_modules/highlight.js/lib/languages/stan.js","webpack:///../node_modules/highlight.js/lib/languages/lsl.js","webpack:///./components/PrintBox.js","webpack:///../node_modules/highlight.js/lib/languages/processing.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/ascetic.js","webpack:///../node_modules/highlight.js/lib/languages/clojure-repl.js","webpack:///../node_modules/highlight.js/lib/languages/sas.js","webpack:///../node_modules/highlight.js/lib/languages/swift.js","webpack:///../node_modules/highlight.js/lib/languages/livecodeserver.js","webpack:///../node_modules/highlight.js/lib/languages/rust.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/xcode.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/mono-blue.js","webpack:///../node_modules/highlight.js/lib/languages/ebnf.js","webpack:///../node_modules/highlight.js/lib/languages/vhdl.js","webpack:///../node_modules/highlight.js/lib/languages/profile.js","webpack:///../node_modules/highlight.js/lib/languages/roboconf.js","webpack:///../node_modules/highlight.js/lib/languages/qml.js","webpack:///../node_modules/highlight.js/lib/languages/routeros.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/darcula.js","webpack:///../node_modules/highlight.js/lib/languages/hy.js","webpack:///../node_modules/highlight.js/lib/languages/bnf.js","webpack:///../node_modules/@fortawesome/free-brands-svg-icons/index.es.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-plateau-dark.js","webpack:///../node_modules/highlight.js/lib/languages/ceylon.js","webpack:///../node_modules/highlight.js/lib/languages/elixir.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-dune-dark.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-forest-dark.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/qtcreator_light.js","webpack:///../node_modules/highlight.js/lib/languages/gauss.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/agate.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/gruvbox-dark.js","webpack:///../node_modules/dequal/dist/index.mjs","webpack:///../node_modules/use-deep-compare-effect/dist/use-deep-compare-effect.esm.js","webpack:///../node_modules/highlight.js/lib/languages/maxima.js","webpack:///../node_modules/highlight.js/lib/languages/java.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/androidstudio.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-estuary-light.js","webpack:///../node_modules/highlight.js/lib/languages/abnf.js","webpack:///../node_modules/highlight.js/lib/languages/makefile.js","webpack:///../node_modules/highlight.js/lib/languages/tcl.js","webpack:///../node_modules/prop-types/factoryWithThrowingShims.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/gml.js","webpack:///../node_modules/highlight.js/lib/languages/csp.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-seaside-light.js","webpack:///../node_modules/highlight.js/lib/languages/erb.js","webpack:///../node_modules/highlight.js/lib/languages/lasso.js","webpack:///./routes/MingwInstall.js?ed77","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/isbl-editor-dark.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/routeros.js","webpack:///../node_modules/webpack/buildin/harmony-module.js","webpack:///../node_modules/@babel/runtime/helpers/defineProperty.js","webpack:///../node_modules/highlight.js/lib/languages/pf.js","webpack:///../node_modules/@babel/runtime/helpers/objectWithoutPropertiesLoose.js","webpack:///../node_modules/highlight.js/lib/languages/mizar.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/lightfair.js","webpack:///../node_modules/highlight.js/lib/languages/ini.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-savanna-light.js","webpack:///../node_modules/highlight.js/lib/languages/dns.js","webpack:///../src/index.js","webpack:///./index.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/nord.js","webpack:///../node_modules/highlight.js/lib/languages/tap.js","webpack:///./routes/GestioneDellInformazione/index.js?bacd","webpack:///./components/Footer.less","webpack:///../node_modules/highlight.js/lib/languages/ocaml.js","webpack:///../node_modules/@babel/runtime/helpers/objectWithoutProperties.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/isbl-editor-light.js","webpack:///../node_modules/highlight.js/lib/languages/parser3.js","webpack:///../node_modules/highlight.js/lib/languages/javascript.js","webpack:///../node_modules/highlight.js/lib/languages/hsp.js","webpack:///../node_modules/highlight.js/lib/languages/markdown.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/grayscale.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/sunburst.js","webpack:///../node_modules/highlight.js/lib/languages/rib.js","webpack:///../node_modules/highlight.js/lib/languages/less.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/zenburn.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/docco.js","webpack:///./routes/LinguaggiDinamici/index.js?4ba5","webpack:///../node_modules/highlight.js/lib/languages/sqf.js","webpack:///../node_modules/highlight.js/lib/languages/awk.js","webpack:///../node_modules/highlight.js/lib/languages/axapta.js","webpack:///../node_modules/highlight.js/lib/languages/nginx.js","webpack:///../node_modules/highlight.js/lib/languages/pgsql.js","webpack:///../src/browser.ts","webpack:///../node_modules/highlight.js/lib/languages/cpp.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/brown-paper.js","webpack:///../node_modules/highlight.js/lib/languages/capnproto.js","webpack:///../node_modules/highlight.js/lib/languages/vbnet.js","webpack:///../node_modules/prop-types/index.js","webpack:///../src/options.js","webpack:///../src/showdown.js","webpack:///../src/helpers.js","webpack:///../src/converter.js","webpack:///../src/subParsers/anchors.js","webpack:///../src/subParsers/autoLinks.js","webpack:///../src/subParsers/blockGamut.js","webpack:///../src/subParsers/blockQuotes.js","webpack:///../src/subParsers/codeBlocks.js","webpack:///../src/subParsers/codeSpans.js","webpack:///../src/subParsers/completeHTMLDocument.js","webpack:///../src/subParsers/detab.js","webpack:///../src/subParsers/ellipsis.js","webpack:///../src/subParsers/emoji.js","webpack:///../src/subParsers/encodeAmpsAndAngles.js","webpack:///../src/subParsers/encodeBackslashEscapes.js","webpack:///../src/subParsers/encodeCode.js","webpack:///../src/subParsers/escapeSpecialCharsWithinTagAttributes.js","webpack:///../src/subParsers/githubCodeBlocks.js","webpack:///../src/subParsers/hashBlock.js","webpack:///../src/subParsers/hashCodeTags.js","webpack:///../src/subParsers/hashElement.js","webpack:///../src/subParsers/hashHTMLBlocks.js","webpack:///../src/subParsers/hashHTMLSpans.js","webpack:///../src/subParsers/hashPreCodeTags.js","webpack:///../src/subParsers/headers.js","webpack:///../src/subParsers/horizontalRule.js","webpack:///../src/subParsers/images.js","webpack:///../src/subParsers/italicsAndBold.js","webpack:///../src/subParsers/lists.js","webpack:///../src/subParsers/metadata.js","webpack:///../src/subParsers/outdent.js","webpack:///../src/subParsers/paragraphs.js","webpack:///../src/subParsers/runExtension.js","webpack:///../src/subParsers/spanGamut.js","webpack:///../src/subParsers/strikethrough.js","webpack:///../src/subParsers/stripLinkDefinitions.js","webpack:///../src/subParsers/tables.js","webpack:///../src/subParsers/underline.js","webpack:///../src/subParsers/unescapeSpecialChars.js","webpack:///../src/subParsers/makeMarkdown/blockquote.js","webpack:///../src/subParsers/makeMarkdown/codeBlock.js","webpack:///../src/subParsers/makeMarkdown/codeSpan.js","webpack:///../src/subParsers/makeMarkdown/emphasis.js","webpack:///../src/subParsers/makeMarkdown/header.js","webpack:///../src/subParsers/makeMarkdown/hr.js","webpack:///../src/subParsers/makeMarkdown/image.js","webpack:///../src/subParsers/makeMarkdown/links.js","webpack:///../src/subParsers/makeMarkdown/list.js","webpack:///../src/subParsers/makeMarkdown/listItem.js","webpack:///../src/subParsers/makeMarkdown/node.js","webpack:///../src/subParsers/makeMarkdown/paragraph.js","webpack:///../src/subParsers/makeMarkdown/pre.js","webpack:///../src/subParsers/makeMarkdown/strikethrough.js","webpack:///../src/subParsers/makeMarkdown/strong.js","webpack:///../src/subParsers/makeMarkdown/table.js","webpack:///../src/subParsers/makeMarkdown/tableCell.js","webpack:///../src/subParsers/makeMarkdown/txt.js","webpack:///../src/loader.js","webpack:///../node_modules/@fortawesome/free-solid-svg-icons/index.es.js","webpack:///./routes/RipassoDiAlgebraLineare.js?e297","webpack:///../node_modules/highlight.js/lib/languages/fortran.js","webpack:///../src/stacktrace.ts","webpack:///../node_modules/highlight.js/lib/languages/arduino.js","webpack:///../node_modules/@fortawesome/fontawesome-svg-core/index.es.js","webpack:///../node_modules/highlight.js/lib/languages/erlang-repl.js","webpack:///../node_modules/fault/index.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/shades-of-purple.js","webpack:///../node_modules/highlight.js/lib/languages/jboss-cli.js","webpack:///../node_modules/highlight.js/lib/languages/gherkin.js","webpack:///../node_modules/highlight.js/lib/languages/accesslog.js","webpack:///../node_modules/highlight.js/lib/languages/1c.js","webpack:///../src/util.js","webpack:///../node_modules/highlight.js/lib/languages/elm.js","webpack:///./components/Link.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-seaside-dark.js","webpack:///../node_modules/highlight.js/lib/languages/properties.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/codepen-embed.js","webpack:///../node_modules/highlight.js/lib/languages/openscad.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/ir-black.js","webpack:///../node_modules/highlight.js/lib/languages/dos.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/tomorrow-night-eighties.js","webpack:///../node_modules/lowlight/lib/core.js","webpack:///./routes/OttimizzazioneLineare/GMPL/index.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/foundation.js","webpack:///./routes/ApprendimentoSistemiArtificiali.js?c6e2","webpack:///../node_modules/highlight.js/lib/languages/smali.js","webpack:///../node_modules/tslib/tslib.es6.js","webpack:///../node_modules/highlight.js/lib/languages/dsconfig.js","webpack:///./routes/OttimizzazioneLineare/index.js?4662","webpack:///../src/time.ts","webpack:///./routes/AlgoritmiEStruttureDati.js?c5c8","webpack:///../node_modules/highlight.js/lib/languages/dart.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/dracula.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/github.js","webpack:///../node_modules/highlight.js/lib/languages/scss.js","webpack:///../src/string.ts","webpack:///../node_modules/highlight.js/lib/languages/yaml.js","webpack:///../node_modules/highlight.js/lib/languages/handlebars.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/default-style.js","webpack:///../node_modules/highlight.js/lib/languages/gams.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/tomorrow-night.js","webpack:///../node_modules/@preact/async-loader/async.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/idea.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/index.js","webpack:///../node_modules/highlight.js/lib/languages/fsharp.js","webpack:///../src/node.ts","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/darkula.js","webpack:///../node_modules/highlight.js/lib/languages/golo.js","webpack:///../node_modules/highlight.js/lib/languages/verilog.js","webpack:///../node_modules/@babel/runtime/helpers/objectSpread.js","webpack:///../node_modules/highlight.js/lib/languages/autohotkey.js","webpack:///./routes/Home.js?4f4b","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/tomorrow-night-bright.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/kimbie.dark.js","webpack:///../src/create-element.js","webpack:///../src/component.js","webpack:///../src/diff/children.js","webpack:///../src/diff/props.js","webpack:///../src/diff/index.js","webpack:///../src/render.js","webpack:///../src/clone-element.js","webpack:///../src/create-context.js","webpack:///../src/constants.js","webpack:///../src/diff/catch-error.js","webpack:///../node_modules/highlight.js/lib/languages/tex.js","webpack:///../node_modules/highlight.js/lib/languages/plaintext.js","webpack:///../node_modules/highlight.js/lib/languages/crmsh.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/kimbie.light.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/a11y-dark.js","webpack:///../node_modules/highlight.js/lib/languages/cos.js","webpack:///../node_modules/highlight.js/lib/languages/apache.js","webpack:///../node_modules/highlight.js/lib/languages/gradle.js","webpack:///../node_modules/highlight.js/lib/languages/kotlin.js","webpack:///../node_modules/highlight.js/lib/languages/haml.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-cave-dark.js","webpack:///../src/PureComponent.js","webpack:///../src/suspense.js","webpack:///../src/suspense-list.js","webpack:///../src/portals.js","webpack:///../src/forwardRef.js","webpack:///../src/Children.js","webpack:///../src/memo.js","webpack:///../node_modules/highlight.js/lib/languages/twig.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/far.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-heath-dark.js","webpack:///../node_modules/highlight.js/lib/languages/monkey.js","webpack:///./routes/CalcoloNumerico/index.js?8d43","webpack:///../src/utils/concatClass.js","webpack:///../src/contexts/CurrentPage.js","webpack:///../src/components/Elements/BaseLink.js","webpack:///../src/components/Layout/BasicContainer.js","webpack:///../src/contexts/LatexDefaultDisplay.js","webpack:///../src/utils/stripTabs.js","webpack:///../src/components/Rendering/Latex.js","webpack:///../src/components/Rendering/BLatex.js","webpack:///../src/components/Panels/Box.js","webpack:///../src/contexts/CodeDefaultStyle.js","webpack:///../src/components/Rendering/Code.js","webpack:///../src/utils/getEventValue.js","webpack:///../src/components/Rendering/ILatex.js","webpack:///../src/components/Elements/Image.js","webpack:///../src/components/Layout/LeftRight.js","webpack:///../src/components/Rendering/Markdown.js","webpack:///../src/components/Layout/Unmargin.js","webpack:///../src/components/Panels/Panel.js","webpack:///../src/components/Rendering/PLatex.js","webpack:///../src/contexts/RoyalnetLoginStatus.js","webpack:///../src/components/Layout/Split.js","webpack:///../src/components/Panels/Section.js","webpack:///../src/components/Panels/TablePanel.js","webpack:///../src/components/Elements/Timer.js","webpack:///../src/components/Elements/Todo.js","webpack:///../src/hooks/useRoyalnetInstanceValidator.js","webpack:///../src/components/Bluelib.js","webpack:///../src/contexts/LatexRenderColor.js","webpack:///../src/contexts/LatexDefaultInline.js","webpack:///../src/contexts/CodeDefaultLanguage.js","webpack:///../src/components/Forms/FormRow.js","webpack:///../src/contexts/RoyalnetInstanceUrl.js","webpack:///../src/utils/royalnetApiRequest.js","webpack:///../node_modules/preact-cli/lib/lib/entry.js","webpack:///../node_modules/highlight.js/lib/languages/stylus.js","webpack:///../node_modules/highlight.js/lib/languages/avrasm.js","webpack:///../node_modules/highlight.js/lib/languages/http.js","webpack:///../node_modules/highlight.js/lib/languages/mathematica.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/paraiso-light.js","webpack:///../node_modules/highlight.js/lib/languages/gcode.js","webpack:///./routes/Statistica.js?b5fb","webpack:///../node_modules/highlight.js/lib/languages/thrift.js","webpack:///../node_modules/highlight.js/lib/languages/vala.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/solarized-light.js","webpack:///../node_modules/highlight.js/lib/languages/mojolicious.js","webpack:///../node_modules/highlight.js/lib/languages/taggerscript.js","webpack:///./routes/ProtocolliDiRete/index.js?cbdb","webpack:///../node_modules/highlight.js/lib/languages/gml.js","webpack:///../node_modules/highlight.js/lib/languages/angelscript.js","webpack:///../node_modules/webpack/buildin/global.js","webpack:///../node_modules/highlight.js/lib/languages/purebasic.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-forest-light.js","webpack:///../node_modules/highlight.js/lib/languages/julia-repl.js","webpack:///../node_modules/highlight.js/lib/languages/aspectj.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atom-one-dark.js","webpack:///../node_modules/highlight.js/lib/languages/d.js","webpack:///../node_modules/highlight.js/lib/languages/stata.js","webpack:///../node_modules/react-syntax-highlighter/dist/esm/create-element.js","webpack:///../node_modules/react-syntax-highlighter/dist/esm/highlight.js","webpack:///../node_modules/react-syntax-highlighter/dist/esm/default-highlight.js","webpack:///../node_modules/react-syntax-highlighter/dist/esm/styles/hljs/default-style.js","webpack:///../node_modules/react-syntax-highlighter/dist/esm/languages/hljs/supported-languages.js","webpack:///../node_modules/highlight.js/lib/languages/isbl.js","webpack:///../node_modules/highlight.js/lib/languages/smalltalk.js","webpack:///../node_modules/highlight.js/lib/languages/basic.js","webpack:///../node_modules/highlight.js/lib/languages/pony.js","webpack:///../node_modules/highlight.js/lib/languages/haskell.js","webpack:///../node_modules/highlight.js/lib/languages/delphi.js","webpack:///../node_modules/highlight.js/lib/languages/brainfuck.js","webpack:///../node_modules/highlight.js/lib/languages/mercury.js","webpack:///../node_modules/highlight.js/lib/languages/django.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-estuary-dark.js","webpack:///../node_modules/highlight.js/lib/languages/bash.js","webpack:///../node_modules/highlight.js/lib/languages/oxygene.js","webpack:///../node_modules/highlight.js/lib/languages/coffeescript.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/qtcreator_dark.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/xt256.js","webpack:///../node_modules/highlight.js/lib/languages/prolog.js","webpack:///../src/object.ts","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-cave-light.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-lakeside-light.js","webpack:///../node_modules/highlight.js/lib/languages/scilab.js","webpack:///../node_modules/highlight.js/lib/languages/leaf.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/rainbow.js","webpack:///../node_modules/@babel/runtime/helpers/esm/extends.js","webpack:///../node_modules/resolve-pathname/esm/resolve-pathname.js","webpack:///../node_modules/history/esm/history.js","webpack:///../node_modules/tiny-invariant/dist/tiny-invariant.esm.js","webpack:///../node_modules/highlight.js/lib/languages/reasonml.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/ocean.js","webpack:///../node_modules/highlight.js/lib/languages/lua.js","webpack:///../node_modules/highlight.js/lib/languages/ada.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/atelier-heath-light.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/dark.js","webpack:///../node_modules/highlight.js/lib/languages/vbscript-html.js","webpack:///../node_modules/highlight.js/lib/languages/autoit.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/magula.js","webpack:///../node_modules/@sentry/webpack-plugin/src/sentry-webpack.module.js","webpack:///../node_modules/highlight.js/lib/languages/diff.js","webpack:///../node_modules/highlight.js/lib/languages/puppet.js","webpack:///./routes/Fisica.js?f845","webpack:///../node_modules/highlight.js/lib/languages/q.js","webpack:///../src/scope.ts","webpack:///../src/hub.ts","webpack:///../src/index.ts","webpack:///../src/integration.ts","webpack:///../src/supports.ts","webpack:///../src/tracekit.ts","webpack:///../src/parsers.ts","webpack:///../src/eventbuilder.ts","webpack:///../src/request.ts","webpack:///../src/helpers.ts","webpack:///../src/instrument.ts","webpack:///../src/sdk.ts","webpack:///../src/severity.ts","webpack:///../src/status.ts","webpack:///../src/syncpromise.ts","webpack:///../src/logger.ts","webpack:///../src/session.ts","webpack:///../../src/integrations/functiontostring.ts","webpack:///../src/polyfill.ts","webpack:///../src/error.ts","webpack:///../src/dsn.ts","webpack:///../src/baseclient.ts","webpack:///../../src/transports/noop.ts","webpack:///../src/basebackend.ts","webpack:///../src/api.ts","webpack:///../src/promisebuffer.ts","webpack:///../../src/transports/base.ts","webpack:///../../src/transports/fetch.ts","webpack:///../../src/transports/xhr.ts","webpack:///../src/backend.ts","webpack:///../../src/integrations/breadcrumbs.ts","webpack:///../src/version.ts","webpack:///../src/client.ts","webpack:///../../src/integrations/inboundfilters.ts","webpack:///../../src/integrations/trycatch.ts","webpack:///../../src/integrations/globalhandlers.ts","webpack:///../../src/integrations/linkederrors.ts","webpack:///../../src/integrations/useragent.ts","webpack:///../node_modules/highlight.js/lib/languages/nix.js","webpack:///../node_modules/react-syntax-highlighter/dist/cjs/styles/hljs/solarized-dark.js","webpack:///../node_modules/highlight.js/lib/languages/step21.js"],"names":["webpackJsonpCallback","data","moduleId","chunkId","chunkIds","moreModules","i","resolves","length","Object","prototype","hasOwnProperty","call","installedChunks","push","modules","parentJsonpFunction","shift","__webpack_require__","installedModules","exports","module","l","installedCssChunks","0","e","promises","Promise","resolve","reject","href","fullhref","p","existingLinkTags","document","getElementsByTagName","dataHref","tag","getAttribute","rel","existingStyleTags","linkTag","createElement","type","onload","onerror","event","request","target","src","err","Error","code","parentNode","removeChild","appendChild","then","installedChunkData","promise","onScriptComplete","script","charset","timeout","nc","setAttribute","jsonpScriptSrc","error","clearTimeout","chunk","errorType","realSrc","message","name","undefined","setTimeout","head","all","m","c","d","getter","o","defineProperty","enumerable","get","r","Symbol","toStringTag","value","t","mode","__esModule","ns","create","key","bind","n","object","property","oe","console","jsonpArray","window","oldJsonpFunction","slice","s","hljs","case_insensitive","keywords","literal","keyword","built_in","illegal","contains","inherit","APOS_STRING_MODE","className","relevance","QUOTE_STRING_MODE","beginKeywords","UNDERSCORE_TITLE_MODE","begin","end","COMMENT","TAG_INTERNALS","endsWithParent","endsParent","variants","aliases","subLanguage","skip","starts","returnEnd","default","C_NUMBER_MODE","BACKSLASH_ESCAPE","C_LINE_COMMENT_MODE","C_BLOCK_COMMENT_MODE","lexemes","IDENT_RE","meta","XL_KEYWORDS","DOUBLE_QUOTE_TEXT","IMPORT","FUNCTION_DEFINITION","returnBegin","TITLE_MODE","NUMBER_MODE","HASH_COMMENT_MODE","recursiveParen","INT_SUFFIX","CRYSTAL_METHOD_RE","CRYSTAL_KEYWORDS","SUBST","EXPANSION","STRING","Q_STRING","REGEXP","RE_STARTERS_RE","CRYSTAL_DEFAULT_CONTAINS","UNDERSCORE_IDENT_RE","excludeEnd","METHOD_GUARD","KEYWORDS","VARIABLE_NAME_RE","DEFAULT","INTERPOLATION","INTERPOLATED_VARIABLE","low","require","registerLanguage","BASIC_ATOM_RE","FUNCTION_NAME_RE","ERLANG_RESERVED","NUMBER","NAMED_FUN","FUNCTION_CALL","TUPLE","VAR1","VAR2","RECORD_ACCESS","BLOCK_STATEMENTS","BASIC_MODES","PARAMS","COMMENT_MODES","CHAR_STRING","PROCEDURE","concat","DECORATOR","ARGS","excludeBegin","C_NUMBER_RE","HTML_TEMPLATE","CSS_TEMPLATE","TEMPLATE_STRING","REGEXP_MODE","getGlobalObject","global","self","fallbackGlobalObject","uuid4","crypto","msCrypto","getRandomValues","arr","Uint16Array","pad","num","v","toString","replace","Math","random","parseUrl","url","match","host","path","protocol","relative","getEventDescription","exception","values","event_id","consoleSandbox","callback","originalConsole","wrappedLevels","forEach","level","__sentry_original__","result","keys","addExceptionTypeValue","addExceptionMechanism","mechanism","_oO","getLocationHref","location","oO","parseRetryAfterHeader","now","header","headerDelay","parseInt","isNaN","headerDate","Date","parse","PARAMS_CONTAINS","TPID","TPLABEL","PERL_KEYWORDS","METHOD","VAR","STRING_CONTAINS","PERL_DEFAULT_CONTAINS","DEFINES","VARIABLES","LANGUAGES","STRINGS","NUMBERS","PREPROCESSOR","DTS_REFERENCE","DTS_KEYWORD","DTS_LABEL","DTS_CELL_PROPERTY","DTS_NODE","defaultSetTimout","defaultClearTimeout","runTimeout","fun","cachedSetTimeout","this","cleanUpNextTick","draining","currentQueue","queue","queueIndex","drainQueue","len","run","marker","cachedClearTimeout","runClearTimeout","Item","array","noop","process","nextTick","args","Array","arguments","apply","title","browser","env","argv","version","versions","on","addListener","once","off","removeListener","removeAllListeners","emit","prependListener","prependOnceListener","listeners","binding","cwd","chdir","umask","factory","globalObject","escape","node","nodeName","toLowerCase","testRe","re","lexeme","exec","index","isNotHighlighted","language","noHighlightRe","test","parent","objects","obj","nodeStream","_nodeStream","offset","child","firstChild","nextSibling","nodeType","nodeValue","compileLanguage","reStr","source","langRe","RegExp","compileMode","compiled","compiled_keywords","flatten","str","split","kw","pair","Number","objectKeys","lexemesRe","join","beginRe","endSameAsBegin","endRe","terminator_end","illegalRe","map","cached_variants","variant","expand_mode","terminators","filter","Boolean","regexps","separator","backreferenceRe","numCaptures","ret","substring","String","joinRe","highlight","ignore_illegals","continuation","escapeRe","keywordMatch","match_str","buildSpan","classname","insideSpan","leaveOpen","noPrefix","openSpan","options","classPrefix","processBuffer","top","explicit","languages","mode_buffer","continuations","highlightAuto","processSubLanguage","keyword_match","last_index","lastIndex","substr","processKeywords","startNewMode","processLexeme","buffer","new_mode","subMode","end_mode","endOfMode","origin","isIllegal","getLanguage","current","count","indexOf","text","languageSubset","second_best","autoDetection","fixMarkup","tabReplace","useBR","fixMarkupRe","p1","highlightBlock","block","originalStream","resultNode","_class","classes","languagePrefixRe","blockLanguage","createElementNS","innerHTML","textContent","original","highlighted","selectStream","open","ArrayProto","attributes","a","close","render","processed","nodeStack","stream","reverse","splice","pop","mergeStreams","prevClassName","currentLang","resultLang","trim","buildClassName","initHighlighting","called","blocks","querySelectorAll","lang","disableAutodetect","configure","user_options","initHighlightingOnLoad","addEventListener","alias","listLanguages","NUMBER_RE","BINARY_NUMBER_RE","PHRASAL_WORDS_MODE","inherits","BINARY_NUMBER_MODE","CSS_NUMBER_MODE","RUBY_METHOD_RE","RUBY_KEYWORDS","YARDOCTAG","IRB_OBJECT","RUBY_DEFAULT_CONTAINS","cb","identifier","_hasWeakSet","WeakSet","_inner","memoize","has","add","unmemoize","delete","format","fmt","arg","tmp","precision","argIndex","escaped","leadingZero","nextArg","slurpNumber","digits","fromCharCode","parseFloat","toFixed","JSON","stringify","toUpperCase","namespace","vsprintf","replacements","log","printf","LISP_IDENT_RE","LISP_SIMPLE_NUMBER_RE","LITERAL","VARIABLE","KEYWORD","IDENT","MEC","QUOTED","QUOTED_ATOM","LIST","BODY","_extends","assign","class","style","footer","getFullYear","COMMENT_MODE_1","COMMENT_MODE_2","VERBATIM_STRING","VERBATIM_STRING_NO_LF","SUBST_NO_LF","INTERPOLATED_STRING","INTERPOLATED_VERBATIM_STRING","INTERPOLATED_VERBATIM_STRING_NO_LF","TYPE_IDENT_RE","PROMPT","JS_IDENT_RE","TITLE","SUBST_SIMPLE","EXPRESSIONS","COMMENT_MODE","LITERALS","TYPES","VALUE_CONTAINER","OBJECT","ARRAY","BUILT_INS","TAG_INNARDS","TRANSPOSE","SCHEME_IDENT_RE","SCHEME_SIMPLE_NUMBER_RE","QUOTED_IDENT","QUOTED_LIST","NAME","isError","wat","isInstanceOf","isErrorEvent","isDOMError","isDOMException","isString","isPrimitive","isPlainObject","isEvent","Event","isElement","Element","isRegExp","isThenable","isSyntheticEvent","base","_e","SYMBOL_RE","SYMBOL","COLLECTION","HINT","HINT_COL","KEY","DEFAULT_CONTAINS","TYPE","CONTAINS","LEXEMES","CLASS_KEYWORDS","GO_KEYWORDS","BACKTICK_ESCAPE","QUOTE_STRING","PS_COMMENT","nomarkup","props","errorabbr","icon","faExclamationCircle","children","_typeof","iterator","constructor","_defineProperty","configurable","writable","ownKeys","enumerableOnly","getOwnPropertySymbols","symbols","sym","getOwnPropertyDescriptor","_objectSpread2","getOwnPropertyDescriptors","defineProperties","_objectWithoutProperties","excluded","sourceKeys","_objectWithoutPropertiesLoose","sourceSymbolKeys","propertyIsEnumerable","_toConsumableArray","isArray","arr2","_arrayWithoutHoles","iter","from","_iterableToArray","TypeError","_nonIterableSpread","camelize","string","chr","styleToObject","reduce","acc","val","prop","startsWith","charAt","normalizeIconArgs","prefix","iconName","objectWithKey","FontAwesomeIcon","_ref","forwardedRef","maskArgs","mask","symbol","titleId","iconLookup","_classes","flip","size","rotation","pull","spin","pulse","fixedWidth","inverse","border","listItem","swapOpacity","classList","transform","renderedIcon","_console","PRODUCTION","abstract","extraProps","ref","defaultProps","convertCurry","displayName","propTypes","PropTypes","bool","oneOfType","oneOf","convert","element","mixins","attrs","_extraProps$style","existingStyle","remaining","React","LSL_NUMBERS","currentPage","useContext","CurrentPage","latexColor","LatexRenderColor","useState","setSupported","print","color","BoxColors","CYAN","onClick","setLatexColor","faAdjust","faChevronRight","disabled","faClock","faPrint","ORANGE","faExclamationTriangle","SWIFT_KEYWORDS","BLOCK_COMMENT","TITLE1","TITLE2","NUM_SUFFIX","BUILTINS","commentMode","PROPERTY","QML_IDENT_RE","ID_ID","QML_ATTRIBUTE","QML_OBJECT","STATEMENTS","APOS_STRING","faDiscord","faGithub","faGoogleDrive","faRedditAlien","faSteam","faTelegram","faTwitch","faTwitter","faWikipediaW","faXbox","faYoutube","ELIXIR_IDENT_RE","ELIXIR_KEYWORDS","FUNCTION","CLASS","ELIXIR_DEFAULT_CONTAINS","AT_COMMENT_MODE","STRUCT_TYPE","PARSE_PARAMS","FUNCTION_DEF","DEFINITION","BUILT_IN_REF","STRING_REF","FUNCTION_REF","FUNCTION_REF_PARAMS","find","tar","dequal","foo","bar","ctor","getTime","Set","Map","ArrayBuffer","Uint8Array","DataView","byteLength","getInt8","isView","useDeepCompareMemoize","useRef","signalRef","useDeepCompareEffect","dependencies","useEffect","JAVA_NUMBER_MODE","regexes","ruleDeclarationMode","emptyFunction","emptyFunctionWithReset","ReactPropTypesSecret","resetWarningCache","shim","propName","componentName","propFullName","secret","getShim","isRequired","ReactPropTypes","func","number","any","arrayOf","elementType","instanceOf","objectOf","shape","exact","checkPropTypes","LASSO_CLOSE_RE","LASSO_KEYWORDS","HTML_COMMENT","LASSO_NOPROCESS","LASSO_START","LASSO_DATAMEMBER","LASSO_CODE","LASSO_IDENT_RE","originalModule","webpackPolyfill","getHookState","currentComponent","currentHook","hooks","initialState","useReducer","invokeOrReturn","reducer","init","hookState","currentIndex","_reducer","nextValue","action","setState","state","argsChanged","useLayoutEffect","initialValue","useMemo","useImperativeHandle","createHandle","useCallback","context","provider","sub","useDebugValue","formatter","flushAfterPaintEffects","afterPaintEffects","component","invokeCleanup","invokeEffect","hook","comp","oldArgs","newArgs","some","f","prevRaf","oldBeforeDiff","oldBeforeRender","oldAfterDiff","diffed","oldCommit","oldBeforeUnmount","unmount","vnode","requestAnimationFrame","raf","done","HAS_RAF","cancelAnimationFrame","commitQueue","Sentry","debug","dsn","release","environment","beforeSend","showReportDialog","eventId","hash","setCurrentPage","Provider","history","createHashHistory","onChange","RED","objectWithoutPropertiesLoose","CURLY_SUBCOMMENT","RULES","VALUE","STRING_MODE","IDENT_MODE","PARENS_MODE","VALUE_WITH_RULESETS","MIXIN_GUARD_MODE","RULE_MODE","INTERP_IDENT_RE","AT_RULE_MODE","VAR_RULE_MODE","SELECTOR_MODE","CPP","preprocessor","TYPES_RE","FUNCTIONS_RE","SQL_KW","SQL_BI","htmlTreeAsString","elem","currentElem","out","height","sepLength","nextStr","_htmlElementAsString","el","attr","tagName","id","allowedAttrs","CPP_PRIMITIVE_TYPES","FUNCTION_TITLE","CPP_KEYWORDS","EXPRESSION_CONTAINS","strings","validate","extension","errMsg","valid","showdown","helper","baseMsg","ext","isUndefined","regex","ln","escapeCharactersCallback","wholeMatch","m1","charCodeAt","parsers","extensions","globalOptions","getDefaultOpts","setFlavor","flavor","github","omitExtraWLInCodeBlocks","simplifiedAutoLink","excludeTrailingPunctuationFromURLs","literalMidWordUnderscores","strikethrough","tables","tablesHeaderId","ghCodeBlocks","tasklists","disableForced4SpacesIndentedSublists","simpleLineBreaks","requireSpaceBeforeHeadingText","ghCompatibleHeaderId","ghMentions","backslashEscapesHTMLTags","emoji","splitAdjacentBlockquotes","noHeaderId","ghost","parseImgDimensions","smoothLivePreview","encodeEmails","vanilla","allOn","allOptionsOn","setOption","getOption","getOptions","resetOptions","preset","option","getFlavor","getFlavorOptions","getDefaultOptions","simple","subParser","stdExtName","validExtension","getAllExtensions","removeExtension","resetExtensions","validateExtension","warn","isFunction","escapeCharacters","charsToEscape","afterBackslash","regexString","unescapeHTMLEntities","txt","rgxFindMatchPos","left","right","flags","start","g","x","pos","matchRecursiveRegExp","matchPos","results","replaceRecursiveRegExp","replacement","repStr","finalStr","lng","bits","regexIndexOf","fromIndex","search","splitAtIndex","encodeEmailAddress","mail","encode","ch","floor","padEnd","targetLength","padString","repeat","msg","alert","asteriskDashAndColon","emojis","Converter","converterOptions","_parseExtension","langExtensions","outputModifiers","legacyExtensionLoading","validExt","listen","setConvFlavor","metadata","parsed","raw","gOpt","opt","_constructor","_dispatch","evtName","globals","ei","nText","makeHtml","gHtmlBlocks","gHtmlMdBlocks","gHtmlSpans","gUrls","gTitles","gDimensions","gListLevel","hashLinkCounts","converter","smartIndentationFix","rsp","rgx","rTrimInputText","makeMarkdown","makeMd","HTMLParser","doc","preList","pres","presPH","childElementCount","content","matches","outerHTML","substitutePreCodeTags","clean","childNodes","nodes","mdDoc","addExtension","useExtension","extensionName","output","getMetadata","getMetadataFormat","_setMetadataPair","_setMetadataFormat","_setMetadataRaw","writeAnchorTag","linkText","linkId","m5","m6","openLinksInNewWindow","wm","st","mentions","username","ghMentionsLink","lnk","simpleURLRegex","simpleURLRegex2","delimUrlRegex","simpleMailRegex","delimMailRegex","replaceLink","leadingMagicChars","link","m2","m3","trailingPunctuation","trailingMagicChars","lnkTxt","append","lmc","tmc","replaceMail","b","bq","pre","codeblock","nextChar","completeHTMLDocument","doctype","doctypeParsed","leadingText","numSpaces","emojiCode","delim","blockText","blockTags","repFunc","inside","opTagPos","rgx1","patLeft","patRight","subTexts","newSubText1","hashHTMLSpan","html","repText","limit","$1","headerId","customizedHeaderId","prefixHeaderId","rawPrefixHeaderId","rawHeaderId","headerLevelStart","setextRegexH2","spanGamut","hID","hashBlock","matchFound","hLevel","hText","span","writeImageTag","altText","width","gDims","parseInside","literalMidWordAsterisks","lead","processListItems","listStr","trimTrailing","isParagraphed","m4","taskbtn","checked","item","bulletStyle","otp","wm2","styleStartNumber","list","listType","res","parseConsecutiveLists","olRgx","ulRgx","counterRxg","parseCL","parseMetadataContents","wholematch","grafs","grafsOut","grafsOutIt","codeFlag","$2","replaceFunc","blankLines","parseCells","cell","parseTable","rawTable","tableLines","sLine","rawHeaders","rawStyles","rawCells","headers","styles","cells","tableHeaderId","row","ii","tb","tblLgn","buildTable","underline","charCodeToReplace","hasChildNodes","childrenLength","innerTxt","headerLevel","headerMark","hasAttribute","listItems","listItemsLenght","listNum","listItemTxt","childrenLenght","spansOnly","tableArray","headings","rows","headContent","allign","cols","cellContent","cellSpacesCount","strLen","faAddressCard","faBug","faCheck","faCircle","faCross","faDownload","faEnvelope","faExternalLinkAlt","faHouseUser","faLockOpen","faMagnet","faMugHot","faQuestion","faRadiation","faSpinner","getFunctionName","fn","_defineProperties","descriptor","_objectSpread","_slicedToArray","_arrayWithHoles","_arr","_n","_d","_s","_i","next","_iterableToArrayLimit","_nonIterableRest","asyncFlush","asyncQueue","asyncTimer","asyncCall","asyncSetTimer","invokeCallback","subscriber","owner","settled","_state","_data","handleThenable","resolved","fulfill","reason","publishFulfillment","publishRejection","publish","_then","_handled","isNode","notifyRejectionHandled","P","resolver","rejectPromise","invokeResolver","insertCss","css","IS_DOM","DOCUMENT","headChildren","beforeChild","insertBefore","nextUniqueId","htmlEscape","joinStyles","styleName","transformIsMeaningful","meaninglessTransform","y","rotate","flipX","flipY","transformForSvg","iconWidth","outer","containerWidth","innerTranslate","innerScale","innerRotate","inner","fillBlack","force","fill","makeInlineSvgAbstract","params","_params$icons","icons","main","maskId","extra","_params$watchable","watchable","found","isUploadedIcon","widthClass","ceil","attrClass","config","replacementClass","familyPrefix","role","uploadedIconWidthStyle","_ref2","explicitMaskId","mainPath","maskPath","trans","maskRect","ALL_SPACE","maskInnerGroupChildrenMixin","maskInnerGroup","maskOuterGroup","clipId","maskTag","maskUnits","maskContentUnits","defs","makeIconMasking","styleString","makeIconStandard","asSymbol","asIcon","defineIcons","_params$skipHooks","skipHooks","normalized","addPack","iconFromMapping","mapping","toHtml","abstractNodes","_abstractNodes$attrib","_abstractNodes$childr","attributeName","joinAttributes","MissingIcon","stack","asFoundIcon","vectorData","DUOTONE_CLASSES","GROUP","SECONDARY","PRIMARY","drc","fp","rc","dPatt","customPropPatt","rPatt","ensureCss","autoAddCss","_cssInserted","apiObject","abstractCreator","container","findIconDefinition","_iconLookup$prefix","library","definitions","_WINDOW","_DOCUMENT","MutationObserver","performance","_ref$userAgent","navigator","userAgent","WINDOW","documentElement","oneToTen","oneToTwenty","SWAP_OPACITY","initial","FontAwesomeConfig","querySelector","coerce","getAttrConfig","_config","autoReplaceSvg","autoA11y","searchPseudoElements","observeMutations","mutateApproach","keepOriginalSource","measurePerformance","showMissingIcons","w","shims","functions","doScroll","readyState","listener","removeEventListener","NOOP","setImmediate","onFulfillment","onRejection","fulfilled","rejected","catch","race","subject","thisContext","bindInternal4","build","lookup","ligatures","ligature","hasRegular","parseTransformString","transformString","parts","first","rest","FILL","ANIMATION_BASE","attributeType","repeatCount","dur","RING","OPACITY_ANIMATE","cx","cy","opacity","Library","Constructor","protoProps","staticProps","_this","_len","_key","additions","_pullDefinitions","definition","_normalized$key","iconDefinition","_params$transform","_params$symbol","_params$mask","_params$maskId","_params$title","_params$titleId","_params$classes","_params$attributes","_params$styles","maybeIconDefinition","EConstructor","FormattedError","fault","eval","EvalError","range","RangeError","reference","ReferenceError","syntax","SyntaxError","uri","URIError","v7_keywords","DATE","COMMENTS","v7_system_constants","v8_system_sets_of_values","v8_shared_object","v7_meta_keywords","let","EMPTY","super","const","CONSTRUCTOR","freeze","URL","iconObj","iconEl","WS0","DELIM","KEY_OTHER","DELIM_AND_VALUE","SPECIAL_VARS","High","autoHighlight","secondBest","settings","subset","languageNames","normalize","coreHighlight","registerAlias","ignore","newMode","endMode","modeBuffer","addSiblings","currentChildren","addText","subvalue","buildText","submatch","siblings","sibling","tail","contents","properties","own","pairs","compiledKeywords","terminatorEnd","expandMode","execNoop","expression","high","smali_instr_low_prio","__extends","__","extendStatics","__rest","__values","__read","ar","__spread","setPrototypeOf","__proto__","__assign","dateTimestampSource","nowSeconds","platformPerformance","_","getNodePerformance","timeOrigin","getBrowserPerformance","timestampSource","dateTimestampInSeconds","timing","navigationStart","BRACED_SUBST","HEXCOLOR","truncate","max","snipLine","line","colno","newLine","ll","min","safeJoin","input","delimiter","isMatchingPattern","pattern","keyName","keyPrefix","SYMBOLS","QSTR","ASSIGNMENT","DESCTEXT","async","load","AsyncComponent","Component","componentWillMount","mod","shouldComponentUpdate","h","prev","getPreviousSibling","__k","dom","__e","__v","me","__P","_parentDom","localName","dangerouslySetInnerHTML","PENDING","preload","_interopRequireDefault","_a11yDark","_a11yLight","_agate","_anOldHope","_androidstudio","_arduinoLight","_arta","_ascetic","_atelierCaveDark","_atelierCaveLight","_atelierDuneDark","_atelierDuneLight","_atelierEstuaryDark","_atelierEstuaryLight","_atelierForestDark","_atelierForestLight","_atelierHeathDark","_atelierHeathLight","_atelierLakesideDark","_atelierLakesideLight","_atelierPlateauDark","_atelierPlateauLight","_atelierSavannaDark","_atelierSavannaLight","_atelierSeasideDark","_atelierSeasideLight","_atelierSulphurpoolDark","_atelierSulphurpoolLight","_atomOneDarkReasonable","_atomOneDark","_atomOneLight","_brownPaper","_codepenEmbed","_colorBrewer","_darcula","_dark","_darkula","_defaultStyle","_docco","_dracula","_far","_foundation","_githubGist","_github","_gml","_googlecode","_grayscale","_gruvboxDark","_gruvboxLight","_hopscotch","_hybrid","_idea","_irBlack","_isblEditorDark","_isblEditorLight","_kimbie","_kimbie2","_lightfair","_magula","_monoBlue","_monokaiSublime","_monokai","_nord","_obsidian","_ocean","_paraisoDark","_paraisoLight","_pojoaque","_purebasic","_qtcreator_dark","_qtcreator_light","_railscasts","_rainbow","_routeros","_schoolBook","_shadesOfPurple","_solarizedDark","_solarizedLight","_sunburst","_tomorrowNightBlue","_tomorrowNightBright","_tomorrowNightEighties","_tomorrowNight","_tomorrow","_vs","_vs2","_xcode","_xt","_zenburn","TYPEPARAM","isNodeEnv","dynamicRequire","removeNode","normalizedProps","createVNode","createRef","Fragment","getDomSibling","childIndex","updateParentDomPointers","enqueueRender","rerenderQueue","prevDebounce","debounceRendering","defer","sort","oldVNode","newDom","oldDom","parentDom","diff","ownerSVGElement","commitRoot","diffChildren","renderResult","newParentVNode","oldParentVNode","globalContext","isSvg","excessDomChildren","isHydrating","j","childVNode","firstChildDom","refs","oldChildren","EMPTY_ARR","oldChildrenLength","EMPTY_OBJ","placeChild","applyRef","toChildArray","nextDom","sibDom","setStyle","setProperty","IS_NON_DIMENSIONAL","oldValue","useCapture","nameLower","proxy","cssText","_listeners","eventProxyCapture","eventProxy","removeAttributeNS","setAttributeNS","removeAttribute","reorderChildren","newVNode","isNew","oldProps","oldState","snapshot","clearProcessingException","newProps","componentContext","newType","contextType","doRender","getDerivedStateFromProps","componentDidMount","componentWillReceiveProps","componentWillUpdate","componentDidUpdate","getChildContext","getSnapshotBeforeUpdate","diffElementNodes","root","oldHtml","newHtml","createTextNode","is","hydrate","diffProps","parentVNode","skipRemove","componentWillUnmount","replaceNode","IS_HYDRATE","cloneElement","createContext","defaultValue","contextId","Consumer","contextValue","subs","ctx","_props","old","isValidElement","handled","wasHydrating","getDerivedStateFromError","componentDidCatch","update","forceUpdate","COMMAND","COMMANDS","LABEL","ANNOTATION_USE_SITE","ANNOTATION","KOTLIN_NUMBER_MODE","KOTLIN_NESTED_COMMENT","KOTLIN_PAREN_TYPE","KOTLIN_PAREN_TYPE2","shallowDiffers","PureComponent","detachedClone","effect","removeOriginal","Suspense","_suspenders","suspended","SuspenseList","_next","_map","ContextProvider","Portal","_container","wrap","_temp","_unmount","_wrap","_hasMounted","empty","isPropagationStopped","cancelBubble","isDefaultPrevented","defaultPrevented","$$typeof","REACT_ELEMENT_TYPE","isPureReactComponent","oldDiffHook","REACT_FORWARD_SYMBOL","for","mapFn","Children","only","toArray","oldCatchError","suspendingVNode","suspendingComponent","onResolved","onSuspensionComplete","fallback","revealOrder","delegated","u","wrappedUnsuspend","unsuspend","set","CAMEL_PROPS","ONCHANGE_INPUT_TYPES","isReactComponent","oldEventHook","persist","nativeEvent","classNameDescriptor","oldVNodeHook","multiple","selected","preactRender","preactHydrate","unmountComponentAtNode","createPortal","createFactory","preactCloneElement","findDOMNode","memo","comparer","shouldUpdate","nextProps","updateRef","Memoed","forwardRef","Forwarded","clone","unstable_batchedUpdates","StrictMode","lazy","loader","Lazy","prom","__SECRET_INTERNALS_DO_NOT_USE_OR_YOU_WILL_BE_FIRED","ReactCurrentDispatcher","readContext","FUNCTION_NAMES","FUNCTIONS","FILTER","TAGS","concatClass","indent_regex","lines","inline","display","renderColor","defaultInline","LatexDefaultInline","defaultDisplay","LatexDefaultDisplay","LatexDisplay","INLINE","stripTabs","alt","latex","Latex","BLOCK","tomorrowNightBlue","CodeDefaultLanguage","CodeDefaultStyle","SyntaxHighlighter","aClass","imgClass","__html","Box","Unmargin","BLatex","splitchild","splitparent","Split","instanceUrlStatus","theme","bluelib","YELLOW","LIME","BLUE","MAGENTA","Timer","timer","setInterval","_this2","clearInterval","dateTo","milliseconds","seconds","minutes","hours","days","to","timeLeft","RoyalnetApiError","errorCode","errorArgs","captureStackTrace","Preact","interopDefault","serviceWorker","register","__webpack_public_path__","getElementById","body","firstElementChild","app","preRenderData","inlineDataElement","decodeURI","CLI_DATA","HEX_COLOR","TAG_END","GCODE_CODE","builtInTypeMode","objectHandleMode","genericMode","Function","integer_re","escape_sequence_re","D_INTEGER_MODE","D_FLOAT_MODE","D_CHARACTER_MODE","D_STRING_MODE","D_NESTING_COMMENT_MODE","createStyleObject","classNames","elementStyle","stylesheet","styleObject","createClassNameString","_ref$style","useInlineStyles","TagName","childrenCreator","childrenCount","createChildren","nonStylesheetClassNames","LineNumbers","codeString","codeStyle","_ref2$containerProps","containerProps","numberProps","startingLineNumber","float","paddingRight","_ref$numberProps","getLineNumbers","createLineElement","_ref3","lineProps","_ref3$className","lineNumber","wrapLinesInSpan","codeTree","tree","flattenCodeTree","newTree","lastLineBreakIndex","_loop","newLineRegex","splitValue","newChild","_children","newElem","defaultRenderer","_ref4","defaultAstGenerator","defaultStyle","highlighter","lowlight","_ref6","_ref6$style","_ref6$customStyle","customStyle","_ref6$codeTagProps","codeTagProps","_ref6$useInlineStyles","_ref6$showLineNumbers","showLineNumbers","_ref6$startingLineNum","lineNumberContainerProps","lineNumberProps","wrapLines","_ref6$lineProps","renderer","_ref6$PreTag","PreTag","_ref6$CodeTag","CodeTag","_ref6$code","astGenerator","lineNumbers","preProps","backgroundColor","defaultCodeValue","_ref5","hasLanguage","getCodeTree","supportedLanguages","DOCTAGS","CONSTANTS","METHODS","FUNCTION_NAME_IDENT_RE","CHAR","VAR_IDENT_RE","PRAGMA","DIRECTIVE","ATOM","OXYGENE_KEYWORDS","CURLY_COMMENT","PAREN_COMMENT","PARENTED","replacementFactory","wrapped","_Oo","urlEncode","encodeURIComponent","getWalkSource","currentTarget","CustomEvent","detail","jsonSize","encodeURI","utf8Length","normalizeToSize","depth","maxSize","serialized","normalizeValue","_events","walk","Infinity","serializeValue","toJSON","innerKey","extractExceptionKeysForMessage","maxLength","includedKeys","dropUndefinedKeys","rv","COMMON_CONTAINS","isAbsolute","pathname","spliceOne","k","addLeadingSlash","stripLeadingSlash","stripBasename","hasBasename","stripTrailingSlash","createPath","createLocation","currentLocation","hashIndex","searchIndex","parsePath","resolvePathname","createTransitionManager","prompt","setPrompt","nextPrompt","confirmTransitionTo","getUserConfirmation","appendListener","isActive","notifyListeners","getConfirmation","confirm","stripHash","getHashPath","replaceHashPath","getDOMLocation","decodePath","basename","nextState","globalHistory","transitionManager","handleHashChange","encodedPath","encodePath","forceNextPop","ignorePath","ok","fromLocation","toIndex","allPaths","lastIndexOf","delta","go","revertPop","handlePop","checkDOMListeners","listenerCount","canUseDOM","invariant","_props$getUserConfirm","_props$hashType","hashType","_HashPathCoders$hashT","HashPathCoders","initialLocation","isBlocked","createHref","baseTag","pushHashPath","prevIndex","nextPaths","goBack","goForward","unblock","unlisten","hasTrailingSlash","toParts","fromParts","isToAbs","isFromAbs","mustEndAbs","last","up","part","unshift","condition","hashbang","noslash","slash","RE_IDENT","RE_MODULE_IDENT","RE_OPERATOR","op","char","RE_OPERATOR_SPACED","RE_NUMBER","OPERATOR_MODE","LIST_CONTENTS_MODES","MODULE_ACCESS_CONTENTS","PARAMS_CONTENTS","FUNCTION_BLOCK_MODE","CONSTRUCTOR_MODE","PATTERN_MATCH_BLOCK_MODE","MODULE_ACCESS_MODE","LONG_BRACKETS","ID_REGEX","VAR_DECLS","getGlobalEventProcessors","__SENTRY__","globalEventProcessors","addGlobalEventProcessor","getMainCarrier","carrier","hub","makeMain","registry","oldHub","getHubFromCarrier","setHubOnCarrier","getCurrentHub","hasHubOnCarrier","isOlderThan","activeDomain","sentry","domain","active","registryHubTopStack","getStackTop","client","scope","getHubFromActiveDomain","setupIntegrations","integrations","defaultIntegrations","userIntegrations","defaultIntegration","userIntegration","integrationsNames","getIntegrationsToSetup","integration","installedIntegrations","setupOnce","logger","setupIntegration","supportsFetch","Headers","Request","Response","isNativeFetch","supportsReferrerPolicy","referrerPolicy","computeStackTrace","ex","popSize","framesToPop","reactMinifiedRegexp","stacktrace","opera10Regex","opera11Regex","column","extractMessage","computeStackTraceFromStacktraceProp","popFrames","isNative","chromeEval","winjs","gecko","geckoEval","columnNumber","computeStackTraceFromStackProp","failed","exceptionFromStacktrace","frames","prepareFramesForEvent","eventFromStacktrace","localStack","firstFrameFunction","lastFrameFunction","frame","filename","function","in_app","lineno","eventFromException","hint","eventFromUnknownInput","syntheticException","attachStacktrace","Severity","eventFromMessage","Info","eventFromString","domException","tags","rejection","__serialized__","eventFromPlainObject","synthetic","sessionToSentryRequest","session","api","sent_at","toISOString","getEnvelopeEndpointWithUrlEncodedAuth","eventToSentryRequest","__sentry_samplingMethod","__sentry_sampleRate","otherTags","useEnvelope","req","getStoreEndpointWithUrlEncodedAuth","envelopeHeaders","itemHeaders","sample_rates","samplingMethod","rate","sampleRate","shouldIgnoreOnError","ignoreOnError","ignoreNextOnError","before","__sentry__","__sentry_wrapped__","sentryWrapped","wrappedArguments","handleEvent","withScope","addEventProcessor","processedEvent","captureException","injectReportDialog","getReportDialogEndpoint","onLoad","instrument","instrumented","originalConsoleLevel","triggerHandlers","instrumentConsole","domEventHandler","keypressEventHandler","proto","eventName","innerOriginal","instrumentDOM","requestKeys","requestValues","xhrproto","XMLHttpRequest","originalOpen","xhr","__sentry_xhr__","method","__sentry_own_request__","onreadystatechangeHandler","status_code","status","requestPos","endTimestamp","startTimestamp","onreadystatechange","readyStateArgs","originalSend","instrumentXHR","fetch","sandbox","hidden","contentWindow","supportsNativeFetch","originalFetch","handlerData","fetchData","getFetchMethod","getFetchUrl","response","instrumentFetch","historyReplacementFunction","originalHistoryFunction","lastHref","chrome","runtime","pushState","replaceState","oldOnPopState","onpopstate","instrumentHistory","_oldOnErrorHandler","_oldOnUnhandledRejectionHandler","onunhandledrejection","addInstrumentationHandler","handler","handlers","fetchArgs","debounce","keypressTimeout","lastCapturedEvent","debounceTimer","isContentEditable","SENTRY_RELEASE","autoSessionTracking","initAndBind","loadResolved","fcpResolved","possiblyEndSession","endSession","startSession","resolveWindowLoaded","po","PerformanceObserver","entryList","getEntries","entry","startTime","disconnect","visibilityState","timeStamp","observe","buffered","startSessionTracking","lastEventId","getClient","forceLoad","flush","Status","fromString","Debug","Warning","Fatal","Critical","Log","fromHttpCode","Success","RateLimit","Invalid","Failed","Unknown","States","executor","_handlers","_resolve","_setResult","RESOLVED","_reject","REJECTED","_value","_executeHandlers","_attachHandler","cachedHandlers","onfulfilled","onrejected","SyncPromise","collection","counter","resolvedCollection","finally","onfinally","isRejected","_notifyingListeners","_scopeListeners","_eventProcessors","_breadcrumbs","_user","_tags","_extra","_contexts","newScope","Scope","_level","_span","_session","_transactionName","_fingerprint","addScopeListener","setUser","user","_notifyScopeListeners","getUser","setTags","setTag","setExtras","extras","setExtra","setFingerprint","fingerprint","setLevel","setTransactionName","setTransaction","setContext","setSpan","getSpan","getTransaction","transaction","spanRecorder","spans","setSession","getSession","captureContext","updatedScope","contexts","clear","addBreadcrumb","breadcrumb","maxBreadcrumbs","mergedBreadcrumb","timestamp","clearBreadcrumbs","applyToEvent","trace","getTraceContext","transactionName","_applyFingerprint","breadcrumbs","_notifyEventProcessors","processors","processor","final","PREFIX","_enabled","disable","enable","originalFunctionToString","errors","sid","started","duration","SessionStatus","Ok","ip_address","ipAddress","did","email","Exited","user_agent","_version","_stack","bindClient","pushScope","getScope","getStack","popScope","_lastEventId","finalHint","originalException","_invokeClient","captureMessage","captureEvent","beforeBreadcrumb","finalBreadcrumb","configureScope","getIntegration","startSpan","_callExtensionMethod","startTransaction","customSamplingContext","traceHeaders","captureSession","DSN_REGEX","_fromString","_fromComponents","_validate","withPassword","pass","port","projectId","projectMatch","components","ERROR_MESSAGE","backendClass","_integrations","_processing","_backend","_options","_dsn","_process","_getBackend","_captureEvent","promisedEvent","_sendSession","getDsn","_isClientProcessing","ready","getTransport","transportFlushed","enabled","_isEnabled","_updateSessionFromEvent","crashed","errored","exceptions","Crashed","sendSession","ticked","interval","_prepareEvent","normalizeDepth","prepared","_applyClientOptions","_applyIntegrationsMetadata","finalScope","evt","_normalizeEvent","dist","maxValueLength","sdkInfo","sdk","integrationsArray","_sendEvent","sendEvent","_processEvent","finalEvent","isTransaction","beforeSendResult","Skipped","_transport","_setupTransport","_dsnObject","getBaseApiEndpoint","getStoreEndpoint","_getIngestEndpoint","_encodedAuth","_getEnvelopeEndpoint","getStoreEndpointPath","getRequestHeaders","clientName","clientVersion","dialogOptions","endpoint","encodedOptions","auth","sentry_key","sentry_version","_limit","_buffer","isReady","task","remove","drain","capturedSetTimeout","_rateLimits","_api","_handleResponse","requestType","_handleRateLimit","_disabledUntil","category","_isRateLimited","rlHeader","raHeader","parameters","delay","_sendRequest","sentryRequest","originalPayload","fetchParameters","getResponseHeader","setRequestHeader","send","transportOptions","transport","Breadcrumbs","addSentryBreadcrumb","_consoleBreadcrumb","_domBreadcrumb","_xhrBreadcrumb","_fetchBreadcrumb","_historyBreadcrumb","parsedLoc","parsedFrom","parsedTo","SDK_NAME","SDK_VERSION","platform","packages","FunctionToString","DEFAULT_IGNORE_ERRORS","InboundFilters","clientOptions","_mergeOptions","_shouldDropEvent","_isSentryError","_isIgnoredError","_isDeniedUrl","_getEventFilterUrl","_isAllowedUrl","ignoreInternal","ignoreErrors","_getPossibleEventMessages","denyUrls","allowUrls","whitelistUrls","blacklistUrls","DEFAULT_EVENT_TARGET","TryCatch","eventTarget","_wrapTimeFunction","_wrapRAF","_wrapXHR","_wrapEventTarget","originalCallback","originalRemoveEventListener","wrappedEventHandler","originalEventHandler","xmlHttpRequestProps","wrapOptions","GlobalHandlers","_onErrorHandlerInstalled","_onUnhandledRejectionHandlerInstalled","stackTraceLimit","_installGlobalOnErrorHandler","_installGlobalOnUnhandledRejectionHandler","currentHub","hasIntegration","isFailedOwnDelivery","_eventFromIncompleteOnError","_enhanceEventWithInitialFrame","_eventFromRejectionWithPrimitive","groups","LinkedErrors","_handler","linkedErrors","_walkErrorTree","UserAgent","referrer","Referer","windowIntegrations","_window","Integrations","INTEGRATIONS","NIX_KEYWORDS","ANTIQUOTE"],"mappings":"aACE,SAASA,EAAqBC,GAQ7B,IAPA,IAMIC,EAAUC,EANVC,EAAWH,EAAK,GAChBI,EAAcJ,EAAK,GAKAK,EAAI,EAAGC,EAAW,GACpCD,EAAIF,EAASI,OAAQF,IACzBH,EAAUC,EAASE,GAChBG,OAAOC,UAAUC,eAAeC,KAAKC,EAAiBV,IAAYU,EAAgBV,IACpFI,EAASO,KAAKD,EAAgBV,GAAS,IAExCU,EAAgBV,GAAW,EAE5B,IAAID,KAAYG,EACZI,OAAOC,UAAUC,eAAeC,KAAKP,EAAaH,KACpDa,EAAQb,GAAYG,EAAYH,IAKlC,IAFGc,GAAqBA,EAAoBf,GAEtCM,EAASC,QACdD,EAASU,OAATV,GA6BF,SAASW,EAAoBhB,GAG5B,GAAGiB,EAAiBjB,GACnB,OAAOiB,EAAiBjB,GAAUkB,QAGnC,IAAIC,EAASF,EAAiBjB,GAAY,CACzCI,EAAGJ,EACHoB,GAAG,EACHF,QAAS,IAUV,OANAL,EAAQb,GAAUU,KAAKS,EAAOD,QAASC,EAAQA,EAAOD,QAASF,GAG/DG,EAAOC,GAAI,EAGJD,EAAOD,QA1Cf,IAAID,EAAmB,GAGnBI,EAAqB,CACxBC,EAAG,GAMAX,EAAkB,CACrBW,EAAG,GAoCJN,EAAoBO,EAAI,SAAuBtB,GAC9C,IAAIuB,EAAW,GAKZH,EAAmBpB,GAAUuB,EAASZ,KAAKS,EAAmBpB,IACzB,IAAhCoB,EAAmBpB,IAFX,CAAC,EAAI,EAAE,EAAI,EAAE,EAAI,EAAE,EAAI,EAAE,EAAI,EAAE,EAAI,EAAE,GAAK,EAAE,GAAK,EAAE,GAAK,EAAE,GAAK,GAExBA,IACtDuB,EAASZ,KAAKS,EAAmBpB,GAAW,IAAIwB,SAAQ,SAASC,EAASC,GAIzE,IAHA,IAAIC,GAAa,CAAC,EAAI,gCAAgC,EAAI,wCAAwC,EAAI,mBAAmB,EAAI,wBAAwB,EAAI,eAAe,EAAI,iCAAiC,EAAI,aAAa,EAAI,0BAA0B,GAAK,qBAAqB,GAAK,gBAAgB,GAAK,8BAA8B,GAAK,yBAAyB,GAAK,gCAAgC,GAAK,mBAAmB,GAAK,uBAAuB3B,IAAUA,GAAW,UAAY,CAAC,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,SAASA,GAAW,OAC1qB4B,EAAWb,EAAoBc,EAAIF,EACnCG,EAAmBC,SAASC,qBAAqB,QAC7C7B,EAAI,EAAGA,EAAI2B,EAAiBzB,OAAQF,IAAK,CAChD,IACI8B,GADAC,EAAMJ,EAAiB3B,IACRgC,aAAa,cAAgBD,EAAIC,aAAa,QACjE,GAAe,eAAZD,EAAIE,MAAyBH,IAAaN,GAAQM,IAAaL,GAAW,OAAOH,IAErF,IAAIY,EAAoBN,SAASC,qBAAqB,SACtD,IAAQ7B,EAAI,EAAGA,EAAIkC,EAAkBhC,OAAQF,IAAK,CACjD,IAAI+B,EAEJ,IADID,GADAC,EAAMG,EAAkBlC,IACTgC,aAAa,gBAChBR,GAAQM,IAAaL,EAAU,OAAOH,IAEvD,IAAIa,EAAUP,SAASQ,cAAc,QACrCD,EAAQF,IAAM,aACdE,EAAQE,KAAO,WACfF,EAAQG,OAAShB,EACjBa,EAAQI,QAAU,SAASC,GAC1B,IAAIC,EAAUD,GAASA,EAAME,QAAUF,EAAME,OAAOC,KAAOlB,EACvDmB,EAAM,IAAIC,MAAM,qBAAuBhD,EAAU,cAAgB4C,EAAU,KAC/EG,EAAIE,KAAO,wBACXF,EAAIH,QAAUA,SACPxB,EAAmBpB,GAC1BsC,EAAQY,WAAWC,YAAYb,GAC/BZ,EAAOqB,IAERT,EAAQX,KAAOC,EAEJG,SAASC,qBAAqB,QAAQ,GAC5CoB,YAAYd,MACfe,MAAK,WACPjC,EAAmBpB,GAAW,MAMhC,IAAIsD,EAAqB5C,EAAgBV,GACzC,GAA0B,IAAvBsD,EAGF,GAAGA,EACF/B,EAASZ,KAAK2C,EAAmB,QAC3B,CAEN,IAAIC,EAAU,IAAI/B,SAAQ,SAASC,EAASC,GAC3C4B,EAAqB5C,EAAgBV,GAAW,CAACyB,EAASC,MAE3DH,EAASZ,KAAK2C,EAAmB,GAAKC,GAGtC,IACIC,EADAC,EAAS1B,SAASQ,cAAc,UAGpCkB,EAAOC,QAAU,QACjBD,EAAOE,QAAU,IACb5C,EAAoB6C,IACvBH,EAAOI,aAAa,QAAS9C,EAAoB6C,IAElDH,EAAOX,IAnGV,SAAwB9C,GACvB,OAAOe,EAAoBc,EAAI,IAAM,CAAC,EAAI,gCAAgC,EAAI,wCAAwC,EAAI,mBAAmB,EAAI,wBAAwB,EAAI,eAAe,EAAI,iCAAiC,EAAI,aAAa,EAAI,0BAA0B,GAAK,qBAAqB,GAAK,gBAAgB,GAAK,8BAA8B,GAAK,yBAAyB,GAAK,gCAAgC,GAAK,mBAAmB,GAAK,uBAAuB7B,IAAUA,GAAW,UAAY,CAAC,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,EAAI,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,QAAQ,GAAK,SAASA,GAAW,MAkGnrB8D,CAAe9D,GAG5B,IAAI+D,EAAQ,IAAIf,MAChBQ,EAAmB,SAAUb,GAE5Bc,EAAOf,QAAUe,EAAOhB,OAAS,KACjCuB,aAAaL,GACb,IAAIM,EAAQvD,EAAgBV,GAC5B,GAAa,IAAViE,EAAa,CACf,GAAGA,EAAO,CACT,IAAIC,EAAYvB,IAAyB,SAAfA,EAAMH,KAAkB,UAAYG,EAAMH,MAChE2B,EAAUxB,GAASA,EAAME,QAAUF,EAAME,OAAOC,IACpDiB,EAAMK,QAAU,iBAAmBpE,EAAU,cAAgBkE,EAAY,KAAOC,EAAU,IAC1FJ,EAAMM,KAAO,iBACbN,EAAMvB,KAAO0B,EACbH,EAAMnB,QAAUuB,EAChBF,EAAM,GAAGF,GAEVrD,EAAgBV,QAAWsE,IAG7B,IAAIX,EAAUY,YAAW,WACxBf,EAAiB,CAAEhB,KAAM,UAAWK,OAAQY,MAC1C,MACHA,EAAOf,QAAUe,EAAOhB,OAASe,EACjCzB,SAASyC,KAAKpB,YAAYK,GAG5B,OAAOjC,QAAQiD,IAAIlD,IAIpBR,EAAoB2D,EAAI9D,EAGxBG,EAAoB4D,EAAI3D,EAGxBD,EAAoB6D,EAAI,SAAS3D,EAASoD,EAAMQ,GAC3C9D,EAAoB+D,EAAE7D,EAASoD,IAClC/D,OAAOyE,eAAe9D,EAASoD,EAAM,CAAEW,YAAY,EAAMC,IAAKJ,KAKhE9D,EAAoBmE,EAAI,SAASjE,GACX,oBAAXkE,QAA0BA,OAAOC,aAC1C9E,OAAOyE,eAAe9D,EAASkE,OAAOC,YAAa,CAAEC,MAAO,WAE7D/E,OAAOyE,eAAe9D,EAAS,aAAc,CAAEoE,OAAO,KAQvDtE,EAAoBuE,EAAI,SAASD,EAAOE,GAEvC,GADU,EAAPA,IAAUF,EAAQtE,EAAoBsE,IAC/B,EAAPE,EAAU,OAAOF,EACpB,GAAW,EAAPE,GAA8B,iBAAVF,GAAsBA,GAASA,EAAMG,WAAY,OAAOH,EAChF,IAAII,EAAKnF,OAAOoF,OAAO,MAGvB,GAFA3E,EAAoBmE,EAAEO,GACtBnF,OAAOyE,eAAeU,EAAI,UAAW,CAAET,YAAY,EAAMK,MAAOA,IACtD,EAAPE,GAA4B,iBAATF,EAAmB,IAAI,IAAIM,KAAON,EAAOtE,EAAoB6D,EAAEa,EAAIE,EAAK,SAASA,GAAO,OAAON,EAAMM,IAAQC,KAAK,KAAMD,IAC9I,OAAOF,GAIR1E,EAAoB8E,EAAI,SAAS3E,GAChC,IAAI2D,EAAS3D,GAAUA,EAAOsE,WAC7B,WAAwB,OAAOtE,EAAgB,SAC/C,WAA8B,OAAOA,GAEtC,OADAH,EAAoB6D,EAAEC,EAAQ,IAAKA,GAC5BA,GAIR9D,EAAoB+D,EAAI,SAASgB,EAAQC,GAAY,OAAOzF,OAAOC,UAAUC,eAAeC,KAAKqF,EAAQC,IAGzGhF,EAAoBc,EAAI,IAGxBd,EAAoBiF,GAAK,SAASjD,GAA2B,MAApBkD,QAAQlC,MAAMhB,GAAYA,GAEnE,IAAImD,EAAaC,OAAqB,aAAIA,OAAqB,cAAK,GAChEC,EAAmBF,EAAWvF,KAAKiF,KAAKM,GAC5CA,EAAWvF,KAAOd,EAClBqG,EAAaA,EAAWG,QACxB,IAAI,IAAIlG,EAAI,EAAGA,EAAI+F,EAAW7F,OAAQF,IAAKN,EAAqBqG,EAAW/F,IAC3E,IAAIU,EAAsBuF,EAInBrF,EAAoBA,EAAoBuF,EAAI,G,qBCnPrDpF,EAAOD,QAAU,SAASsF,GAoDxB,MAAO,CACLC,kBAAkB,EAClBC,SAhDe,CACfC,QAAS,iBACTC,QAAS,o6DAuBTC,SAAU,o+DAwBVC,QAAS,OACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACC,UAAW,SAAUC,UAAW,IACrEX,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACF,UAAW,SAAUC,UAAW,IACtE,CACED,UAAW,WACXG,cAAe,8BACfP,QAAS,WACTC,SAAU,CAACP,EAAKc,sBA9DT,CACXJ,UAAW,SACXK,MAAO,MAAOC,IAAK,SA8DjBhB,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IACnCX,EAAKiB,QAAQ,YAAa,UAAW,CAACN,UAAW,KACjD,CACED,UAAW,SACXK,MAAO,kFACPJ,UAAW,O,mBCtEnBhG,EAAOD,QAAU,SAASsF,GACxB,IACIkB,EAAgB,CAClBC,gBAAgB,EAChBb,QAAS,IACTK,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,OACXK,MARa,qBASbJ,UAAW,GAEb,CACEI,MAAO,OACPJ,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXU,YAAY,EACZC,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,sBAOpB,MAAO,CACLO,QAAS,CAAC,OAAQ,QAAS,MAAO,OAAQ,MAAO,MAAO,MAAO,QAAS,OACxErB,kBAAkB,EAClBM,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,YAAaC,IAAK,IACzBL,UAAW,GACXJ,SAAU,CAAC,CAACQ,MAAO,MAAOC,IAAK,SAEjChB,EAAKiB,QACH,UACA,SACA,CACEN,UAAW,KAGf,CACEI,MAAO,kBAAmBC,IAAK,UAC/BL,UAAW,IAEb,CACED,UAAW,OACXK,MAAO,SAAUC,IAAK,MAAOL,UAAW,IAE1C,CACEI,MAAO,YAAaC,IAAK,MACzBO,YAAa,MACbhB,SAAU,CAGR,CAACQ,MAAO,OAAQC,IAAK,OAAQQ,MAAM,GACnC,CAACT,MAAO,KAAMC,IAAK,IAAKQ,MAAM,GAC9B,CAACT,MAAO,KAAOC,IAAK,IAAMQ,MAAM,GAChCxB,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,KAAMI,UAAW,KAAMH,SAAU,KAAMiB,MAAM,IAC3FxB,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,KAAMI,UAAW,KAAMH,SAAU,KAAMiB,MAAM,MAGhG,CACEd,UAAW,MAOXK,MAAO,oBAAqBC,IAAK,IACjCd,SAAU,CAACpC,KAAM,SACjByC,SAAU,CAACW,GACXO,OAAQ,CACNT,IAAK,WAAYU,WAAW,EAC5BH,YAAa,CAAC,MAAO,SAGzB,CACEb,UAAW,MAEXK,MAAO,qBAAsBC,IAAK,IAClCd,SAAU,CAACpC,KAAM,UACjByC,SAAU,CAACW,GACXO,OAAQ,CACNT,IAAK,aAAgBU,WAAW,EAChCH,YAAa,CAAC,eAAgB,aAAc,aAAc,MAAO,cAGrE,CACEb,UAAW,MACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CACR,CACEG,UAAW,OAAQK,MAAO,aAAcJ,UAAW,GAErDO,Q,kCCnGVnH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SACE,o0fA2MFI,QAAS,KACTC,SAAU,CACRP,EAAK4B,cACL5B,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,uDAETf,EAAK8B,oBACL9B,EAAK+B,yB,mBC5NXpH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClB+B,QAAS,QAAUhC,EAAKiC,SACxB/B,SAAU,CACRE,QACE,qteAEFC,SAEE,i5CAyCF6B,KACE,0/BAcJ3B,SAAU,CACRP,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGf,CACED,UAAW,SACXW,SAAU,CAER,CACEN,MAAO,qHAEPJ,UAAW,GAIb,CAAEI,MAAO,uBAAwBJ,UAAW,GAG5C,CAAEI,MAAO,oGAGT,CAAEA,MAAO,+EAIbf,EAAKY,kBACL,CACEF,UAAW,SACXW,SAAU,CAER,CAAEN,MAAO,IAAMC,IAAK,YAEpB,CAAED,MAAO,IAAKC,IAAK,aAErBL,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CAER,CAAEN,MAAO,oDAET,CAAEA,MAAO,gCAEXJ,UAAW,GAGb,CACED,UAAW,QACXK,MAAO,UACPJ,UAAW,GAGb,CACED,UAAW,QACXK,MAAO,OACPJ,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,qB,mBClIfpG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QACE,2FACFC,SACE,2iBAQJC,QAAS,KACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBACLT,EAAK4B,cACL,CACElB,UAAW,OACXK,MAAO,IAAKC,IAAK,KAEnB,CACEN,UAAW,QACXG,cAAe,2CAA4CG,IAAK,OAElE,CACEH,cAAe,gCAAiCG,IAAK,W,kCC5B7DjH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,IAIImC,EAAc,CAChB/B,QACE,2JAEFD,QACE,iBACFE,SACE,8vBAYA+B,EAAoB,CACtB1B,UAAW,SACXK,MAAO,IAAKC,IAAK,IAAKV,QAAS,OAc7B+B,EAAS,CACXxB,cAAe,SAAUG,IAAK,IAC9Bd,SAAUiC,EACV5B,SAAU,CAAC6B,IAETE,EAAsB,CACxB5B,UAAW,WACXK,MAAO,gBAAiBwB,aAAa,EAAMvB,IAAK,KAChDT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACf,OAAQ,CACrCN,gBAAgB,EAChBjB,SAAUiC,OAIhB,MAAO,CACLb,QAAS,CAAC,OACVU,QAAS,yBACT9B,SAAUiC,EACV5B,SAAU,CACVP,EAAK8B,oBACL9B,EAAK+B,qBACLK,EAlCsB,CACtB1B,UAAW,SACXK,MAAO,IAAMC,IAAK,IAAMV,QAAS,OAEnB,CACdI,UAAW,SACXK,MAAO,KAAMC,IAAK,MA+BlBsB,EACAD,EA9BiB,CACjB3B,UAAW,SACXK,MAAO,0DA8BPf,EAAKyC,gB,mBCpET9H,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,YACVrB,kBAAkB,EAClBC,SAAU,CACRE,QAEE,woEAkCJG,SAAU,CACR,CACEG,UAAW,WACXK,MAAO,OAAQC,IAAK,KAEtBhB,EAAK0C,kBACL1C,EAAKY,kBACLZ,EAAKyC,gB,mBChDX9H,EAAOD,QAAU,SAASsF,GA4BxB,SAAS2C,EAAe5B,EAAOC,GAC7B,IACAT,EAAW,CAAC,CAACQ,MAAOA,EAAOC,IAAKA,IAEhC,OADAT,EAAS,GAAGA,SAAWA,EAChBA,EA/BT,IAAIqC,EAAa,4BAGbC,EAAoB,+GAEpBC,EAAmB,CACrB1C,QACE,yYAIFD,QAAS,kBAEP4C,EAAQ,CACVrC,UAAW,QACXK,MAAO,KAAMC,IAAK,IAClBd,SAAU4C,GAERE,EAAY,CACdtC,UAAW,oBACXW,SAAU,CACR,CAACN,MAAO,SAAUC,IAAK,UACvB,CAACD,MAAO,OAAQC,IAAK,SAEvBd,SAAU4C,GASRG,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,aAAcC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAClE,CAAC5B,MAAO,aAAcC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAClE,CAAC5B,MAAO,WAAYC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MAC5D,CAAC5B,MAAO,WAAYC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MAC5D,CAAC5B,MAAO,aAAcC,IAAK,OAC3B,CAACD,MAAO,UAAWC,IAAK,aAE1BL,UAAW,GAETuC,EAAW,CACbxC,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,QAASC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAC7D,CAAC5B,MAAO,QAASC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAC7D,CAAC5B,MAAO,MAAOC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MACvD,CAAC5B,MAAO,MAAOC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MACvD,CAAC5B,MAAO,QAASC,IAAK,OACtB,CAACD,MAAO,YAAaC,IAAK,aAE5BL,UAAW,GAETwC,EAAS,CACXpC,MAAO,UAAYf,EAAKoD,eAAiB,2DACzClD,SAAU,yCACVK,SAAU,CACR,CACEG,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CAACN,MAAO,WAAYJ,UAAW,GAC/B,CAACI,MAAO,WAAYC,IAAK,cAI/BL,UAAW,GAqBT0C,EAA2B,CAC7BL,EACAC,EACAC,EAtBY,CACZxC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CAACN,MAAO,QAASC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAC7D,CAAC5B,MAAO,QAASC,IAAK,MAAOT,SAAUoC,EAAe,MAAO,QAC7D,CAAC5B,MAAO,MAAOC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MACvD,CAAC5B,MAAO,MAAOC,IAAK,IAAKT,SAAUoC,EAAe,IAAK,MACvD,CAAC5B,MAAO,QAASC,IAAK,QAExBL,UAAW,GAcXwC,EAZc,CACdzC,UAAW,OACXK,MAAO,OAAQC,IAAK,MACpBT,SAAU,CACRP,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACF,UAAW,kBAUnDV,EAAK0C,kBACL,CACEhC,UAAW,QACXG,cAAe,sBAAuBG,IAAK,MAC3CV,QAAS,IACTC,SAAU,CACRP,EAAK0C,kBACL1C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAzGf,qCA0GhB,CAACA,MAAO,OAGZ,CACEL,UAAW,QACXG,cAAe,iBAAkBG,IAAK,MACtCV,QAAS,IACTC,SAAU,CACRP,EAAK0C,kBACL1C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAnHf,sCAqHlBJ,UAAW,IAEb,CACEE,cAAe,aAAcG,IAAK,MAClCV,QAAS,IACTC,SAAU,CACRP,EAAK0C,kBACL1C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MA5Hf,sCA8HlBJ,UAAW,IAEb,CACED,UAAW,WACXG,cAAe,MAAOG,IAAK,OAC3BT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5BzB,MAAO8B,EACPzB,YAAY,MAIlB,CACEV,UAAW,WACXG,cAAe,YAAaG,IAAK,OACjCT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5BzB,MAAO8B,EACPzB,YAAY,KAGhBT,UAAW,GAEb,CACED,UAAW,SACXK,MAAOf,EAAKsD,oBAAsB,cAClC3C,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,IACPR,SAAU,CAAC0C,EAAQ,CAAClC,MAAO8B,IAC3BlC,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,gBAAkB6B,GAC3B,CAAE7B,MAAO,iBAAmB6B,GAC5B,CAAE7B,MAAO,uBAAyB6B,GAClC,CAAE7B,MAAO,yFACT,CAAEA,MAAO,sBAAwB6B,IAEnCjC,UAAW,IAMf,OAHAoC,EAAMxC,SAAW8C,EACjBL,EAAUzC,SAAW8C,EAAyBvD,MAAM,GAE7C,CACLwB,QAAS,CAAC,MACVU,QAnLqB,sBAoLrB9B,SAAU4C,EACVvC,SAAU8C,K,mBCxLd1I,EAAOD,QAAU,SAASsF,GAUxB,MAAO,CACLsB,QAAS,CAAC,MACVpB,SAAU,CACRE,QAAS,mUAKTD,QAAS,6BAEXI,SAAU,CACRP,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAK4B,cACL,CACElB,UAAW,QACXG,cAAe,UAAWG,IAAK,IAC/BT,SAAU,CAACP,EAAKwC,aAElB,CACE9B,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IAAKuC,YAAY,EACxDhD,SAAU,CACR,CACEM,cAAe,sBAEjBb,EAAKwC,aAGT,CACE9B,UAAW,OACXG,cAAe,iBAAkBG,IAAK,IACtCd,SAAU,CAAC,eAAgB,mBAE7B,CACEQ,UAAW,WACXG,cAAe,WAAYG,IAAK,OAAQuC,YAAY,EACpDjD,QAAS,MACTC,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CACRP,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK8B,oBACL9B,EAAK+B,qBAvDO,CACtBrB,UAAW,WACXK,MAAO,SAAUC,IALJ,2BAMbL,UAAW,MAwDL,CACEI,MAAO,yCAIbf,EAAKwD,cAEPlD,QAAS,O,kCCpEbvG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAkHlBjH,EAAQiH,QAjHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,wBAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,a,mBCpHbhH,EAAOD,QAAU,SAASsF,GAMxB,IAAIyD,EAAW,CAQbrD,QACE,sPAiBFD,QACE,uVAeFE,SACE,yhFA2BAqD,EAAmB,uDAGnBC,EAAU,CACZ3B,QAAS0B,EAAkBxD,SAAUuD,EAAUnD,QAAS,OAsBtDsD,EAAgB,CAClBlD,UAAW,QACXK,MAAO,OAAQC,IAAK,KACpBd,SAAUuD,GAGRI,EAAwB,CAC1BnD,UAAW,WACXK,MAAO,MAAQ2C,GAiDjB,OAjBAC,EAAQpD,SAAW,CA1DN,CACXG,UAAW,SAQXK,MAAO,qIACPJ,UAAW,GAGF,CACTD,UAAW,SACXK,MAAO,8BAeI,CACXL,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkB+B,EAAeC,GACjDxC,SAAU,CACR,CAAEN,MAAO,SAAUC,IAAK,SAAUL,UAAW,IAC7C,CAAEI,MAAO,OAAQC,IAAK,UAIZ,CACZN,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkB+B,EAAeC,GACjD9C,MAAO,IAAKC,IAAK,KAGH,CACdN,UAAW,OACXK,MAAO,IAAM2C,GAGD,CACZhD,UAAW,UACXW,SAAU,CACR,CAAEN,MAAO,KAAMC,IAAK,KAAML,UAAW,IACrC,CAAEI,MAAO,IAAKC,IAAK,OAWrBhB,EAAK0C,kBACL,CACEhC,UAAW,UACXK,MACE,+DAEJ,CAACA,MAAO,OAEV6C,EAAcrD,SAAWoD,EAAQpD,SAE1BoD,I,mBC/JThJ,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLO,SAAU,CACR,CACEG,UAAW,YACXK,MAAO,MAAOC,IAAK,KAAMuC,YAAY,EACrC9B,OAAQ,CAACT,IAAK,IAAKL,UAAW,GAC9BA,UAAW,IAEb,CACED,UAAW,YACXK,MAAO,OAAQC,IAAK,KAAMuC,YAAY,EACtC9B,OAAQ,CAACT,IAAK,IAAKL,UAAW,IAEhC,CACED,UAAW,UACXK,MAAO,KAAMC,IAAK,KAEpBhB,EAAK0C,sB,mBClBX/H,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,OACVpB,SAAU,CACRE,QACE,gXAMFD,QACE,uDACFE,SACE,4TAMJE,SAAU,CAAE,CACRG,UAAW,OACXK,MAAO,MACPC,IAAK,MACLL,UAAW,IACV,CACDD,UAAW,SACXK,MAAO,eACPC,IAAK,IACLT,SAAU,CAAC,CAACQ,MAAO,QAClB,CACDL,UAAW,SACXK,MAAO,oBACPC,IAAK,OAEPhB,EAAKY,kBACL,CACEF,UAAW,OACXK,MAAO,eACPJ,UAAW,GACV,CACDD,UAAW,SACXC,UAAW,EACXU,SAAU,CACR,CAACN,MAAO,4DACR,CAACA,MAAO,+CACR,CAACA,MAAO,iDACR,CAACA,MAAO,2CAGZf,EAAK0C,sB,qFChDX,IAAIoB,EAAMC,EAAQ,QAElBpJ,EAAOD,QAAUoJ,EAEjBA,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBACF,eACAD,EAAQ,SAEVD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,cACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBACF,cACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBACF,eACAD,EAAQ,SAEVD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBACF,eACAD,EAAQ,SAEVD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,IAAKD,EAAQ,SAClCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,cACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,iBACAD,EAAQ,SAEVD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBACF,cACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,cACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,IAAKD,EAAQ,SAClCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,IAAKD,EAAQ,SAClCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBACF,gBACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBACF,YACAD,EAAQ,SAEVD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBACF,eACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBACF,aACAD,EAAQ,SAEVD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,QAASD,EAAQ,SACtCD,EAAIE,iBAAiB,WAAYD,EAAQ,SACzCD,EAAIE,iBACF,gBACAD,EAAQ,SAEVD,EAAIE,iBAAiB,UAAWD,EAAQ,SACxCD,EAAIE,iBAAiB,OAAQD,EAAQ,SACrCD,EAAIE,iBAAiB,MAAOD,EAAQ,SACpCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,KAAMD,EAAQ,SACnCD,EAAIE,iBAAiB,SAAUD,EAAQ,SACvCD,EAAIE,iBAAiB,SAAUD,EAAQ,U,kCCzRvChK,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,QACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIiE,EAAgB,uBAChBC,EAAmB,IAAMD,EAAgB,IAAMA,EAAgB,IAAMA,EAAgB,IACrFE,EAAkB,CACpB/D,QACE,2IAEFD,QACE,cAGAc,EAAUjB,EAAKiB,QAAQ,IAAK,KAC5BmD,EAAS,CACX1D,UAAW,SACXK,MAAO,wDACPJ,UAAW,GAET0D,EAAY,CACdtD,MAAO,UAAYkD,EAAgB,SAEjCK,EAAgB,CAClBvD,MAAOmD,EAAmB,MAAOlD,IAAK,MACtCuB,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACR,CACEQ,MAAOmD,EAAkBvD,UAAW,GAEtC,CACEI,MAAO,MAAOC,IAAK,MAAOG,gBAAgB,EAC1CO,WAAW,EACXf,UAAW,KAKb4D,EAAQ,CACVxD,MAAO,IAAKC,IAAK,IACjBL,UAAW,GAGT6D,EAAO,CACTzD,MAAO,4BACPJ,UAAW,GAET8D,EAAO,CACT1D,MAAO,qBACPJ,UAAW,GAET+D,EAAgB,CAClB3D,MAAO,IAAMf,EAAKsD,oBAClB3C,UAAW,EACX4B,aAAa,EACbhC,SAAU,CACR,CACEQ,MAAO,IAAMf,EAAKsD,oBAClB3C,UAAW,GAEb,CACEI,MAAO,IAAKC,IAAK,IACjBL,UAAW,KAMbgE,EAAmB,CACrB9D,cAAe,0BAA2BG,IAAK,MAC/Cd,SAAUiE,GAEZQ,EAAiBpE,SAAW,CAC1BU,EACAoD,EACArE,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACC,UAAW,KAChDiE,EACAL,EACAtE,EAAKY,kBACLwD,EACAG,EACAC,EAAMC,EACNC,GAGF,IAAIE,EAAc,CAChB3D,EACAoD,EACAM,EACAL,EACAtE,EAAKY,kBACLwD,EACAG,EACAC,EAAMC,EACNC,GAEFJ,EAAc/D,SAAS,GAAGA,SAAWqE,EACrCL,EAAMhE,SAAWqE,EACjBF,EAAcnE,SAAS,GAAGA,SAAWqE,EAErC,IAAIC,EAAS,CACXnE,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAUqE,GAEZ,MAAO,CACLtD,QAAS,CAAC,OACVpB,SAAUiE,EACV7D,QAAS,4CACTC,SAAU,CACR,CACEG,UAAW,WACXK,MAAO,IAAMkD,EAAgB,UAAWjD,IAAK,KAC7CuB,aAAa,EACbjC,QAAS,yBACTC,SAAU,CACRsE,EACA7E,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOkD,KAExCxC,OAAQ,CACNT,IAAK,QACLd,SAAUiE,EACV5D,SAAUqE,IAGd3D,EACA,CACEF,MAAO,KAAMC,IAAK,MAClBL,UAAW,EACX4C,YAAY,EACZhB,aAAa,EACbP,QAAS,IAAMhC,EAAKiC,SACpB/B,SACE,0KAGFK,SAAU,CAACsE,IAEbT,EACApE,EAAKY,kBACL8D,EACAF,EAAMC,EACNF,EACA,CAACxD,MAAO,W,kCC3IdhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA+HlBjH,EAAQiH,QA9HO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,kBAAmB,CACjB,WAAc,WAEhB,uBAAwB,CACtB,WAAc,WAEhB,uBAAwB,CACtB,WAAc,WAEhB,4BAA6B,CAC3B,WAAc,WAEhB,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,0BAA2B,CACzB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCC/HlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCjGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAsGlBjH,EAAQiH,QArGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCtGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmHlBjH,EAAQiH,QAlHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,UACT,WAAc,WAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,UACT,eAAkB,aAEpB,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCnHlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCvGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EACF,yHAGEqB,EAAgB,CAClB9E,EAAK8B,oBACL9B,EAAKiB,QACH,KACA,KACA,CACEN,UAAW,IAGfX,EAAKiB,QACH,OACA,OACA,CACEN,UAAW,MAIbsC,EAAS,CACXvC,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAAC,CAACQ,MAAO,QAEjBgE,EAAc,CAChBrE,UAAW,SAAUK,MAAO,WAa1BiE,EAAY,CACdtE,UAAW,WACXG,cAAe,YAAaG,IAAK,OACjCd,SAAU,eACVK,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVlD,SAAU,CAAC0C,EAAQ8B,KAErBE,OAAOH,IAaX,MAAO,CACL7E,kBAAkB,EAClBC,SAAU,CAAEE,QAASqD,EAAUtD,QAhElB,cAiEbG,QAAS,OACTC,SAAU,CACR0C,EAAQ8B,EAzCD,CACPrE,UAAW,SACXK,MAAO,4BACPJ,UAAW,GAEW,CACtBD,UAAW,SACXK,MAAO,IACPC,IAAK,KAmCLhB,EAAKyC,YAjBI,CACX/B,UAAW,QACXK,MAAO,gGACPwB,aAAa,EACbhC,SAAU,CACRP,EAAKwC,WACHwC,IAaFA,M,mBC3ENrK,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLgC,QAAS,WACT9B,SAAU,CACRE,QAEE,mwLAkBFC,SACE,+nEAoCJC,QAAS,IACTC,SAAU,CACRP,EAAKyC,YACL,CACE/B,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBV,QAAS,OAaX,CACEI,UAAW,SACXK,MAAO,wBAETf,EAAKiB,QAAQ,IAAK,KAElB,CACEP,UAAW,WACXK,MAAO,uBAET,CACEL,UAAW,WACXG,cAAe,qBAAsBG,IAAK,IAC1CL,UAAW,EACXJ,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,MAAOC,IAAK,SAIzB,CACEN,UAAW,SACXK,MAAO,gB,kCCtGfhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAgJlBjH,EAAQiH,QA/IO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,qBAAsB,CACpB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,WAAY,CACV,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,kBAAmB,CACjB,MAAS,a,mBClJbhH,EAAOD,QAAU,SAASsF,GACxB,IACIyD,EAAW,CACbrD,QACE,mTAKFD,QACE,yCACFE,SACE,6fASA6E,EAAY,CACdxE,UAAW,OACXK,MAAO,6BAGLoE,EACJ,CACEpE,MAAO,MACPC,IAAK,KACLd,SAAUuD,EACVlD,SAAU,CACR,OACAP,EAAKY,kBACLZ,EAAKS,iBACLT,EAAKyC,cAILoC,EAAS,CACXnE,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZrD,SAAUuD,EACVlD,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACLmD,EACAC,IAGAf,EAAS,CACX1D,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,mBACT,CAAEA,MAAO,oBACT,CAAEA,MAAOf,EAAKqF,cAEhB1E,UAAW,GAEToC,EAAQ,CACVrC,UAAW,QACXK,MAAO,SAAUC,IAAK,MACtBd,SAAUuD,EACVlD,SAAU,IAER+E,EAAgB,CAClBvE,MAAO,QAASC,IAAK,GACrBS,OAAQ,CACNT,IAAK,IAAKU,WAAW,EACrBnB,SAAU,CACRP,EAAK6B,iBACLkB,GAEFxB,YAAa,QAGbgE,EAAe,CACjBxE,MAAO,OAAQC,IAAK,GACpBS,OAAQ,CACNT,IAAK,IAAKU,WAAW,EACrBnB,SAAU,CACRP,EAAK6B,iBACLkB,GAEFxB,YAAa,QAGbiE,EAAkB,CACpB9E,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACLkB,IAeJ,OAZAA,EAAMxC,SAAW,CACfP,EAAKS,iBACLT,EAAKY,kBACL0E,EACAC,EACAC,EACApB,EACApE,EAAKyF,aAKA,CACLnE,QAAS,CAAC,MACVpB,SAAUuD,EACVlD,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,0BAETf,EAAKS,iBACLT,EAAKY,kBACL0E,EACAC,EACAC,EACAxF,EAAK8B,oBACL9B,EAAK+B,qBACLqC,EACA,CACErD,MAAO,IAAMf,EAAKoD,eAAiB,kCACnClD,SAAU,oBACVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKyF,YACL,CACE/E,UAAW,WACXK,MAAO,cAAgBf,EAAKiC,SAAW,UAAWM,aAAa,EAC/DvB,IAAK,SACLT,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CACEN,MAAOf,EAAKiC,UAEd,CACElB,MAAO,WAET,CACEA,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EAAM7B,YAAY,EAChCrD,SAAUuD,EACVlD,SAAU,CACR,OACAP,EAAK8B,oBACL9B,EAAK+B,4BAQnBpB,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,WAAYC,IAAK,QAASuC,YAAY,EAC7CrD,SAAUuD,EACVlD,SAAU,CACR,OACAP,EAAKQ,QAAQR,EAAKwC,WAAY,CAAEzB,MAxKtB,6BAyKV8D,GAEFvE,QAAS,IACTK,UAAW,GAEb,CACEE,cAAe,cAAeG,IAAK,KAAMuC,YAAY,EACrDhD,SAAU,CACR,OACAsE,IAGJ,CACE9D,MAAO,WACPb,SAAU,CAAEG,SAAU,UACtBM,UAAW,GAEb,CACEE,cAAe,SAAUG,IAAK,KAAMuC,YAAY,GAElD,CACE1C,cAAe,YAAaG,IAAK,KAAMuC,YAAY,EACnDrD,SAAU,qBAEZ,CACEa,MAAO,UAET,CACEA,MAAO,MAAQf,EAAKiC,SAAUtB,UAAW,GAE3CuE,EACAC,M,qCCtMN,YA2BM,SAAUO,IACd,OAAQ,cACJC,EACkB,oBAAX/F,OACPA,OACgB,oBAATgG,KACPA,KACAC,EAeA,SAAUC,IACd,IAAMH,EAASD,IACTK,EAASJ,EAAOI,QAAUJ,EAAOK,SAEvC,QAAiB,IAAXD,GAAsBA,EAAOE,gBAAiB,CAElD,IAAMC,EAAM,IAAIC,YAAY,GAC5BJ,EAAOE,gBAAgBC,GAIvBA,EAAI,GAAe,KAATA,EAAI,GAAc,MAG5BA,EAAI,GAAe,MAATA,EAAI,GAAe,MAE7B,IAAME,EAAM,SAACC,GAEX,IADA,IAAIC,EAAID,EAAIE,SAAS,IACdD,EAAExM,OAAS,GAChBwM,EAAI,IAAIA,EAEV,OAAOA,GAGT,OACEF,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAAME,EAAIF,EAAI,IAI9G,MAAO,mCAAmCM,QAAQ,SAAS,SAAApI,GAEzD,IAAMO,EAAqB,GAAhB8H,KAAKC,SAAiB,EAGjC,OADgB,MAANtI,EAAYO,EAAS,EAAJA,EAAW,GAC7B4H,SAAS,OAWhB,SAAUI,EACdC,GAOA,IAAKA,EACH,MAAO,GAGT,IAAMC,EAAQD,EAAIC,MAAM,gEAExB,OAAKA,EAOE,CACLC,KAAMD,EAAM,GACZE,KAAMF,EAAM,GACZG,SAAUH,EAAM,GAChBI,SAAUJ,EAAM,IANJA,EAAM,IAAM,KACTA,EAAM,IAAM,KALpB,GAkBL,SAAUK,EAAoB9K,GAClC,GAAIA,EAAMyB,QACR,OAAOzB,EAAMyB,QAEf,GAAIzB,EAAM+K,WAAa/K,EAAM+K,UAAUC,QAAUhL,EAAM+K,UAAUC,OAAO,GAAI,CAC1E,IAAMD,EAAY/K,EAAM+K,UAAUC,OAAO,GAEzC,OAAID,EAAUlL,MAAQkL,EAAUrI,MACpBqI,EAAUlL,KAAI,KAAKkL,EAAUrI,MAElCqI,EAAUlL,MAAQkL,EAAUrI,OAAS1C,EAAMiL,UAAY,YAEhE,OAAOjL,EAAMiL,UAAY,YASrB,SAAUC,EAAeC,GAC7B,IAAM5B,EAASD,IAGf,KAAM,YAAaC,GACjB,OAAO4B,IAIT,IAAMC,EAAmB7B,EAAejG,QAClC+H,EAAwC,GAR/B,CAAC,QAAS,OAAQ,OAAQ,QAAS,MAAO,UAWlDC,SAAQ,SAAAC,GAETA,KAAUhC,EAAejG,SAAY8H,EAAgBG,GAA2BC,sBAClFH,EAAcE,GAASH,EAAgBG,GACvCH,EAAgBG,GAAUH,EAAgBG,GAA2BC,wBAKzE,IAAMC,EAASN,IAOf,OAJAxN,OAAO+N,KAAKL,GAAeC,SAAQ,SAAAC,GACjCH,EAAgBG,GAASF,EAAcE,MAGlCE,EAUH,SAAUE,EAAsB3L,EAAc0C,EAAgB7C,GAClEG,EAAM+K,UAAY/K,EAAM+K,WAAa,GACrC/K,EAAM+K,UAAUC,OAAShL,EAAM+K,UAAUC,QAAU,GACnDhL,EAAM+K,UAAUC,OAAO,GAAKhL,EAAM+K,UAAUC,OAAO,IAAM,GACzDhL,EAAM+K,UAAUC,OAAO,GAAGtI,MAAQ1C,EAAM+K,UAAUC,OAAO,GAAGtI,OAASA,GAAS,GAC9E1C,EAAM+K,UAAUC,OAAO,GAAGnL,KAAOG,EAAM+K,UAAUC,OAAO,GAAGnL,MAAQA,GAAQ,QASvE,SAAU+L,EACd5L,EACA6L,QAAA,IAAAA,MAAA,IAKA,IAGE7L,EAAM+K,UAAWC,OAAQ,GAAGa,UAAY7L,EAAM+K,UAAWC,OAAQ,GAAGa,WAAa,GACjFlO,OAAO+N,KAAKG,GAAWP,SAAQ,SAAAtI,GAG7BhD,EAAM+K,UAAWC,OAAQ,GAAGa,UAAU7I,GAAO6I,EAAU7I,MAEzD,MAAO8I,KAQL,SAAUC,IACd,IACE,OAAO3M,SAAS4M,SAAShN,KACzB,MAAOiN,GACP,MAAO,IA2CL,SAAUC,EAAsBC,EAAaC,GACjD,IAAKA,EACH,OATsB,IAYxB,IAAMC,EAAcC,SAAS,GAAGF,EAAU,IAC1C,IAAKG,MAAMF,GACT,OAAqB,IAAdA,EAGT,IAAMG,EAAaC,KAAKC,MAAM,GAAGN,GACjC,OAAKG,MAAMC,GAlBa,IAmBfA,EAAaL,EA5RxB,kUAoBM1C,GApBN,UAoB6B,M,yCCtB7BlL,EAAOD,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,UAAY,qB,mBCD7LC,EAAOD,QAAU,SAASsF,GACxB,IAAIiC,EAAW,yBACXwB,EAAW,CACbrD,QACE,0DACFD,QACE,uGACFE,SACE,oyBAgBA+D,EAAS,CACX1D,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,mBACT,CAAEA,MAAO,oBACT,CAAEA,MAAOf,EAAKqF,cAEhB1E,UAAW,GAEToC,EAAQ,CACVrC,UAAW,QACXK,MAAO,SAAUC,IAAK,MACtBd,SAAUuD,EACVlD,SAAU,IAERiF,EAAkB,CACpB9E,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACLkB,IAGJA,EAAMxC,SAAW,CACfP,EAAKS,iBACLT,EAAKY,kBACL4E,EACApB,EACApE,EAAKyF,aAEP,IAAIsD,EAAkBhG,EAAMxC,SAAS0E,OAAO,CAC1CjF,EAAK+B,qBACL/B,EAAK8B,sBAGP,MAAO,CACLR,QAAS,CAAC,UACVpB,SAAUuD,EACVlD,SAAU,CACRP,EAAKS,iBACLT,EAAKY,kBACL4E,EACAxF,EAAK8B,oBACL9B,EAAK+B,qBA/CI,CACXrB,UAAW,SACXK,MAAO,sCA+CLqD,EACA,CACErD,MAAO,UAAWJ,UAAW,EAC7BJ,SAAU,CACR,CACEQ,MAAOkB,EAAW,QAASM,aAAa,EACxC5B,UAAW,EACXJ,SAAU,CAAC,CAACG,UAAW,OAAQK,MAAOkB,EAAUtB,UAAW,OAIjE,CACEI,MAAO,IAAMf,EAAKoD,eAAiB,uBACnClD,SAAU,SACVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKyF,YACL,CACE/E,UAAW,WACXK,MAAO,cAAgBkB,EAAW,UAAWM,aAAa,EAC1DvB,IAAK,SACLT,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CACEN,MAAOkB,GAET,CACElB,MAAO,WAET,CACEA,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EAAM7B,YAAY,EAChCrD,SAAUuD,EACVlD,SAAUwI,QAOtBpI,UAAW,GAEb,CACED,UAAW,WACXG,cAAe,WAAYG,IAAK,KAAMuC,YAAY,EAClDhD,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOkB,IACtC,CACEvB,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZhD,SAAUwI,IAGdzI,QAAS,QAEX,CACES,MAAO,WAGXT,QAAS,Y,mBCrIb3F,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,QACVf,SAAU,CAERP,EAAKiB,QACH,YACA,YAIA,CACEN,UAAW,KAIfX,EAAKiB,QACH,MACA,IACA,CACEN,UAAW,IAIf,CACED,UAAW,QACXK,MAAO,cAGT,CACEA,MAAO,iBACPC,IAAK,kBACLL,UAAW,IAGb,CACED,UAAW,UACXC,UAAW,GACXU,SAAU,CACR,CAACN,MAAO,yBACR,CAACA,MAAO,0CAIZ,CACEL,UAAW,OACXK,MAAO,SACPC,IAAK,MACLuC,YAAY,EACZ5C,UAAW,IAGb,CACED,UAAW,OACXK,MAAO,cACPJ,UAAW,GAGb,CACED,UAAW,QACXK,MAAO,YACPC,IAAK,YACLL,UAAW,IAGb,CACED,UAAW,OACXK,MAAO,mBACPC,IAAK,mBACLL,UAAW,IAGb,CACEI,MAAO,cACPC,IAAK,cACLT,SAAU,CACR,CACEQ,MAAO,IAAKC,IAAK,IACjBO,YAAa,MACbZ,UAAW,IAGfA,UAAW,IAGb,CACED,UAAW,SACXK,MAAO,oCAGT,CACEL,UAAW,SACXK,MAAO,6CACPJ,UAAW,IAGb,CACED,UAAW,SAEXK,MAAO,qBACPC,IAAK,eAELT,SAAU,CACR,CACEQ,MAAO,WACPJ,UAAW,KAKjB,CACED,UAAW,WAEXK,MAAO,iBACPC,IAAK,aAELT,SAAU,CACR,CACEQ,MAAO,WACPJ,UAAW,IAGfA,UAAW,GAGb,CACED,UAAW,WAEXK,MAAO,cACPC,IAAK,aACLL,UAAW,GAGb,CACED,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,WACR,CAACA,MAAO,WAIZ,CACEL,UAAW,OACXK,MAAO,oBACPJ,UAAW,GAGb,CACED,UAAW,OACXK,MAAO,UACPC,IAAK,IACLL,UAAW,GAGb,CACEI,MAAO,iBACPJ,UAAW,IAGb,CACEI,MAAO,0DACPwB,aAAa,EACbhC,SAAU,CACR,CACEQ,MAAO,kBACPJ,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,MACPC,IAAK,UACLL,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,MACPC,IAAK,MACLoE,cAAc,EACd7B,YAAY,EACZ5C,UAAW,IAGfA,UAAW,Q,kCCpLnB5G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAyGlBjH,EAAQiH,QAxGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,UACT,WAAc,sDAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,WAAc,WAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCzGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIgJ,EAAO,CACTtI,UAAW,SACXK,MAAO,cACPJ,UAAW,GAETsI,EAAU,CACZvI,UAAW,SACXK,MAAO,YAuBT,MAAO,CACLb,SAAU,CACRE,QACE,2XAMFD,QACE,8DAEJI,SAAU,CAjCC,CACXG,UAAW,WACXK,MAAO,2HACoDC,IAAK,MAChET,SAAU,CACR,OACAyI,EACAC,IAGO,CACTvI,UAAW,WACXK,MAAO,6CAA8CC,IAAK,MAC1DT,SAAU,CACR,OACAyI,EACAhJ,EAAKY,kBACLqI,IAmBA,CACEvI,UAAW,UACXK,MAAO,8BAET,CAEEL,UAAW,UACXK,MAAO,iCAET,CAGEL,UAAW,UACXK,MAAO,yDAET,CAEEL,UAAW,SACXK,MAAO,6DACPJ,UAAW,GAEbX,EAAKiB,QAAQ,KAAM,QACnBjB,EAAKiB,QAAQ,IAAK,QAClBjB,EAAKiB,QAAQ,QAAS,KACtBjB,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IAAMC,IAAK,KAEpBhB,EAAK4B,cACL,CACElB,UAAW,WACXK,MAAO,wB,kCC5EfhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuHlBjH,EAAQiH,QAtHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,sBAAuB,CACrB,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,mBAAoB,CAClB,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,kCCvHjB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,QACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIkJ,EAAgB,2iDAmBhBnG,EAAQ,CACVrC,UAAW,QACXK,MAAO,UAAWC,IAAK,MACvBd,SAAUgJ,GAERC,EAAS,CACXpI,MAAO,MAAOC,IAAK,KAGjBoI,EAAM,CACR/H,SAAU,CACR,CAACN,MAAO,QACR,CAACA,MAAO,iDACR,CAACA,MAAO,iBAAkBJ,UAAW,KAGrC0I,EAAkB,CAACrJ,EAAK6B,iBAAkBkB,EAAOqG,GACjDE,EAAwB,CAC1BF,EACApJ,EAAK0C,kBACL1C,EAAKiB,QACH,UACA,SACA,CACEE,gBAAgB,IAGpBgI,EACA,CACEzI,UAAW,SACXH,SAAU8I,EACVhI,SAAU,CACR,CACEN,MAAO,kBAAmBC,IAAK,MAC/BL,UAAW,GAEb,CACEI,MAAO,kBAAmBC,IAAK,MAC/BL,UAAW,GAEb,CACEI,MAAO,kBAAmBC,IAAK,MAC/BL,UAAW,GAEb,CACEI,MAAO,kBAAmBC,IAAK,MAC/BL,UAAW,GAEb,CACEI,MAAO,kBAAmBC,IAAK,MAC/BL,UAAW,GAEb,CACEI,MAAO,UAAWC,IAAK,IACvBL,UAAW,GAEb,CACEI,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAKC,IAAK,KAEnB,CACED,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,SACPR,SAAU,GACVI,UAAW,GAEb,CACEI,MAAO,mBACPR,SAAU,GACVI,UAAW,KAIjB,CACED,UAAW,SACXK,MAAO,4EACPJ,UAAW,GAEb,CACEI,MAAO,WAAaf,EAAKoD,eAAiB,gDAC1ClD,SAAU,kCACVS,UAAW,EACXJ,SAAU,CACRP,EAAK0C,kBACL,CACEhC,UAAW,SACXK,MAAO,8CACPJ,UAAW,IAEb,CACED,UAAW,SACXK,MAAO,WAAYC,IAAK,UACxBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,KAIjB,CACED,UAAW,WACXG,cAAe,MAAOG,IAAK,uBAAwBuC,YAAY,EAC/D5C,UAAW,EACXJ,SAAU,CAACP,EAAKwC,aAElB,CACEzB,MAAO,UACPJ,UAAW,GAEb,CACEI,MAAO,aACPC,IAAK,YACLO,YAAa,cACbhB,SAAU,CACR,CACIQ,MAAO,QACPC,IAAK,IACLN,UAAW,cAQrB,OAHAqC,EAAMxC,SAAW+I,EACjBH,EAAO5I,SAAW+I,EAEX,CACLhI,QAAS,CAAC,KAAM,MAChBU,QAAS,UACT9B,SAAUgJ,EACV3I,SAAU+I,K,mBCzJd3O,EAAOD,QAAU,SAASsF,GACxB,IAKIuJ,EAAU,CAEZ7I,UAAW,WACXK,MAAO,kBAGLyI,EAAY,CAEd9I,UAAW,WACXK,MAAO,SACPT,QAAS,UAGPmJ,EAAY,CAEd/I,UAAW,WACXK,MAAO,sBA2BHkC,EAAS,CACXvC,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,KAEnB,CACED,MAAO,IAAMC,IAAK,KAEpB,CACED,MAAO,IAAKC,IAAK,MAGrBV,QAAS,KACTC,SAAU,CA1BE,CAEdG,UAAW,OACXK,MAAO,kBAvCO,CACdL,UAAW,WACXK,MAAO,wbA+DHwI,EACAC,EACAC,IAIN,MAAO,CACLxJ,kBAAkB,EAClBC,SAAU,CACRE,QACA,68EACAD,QACA,kYAEFI,SAAU,CACRP,EAAK0C,kBACL1C,EAAK+B,qBACL/B,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGf,CACED,UAAW,WACXG,cAAe,uCAAwCG,IAAK,KAE9DiC,EA/DW,CAEbvC,UAAW,UACXK,MAAO,6RA8DLwI,EACAC,EACAC,EAzEa,CAEf/I,UAAW,SACXK,MAAO,qpBAeK,CAEZL,UAAW,QACXK,MAAO,cAuDLf,EAAKyC,gB,mBCrGX9H,EAAOD,QAAU,SAASsF,GACxB,IAAI0J,EAAU,CACZhJ,UAAW,SACXW,SAAU,CACRrB,EAAKQ,QAAQR,EAAKY,kBAAmB,CAAEG,MAAO,kBAC9C,CACEA,MAAO,aAAcC,IAAK,IAC1BT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,UAAYC,IAAK,IACxBV,QAAS,OAKXqJ,EAAU,CACZjJ,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,kDACT,CAAEA,MAAOf,EAAKqF,cAEhB1E,UAAW,GAGTiJ,EAAe,CACjBlJ,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,gDAC3BK,SAAU,CACR,CACEQ,MAAO,OAAQJ,UAAW,GAE5B,CACEE,cAAe,UAAWG,IAAK,IAC/Bd,SAAU,CAAC,eAAgB,WAC3BK,SAAU,CACRP,EAAKQ,QAAQkJ,EAAS,CAAChJ,UAAW,gBAClC,CACEA,UAAW,cACXK,MAAO,IAAKC,IAAK,IACjBV,QAAS,SAIfoJ,EACA1J,EAAK8B,oBACL9B,EAAK+B,uBAIL8H,EAAgB,CAClBnJ,UAAW,WACXK,MAAO,oBAGL+I,EAAc,CAChBpJ,UAAW,eACXK,MAAO,qBAGLgJ,EAAY,CACdrJ,UAAW,SACXK,MAAO,gCAGLiJ,EAAoB,CACtBtJ,UAAW,SACXK,MAAO,IACPC,IAAK,IACLT,SAAU,CACRoJ,EACAE,IAIAI,EAAW,CACbvJ,UAAW,QACXK,MAAO,4BACPC,IAAK,QACLuB,aAAa,EACbgB,YAAY,GAqBd,MAAO,CACLrD,SAAU,GACVK,SAAU,CApBQ,CAClBG,UAAW,QACXK,MAAO,SACPC,IAAK,KACLL,UAAW,GACXJ,SAAU,CACRsJ,EACAC,EACAC,EACAE,EACAD,EACAhK,EAAK8B,oBACL9B,EAAK+B,qBACL4H,EACAD,IAQAG,EACAC,EACAC,EACAE,EACAD,EACAhK,EAAK8B,oBACL9B,EAAK+B,qBACL4H,EACAD,EACAE,EACA,CACE7I,MAAOf,EAAKiC,SAAW,KACvB/B,SAAU,Q,mBC3GlB,SAASgK,IACL,MAAM,IAAIzN,MAAM,mCAEpB,SAAS0N,IACL,MAAM,IAAI1N,MAAM,qCAsBpB,SAAS2N,EAAWC,GAChB,GAAIC,IAAqBtM,WAErB,OAAOA,WAAWqM,EAAK,GAG3B,IAAKC,IAAqBJ,IAAqBI,IAAqBtM,WAEhE,OADAsM,EAAmBtM,WACZA,WAAWqM,EAAK,GAE3B,IAEI,OAAOC,EAAiBD,EAAK,GAC/B,MAAMtP,GACJ,IAEI,OAAOuP,EAAiBpQ,KAAK,KAAMmQ,EAAK,GAC1C,MAAMtP,GAEJ,OAAOuP,EAAiBpQ,KAAKqQ,KAAMF,EAAK,KAsCpD,SAASG,IACAC,GAAaC,IAGlBD,GAAW,EACPC,EAAa5Q,OACb6Q,EAAQD,EAAazF,OAAO0F,GAE5BC,GAAc,EAEdD,EAAM7Q,QACN+Q,KAIR,SAASA,IACL,IAAIJ,EAAJ,CAGA,IAAIrN,EAAUgN,EAAWI,GACzBC,GAAW,EAGX,IADA,IAAIK,EAAMH,EAAM7Q,OACVgR,GAAK,CAGP,IAFAJ,EAAeC,EACfA,EAAQ,KACCC,EAAaE,GACdJ,GACAA,EAAaE,GAAYG,MAGjCH,GAAc,EACdE,EAAMH,EAAM7Q,OAEhB4Q,EAAe,KACfD,GAAW,EAnEf,SAAyBO,GACrB,GAAIC,IAAuBxN,aAEvB,OAAOA,aAAauN,GAGxB,IAAKC,IAAuBd,IAAwBc,IAAuBxN,aAEvE,OADAwN,EAAqBxN,aACdA,aAAauN,GAExB,IAEWC,EAAmBD,GAC5B,MAAOjQ,GACL,IAEI,OAAOkQ,EAAmB/Q,KAAK,KAAM8Q,GACvC,MAAOjQ,GAGL,OAAOkQ,EAAmB/Q,KAAKqQ,KAAMS,KAgD7CE,CAAgB9N,IAiBpB,SAAS+N,EAAKd,EAAKe,GACfb,KAAKF,IAAMA,EACXE,KAAKa,MAAQA,EAYjB,SAASC,KAhKT,IAOIf,EACAW,EARAK,EAAU3Q,EAAOD,QAAU,IAgB9B,WACG,IAEQ4P,EADsB,mBAAftM,WACYA,WAEAkM,EAEzB,MAAOnP,GACLuP,EAAmBJ,EAEvB,IAEQe,EADwB,mBAAjBxN,aACcA,aAEA0M,EAE3B,MAAOpP,GACLkQ,EAAqBd,GAjB5B,GAwED,IAEIO,EAFAC,EAAQ,GACRF,GAAW,EAEXG,GAAc,EAyClBU,EAAQC,SAAW,SAAUlB,GACzB,IAAImB,EAAO,IAAIC,MAAMC,UAAU5R,OAAS,GACxC,GAAI4R,UAAU5R,OAAS,EACnB,IAAK,IAAIF,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAClC4R,EAAK5R,EAAI,GAAK8R,UAAU9R,GAGhC+Q,EAAMvQ,KAAK,IAAI+Q,EAAKd,EAAKmB,IACJ,IAAjBb,EAAM7Q,QAAiB2Q,GACvBL,EAAWS,IASnBM,EAAKnR,UAAU+Q,IAAM,WACjBR,KAAKF,IAAIsB,MAAM,KAAMpB,KAAKa,QAE9BE,EAAQM,MAAQ,UAChBN,EAAQO,SAAU,EAClBP,EAAQQ,IAAM,GACdR,EAAQS,KAAO,GACfT,EAAQU,QAAU,GAClBV,EAAQW,SAAW,GAInBX,EAAQY,GAAKb,EACbC,EAAQa,YAAcd,EACtBC,EAAQc,KAAOf,EACfC,EAAQe,IAAMhB,EACdC,EAAQgB,eAAiBjB,EACzBC,EAAQiB,mBAAqBlB,EAC7BC,EAAQkB,KAAOnB,EACfC,EAAQmB,gBAAkBpB,EAC1BC,EAAQoB,oBAAsBrB,EAE9BC,EAAQqB,UAAY,WAAkB,MAAO,IAE7CrB,EAAQsB,QAAU,WACd,MAAM,IAAInQ,MAAM,qCAGpB6O,EAAQuB,IAAM,WAAc,MAAO,KACnCvB,EAAQwB,MAAQ,WACZ,MAAM,IAAIrQ,MAAM,mCAEpB6O,EAAQyB,MAAQ,WAAa,OAAO,I,qBCvLpC,MAKUC,EAGJC,EAHID,EAwBR,SAAShN,GAgCT,SAASkN,EAAOpO,GACd,OAAOA,EAAM0H,QAAQ,KAAM,SAASA,QAAQ,KAAM,QAAQA,QAAQ,KAAM,QAG1E,SAAS7K,EAAIwR,GACX,OAAOA,EAAKC,SAASC,cAGvB,SAASC,EAAOC,EAAIC,GAClB,IAAI3G,EAAQ0G,GAAMA,EAAGE,KAAKD,GAC1B,OAAO3G,GAAyB,IAAhBA,EAAM6G,MAGxB,SAASC,EAAiBC,GACxB,OAAOC,EAAcC,KAAKF,GA0B5B,SAASpN,EAAQuN,GACf,IAAI3O,EACAyI,EAAS,GACTmG,EAAUvC,MAAMzR,UAAU8F,MAAM5F,KAAKwR,UAAW,GAEpD,IAAKtM,KAAO2O,EACVlG,EAAOzI,GAAO2O,EAAO3O,GAKvB,OAJA4O,EAAQtG,SAAQ,SAASuG,GACvB,IAAK7O,KAAO6O,EACVpG,EAAOzI,GAAO6O,EAAI7O,MAEfyI,EAKT,SAASqG,EAAWf,GAClB,IAAItF,EAAS,GA0Bb,OAzBA,SAAUsG,EAAYhB,EAAMiB,GAC1B,IAAK,IAAIC,EAAQlB,EAAKmB,WAAYD,EAAOA,EAAQA,EAAME,YAC9B,IAAnBF,EAAMG,SACRJ,GAAUC,EAAMI,UAAU3U,OACA,IAAnBuU,EAAMG,WACb3G,EAAOzN,KAAK,CACVgC,MAAO,QACPgS,OAAQA,EACRjB,KAAMkB,IAERD,EAASD,EAAYE,EAAOD,GAIvBzS,EAAI0S,GAAOxH,MAAM,oBACpBgB,EAAOzN,KAAK,CACVgC,MAAO,OACPgS,OAAQA,EACRjB,KAAMkB,KAKd,OAAOD,EAvBT,CAwBGjB,EAAM,GACFtF,EAgGT,SAAS6G,EAAgBd,GAEvB,SAASe,EAAMpB,GACX,OAAQA,GAAMA,EAAGqB,QAAWrB,EAGhC,SAASsB,EAAO/P,EAAO6G,GACrB,OAAO,IAAImJ,OACTH,EAAM7P,GACN,KAAO8O,EAAS3N,iBAAmB,IAAM,KAAO0F,EAAS,IAAM,MA6CnE,SAASoJ,EAAY/P,EAAM+O,GACzB,IAAI/O,EAAKgQ,SAAT,CAKA,GAHAhQ,EAAKgQ,UAAW,EAEhBhQ,EAAKkB,SAAWlB,EAAKkB,UAAYlB,EAAK6B,cAClC7B,EAAKkB,SAAU,CACjB,IAAI+O,EAAoB,GAEpBC,EAAU,SAASxO,EAAWyO,GAC5BvB,EAAS3N,mBACXkP,EAAMA,EAAI9B,eAEZ8B,EAAIC,MAAM,KAAK1H,SAAQ,SAAS2H,GAC9B,IAAIC,EAAOD,EAAGD,MAAM,KACpBH,EAAkBK,EAAK,IAAM,CAAC5O,EAAW4O,EAAK,GAAKC,OAAOD,EAAK,IAAM,OAI5C,iBAAlBtQ,EAAKkB,SACdgP,EAAQ,UAAWlQ,EAAKkB,UAExBsP,EAAWxQ,EAAKkB,UAAUwH,SAAQ,SAAUhH,GAC1CwO,EAAQxO,EAAW1B,EAAKkB,SAASQ,OAGrC1B,EAAKkB,SAAW+O,EAElBjQ,EAAKyQ,UAAYZ,EAAO7P,EAAKgD,SAAW,OAAO,GAE3C+L,IACE/O,EAAK6B,gBACP7B,EAAK+B,MAAQ,OAAS/B,EAAK6B,cAAcuO,MAAM,KAAKM,KAAK,KAAO,QAE7D1Q,EAAK+B,QACR/B,EAAK+B,MAAQ,SACf/B,EAAK2Q,QAAUd,EAAO7P,EAAK+B,OACvB/B,EAAK4Q,iBACP5Q,EAAKgC,IAAMhC,EAAK+B,OACb/B,EAAKgC,KAAQhC,EAAKmC,iBACrBnC,EAAKgC,IAAM,SACThC,EAAKgC,MACPhC,EAAK6Q,MAAQhB,EAAO7P,EAAKgC,MAC3BhC,EAAK8Q,eAAiBnB,EAAM3P,EAAKgC,MAAQ,GACrChC,EAAKmC,gBAAkB4M,EAAO+B,iBAChC9Q,EAAK8Q,iBAAmB9Q,EAAKgC,IAAM,IAAM,IAAM+M,EAAO+B,iBAEtD9Q,EAAKsB,UACPtB,EAAK+Q,UAAYlB,EAAO7P,EAAKsB,UACT,MAAlBtB,EAAK2B,YACP3B,EAAK2B,UAAY,GACd3B,EAAKuB,WACRvB,EAAKuB,SAAW,IAElBvB,EAAKuB,SAAWkL,MAAMzR,UAAUiL,OAAO0G,MAAM,GAAI3M,EAAKuB,SAASyP,KAAI,SAAS5R,GAC1E,OA/HN,SAAqBY,GAMnB,OALIA,EAAKqC,WAAarC,EAAKiR,kBACzBjR,EAAKiR,gBAAkBjR,EAAKqC,SAAS2O,KAAI,SAASE,GAChD,OAAO1P,EAAQxB,EAAM,CAACqC,SAAU,MAAO6O,OAGpClR,EAAKiR,iBAAoBjR,EAAKmC,gBAAkB,CAACX,EAAQxB,KAAW,CAACA,GAyHjEmR,CAAkB,SAAN/R,EAAeY,EAAOZ,OAE3CY,EAAKuB,SAASmH,SAAQ,SAAStJ,GAAI2Q,EAAY3Q,EAAGY,MAE9CA,EAAKyC,QACPsN,EAAY/P,EAAKyC,OAAQsM,GAG3B,IAAIqC,EACFpR,EAAKuB,SAASyP,KAAI,SAAS5R,GACzB,OAAOA,EAAEyC,cAAgB,UAAYzC,EAAE2C,MAAQ,QAAU3C,EAAE2C,SAE5DkE,OAAO,CAACjG,EAAK8Q,eAAgB9Q,EAAKsB,UAClC0P,IAAIrB,GACJ0B,OAAOC,SACVtR,EAAKoR,YAAcA,EAAYtW,OAAS+U,EA7G1C,SAAgB0B,EAASC,GAWvB,IAHA,IAAIC,EAAkB,iDAClBC,EAAc,EACdC,EAAM,GACD/W,EAAI,EAAGA,EAAI2W,EAAQzW,OAAQF,IAAK,CACvC,IAAIwU,EAASsC,EACTnD,EAAKoB,EAAM4B,EAAQ3W,IAIvB,IAHIA,EAAI,IACN+W,GAAOH,GAEFjD,EAAGzT,OAAS,GAAG,CACpB,IAAI+M,EAAQ4J,EAAgBhD,KAAKF,GACjC,GAAa,MAAT1G,EAAe,CACjB8J,GAAOpD,EACP,MAEFoD,GAAOpD,EAAGqD,UAAU,EAAG/J,EAAM6G,OAC7BH,EAAKA,EAAGqD,UAAU/J,EAAM6G,MAAQ7G,EAAM,GAAG/M,QACtB,MAAf+M,EAAM,GAAG,IAAcA,EAAM,GAE/B8J,GAAO,KAAOE,OAAOtB,OAAO1I,EAAM,IAAMuH,IAExCuC,GAAO9J,EAAM,GACG,KAAZA,EAAM,IACR6J,MAKR,OAAOC,EAyEwCG,CAAOV,EAAa,MAAM,GAAQ,CAAC3C,KAAM,WAAiB,OAAO,QAGlHsB,CAAYnB,GAYd,SAASmD,EAAUjT,EAAMgB,EAAOkS,EAAiBC,GAE/C,SAASC,EAASpS,GAChB,OAAO,IAAIgQ,OAAOhQ,EAAM0H,QAAQ,yBAA0B,QAAS,KAgCrE,SAAS2K,EAAanS,EAAM6H,GAC1B,IAAIuK,EAAYxD,EAAS3N,iBAAmB4G,EAAM,GAAGwG,cAAgBxG,EAAM,GAC3E,OAAO7H,EAAKkB,SAASjG,eAAemX,IAAcpS,EAAKkB,SAASkR,GAGlE,SAASC,EAAUC,EAAWC,EAAYC,EAAWC,GACnD,IACIC,EAAc,iBADAD,EAAW,GAAKE,EAAQC,aAM1C,OAAKN,GAFLI,GAAYJ,EAAY,MAGNC,GALAC,EAAY,GAvXjB,WA2XUD,EAqDzB,SAASM,IACPhK,GAA8B,MAAnBiK,EAAIvQ,YAxBjB,WACE,IAAIwQ,EAAsC,iBAApBD,EAAIvQ,YAC1B,GAAIwQ,IAAaC,EAAUF,EAAIvQ,aAC7B,OAAO2L,EAAO+E,GAGhB,IAAIpK,EAASkK,EACAhB,EAAUe,EAAIvQ,YAAa0Q,GAAa,EAAMC,EAAcJ,EAAIvQ,cAChE4Q,EAAcF,EAAaH,EAAIvQ,YAAYzH,OAASgY,EAAIvQ,iBAAcxD,GAYnF,OANI+T,EAAInR,UAAY,IAClBA,GAAakH,EAAOlH,WAElBoR,IACFG,EAAcJ,EAAIvQ,aAAesG,EAAOiK,KAEnCT,EAAUxJ,EAAO+F,SAAU/F,EAAO/I,OAAO,GAAO,GAIlBsT,GAlDvC,WACE,IAAIC,EAAeC,EAAYzL,EAAOgB,EAEtC,IAAKiK,EAAI5R,SACP,OAAOgN,EAAO+E,GAOhB,IALApK,EAAS,GACTyK,EAAa,EACbR,EAAIrC,UAAU8C,UAAY,EAC1B1L,EAAQiL,EAAIrC,UAAUhC,KAAKwE,GAEpBpL,GACLgB,GAAUqF,EAAO+E,EAAYrB,UAAU0B,EAAYzL,EAAM6G,SACzD2E,EAAgBlB,EAAaW,EAAKjL,KAEhClG,GAAa0R,EAAc,GAC3BxK,GAAUwJ,EAAUgB,EAAc,GAAInF,EAAOrG,EAAM,MAEnDgB,GAAUqF,EAAOrG,EAAM,IAEzByL,EAAaR,EAAIrC,UAAU8C,UAC3B1L,EAAQiL,EAAIrC,UAAUhC,KAAKwE,GAE7B,OAAOpK,EAASqF,EAAO+E,EAAYO,OAAOF,IA2BkBG,GAC5DR,EAAc,GAGhB,SAASS,EAAa1T,GACpB6I,GAAU7I,EAAK0B,UAAW2Q,EAAUrS,EAAK0B,UAAW,IAAI,GAAO,GAC/DoR,EAAM/X,OAAOoF,OAAOH,EAAM,CAAC+O,OAAQ,CAACjP,MAAOgT,KAG7C,SAASa,EAAcC,EAAQpF,GAI7B,GAFAyE,GAAeW,EAED,MAAVpF,EAEF,OADAqE,IACO,EAGT,IAAIgB,EAjHN,SAAiBrF,EAAQxO,GACvB,IAAIpF,EAAGE,EAEP,IAAKF,EAAI,EAAGE,EAASkF,EAAKuB,SAASzG,OAAQF,EAAIE,EAAQF,IACrD,GAAI0T,EAAOtO,EAAKuB,SAAS3G,GAAG+V,QAASnC,GAInC,OAHIxO,EAAKuB,SAAS3G,GAAGgW,iBACnB5Q,EAAKuB,SAAS3G,GAAGiW,MAAQqB,EAAUlS,EAAKuB,SAAS3G,GAAG+V,QAAQlC,KAAKD,GAAQ,KAEpExO,EAAKuB,SAAS3G,GAyGVkZ,CAAQtF,EAAQsE,GAC/B,GAAIe,EAaF,OAZIA,EAASrR,KACXyQ,GAAezE,GAEXqF,EAASzN,eACX6M,GAAezE,GAEjBqE,IACKgB,EAAStQ,aAAgBsQ,EAASzN,eACrC6M,EAAczE,IAGlBkF,EAAaG,GACNA,EAAStQ,YAAc,EAAIiL,EAAO1T,OAG3C,IAAIiZ,EArHN,SAASC,EAAUhU,EAAMwO,GACvB,GAAIF,EAAOtO,EAAK6Q,MAAOrC,GAAS,CAC9B,KAAOxO,EAAKoC,YAAcpC,EAAK+O,QAC7B/O,EAAOA,EAAK+O,OAEd,OAAO/O,EAET,GAAIA,EAAKmC,eACP,OAAO6R,EAAUhU,EAAK+O,OAAQP,GA6GjBwF,CAAUlB,EAAKtE,GAC9B,GAAIuF,EAAU,CACZ,IAAIE,EAASnB,EACTmB,EAAOzR,KACTyQ,GAAezE,GAETyF,EAAOvR,WAAauR,EAAO1P,aAC/B0O,GAAezE,GAEjBqE,IACIoB,EAAO1P,aACT0O,EAAczE,IAGlB,GACMsE,EAAIpR,YACNmH,GApeO,WAseJiK,EAAItQ,MAASsQ,EAAIvQ,cACpBZ,GAAamR,EAAInR,WAEnBmR,EAAMA,EAAI/D,aACH+D,IAAQiB,EAAShF,QAO1B,OANIgF,EAAStR,SACPsR,EAASnD,iBACXmD,EAAStR,OAAOoO,MAAQkD,EAASlD,OAEnC6C,EAAaK,EAAStR,SAEjBwR,EAAOvR,UAAY,EAAI8L,EAAO1T,OAGvC,GAzIF,SAAmB0T,EAAQxO,GACzB,OAAQgS,GAAmB1D,EAAOtO,EAAK+Q,UAAWvC,GAwI9C0F,CAAU1F,EAAQsE,GACpB,MAAM,IAAIrV,MAAM,mBAAqB+Q,EAAS,gBAAkBsE,EAAIpR,WAAa,aAAe,KAQlG,OADAuR,GAAezE,EACRA,EAAO1T,QAAU,EAG1B,IAAI8T,EAAWuF,EAAYrV,GAC3B,IAAK8P,EACH,MAAM,IAAInR,MAAM,sBAAwBqB,EAAO,KAGjD4Q,EAAgBd,GAChB,IAEiBwF,EAFbtB,EAAMb,GAAgBrD,EACtBsE,EAAgB,GAChBrK,EAAS,GACb,IAAIuL,EAAUtB,EAAKsB,IAAYxF,EAAUwF,EAAUA,EAAQrF,OACrDqF,EAAQ1S,YACVmH,EAASwJ,EAAU+B,EAAQ1S,UAAW,IAAI,GAAQmH,GAGtD,IAAIoK,EAAc,GACdtR,EAAY,EAChB,IAEE,IADA,IAAIkG,EAAOwM,EAAO3F,EAAQ,EAExBoE,EAAI1B,YAAYmC,UAAY7E,EAC5B7G,EAAQiL,EAAI1B,YAAY3C,KAAK3O,IAG7BuU,EAAQV,EAAc7T,EAAM8R,UAAUlD,EAAO7G,EAAM6G,OAAQ7G,EAAM,IACjE6G,EAAQ7G,EAAM6G,MAAQ2F,EAGxB,IADAV,EAAc7T,EAAM0T,OAAO9E,IACvB0F,EAAUtB,EAAKsB,EAAQrF,OAAQqF,EAAUA,EAAQrF,OAC/CqF,EAAQ1S,YACVmH,GA7hBS,WAgiBb,MAAO,CACLlH,UAAWA,EACX7B,MAAO+I,EACP+F,SAAU9P,EACVgU,IAAKA,GAEP,MAAO/W,GACP,GAAIA,EAAE8C,UAA6C,IAAlC9C,EAAE8C,QAAQyV,QAAQ,WACjC,MAAO,CACL3S,UAAW,EACX7B,MAAOoO,EAAOpO,IAGhB,MAAM/D,GAgBZ,SAASoX,EAAcoB,EAAMC,GAC3BA,EAAiBA,GAAkB7B,EAAQK,WAAaxC,EAAWwC,GACnE,IAAInK,EAAS,CACXlH,UAAW,EACX7B,MAAOoO,EAAOqG,IAEZE,EAAc5L,EAelB,OAdA2L,EAAenD,OAAO8C,GAAa9C,OAAOqD,GAAehM,SAAQ,SAAS5J,GACxE,IAAIsV,EAAUrC,EAAUjT,EAAMyV,GAAM,GACpCH,EAAQxF,SAAW9P,EACfsV,EAAQzS,UAAY8S,EAAY9S,YAClC8S,EAAcL,GAEZA,EAAQzS,UAAYkH,EAAOlH,YAC7B8S,EAAc5L,EACdA,EAASuL,MAGTK,EAAY7F,WACd/F,EAAO4L,YAAcA,GAEhB5L,EAUT,SAAS8L,EAAU7U,GACjB,OAAS6S,EAAQiC,YAAcjC,EAAQkC,MAEnC/U,EAAM0H,QAAQsN,GAAa,SAASjN,EAAOkN,GACzC,OAAIpC,EAAQkC,OAAmB,OAAVhN,EACZ,OACE8K,EAAQiC,WACVG,EAAGvN,QAAQ,MAAOmL,EAAQiC,YAE5B,MAPT9U,EA8BN,SAASkV,EAAeC,GACtB,IAAI9G,EAAM+G,EAAgBrM,EAAQsM,EAAYZ,EAC1C3F,EA/lBN,SAAuBqG,GACrB,IAAIra,EAAGiN,EAAO/M,EAAQsa,EAClBC,EAAUJ,EAAMvT,UAAY,IAMhC,GADAmG,EAAQyN,EAAiB7G,KAHzB4G,GAAWJ,EAAMtX,WAAasX,EAAMtX,WAAW+D,UAAY,IAKzD,OAAOyS,EAAYtM,EAAM,IAAMA,EAAM,GAAK,eAK5C,IAAKjN,EAAI,EAAGE,GAFZua,EAAUA,EAAQjF,MAAM,QAEKtV,OAAQF,EAAIE,EAAQF,IAG/C,GAAI+T,EAFJyG,EAASC,EAAQza,KAEeuZ,EAAYiB,GAC1C,OAAOA,EA6kBIG,CAAcN,GAEzBtG,EAAiBC,KAGjB+D,EAAQkC,OACV1G,EAAO3R,SAASgZ,gBAAgB,+BAAgC,QAC3DC,UAAYR,EAAMQ,UAAUjO,QAAQ,MAAO,IAAIA,QAAQ,cAAe,MAE3E2G,EAAO8G,EAETV,EAAOpG,EAAKuH,YACZ7M,EAAS+F,EAAWmD,EAAUnD,EAAU2F,GAAM,GAAQpB,EAAcoB,IAEpEW,EAAiBhG,EAAWf,IACTrT,UACjBqa,EAAa3Y,SAASgZ,gBAAgB,+BAAgC,QAC3DC,UAAY5M,EAAO/I,MAC9B+I,EAAO/I,MA5iBX,SAAsB6V,EAAUC,EAAa9V,GAK3C,SAAS+V,IACP,OAAKF,EAAS7a,QAAW8a,EAAY9a,OAGjC6a,EAAS,GAAGvG,SAAWwG,EAAY,GAAGxG,OAChCuG,EAAS,GAAGvG,OAASwG,EAAY,GAAGxG,OAAUuG,EAAWC,EAkBnC,UAAzBA,EAAY,GAAGxY,MAAoBuY,EAAWC,EArB5CD,EAAS7a,OAAS6a,EAAWC,EAwBxC,SAASE,EAAK3H,GAEZtF,GAAU,IAAMlM,EAAIwR,GAAQ4H,EAAW/E,IAAI9V,KAAKiT,EAAK6H,YADrD,SAAkBC,GAAI,MAAO,IAAMA,EAAE7H,SAAW,KAAOF,EAAO+H,EAAEnW,OAAO0H,QAAQ,IAAK,UAAY,OACrBkJ,KAAK,IAAM,IAGxF,SAASwF,EAAM/H,GACbtF,GAAU,KAAOlM,EAAIwR,GAAQ,IAG/B,SAASgI,EAAO/Y,IACG,UAAhBA,EAAMA,MAAoB0Y,EAAOI,GAAO9Y,EAAM+Q,MAGjD,IA3CA,IAAIiI,EAAY,EACZvN,EAAS,GACTwN,EAAY,GAyCTV,EAAS7a,QAAU8a,EAAY9a,QAAQ,CAC5C,IAAIwb,EAAST,IAGb,GAFAhN,GAAUqF,EAAOpO,EAAM8R,UAAUwE,EAAWE,EAAO,GAAGlH,SACtDgH,EAAYE,EAAO,GAAGlH,OAClBkH,IAAWX,EAAU,CAOvBU,EAAUE,UAAU7N,QAAQwN,GAC5B,GACEC,EAAOG,EAAOE,OAAO,EAAG,GAAG,IAC3BF,EAAST,UACFS,IAAWX,GAAYW,EAAOxb,QAAUwb,EAAO,GAAGlH,SAAWgH,GACtEC,EAAUE,UAAU7N,QAAQoN,OAEJ,UAApBQ,EAAO,GAAGlZ,MACZiZ,EAAUjb,KAAKkb,EAAO,GAAGnI,MAEzBkI,EAAUI,MAEZN,EAAOG,EAAOE,OAAO,EAAG,GAAG,IAG/B,OAAO3N,EAASqF,EAAOpO,EAAM0T,OAAO4C,IAsenBM,CAAaxB,EAAgBhG,EAAWiG,GAAaZ,IAEtE1L,EAAO/I,MAAQ6U,EAAU9L,EAAO/I,OAEhCmV,EAAMQ,UAAY5M,EAAO/I,MACzBmV,EAAMvT,UA5CR,SAAwBiV,EAAeC,EAAaC,GAClD,IAAIjI,EAAWgI,EAActU,EAAQsU,GAAeC,EAChDhO,EAAW,CAAC8N,EAAcG,QAU9B,OARKH,EAAc9O,MAAM,aACvBgB,EAAOzN,KAAK,SAG2B,IAArCub,EAAcrC,QAAQ1F,IACxB/F,EAAOzN,KAAKwT,GAGP/F,EAAO6H,KAAK,KAAKoG,OAgCNC,CAAe9B,EAAMvT,UAAWkN,EAAU/F,EAAO+F,UACnEqG,EAAMpM,OAAS,CACb+F,SAAU/F,EAAO+F,SACjBL,GAAI1F,EAAOlH,WAETkH,EAAO4L,cACTQ,EAAMR,YAAc,CAClB7F,SAAU/F,EAAO4L,YAAY7F,SAC7BL,GAAI1F,EAAO4L,YAAY9S,aAe7B,SAASqV,IACP,IAAIA,EAAiBC,OAArB,CAEAD,EAAiBC,QAAS,EAE1B,IAAIC,EAAS1a,SAAS2a,iBAAiB,YACvCpB,EAAWrN,QAAQxN,KAAKgc,EAAQlC,IAuBlC,SAASb,EAAYrV,GAEnB,OADAA,GAAQA,GAAQ,IAAIuP,cACb2E,EAAUlU,IAASkU,EAAU1Q,EAAQxD,IAG9C,SAAS4V,EAAc5V,GACrB,IAAIsY,EAAOjD,EAAYrV,GACvB,OAAOsY,IAASA,EAAKC,kBAhuBvB,IAAItB,EAAa,GACbvF,EAAazV,OAAO+N,KAGpBkK,EAAY,GACZ1Q,EAAY,GAGZuM,EAAmB,gCACnByG,EAAmB,8BACnBR,EAAmB,+BAUnBnC,EAAU,CACZC,YAAa,QACbgC,WAAY,KACZC,OAAO,EACP7B,eAAWjU,GAk0Bb,OArHAiC,EAAK+Q,UAAYA,EACjB/Q,EAAKmS,cAAgBA,EACrBnS,EAAK2T,UAAYA,EACjB3T,EAAKgU,eAAiBA,EACtBhU,EAAKsW,UApDL,SAAmBC,GACjB5E,EAAUnR,EAAQmR,EAAS4E,IAoD7BvW,EAAKgW,iBAAmBA,EACxBhW,EAAKwW,uBAnCL,WACEC,iBAAiB,mBAAoBT,GAAkB,GACvDS,iBAAiB,OAAQT,GAAkB,IAkC7ChW,EAAKgE,iBA/BL,SAA0BlG,EAAM8P,GAC9B,IAAIwI,EAAOpE,EAAUlU,GAAQ8P,EAAS5N,GAElCoW,EAAK9U,SACP8U,EAAK9U,QAAQoG,SAAQ,SAASgP,GAAQpV,EAAQoV,GAAS5Y,MA4B3DkC,EAAK2W,cAxBL,WACE,OAAOnH,EAAWwC,IAwBpBhS,EAAKmT,YAAcA,EACnBnT,EAAK0T,cAAgBA,EACrB1T,EAAKQ,QAAUA,EAGfR,EAAKiC,SAAW,eAChBjC,EAAKsD,oBAAsB,gBAC3BtD,EAAK4W,UAAY,oBACjB5W,EAAKqF,YAAc,yEACnBrF,EAAK6W,iBAAmB,eACxB7W,EAAKoD,eAAiB,+IAGtBpD,EAAK6B,iBAAmB,CACtBd,MAAO,eAAgBJ,UAAW,GAEpCX,EAAKS,iBAAmB,CACtBC,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAElB7B,EAAKY,kBAAoB,CACvBF,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAElB7B,EAAK8W,mBAAqB,CACxB/V,MAAO,8IAETf,EAAKiB,QAAU,SAAUF,EAAOC,EAAK+V,GACnC,IAAI/X,EAAOgB,EAAKQ,QACd,CACEE,UAAW,UACXK,MAAOA,EAAOC,IAAKA,EACnBT,SAAU,IAEZwW,GAAY,IAQd,OANA/X,EAAKuB,SAASnG,KAAK4F,EAAK8W,oBACxB9X,EAAKuB,SAASnG,KAAK,CACjBsG,UAAW,SACXK,MAAO,+BACPJ,UAAW,IAEN3B,GAETgB,EAAK8B,oBAAsB9B,EAAKiB,QAAQ,KAAM,KAC9CjB,EAAK+B,qBAAuB/B,EAAKiB,QAAQ,OAAQ,QACjDjB,EAAK0C,kBAAoB1C,EAAKiB,QAAQ,IAAK,KAC3CjB,EAAKyC,YAAc,CACjB/B,UAAW,SACXK,MAAOf,EAAK4W,UACZjW,UAAW,GAEbX,EAAK4B,cAAgB,CACnBlB,UAAW,SACXK,MAAOf,EAAKqF,YACZ1E,UAAW,GAEbX,EAAKgX,mBAAqB,CACxBtW,UAAW,SACXK,MAAOf,EAAK6W,iBACZlW,UAAW,GAEbX,EAAKiX,gBAAkB,CACrBvW,UAAW,SACXK,MAAOf,EAAK4W,UAAL5W,kGASPW,UAAW,GAEbX,EAAKyF,YAAc,CACjB/E,UAAW,SACXK,MAAO,KAAMC,IAAK,aAClBV,QAAS,KACTC,SAAU,CACRP,EAAK6B,iBACL,CACEd,MAAO,KAAMC,IAAK,KAClBL,UAAW,EACXJ,SAAU,CAACP,EAAK6B,qBAItB7B,EAAKwC,WAAa,CAChB9B,UAAW,QACXK,MAAOf,EAAKiC,SACZtB,UAAW,GAEbX,EAAKc,sBAAwB,CAC3BJ,UAAW,QACXK,MAAOf,EAAKsD,oBACZ3C,UAAW,GAEbX,EAAKwD,aAAe,CAElBzC,MAAO,UAAYf,EAAKsD,oBACxB3C,UAAW,GAGNX,GAj3BHiN,EAAiC,iBAAXrN,QAAuBA,QACd,iBAATgG,MAAqBA,KAKTlL,EAAQ8T,SAEpCvB,IAGRA,EAAajN,KAAOgN,EAAQ,SAIpB,kBACJ,OAAOC,EAAajN,MADhB,QAAC,OAAD,cARRgN,EAAQtS,I,mBCfZC,EAAOD,QAAU,SAASsF,GACxB,IAAIkX,EAAiB,qFACjBC,EAAgB,CAClB/W,QACE,8OAGFD,QACE,kBAEAiX,EAAY,CACd1W,UAAW,SACXK,MAAO,cAELsW,EAAa,CACftW,MAAO,KAAMC,IAAK,KAEhB8D,EAAgB,CAClB9E,EAAKiB,QACH,IACA,IACA,CACEV,SAAU,CAAC6W,KAGfpX,EAAKiB,QACH,YACA,UACA,CACEV,SAAU,CAAC6W,GACXzW,UAAW,KAGfX,EAAKiB,QAAQ,WAAY,SAEvB8B,EAAQ,CACVrC,UAAW,QACXK,MAAO,OAAQC,IAAK,IACpBd,SAAUiX,GAERlU,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,eAAgBC,IAAK,OAC7B,CAACD,MAAO,eAAgBC,IAAK,OAC7B,CAACD,MAAO,aAAcC,IAAK,KAC3B,CAACD,MAAO,aAAcC,IAAK,KAC3B,CAACD,MAAO,aAAcC,IAAK,KAC3B,CAACD,MAAO,aAAcC,IAAK,KAC3B,CAACD,MAAO,aAAcC,IAAK,KAC3B,CAACD,MAAO,eAAgBC,IAAK,OAC7B,CAGED,MAAO,iEAET,CACEA,MAAO,oCACPwB,aAAa,EACbhC,SAAU,CACR,CAAEQ,MAAO,aACT,CAAEA,MAAO,MACP6O,gBAAgB,EAChBrP,SAAU,CAACP,EAAK6B,iBAAkBkB,QAMxC8B,EAAS,CACXnE,UAAW,SACXK,MAAO,MAAOC,IAAK,MAAOI,YAAY,EACtClB,SAAUiX,GAGRG,EAAwB,CAC1BrU,EACAoU,EACA,CACE3W,UAAW,QACXG,cAAe,eAAgBG,IAAK,MACpCV,QAAS,IACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,qCACtC,CACEA,MAAO,QACPR,SAAU,CAAC,CACTQ,MAAO,IAAMf,EAAKiC,SAAW,OAASjC,EAAKiC,aAG/CgD,OAAOH,IAEX,CACEpE,UAAW,WACXG,cAAe,MAAOG,IAAK,MAC3BT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOmW,IACtCrS,GACAI,OAAOH,IAEX,CAEE/D,MAAOf,EAAKiC,SAAW,MAEzB,CACEvB,UAAW,SACXK,MAAOf,EAAKsD,oBAAsB,cAClC3C,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,WACPR,SAAU,CAAC0C,EAAQ,CAAClC,MAAOmW,IAC3BvW,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,4EACPJ,UAAW,GAEb,CACEI,MAAO,kCAET,CACEL,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAUiX,GAEZ,CACEpW,MAAO,IAAMf,EAAKoD,eAAiB,eACnClD,SAAU,SACVK,SAAU,CACR8W,EACA,CACE3W,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClCzC,QAAS,KACTe,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,WAClB,CAACD,MAAO,MAAOC,IAAK,WACpB,CAACD,MAAO,QAASC,IAAK,aACtB,CAACD,MAAO,MAAOC,IAAK,WACpB,CAACD,MAAO,QAASC,IAAK,gBAG1BiE,OAAOH,GACTnE,UAAW,IAEbsE,OAAOH,GAET/B,EAAMxC,SAAW+W,EACjBzS,EAAOtE,SAAW+W,EAsBlB,MAAO,CACLhW,QAAS,CAAC,KAAM,UAAW,UAAW,OAAQ,OAC9CpB,SAAUiX,EACV7W,QAAS,OACTC,SAAUuE,EAAcG,OApBR,CAChB,CACElE,MAAO,SACPU,OAAQ,CACNT,IAAK,IAAKT,SAAU+W,IAGxB,CACE5W,UAAW,OACXK,MAAO,gFACPU,OAAQ,CACNT,IAAK,IAAKT,SAAU+W,MASoBrS,OAAOqS,M,mBC/KvD3c,EAAOD,QANP,SAAgCuT,GAC9B,OAAOA,GAAOA,EAAIhP,WAAagP,EAAM,CACnC,QAAWA,K,oDCQE,iBAPf,SAAcsJ,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,mBCPJlN,EAAOD,QAAU,WACf,MAAO,CACL4G,QAAS,CAAC,WACVf,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,qCACPU,OAAQ,CACNT,IAAK,IAAKO,YAAa,a,mBCRjC5G,EAAOD,QAAU,SAASsF,GACxB,IAAIiC,EAAW,wCAEf,MAAO,CACL1B,SAAU,CACRP,EAAK0C,kBACL,CACE3B,MAAOkB,EACPD,QAASC,EACT/B,SAAU,CACRE,QACE,iLAGFD,QACE,6FAGJQ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,4BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,+BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,0BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,4CACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,mCACPJ,UAAW,GAGb,CAEEI,MAAO,IACPC,IAAK,IACLL,UAAW,GAGb,CACED,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,W,oDCrDX,iBAPf,SAAcuW,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,mBCPJlN,EAAOD,QAAU,SAASsF,GACxB,IAAIwX,EAAa,4BACjB,MAAO,CAELtX,SACE,ysDAqCFK,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,SAETf,EAAKiB,QACH,IAAK,MAAO,CAACN,UAAW,IAG1BX,EAAKY,kBACL,CACEF,UAAW,SACXW,SAAU,CAER,CAAEN,MAAO,IAAKC,IAAK,aAErBL,UAAW,GAEb,CACED,UAAW,QACXW,SAAU,CACR,CAAEN,MAAO,IAAMyW,GACf,CAAEzW,MAAO,SACT,CAAEA,MAAO,IAAMyW,GACf,CAAEzW,MAAO,QAAUyW,KAGvB,CACE9W,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,IAAMyW,GACf,CAAEzW,MAAO,SACT,CAAEA,MAAO,WAGb,CACEL,UAAW,SACXW,SAAU,CACN,CAAEN,MAAO,qBACT,CAAEA,MAAO,qDAEbJ,UAAW,O,oCCnFnB,kCAMA,iBAME,aACE4J,KAAKkN,YAAiC,mBAAZC,QAC1BnN,KAAKoN,OAASpN,KAAKkN,YAAc,IAAIC,QAAY,GA0CrD,OAnCS,YAAAE,QAAP,SAAe3J,GACb,GAAI1D,KAAKkN,YACP,QAAIlN,KAAKoN,OAAOE,IAAI5J,KAGpB1D,KAAKoN,OAAOG,IAAI7J,IACT,GAGT,IAAK,IAAIrU,EAAI,EAAGA,EAAI2Q,KAAKoN,OAAO7d,OAAQF,IAAK,CAE3C,GADc2Q,KAAKoN,OAAO/d,KACZqU,EACZ,OAAO,EAIX,OADA1D,KAAKoN,OAAOvd,KAAK6T,IACV,GAOF,YAAA8J,UAAP,SAAiB9J,GACf,GAAI1D,KAAKkN,YACPlN,KAAKoN,OAAOK,OAAO/J,QAEnB,IAAK,IAAIrU,EAAI,EAAGA,EAAI2Q,KAAKoN,OAAO7d,OAAQF,IACtC,GAAI2Q,KAAKoN,OAAO/d,KAAOqU,EAAK,CAC1B1D,KAAKoN,OAAOnC,OAAO5b,EAAG,GACtB,QAKV,EAlDA,I,oBCKE,WA+BA,SAASqe,EAAOC,GAsBd,IArBA,IAKI9Z,EAEA+Z,EACAC,EAEAC,EAVAC,EAAW,EACX9M,EAAO,GAAG1L,MAAM5F,KAAKwR,WACrB9R,EAAI,EACJ0F,EAAI4Y,EAAIpe,OACR+N,EAAS,GAET0Q,GAAU,EAGVC,GAAc,EAEdC,EAAU,WAAa,OAAOjN,EAAK8M,MACnCI,EAAc,WAEZ,IADA,IAAIC,EAAS,GACN,KAAK7K,KAAKoK,EAAIte,KACnB+e,GAAUT,EAAIte,KACdwE,EAAI8Z,EAAIte,GAEV,OAAO+e,EAAO7e,OAAS,EAAI4O,SAASiQ,GAAU,MAG7C/e,EAAI0F,IAAK1F,EAEd,GADAwE,EAAI8Z,EAAIte,GACJ2e,EAeF,OAdAA,GAAU,EACD,KAALna,GACFoa,GAAc,EACdpa,EAAI8Z,IAAMte,IAEE,KAALwE,GAA0B,KAAd8Z,EAAIte,EAAI,IAC3B4e,GAAc,EAEdpa,EAAI8Z,EADJte,GAAK,IAIL4e,GAAc,EAEhBH,EAAYK,IACJta,GACR,IAAK,IACHyJ,GAAUa,SAAS+P,IAAW,IAAIlS,SAAS,GAC3C,MACF,IAAK,IAGDsB,GADiB,iBADnBsQ,EAAMM,MACyBN,aAAetH,OAClCsH,EAEAtH,OAAO+H,aAAalQ,SAASyP,EAAK,KAC9C,MACF,IAAK,IACHtQ,GAAUa,SAAS+P,IAAW,IAC9B,MACF,IAAK,IACHL,EAAMvH,OAAOgI,WAAWJ,KAAWK,QAAQT,GAAa,IACxDxQ,GAAU2Q,EAAcJ,EAAMA,EAAI5R,QAAQ,KAAM,IAChD,MACF,IAAK,IACHqB,GAAUkR,KAAKC,UAAUP,KACzB,MACF,IAAK,IACH5Q,GAAU,IAAMa,SAAS+P,IAAW,IAAIlS,SAAS,GACjD,MACF,IAAK,IACHsB,GAAU4Q,IACV,MACF,IAAK,IACH5Q,GAAU,KAAOa,SAAS+P,IAAW,IAAIlS,SAAS,IAClD,MACF,IAAK,IACHsB,GAAU,KAAOa,SAAS+P,IAAW,IAAIlS,SAAS,IAAI0S,cACtD,MACF,QACEpR,GAAUzJ,MAGG,MAANA,EACTma,GAAU,EAEV1Q,GAAUzJ,EAGd,OAAOyJ,EA9GT,IAAIqR,GAIFA,EAAYve,EAAOD,QAAUud,GASrBA,OAASA,EACnBiB,EAAUC,SAUV,SAAkBjB,EAAKkB,GACrB,OAAOnB,EAAOtM,MAAM,KAAM,CAACuM,GAAKjT,OAAOmU,KATlB,oBAAZ1Z,SAAkD,mBAAhBA,QAAQ2Z,MACnDH,EAAUI,OAGZ,WACE5Z,QAAQ2Z,IAAIpB,EAAOtM,MAAM,KAAMD,cAxBjC,I,mBCXF/Q,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QACE,mvDAyBFC,SACE,y5CAsBJE,SAAU,CACRP,EAAKY,kBACLZ,EAAKiB,QAAQ,SAAU,UACvBjB,EAAK4B,cACL,CACElB,UAAW,OACX0E,cAAc,EACdrE,MAAO,UACPC,IAAK,QAEP,CAACD,MAAO,a,mBC9DdpG,EAAOD,QAAU,SAASsF,GACxB,IAAIuZ,EAAgB,gFAEhBC,EAAwB,yEAKxBC,EAAU,CACZ/Y,UAAW,UACXK,MAAO,oBAELqD,EAAS,CACX1D,UAAW,SACXW,SAAU,CACR,CAACN,MAAOyY,EAAuB7Y,UAAW,GAC1C,CAACI,MAAO,0BACR,CAACA,MAAO,0BACR,CAACA,MAAO,sCACR,CAACA,MAAO,YAAcyY,EAAwB,KAAOA,EAAuBxY,IAAK,SAGjFiC,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OACxDW,EAAUjB,EAAKiB,QACjB,IAAK,IACL,CACEN,UAAW,IAGX+Y,EAAW,CACb3Y,MAAO,MAAOC,IAAK,OAEjB2Y,EAAU,CACZjZ,UAAW,SACXK,MAAO,OAASwY,GAEdK,EAAQ,CACV7Y,MAAOwY,EACP5Y,UAAW,GAETkZ,EAAM,CACR9Y,MAvCW,eA6CT+Y,EAAS,CACXvZ,SAAU,CAAC6D,EAAQnB,EAAQyW,EAAUC,EALrB,CAChB5Y,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAAC,OAAQkZ,EAASxW,EAAQmB,EAAQwV,IAGeA,GAC3DvY,SAAU,CACR,CACEN,MAAO,UAAYC,IAAK,OAE1B,CACED,MAAO,YAAaC,IAAK,MACzBd,SAAU,CAACpC,KAAM,UAEnB,CACEiD,MAAO,kBAITgZ,EAAc,CAChB1Y,SAAU,CACR,CAACN,MAAO,IAAOwY,GACf,CAACxY,MAAO,KAAQwY,EAAgB,MAAQA,EAAgB,QAGxDS,EAAO,CACTjZ,MAAO,UAAWC,IAAK,OAErBiZ,EAAO,CACT9Y,gBAAgB,EAChBR,UAAW,GAcb,OAZAqZ,EAAKzZ,SAAW,CACd,CACEG,UAAW,OACXW,SAAU,CACR,CAACN,MAAOwY,GACR,CAACxY,MA9EM,iBAiFXkZ,GAEFA,EAAK1Z,SAAW,CAACuZ,EAAQC,EAAaC,EAAMP,EAASrV,EAAQnB,EAAQhC,EAASyY,EAAUC,EAASE,EAAKD,GAE/F,CACLtZ,QAAS,KACTC,SAAU,CACR6D,EAtFU,CACZ1D,UAAW,OACXK,MAAO,MAAOC,IAAK,KAsFjByY,EACAxW,EACAhC,EACA6Y,EACAC,EACAC,EACAJ,M,kCChGN7f,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA8FlBjH,EAAQiH,QA7FO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,QACd,MAAS,SAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,WAAY,CACV,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBChGlBhH,EAAOD,QAAU,SAAUsF,GA6BvB,MAAO,CACHE,SAAU,CACNC,QAAS,aACTC,QAAS,uGAEbG,SAAU,CACNP,EAAK8B,oBACL9B,EAAK+B,qBAlCF,CACPrB,UAAW,SACXK,MAAO,8BAGE,CACTL,UAAW,SACXW,SAAU,CACN,CACIN,MAAO,IAAKC,IAAK,OAUhB,CACTN,UAAW,WACXG,cAAe,MACfG,IAAK,cACLuC,YAAY,EACZhD,SAAU,CAVH,CACPG,UAAW,QACXK,MAAO,oFAsBHf,EAAK4B,kB,kCCtCjB7H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA6GlBjH,EAAQiH,QA5GO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,UACT,eAAkB,aAEpB,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,gBAAmB,UACnB,MAAS,UACT,QAAW,eACX,MAAS,QAEX,gBAAiB,CACf,gBAAmB,OACnB,MAAS,UACT,QAAW,eACX,MAAS,QAEX,sBAAuB,CACrB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBC/GlB,SAASuY,IAeP,OAdAvf,EAAOD,QAAUwf,EAAWngB,OAAOogB,QAAU,SAAU7d,GACrD,IAAK,IAAI1C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAAK,CACzC,IAAIgV,EAASlD,UAAU9R,GAEvB,IAAK,IAAIwF,KAAOwP,EACV7U,OAAOC,UAAUC,eAAeC,KAAK0U,EAAQxP,KAC/C9C,EAAO8C,GAAOwP,EAAOxP,IAK3B,OAAO9C,GAGF4d,EAASvO,MAAMpB,KAAMmB,WAG9B/Q,EAAOD,QAAUwf,G,qCClBjB,iDAGe,eACX,OACI,SAAKE,MAAOC,IAAMC,QAAlB,MACO,IAAIzR,MAAO0R,cADlB,MAGI,EAAC,IAAD,CAAMnf,KAAM,sBAAZ,mBAHJ,MAKI,EAAC,IAAD,CAAMA,KAAK,mDAAX,gBALJ,MAOI,EAAC,IAAD,CAAMA,KAAK,gDAAX,cAAsEkQ,UAP1E,MASI,EAAC,IAAD,CAAMlQ,KAAM,4BAAZ,kB,0DCZZrB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,wBACX,SAAY,OACZ,WAAc,OACd,MAAS,WAEX,GAAM,CACJ,WAAc,iCACd,UAAa,oBACb,aAAgB,qBAElB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,mBAAoB,CAClB,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,mBCzGjBhH,EAAOD,QAAU,SAASsF,GACxB,IAAI0Z,EAAW,CACb3Y,MAAO,oCAEL6I,EAAe,CACjBlJ,UAAW,OAAQK,MAAO,iBAExBkC,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkB+H,GAClCvI,SAAU,CACR,CACEN,MAAO,KAAMC,IAAK,KAEpB,CACED,MAAO,KAAOC,IAAK,KAErBhB,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,OAC9CN,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,SAG/C8D,EAAS,CAAC/C,SAAU,CAACrB,EAAKgX,mBAAoBhX,EAAK4B,gBACvD,MAAO,CACLN,QAAS,CAAC,MAAO,OAAQ,OAAQ,OAAQ,OAAQ,QACjDrB,kBAAkB,EAClBC,SACE,kgBAQFK,SAAU,CACRP,EAAK0C,kBACL1C,EAAKiB,QAAQ,KAAM,IAAK,CAACV,SAAU,CAACqJ,KACpC5J,EAAKiB,QACH,OACA,OACA,CACEV,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,iBAKff,EAAKiB,QACH,uBACA,EACA,CACEE,gBAAgB,EAChBjB,SAAU,kBACV8B,QAAShC,EAAKsD,sBAGlB,CACE5C,UAAW,SACXK,MAAO,oBAAqBC,IAAK,UACjCT,SAAU,CACRP,EAAK6B,iBACL,CACEnB,UAAW,QACXW,SAAU,CACR,CAACN,MAAO,SACR,CAACA,MAAO,OAAQC,IAAK,UAK7B4I,EACA,CACElJ,UAAW,UAAWK,MAAO,YAE/B2Y,EACA,CAEE3Y,MAAO,oDAET,CACEL,UAAW,WACXG,cAAe,WAAYG,IAAK,OAAQuC,YAAY,EACpDjD,QAAS,YACTC,SAAU,CACRP,EAAKc,sBACL,CACEJ,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CACR,OACAmZ,EACA1Z,EAAK+B,qBACLkB,EACAmB,MAKR,CACE1D,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IAAKuC,YAAY,EACxDjD,QAAS,WACTC,SAAU,CACR,CAACM,cAAe,sBAChBb,EAAKc,wBAGT,CACED,cAAe,YAAaG,IAAK,IACjCV,QAAS,QACTC,SAAU,CAACP,EAAKc,wBAElB,CACED,cAAe,MAAOG,IAAK,IAC3BT,SAAU,CAACP,EAAKc,wBAElB,CACEC,MAAO,MAETkC,EACAmB,M,kCCxHNrK,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAqGlBjH,EAAQiH,QApGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,mBCvGjBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIiD,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,KACxDuE,EAAS,CACXnE,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAAC,OAAQP,EAAK4B,cAAeqB,IAErCuX,EAAiBxa,EAAKiB,QAAQ,KAAM,KACpCwZ,EAAiBza,EAAKiB,QACxB,SACA,SACA,CACEV,SAAU,CAAC,OAAQia,KASvB,MAAO,CACLlZ,QAAS,CAAC,aACVpB,SAAU,CACRE,QACE,0iBAUFD,QACE,mEACFE,SACE,sUAQJE,SAAU,CACR0C,EACAjD,EAAK4B,cACL,CACElB,UAAW,WACXK,MACE,kcAUJ,CACEL,UAAW,UACXK,MACE,kEAEJ,CACEL,UAAW,UACXK,MACE,qSAMJ,CACEF,cAAe,KACfP,QAAS,YACTC,SAAU,CAACP,EAAKc,sBAAuB+D,KAEzCI,OAlEW,CACbuV,EACAC,EACAza,EAAK0C,oBAgELpC,QAAS,qB,mBClFb3F,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QAEE,mmBASFD,QACE,mBAEAwJ,EAAU,CACZjJ,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,iBACT,CAAEA,MAAO,mEACT,CAAEA,MAAO,wFAEXJ,UAAW,GAET+Z,EAAkB,CACpBha,UAAW,SACXK,MAAO,KAAMC,IAAK,IAClBT,SAAU,CAAC,CAACQ,MAAO,QAEjB4Z,EAAwB3a,EAAKQ,QAAQka,EAAiB,CAACpa,QAAS,OAChEyC,EAAQ,CACVrC,UAAW,QACXK,MAAO,IAAKC,IAAK,IACjBd,SAAUuD,GAERmX,EAAc5a,EAAKQ,QAAQuC,EAAO,CAACzC,QAAS,OAC5Cua,EAAsB,CACxBna,UAAW,SACXK,MAAO,MAAOC,IAAK,IACnBV,QAAS,KACTC,SAAU,CAAC,CAACQ,MAAO,MAAO,CAACA,MAAO,MAAOf,EAAK6B,iBAAkB+Y,IAE9DE,EAA+B,CACjCpa,UAAW,SACXK,MAAO,OAAQC,IAAK,IACpBT,SAAU,CAAC,CAACQ,MAAO,MAAO,CAACA,MAAO,MAAO,CAACA,MAAO,MAAOgC,IAEtDgY,EAAqC/a,EAAKQ,QAAQsa,EAA8B,CAClFxa,QAAS,KACTC,SAAU,CAAC,CAACQ,MAAO,MAAO,CAACA,MAAO,MAAO,CAACA,MAAO,MAAO6Z,KAE1D7X,EAAMxC,SAAW,CACfua,EACAD,EACAH,EACA1a,EAAKS,iBACLT,EAAKY,kBACL+I,EACA3J,EAAK+B,sBAEP6Y,EAAYra,SAAW,CACrBwa,EACAF,EACAF,EACA3a,EAAKS,iBACLT,EAAKY,kBACL+I,EACA3J,EAAKQ,QAAQR,EAAK+B,qBAAsB,CAACzB,QAAS,QAEpD,IAAI2C,EAAS,CACX5B,SAAU,CACRyZ,EACAD,EACAH,EACA1a,EAAKS,iBACLT,EAAKY,oBAILoa,EAAgBhb,EAAKiC,SAAW,KAAOjC,EAAKiC,SAAW,aAAejC,EAAKiC,SAAW,iBAE1F,MAAO,CACLX,QAAS,CAAC,SAAU,MACpBpB,SAAUuD,EACVnD,QAAS,KACTC,SAAU,CACRP,EAAKiB,QACH,MACA,IACA,CACEsB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,MAAOJ,UAAW,GAE3B,CACEI,MAAO,kBAET,CACEA,MAAO,MAAOC,IAAK,UAO/BhB,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CACR,eAAgB,wFAGpB+C,EACA0G,EACA,CACE9I,cAAe,kBAAmBG,IAAK,QACvCV,QAAS,UACTC,SAAU,CACRP,EAAKwC,WACLxC,EAAK8B,oBACL9B,EAAK+B,uBAGT,CACElB,cAAe,YAAaG,IAAK,QACjCV,QAAS,SACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,uBACtCf,EAAK8B,oBACL9B,EAAK+B,uBAGT,CAEErB,UAAW,OACXK,MAAO,WAAYqE,cAAc,EAAMpE,IAAK,MAAOuC,YAAY,EAC/DhD,SAAU,CACR,CAACG,UAAW,cAAeK,MAAO,IAAKC,IAAK,OAGhD,CAGEH,cAAe,8BACfF,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,IAAMia,EAAgB,SAAWhb,EAAKiC,SAAW,UAAWM,aAAa,EAChFvB,IAAK,WAAYuC,YAAY,EAC7BrD,SAAUuD,EACVlD,SAAU,CACR,CACEQ,MAAOf,EAAKiC,SAAW,UAAWM,aAAa,EAC/ChC,SAAU,CAACP,EAAKwC,YAChB7B,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZrD,SAAUuD,EACV9C,UAAW,EACXJ,SAAU,CACR0C,EACA0G,EACA3J,EAAK+B,uBAGT/B,EAAK8B,oBACL9B,EAAK+B,2B,iBClLfpH,EAAOD,QAAU,SAASsF,GAExB,MAAO,CACLC,kBAAkB,EAClBqB,QAAS,CAAC,QACVU,QAAS,OAAShC,EAAKiC,SACvB/B,SAAU,CACRgC,KAEE,6OACF7B,SACE,opBAYJE,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,6zBAqBPC,IAAK,OAEPhB,EAAKiB,QAAQ,OAAQ,KACrBjB,EAAK+B,qBACL/B,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IACPC,IAAK,WACLL,UAAW,GAEb,CACED,UAAW,QACXK,MAAO,MAAOC,IAAK,MACnBV,QAAS,MACTK,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CACN,CAACN,MAAO,eACR,CAACA,MAAO,cAEZJ,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CACN,CAACN,MAAO,sCACR,CAACA,MAAO,gBACR,CAACA,MAAO,eAEZJ,UAAW,IAGfL,QAAS,O,mBClFb3F,EAAOD,QAAU,SAASsF,GA2CxB,MAAO,CACLC,kBAAkB,EAClBK,QAAS,YACTC,SAAU,CACRP,EAAK+B,qBACL,CACErB,UAAW,cAAeK,MAAO,mBAEnC,CACEL,UAAW,iBAAkBK,MAAO,oBAEtC,CACEL,UAAW,gBACXK,MAAO,KAAMC,IAAK,KAClBV,QAAS,KAEX,CACEI,UAAW,kBACXK,MAAO,kCAET,CACEA,MAAO,oBACPiB,QAAS,UACT9B,SAAU,kBAEZ,CACEa,MAAO,IAAKC,IAAK,OAIjBV,QAAS,IACTC,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,OAET,CACEA,MAAO,KAAMI,gBAAgB,EAAMoC,YAAY,EAC/C5C,UAAW,EACXJ,SAAU,CACRP,EAAKS,iBAAkBT,EAAKY,kBAC5BZ,EAAKiX,oBAKb,CACEvW,UAAW,eAAgBK,MAzFlB,0BA0FTJ,UAAW,GAEb,CACEI,MAAO,IAAKC,IAAK,IACjBV,QAAS,KACTC,SAAU,CACRP,EAAK+B,qBA/FF,CACThB,MAAO,wCAAyCwB,aAAa,EAAMvB,IAAK,IAAKG,gBAAgB,EAC7FZ,SAAU,CACR,CACEG,UAAW,YACXK,MAAO,KAAMC,IAAK,IAAKuC,YAAY,EACnC9B,OAAQ,CACNN,gBAAgB,EAAMoC,YAAY,EAClChD,SAAU,CACR,CACEQ,MAAO,WAAYwB,aAAa,EAChChC,SAAU,CACR,CACEG,UAAW,WACXK,MAAO,UAET,CACEA,MAAO,KAAMC,IAAK,KAClBT,SAAU,CACRP,EAAKS,iBACLT,EAAKY,sBAKbZ,EAAKiX,gBACLjX,EAAKY,kBACLZ,EAAKS,iBACLT,EAAK+B,qBACL,CACErB,UAAW,SAAUK,MAAO,iBAE9B,CACEL,UAAW,OAAQK,MAAO,yB,iBCnCxCpG,EAAOD,QAAU,WAGf,MAAO,CACL4G,QAAS,CAAC,MACVrB,kBAAkB,EAClBC,SAAU,CAERE,QAEE,oJASJG,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBL,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,QACXK,MA1BU,MA0BYC,IAzBd,SA6Bd,CACEN,UAAW,UACXK,MAAO,8CACPC,IAAK,KAEP,CAGED,MAAO,mEACPC,IAAK,IACLT,SAAU,CACR,CAEEQ,MAAO,UAAWC,IAAK,SAI7B,CACEN,UAAW,UACXK,MAjDc,MAiDQC,IAhDV,MAiDZT,SAAU,CAAC,a,gCCjDnBxG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAoGlBjH,EAAQiH,QAnGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,iBAAkB,CAChB,MAAS,a,iBCtGbhH,EAAOD,QAAU,SAASsF,GAExB,MAAO,CACLsB,QAAS,CAAC,OACVrB,kBAAkB,EAClBsB,YAAa,MACbhB,SAAU,CACR,CACEG,UAAW,eACXK,MAAO,UAAWC,IAAK,KAAMV,QAAS,IACtCC,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,eACPU,OAAQ,CACNN,gBAAgB,EAAMR,UAAW,EACjCJ,SAAU,CACRP,EAAKY,uBAMf,CACEF,UAAW,oBACXK,MAAO,KAAMC,IAAK,KAAMV,QAAS,IACjCJ,SAzBoB,sD,mBCD5BvF,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QACE,8LAGFC,SACE,0BACFF,QAAS,mBAEP8a,EAAS,CACXva,UAAW,OAASK,MAAO,kBAEzBgC,EAAQ,CACVrC,UAAW,QACXK,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVnD,QAAS,KAEP2C,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CACEN,MAAO,cAAeC,IAAK,MAC3BT,SAAU,CAACP,EAAK6B,iBAAkBoZ,GAClCta,UAAW,IAEb,CACEI,MAAO,cAAeC,IAAK,MAC3BT,SAAU,CAACP,EAAK6B,iBAAkBoZ,GAClCta,UAAW,IAEb,CACEI,MAAO,eAAgBC,IAAK,MAC5BT,SAAU,CAACP,EAAK6B,iBAAkBoZ,EAAQlY,IAE5C,CACEhC,MAAO,eAAgBC,IAAK,MAC5BT,SAAU,CAACP,EAAK6B,iBAAkBoZ,EAAQlY,IAE5C,CACEhC,MAAO,YAAaC,IAAK,IACzBL,UAAW,IAEb,CACEI,MAAO,YAAaC,IAAK,IACzBL,UAAW,IAEb,CACEI,MAAO,UAAWC,IAAK,KAEzB,CACED,MAAO,UAAWC,IAAK,KAEzB,CACED,MAAO,aAAcC,IAAK,IAC1BT,SAAU,CAACP,EAAK6B,iBAAkBkB,IAEpC,CACEhC,MAAO,aAAcC,IAAK,IAC1BT,SAAU,CAACP,EAAK6B,iBAAkBkB,IAEpC/C,EAAKS,iBACLT,EAAKY,oBAGLwD,EAAS,CACX1D,UAAW,SAAUC,UAAW,EAChCU,SAAU,CACR,CAACN,MAAOf,EAAK6W,iBAAmB,WAChC,CAAC9V,MAAO,wBACR,CAACA,MAAOf,EAAKqF,YAAc,aAG3BR,EAAS,CACXnE,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBT,SAAU,CAAC,OAAQ0a,EAAQ7W,EAAQnB,IAGrC,OADAF,EAAMxC,SAAW,CAAC0C,EAAQmB,EAAQ6W,GAC3B,CACL3Z,QAAS,CAAC,KAAM,MAAO,WACvBpB,SAAUuD,EACVnD,QAAS,iBACTC,SAAU,CACR0a,EACA7W,EACAnB,EACAjD,EAAK0C,kBACL,CACErB,SAAU,CACR,CAACX,UAAW,WAAYG,cAAe,OACvC,CAACH,UAAW,QAASG,cAAe,UAEtCG,IAAK,IACLV,QAAS,YACTC,SAAU,CACRP,EAAKc,sBACL+D,EACA,CACE9D,MAAO,KAAMI,gBAAgB,EAC7BjB,SAAU,UAIhB,CACEQ,UAAW,OACXK,MAAO,WAAYC,IAAK,KAE1B,CACED,MAAO,wB,iBC/GfpG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClBM,SAAU,CACR,CACEM,cACE,+FACFG,IAAK,IAAKG,gBAAgB,EAC1BjB,SAAU,CAERE,QACE,gkCAaFD,QACE,4BAEFE,SACE,mxCAaJE,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,GAEbX,EAAK4B,cACL5B,EAAK+B,uBAGT/B,EAAK+B,yB,gCC9DXhI,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAgJlBjH,EAAQiH,QA/IO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,QACd,MAAS,UACT,WAAc,UACd,aAAgB,OAElB,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uCAAwC,CACtC,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,6BAA8B,CAC5B,MAAS,WAEX,0CAA2C,CACzC,MAAS,WAEX,kCAAmC,CACjC,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gCAAiC,CAC/B,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,UACT,eAAkB,aAEpB,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCChJlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QAEE,igCAaFnE,KACE,uwCAeFoE,SAEE,ynLAkEFF,QAAS,cAEXG,QAAS,IACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAK4B,cACL,CACElB,UAAW,OACXK,MAAO,IAAKC,IAAK,S,gCC7GzBjH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAkHlBjH,EAAQiH,QAjHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,QACd,MAAS,SAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,qBAAsB,CACpB,MAAS,QAEX,uBAAwB,CACtB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,iBAAkB,CAChB,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,gBAAmB,OACnB,UAAa,UAEf,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,gBAAiB,CACf,gBAAmB,WAErB,gBAAiB,CACf,gBAAmB,WAErB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,iBCpHjBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QAEE,8WAMFD,QAEE,uDAGFE,SACE,2DAEA6a,EAAc,8CACdC,EAAQnb,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOma,IAC9CnY,EAAQ,CACVrC,UAAW,QACXK,MAAO,MAAOC,IAAK,IACnBd,SAAUuD,GAER2X,EAAe,CACjB1a,UAAW,QACXK,MAAO,cAAeC,IAAK,qCAC3Bd,SAAUuD,GAER4X,EAAc,CAChBrb,EAAKgX,mBACL,CACEtW,UAAW,SACXK,MAAO,0GACPJ,UAAW,EACXc,OAAQ,CAACT,IAAK,WAAYL,UAAW,IAEvC,CACED,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAOqY,IAE3C,CACEra,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAOqY,IAE3C,CACEra,MAAO,KAAMC,IAAK,SAClBuC,YAAY,KAIlB,CACE7C,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,KAAMC,IAAK,WAClBT,SAAU,CAACwC,EAAO/C,EAAK0C,oBAEzB,CAGE3B,MAAO,0CAIb,CACEA,MAAO,IAAMma,GAEf,CACEna,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EAAM7B,YAAY,EAChChC,YAAa,eAGjBwB,EAAMxC,SAAW8a,EAEjB,IAAIxW,EAAS,CACXnE,UAAW,SACXK,MAAO,MAAOwB,aAAa,EAG3BhC,SAAU,CACR,CACEQ,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVlD,SAAU,CAAC,QAAQ0E,OAAOoW,MAKhC,MAAO,CACL/Z,QAAS,CAAC,MACVpB,SAAUuD,EACVnD,QAAS,OACTC,SAAU8a,EAAYpW,OAAO,CAC3BjF,EAAKiB,QAAQ,SAAU,UACvBjB,EAAK0C,kBACL,CACEhC,UAAW,WACXH,SAAU,CAAC4a,EAAOtW,GAClBtC,aAAa,EACblB,SAAU,CACR,CACEN,MAAO,IAAMma,EAAc,+CAAgDla,IAAK,YAElF,CACED,MAAO,IAAMma,EAAc,uDAAwDla,IAAK,kBAE1F,CACED,MAAO,IAAMma,EAAc,uDAAwDla,IAAK,sBAI9F,CACEN,UAAW,QACXG,cAAe,QACfG,IAAK,IACLV,QAAS,YACTC,SAAU,CACR,CACEM,cAAe,UACfM,gBAAgB,EAChBb,QAAS,YACTC,SAAU,CAAC4a,IAEbA,IAGJ,CACEpa,MAAOma,EAAc,IAAKla,IAAK,IAC/BuB,aAAa,EAAMb,WAAW,EAC9Bf,UAAW,Q,mBC/InBhG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,OAAQ,OAClBrB,kBAAkB,EAClB+B,QAAS,kBAET9B,SAAU,CACNG,SAAU,oqHAEdE,SAAU,CACR,CAEEQ,MAAO,KACPC,IAAK,OAAQU,WAAW,EAAMpB,QAAS,IACvCK,UAAW,IAGb,CAEED,UAAW,SACXK,MAAO,oBACPC,IAAK,QAASuC,YAAY,EAC1B5C,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,8BACPJ,UAAW,GAEbX,EAAK6B,iBACL7B,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAOf,EAAK4W,UAAY,OACxBjW,UAAW,GAGbX,EAAKiB,QAAQ,QAAQ,KACrB,CACEmE,cAAc,EACd7B,YAAY,EACZjD,QAAS,W,iBC1CjB3F,EAAOD,QAAU,SAASsF,GACxB,IAAIsb,EAAetb,EAAKiB,QAAQ,KAAM,KACtC,MAAO,CACLhB,kBAAkB,EAClBK,QAAS,UACTC,SAAU,CACR,CACEM,cACE,gYAKFG,IAAK,IAAKG,gBAAgB,EAC1Ba,QAAS,UACT9B,SAAU,CACRE,QACE,uyVA8GFD,QACE,0BACFE,SACE,iNAGJE,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAACP,EAAK6B,iBAAkB,CAACd,MAAO,QAE5C,CACEL,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,iBAAkB,CAACd,MAAO,QAE5C,CACEL,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB7B,EAAK4B,cACL5B,EAAK+B,qBACLuZ,EACAtb,EAAK0C,oBAGT1C,EAAK+B,qBACLuZ,EACAtb,EAAK0C,sB,mBC7JX/H,EAAOD,QAAU,SAASsF,GACxB,IAAIub,EAAW,CAACpb,QAAS,mBACrBqb,EAAQ,CACVxb,EAAKY,kBACLZ,EAAK4B,eAEH6Z,EAAkB,CACpBza,IAAK,IAAKG,gBAAgB,EAAMoC,YAAY,EAC5ChD,SAAUib,EACVtb,SAAUqb,GAERG,EAAS,CACX3a,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,kBAChBvB,QAAS,OAEXN,EAAKQ,QAAQib,EAAiB,CAAC1a,MAAO,OAExCT,QAAS,OAEPqb,EAAQ,CACV5a,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAKQ,QAAQib,IACxBnb,QAAS,OAGX,OADAkb,EAAMhG,OAAOgG,EAAM1hB,OAAQ,EAAG4hB,EAAQC,GAC/B,CACLpb,SAAUib,EACVtb,SAAUqb,EACVjb,QAAS,S,gCC/BbvG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA6FlBjH,EAAQiH,QA5FO,CACb,KAAQ,CACN,QAAW,QACX,WAAc,QACd,QAAW,QACX,MAAS,UACT,UAAa,QAEf,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,gBAAmB,WAErB,YAAa,CACX,eAAkB,e,kDCrFL,iBAPf,SAAc4V,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,OACVrB,kBAAkB,EAClBC,SAAU,CACRE,QACE,mVAIFC,SACE,mwBAUFF,QACE,iCAEJG,QAAS,KACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACL,SAAU,CAAC,CAACQ,MAAO,SACzDf,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGfX,EAAK4B,kB,iBClCXjH,EAAOD,QAAU,SAASsF,GACxB,IAAI4b,EAAY,iLA+BZC,EAAc,CAChB1a,gBAAgB,EAAMR,UAAW,EACjCT,SAAU,CAACE,QAAS,KAAMC,SAAUub,GACpCrb,SAAU,CACRP,EAAKY,kBAjCa,CACpBN,QAAS,OACTS,MAAO,iBACPwB,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,OAAQK,MAAO,mBA4B5Bf,EAAKyC,cAIT,MAAO,CACLxC,kBAAkB,EAClBsB,YAAa,MACbhB,SAAU,CACRP,EAAKiB,QAAQ,WAAY,WACzB,CACEP,UAAW,eACXK,MAAO,YAAaC,IAAK,OACzBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,gBACPb,SAAU,CAAC,eAAgB0b,GAC3Bna,OAAQoa,KAId,CACEnb,UAAW,oBACXK,MAAO,0BAA2BC,IAAK,OACvCd,SAAU,CAACE,QAAS,KAAMC,SAAUub,GACpCrb,SAAU,CACRP,EAAKY,wB,iBChEfjG,EAAOD,QAAU,SAASsF,GAMxB,MAAO,CACLsB,QAAS,CAAC,MACVpB,SAAU,CACRE,QAAS,uRAITC,SACE,aACFF,QACE,qBAEJI,SAAU,CACR,CAAEG,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CACRP,EAAK6B,iBACL,CAAEnB,UAAW,QACXK,MAAO,SAAUC,IAAK,OAExB,CAAEN,UAAW,QACXK,MAAO,MAAOC,IAAK,UAIzBhB,EAAKY,kBACLZ,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAK4B,cACL,CAAElB,UAAW,OACXK,MAAO,KAAMC,IAAK,KAEpB,CAAEN,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,6BAE7B,CAAEQ,UAAW,OACXK,MAAO,UAAWC,IAAK,uBACvBoE,cAAc,EAAM7B,YAAY,EAChC5C,UAAW,GAEb,CAAED,UAAW,OACXK,MAAO,UAAWC,IAAK,MACvBoE,cAAc,EAAM7B,YAAY,GAElC,CAAE7C,UAAW,OACXK,MAAO,QAASC,IAAK,MACrBoE,cAAc,EAAM7B,YAAY,GAElC,CAAE7C,UAAW,QACXG,cAAe,OAAQG,IAAK,MAC5BT,SAAU,CACRP,EAAKwC,aAGT,CAAE9B,UAAW,QACXG,cAAe,WAAYG,IAAK,SAChCT,SAAU,CACR,CAAEG,UAAW,OACXK,MAAO,MAAOC,IAAK,MACnBoE,cAAc,EAAM7B,YAAY,GAElC,CAAE7C,UAAW,OACXK,MAAO,SAAUC,IAAK,MACtBoE,cAAc,EAAM7B,YAAY,GAElC,CAAE7C,UAAW,OACXK,MAAO,OAAQC,IAAK,MACpBoE,cAAc,EAAM7B,YAAY,GAElCvD,EAAKwC,YAEPtC,SAAU,CACRE,QAAS,qBAGb,CAAEM,UAAW,QACXK,MAAO,yBAA0BC,IAAK,SAAWuC,YAAY,EAC7DrD,SAAU,kBACVK,SAAU,CACR,CAAEG,UAAW,UACXK,MAAO,4BACPb,SAAU,qBACVK,SAAU,CACR,CACEG,UAAW,OACXK,MAAOf,EAAKiC,SACZtB,UAAW,KAIjBX,EAAKwC,aAGT,CAAE9B,UAAW,WACXG,cAAe,WAAYG,IAAK,MAAOuC,YAAY,EACnDjD,QAAS,MACTC,SAAU,CACRP,EAAKwC,cAIXlC,QAAS,S,iBC5Gb3F,EAAOD,QAAU,SAASsF,GAExB,MAAO,CACLC,kBAAkB,EAClBqB,QAAS,CAAC,OACVU,QAAS,OAAShC,EAAKiC,SACvB/B,SAAU,CACRgC,KAEE,6tBAGF7B,SACE,21BAmBJE,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,stBAiBPC,IAAK,OAEPhB,EAAKiB,QAAQ,OAAQ,IAAK,CAACN,UAAW,IACtCX,EAAK+B,qBACL/B,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IACPC,IAAK,WACLL,UAAW,GAEb,CACED,UAAW,QACXK,MAAO,MAAOC,IAAK,MACnBV,QAAS,MACTK,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CACN,CAACN,MAAO,qBACR,CAACA,MAAO,iBACR,CAACA,MAAO,aACR,CAACA,MAAO,YAEZJ,UAAW,GAEb,CACED,UAAW,SACXW,SAAU,CACN,CAACN,MAAO,iCACR,CAACA,MAAO,sCACR,CAACA,MAAO,aAEZJ,UAAW,O,gCCpFnB5G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmHlBjH,EAAQiH,QAlHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,QAEX,WAAY,CACV,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,yBAA0B,CACxB,MAAS,SAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,mBAAoB,CAClB,WAAc,U,mBCrHlBhH,EAAOD,QAIP,SAASsF,GAEP,IACI8b,EAAY,CACdnb,UAAW,EACXJ,SAAU,CACR,CAAEQ,MAJa,eAQnB,MAAO,CACLb,SAAU,CACRE,QACE,0KAEFC,SACE,kwCAiBJC,QAAS,0BACTC,SAAU,CACR,CACEG,UAAW,WACXG,cAAe,WAAYG,IAAK,IAChCT,SAAU,CACRP,EAAKc,sBACL,CACEJ,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,MAAOC,IAAK,OACpB,CAACD,MAAO,MAAOC,IAAK,WAK5B,CACEN,UAAW,WACXK,MAAO,aACPJ,UAAW,EACXc,OAAQqa,GAEV,CACE/a,MAAO,iCACPJ,UAAW,GAEb,CACED,UAAW,SACXK,MAAOf,EAAKqF,YACZ1E,UAAW,EACXc,OAAQqa,GAEV,CACEpb,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CACRP,EAAK6B,iBACL,CAACd,MAAO,QAEZ,CACEA,MAAO,UACPJ,UAAW,EACXc,OAAQqa,GAEV,CACEpb,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACL,CAACd,MAAO,OAEVU,OAAQqa,GAEV9b,EAAKiB,QAAQ,mBAAoB,oBACjCjB,EAAKiB,QAAQ,MAAO,S,iBC3F1BtG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,QAAQ,MAAM,OACxBpB,SAAU,CACRE,QACE,6MAIFC,SACE,qBACFF,QACE,cAEJI,SAAU,CAERP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cAEL,CAACb,MAAO,kD,iBCtBdpG,EAAOD,QAAU,SAASsF,GACxB,IAAI+b,EAAkB,wCA8ClBtC,EAAU,CACZ/Y,UAAW,UACXK,MAAO,eAAiBgb,EAAkB,YAGxC3X,EAAS,CACX1D,UAAW,SACXW,SAAU,CACR,CAAEN,MArDwB,4BAqDQJ,UAAW,GAC7C,CAAEI,MArDyBib,4DAqDQrb,UAAW,GAC9C,CAAEI,MAAO,sBACT,CAAEA,MAAO,sBACT,CAAEA,MAAO,8BAITkC,EAASjD,EAAKY,kBAQdkE,EAAgB,CAClB9E,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGfX,EAAKiB,QAAQ,OAAQ,SAGnB2Y,EAAQ,CACV7Y,MAAOgb,EACPpb,UAAW,GAGTsb,EAAe,CACjBvb,UAAW,SACXK,MAAO,IAAOgb,GAGZ9B,EAAO,CACT9Y,gBAAgB,EAChBR,UAAW,GAGTub,EAAc,CAChB7a,SAAU,CACR,CAAEN,MAAO,KACT,CAAEA,MAAO,MAEXR,SAAU,CACR,CACEQ,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAAC,OAAQkZ,EAASxW,EAAQmB,EAAQwV,EAAOqC,MAKrDE,EAAO,CACTzb,UAAW,OACXK,MAAOgb,EACP/Z,QAAS+Z,EACT7b,SA9Ga,CACb,eACE,qoEA0HA8Z,EAAO,CACT3Y,SAAU,CACR,CAAEN,MAAO,MAAOC,IAAK,OACrB,CAAED,MAAO,MAAOC,IAAK,QAEvBT,SAAU,CAhBC,CACXQ,MAAO,SAAUI,gBAAgB,EAAMoB,aAAa,EACpDhC,SAAU,CACR4b,EACA,CACEpb,MAAO,KAAMC,IAAK,KAAMI,YAAY,EACpCb,SAAU,CAACqZ,MAUIuC,EAAMlC,IAK3B,OAFAA,EAAK1Z,SAAW,CAACkZ,EAASrV,EAAQnB,EAAQ2W,EAAOqC,EAAcC,EAAalC,GAAM/U,OAAOH,GAElF,CACLxE,QAAS,KACTC,SAAU,CAnGE,CACZG,UAAW,OACXK,MAAO,MACPC,IAAK,KAgGeoD,EAAQnB,EAAQgZ,EAAcC,EAAalC,GAAM/U,OAAOH,M,iBC5IhFnK,EAAOD,QAAU,WACf,MAAO,CACL6F,SAAU,CACV,CACEQ,MAAO,mBACPC,IAAK,iBACLuC,YAAY,EACZhB,aAAa,EACbb,WAAW,EACXnB,SAAU,CACV,CACEQ,MAAO,sBACPC,IAAK,uBACLU,WAAW,EACXa,aAAa,EACb7B,UAAW,QAEb,CACEK,MAAO,IACPC,IAAK,mBACLuC,YAAY,EACZ6B,cAAc,EACd1E,UAAW,aAGfT,kBAAkB,K,kCCvBtBlG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAqHlBjH,EAAQiH,QApHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,a,8BC5GbhH,EAAOD,QAFoB,gD,kCCErB,SAAU0hB,EAAQC,GACtB,OAAQtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,IACrC,IAAK,iBAEL,IAAK,qBAEL,IAAK,wBACH,OAAO,EACT,QACE,OAAOC,EAAaD,EAAK5f,QAWzB,SAAU8f,EAAaF,GAC3B,MAA+C,wBAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAUlC,SAAUG,EAAWH,GACzB,MAA+C,sBAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAUlC,SAAUI,EAAeJ,GAC7B,MAA+C,0BAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAUlC,SAAUK,EAASL,GACvB,MAA+C,oBAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAUlC,SAAUM,EAAYN,GAC1B,OAAe,OAARA,GAAgC,iBAARA,GAAmC,mBAARA,EAUtD,SAAUO,EAAcP,GAC5B,MAA+C,oBAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAUlC,SAAUQ,EAAQR,GACtB,MAAwB,oBAAVS,OAAyBR,EAAaD,EAAKS,OAUrD,SAAUC,EAAUV,GACxB,MAA0B,oBAAZW,SAA2BV,EAAaD,EAAKW,SAUvD,SAAUC,EAASZ,GACvB,MAA+C,oBAAxCtiB,OAAOC,UAAUuM,SAASrM,KAAKmiB,GAOlC,SAAUa,EAAWb,GAEzB,OAAO/L,QAAQ+L,GAAOA,EAAIvf,MAA4B,mBAAbuf,EAAIvf,MAUzC,SAAUqgB,EAAiBd,GAC/B,OAAOO,EAAcP,IAAQ,gBAAiBA,GAAO,mBAAoBA,GAAO,oBAAqBA,EAUjG,SAAUC,EAAaD,EAAUe,GACrC,IACE,OAAOf,aAAee,EACtB,MAAOC,GACP,OAAO,GA1JX,2b,iBCAA1iB,EAAOD,QAAU,WAuBf,MAAO,CACLuF,kBAAkB,EAClBM,SAAU,CAxBE,CACZG,UAAW,SACXK,MAAO,oBAAqBC,IAAK,SAExB,CACTN,UAAW,SACXK,MAAO,wDAEW,CAClBL,UAAW,SACXK,MAAO,eAEM,CACbL,UAAW,UACXC,UAAW,GACXU,SAAU,CACR,CAAEN,MAAO,wFACT,CAAEA,MAAO,mCACT,CAAEA,MAAO,UACT,CAAEA,MAAO,gB,iBCpBfpG,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QAEE,6IAEFD,QACE,iBACFE,SACE,qRAKA6a,EAAc,2BACdnY,EAAQ,CACVrC,UAAW,QACXK,MAAO,MAAOC,IAAK,IACnBd,SAAUuD,GAER4X,EAAc,CAChBrb,EAAKQ,QAAQR,EAAK4B,cAChB,CAACH,OAAQ,CAACT,IAAK,WAAYL,UAAW,KACxC,CACED,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,iBAAkBkB,MAIxC,CACErC,UAAW,WACXK,MAAO,MAAQf,EAAKiC,UAEtB,CACElB,MAAO,IAAMf,EAAKiC,UAEpB,CACElB,MAAOf,EAAKiC,SAAW,OAASjC,EAAKiC,WAGzCc,EAAMxC,SAAW8a,EAEjB,IAAIF,EAAQnb,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOma,IAE9CrW,EAAS,CACXnE,UAAW,SACXK,MAAO,YAAawB,aAAa,EAGjChC,SAAU,CAAC,CACTQ,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVlD,SAAU,CAAC,QAAQ0E,OAAOoW,MAI9B,MAAO,CACL/Z,QAAS,CAAC,QACVpB,SAAUuD,EACVnD,QAAS,OACTC,SAAU8a,EAAYpW,OAAO,CAC3BjF,EAAKiB,QAAQ,KAAM,KACnB,CACEP,UAAW,WACXK,MAAO,QAAUma,EAAV,mCAAiDla,IAAK,QAC7DuB,aAAa,EACbhC,SAAU,CAAC4a,EAAOtW,IAEpB,CACE9D,MAAO,aACPJ,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,WACXK,MA/BM,0BA+BYC,IAAK,QACvBuB,aAAa,EACbhC,SAAU,CAACsE,MAIjB,CACEnE,UAAW,QACXG,cAAe,QACfG,IAAK,IACLV,QAAS,YACTC,SAAU,CACR,CACEM,cAAe,UACfM,gBAAgB,EAChBb,QAAS,YACTC,SAAU,CAAC4a,IAEbA,IAGJ,CACEza,UAAW,OACXK,MAAOma,EAAc,IAAKla,IAAK,IAC/BuB,aAAa,EAAMb,WAAW,EAC9Bf,UAAW,Q,iBC1GnBhG,EAAOD,QAAU,SAASsF,GACxB,IAiCIsd,EAAY,wDAGZC,EAAS,CACXxc,MAAOuc,EACP3c,UAAW,GAETyD,EAAS,CACX1D,UAAW,SAAUK,MAPA,sBAQrBJ,UAAW,GAETsC,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OACxDW,EAAUjB,EAAKiB,QACjB,IACA,IACA,CACEN,UAAW,IAGX8Y,EAAU,CACZ/Y,UAAW,UACXK,MAAO,wBAELyc,EAAa,CACfzc,MAAO,WAAYC,IAAK,YAEtByc,EAAO,CACT/c,UAAW,UACXK,MAAO,MAAQuc,GAEbI,EAAW1d,EAAKiB,QAAQ,SAAU,OAClC0c,EAAM,CACRjd,UAAW,SACXK,MAAO,WAAauc,GAElBtD,EAAO,CACTjZ,MAAO,MAAOC,IAAK,OAEjBiZ,EAAO,CACT9Y,gBAAgB,EAChBR,UAAW,GAETwb,EAAO,CACTjc,SA5Ea,CACb,eAEE,mjFA0EF8B,QAASsb,EACT5c,UAAW,OAAQK,MAAOuc,EAC1B7b,OAAQwY,GAEN2D,EAAmB,CAAC5D,EAAM/W,EAAQwa,EAAMC,EAAUzc,EAAS0c,EAAKH,EAAYpZ,EAAQqV,EAAS8D,GAOjG,OALAvD,EAAKzZ,SAAW,CAACP,EAAKiB,QAAQ,UAAW,IAAKkb,EAAMlC,GACpDA,EAAK1Z,SAAWqd,EAChBJ,EAAWjd,SAAWqd,EACtBF,EAASnd,SAAW,CAACid,GAEd,CACLlc,QAAS,CAAC,OACVhB,QAAS,KACTC,SAAU,CAACyZ,EAAM/W,EAAQwa,EAAMC,EAAUzc,EAAS0c,EAAKH,EAAYpZ,EAAQqV,M,iBC5F/E9e,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACPE,QAAS,y/FAmCTC,SAAU,ocAMbE,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cACL,CACElB,UAAW,UACXW,SAAU,CACR,CAACN,MAAO,uBAAwBJ,UAAW,GAC3C,CAACI,MAAO,0B,iBCtDlBpG,EAAOD,QAAU,SAASsF,GAExB,IAGI+C,EAAQ,CACVrC,UAAW,QACXW,SAAU,CACR,CAACN,MAAO,oBACR,CAACA,MAAO,OAAQC,IAAK,OAoCrB6c,EAAO,CACTnd,UAAW,OACXK,MAAO,wBACPJ,UAAW,GAGTwb,EAAO,CACTzb,UAAW,QACXK,MAAO,iFACPJ,UAAW,GA0Cb,MAAO,CACLT,SAAU,CACRC,QAAS,kBACTC,QAAS,yPAEXG,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBA1FI,CACXrB,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,IACjBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,MAAOC,IAAK,MACnBL,UAAW,IAEb,CACEI,MAAO,UAAWC,IAAK,IACvBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,iBAAkBkB,IAEpC,CACErC,UAAW,SACXK,MAAO,YAAaC,IAAK,MACzBT,SAAU,CAACwC,GACXpC,UAAW,MAMJ,CACXD,UAAW,SACXK,MAAO,uBAgEL8c,EAlBS,CACXnd,UAAW,WACXG,cAAe,MACfG,IAAK,cACLuC,YAAY,EACZhD,SAAU,CAAC4b,IApCD,CACVzb,UAAW,QACXG,cAAe,0BACfG,IAAK,aACLuC,YAAY,EACZhD,SAAU,CACR,CACEM,cAAe,eACfF,UAAW,IAEb,CACEI,MAAO,KACPC,IAAK,KACLoE,cAAc,EACd7B,YAAY,EACZ5C,UAAW,EACXJ,SAAU,CAACsd,IAEb,CACEnd,UAAW,SACXK,MAAO,KACPC,IAAK,KACLoE,cAAc,EACd7B,YAAY,EACZ5C,UAAW,EACXJ,SAAU,CAACsd,IAEb1B,IAyBAnc,EAAK4B,cA3GQ,CAAElB,UAAW,OAAQK,MAAO,kB,iBCF/CpG,EAAOD,QAAU,WAEf,IAoIIojB,EAAW,CAtEL,CACRpd,UAAW,WACXK,MAAO,eA9CM,CACbL,UAAW,WACXW,SAAU,CAAC,CACTN,MAAO,YACPC,IAAK,gJACJ,CACDD,MAAO,UACPC,IAAK,sEACJ,CACDD,MAAO,WACPC,IAAK,4EACJ,CACDD,MAAO,SACPC,IAAK,KACLuC,YAAY,GACX,CACDxC,MAAO,SACPC,IAAK,KACLuC,YAAY,GAGd,CACExC,MAAO,09DACN,CACDA,MAAO,YACPC,IAAK,KACLuC,YAAY,GACX,CACDxC,MAAO,UACPC,IAAK,yEACJ,CACDD,MAAO,wCACPC,IAAK,KACLuC,YAAY,KAsBH,CACX7C,UAAW,SACXW,SAAU,CAAC,CACPN,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACTQ,MAAO,KACPJ,UAAW,KAGf,CACEI,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACTQ,MAAO,KACPJ,UAAW,OArBN,CACXD,UAAW,SACXK,MAAO,4EACPJ,UAAW,GA6BC,CACZD,UAAW,UACXK,MAAO,OACPC,IAAK,OACLL,UAAW,GACXJ,SAAU,CAAC,CACTG,UAAW,SACXK,MAAO,WAZM,CACfL,UAAW,OACXK,MAAO,YAxCG,CACVL,UAAW,QACXK,MAAO,qDACPC,IAAK,KAsDQ,CACbH,cAAe,4DACfG,IAAK,IACLuC,YAAY,GAIC,CACXxC,MAAO,yCACPC,IAAK,mBACLO,YAAa,MACbhB,SAAU,CAAC,CACTQ,MAAO,IACPC,IAAK,IACLO,YAAa,UACZ,UA0BP,MAAO,CACLD,QAAS,CAAC,QAAS,MACnBrB,kBAAkB,EAClB+B,QAAS,6BACT1B,QAAS,0CACTJ,SAAU,CACRE,QAhKW,0uBAiKXnE,KAvJO,osBAwJPkE,QArJU,gMAuJZI,SAAUud,K,iBCtKdnjB,EAAOD,QAAU,SAASsF,GACxB,IAiCI+d,EAAU,yBACVC,EAAiB,8CACrB,MAAO,CACL1c,QAAS,CAAC,KAAM,OAAQ,SACxBpB,SAjCkB,CAClBE,QACE,guCAsBFD,QACE,wCACFE,SACE,oFAOF2B,QAAS+b,EACTzd,QAAS,KACTC,SAAU,CAxCI,CACdG,UAAW,WACXK,MAAO,wEAwCLf,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAK4B,cACL5B,EAAKY,kBACL,CACEF,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,KAAMC,IAAK,IAClBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAMC,IAAK,WAClBV,QAAS,iBAIf,CACEI,UAAW,OACXK,MAAO,IACPC,IAAK,IACLT,SAAU,CACR,CACEG,UAAW,cACXW,SAAU,CACR,CAAEN,MAAO,IAAMC,IAAK,KACpB,CAAED,MAAO,IAAKC,IAAK,SAK3B,CACEN,UAAW,QACXK,MAAO,IAAMid,EAAe5O,MAAM,KAAKM,KAAK,KAAO,OAAQ1O,IAAK,QAASuC,YAAY,EACrFrD,SAAU8d,EAAgBhc,QAAS+b,EACnCxd,SAAU,CACRP,EAAKc,wBAGT,CACEC,MAAO,MAAMf,EAAKsD,oBAClB3C,UAAW,O,iBCrFnBhG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,UACVrB,kBAAkB,EAClBC,SAAU,yDACVK,SAAU,CACRP,EAAK0C,kBACL1C,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKyC,YACL,CACE5B,cAAe,qEACfY,OAAQ,CACNT,IAAK,SACLO,YAAa,UAInBjB,QAAS,Q,iBClBb3F,EAAOD,QAAU,SAASsF,GACxB,IAAIie,EAAc,CAChB7d,QACE,0RAIFD,QACG,sBACHE,SACE,2FAEJ,MAAO,CACLiB,QAAS,CAAC,UACVpB,SAAU+d,EACV3d,QAAS,KACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,SACXW,SAAU,CACRrB,EAAKY,kBACL,CAACG,MAAO,IAAMC,IAAK,YACnB,CAACD,MAAO,IAAKC,IAAK,OAGtB,CACEN,UAAW,SACXW,SAAU,CACR,CAACN,MAAOf,EAAKqF,YAAc,MAAO1E,UAAW,GAC7CX,EAAK4B,gBAGT,CACEb,MAAO,MAET,CACEL,UAAW,WACXG,cAAe,OAAQG,IAAK,QAASuC,YAAY,EACjDhD,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAU+d,EACV3d,QAAS,c,gCC5CrBvG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCzGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIke,EAAkB,CACpBnd,MAAO,YACPJ,UAAW,GAETyI,EAAM,CACR1I,UAAW,WACXW,SAAU,CAAC,CAAEN,MAAO,uBAMlBod,EAAe,CACjBzd,UAAW,SACXW,SAAU,CAAC,CAAEN,MAAO,IAAKC,IAAK,KAAO,CAAED,MAAO,KAAMC,IAAK,QACzDT,SAAU,CACR2d,EACA9U,EACA,CACE1I,UAAW,WACXK,MAAO,UACPC,IAAK,YAuBPod,EAAape,EAAKQ,QAAQR,EAAKiB,QAAQ,KAAM,MAAO,CACtDI,SAAU,CAER,CAAEN,MAAO,IAAKC,IAAK,KAEnB,CAAED,MAAO,KAAMC,IAAK,OAEtBT,SAAU,CArBM,CAChBG,UAAW,SACXW,SAAU,CAGR,CACEN,MAAO,2FAGT,CACEA,MAAO,sGAcb,MAAO,CACLO,QAAS,CAAC,MACVU,QAAS,eACT/B,kBAAkB,EAClBC,SAAU,CACRE,QACE,oXAGFC,SACE,4h6BAgMFge,SACE,2GAEJ9d,SAAU,CACR2d,EACAle,EAAKyC,YACL0b,EA7Oc,CAChBzd,UAAW,SACXW,SAAU,CAAC,CAAEN,MAAO,IAAKC,IAAK,KAAO,CAAED,MAAO,KAAMC,IAAK,SAnB7C,CACZN,UAAW,UACXK,MAAO,yBA+PLqI,EACAgV,M,iBC3QNzjB,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QAAS,+DACTC,SAAU,2GAEVF,QAAS,cAEXI,SAAU,CACRP,EAAKY,kBACLZ,EAAKyC,YACLzC,EAAK8B,oBACL,CACEpB,UAAW,QACXG,cAAe,uBAAwBG,IAAK,KAC5CV,QAAS,KACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5Bf,OAAQ,CAACN,gBAAgB,EAAMoC,YAAY,OAIjD,CACE7C,UAAW,WACXG,cAAe,MACfG,IAAK,IAAKuC,YAAY,EACtBrD,SAAU,eAEZ,CACEa,MAAO,cACPC,IAAK,OAAQuC,YAAY,O,iBC9BjC5I,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,MACVpB,SAAU,CACRE,QAEE,iPAIFC,SAEE,uFACFF,QACE,+CAEJG,QAAS,UACT0B,QAAS,eACTzB,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,mBACPJ,UAAW,GAEbX,EAAKiB,QACH,SACA,SACA,CACEV,SAAU,CAAC,UAGf,CACEG,UAAW,SACXK,MAAO,0BAGT,CACEL,UAAW,OACXK,MAAO,iBAET,CACEL,UAAW,OACXK,MAAO,kBACPJ,UAAW,GAEb,CACEI,MAAO,sBAETf,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACC,UAAW,SAAUC,UAAW,IACrEX,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/C,CACEI,UAAW,SACXK,MACE,2HAIFJ,UAAW,GAEb,CACEI,MAAO,a,gCC1DfhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAyIlBjH,EAAQiH,QAxIO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,UACT,eAAkB,aAEpB,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,QAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,gBAAmB,UACnB,QAAW,eACX,MAAS,QAEX,gBAAiB,CACf,gBAAmB,OACnB,QAAW,eACX,MAAS,U,iBC3IbhH,EAAOD,QAAU,SAASsF,GACxB,IAAIiD,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CACEN,MAAO,KAAMC,IAAK,KAEpB,CACED,MAAO,KAAOC,IAAK,KAErBhB,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,OAC9CN,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,SAG/C8D,EAAS,CAAC/C,SAAU,CAACrB,EAAKgX,mBAAoBhX,EAAK4B,gBACvD,MAAO,CACLN,QAAS,CAAC,OACVrB,kBAAkB,EAClBC,SACE,qlBASFK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK0C,kBACL1C,EAAKiB,QACH,OACA,OACA,CACEV,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,iBAKff,EAAKiB,QACH,uBACA,EACA,CACEE,gBAAgB,EAChBjB,SAAU,kBACV8B,QAAShC,EAAKsD,sBAGlB,CACE5C,UAAW,SACXK,MAAO,uBAAwBC,IAAK,SACpCT,SAAU,CAACP,EAAK6B,mBAElB,CAEEd,MAAO,oDAET,CACEL,UAAW,WACXG,cAAe,WAAYG,IAAK,OAAQuC,YAAY,EACpDjD,QAAS,YACTC,SAAU,CACRP,EAAKc,sBACL,CACEJ,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CACR,OACAP,EAAK+B,qBACLkB,EACAmB,MAKR,CACE1D,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IAAKuC,YAAY,EACxDjD,QAAS,WACTC,SAAU,CACR,CAACM,cAAe,sBAChBb,EAAKc,wBAGT,CACED,cAAe,YAAaG,IAAK,IACjCV,QAAS,QACTC,SAAU,CAACP,EAAKc,wBAElB,CACED,cAAe,MAAOG,IAAK,IAC3BT,SAAU,CAACP,EAAKc,wBAElB,CACEC,MAAO,MAETkC,EACAmB,M,mCCtGN,6DAIe,aAAUka,GACrB,OACI,UAAMlE,MAAOC,IAAMkE,UAAW3S,MAAO0S,EAAM9gB,MAAM+I,YAAY,EAAC,IAAD,CACzDiY,KAAMC,MADV,IACkCH,EAAMI,a,wDCLhD3kB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAsHlBjH,EAAQiH,QArHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,mBAAoB,CAClB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,SAEX,yBAA0B,CACxB,MAAS,SAEX,eAAgB,CACd,MAAS,QACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,aAAc,CACZ,WAAc,QAEhB,cAAe,CACb,WAAc,U,kCCpHlB,SAASgd,EAAQ1Q,GAWf,OATE0Q,EADoB,mBAAX/f,QAAoD,iBAApBA,OAAOggB,SACtC,SAAU3Q,GAClB,cAAcA,GAGN,SAAUA,GAClB,OAAOA,GAAyB,mBAAXrP,QAAyBqP,EAAI4Q,cAAgBjgB,QAAUqP,IAAQrP,OAAO5E,UAAY,gBAAkBiU,IAI9GA,GAGjB,SAAS6Q,EAAgB7Q,EAAK7O,EAAKN,GAYjC,OAXIM,KAAO6O,EACTlU,OAAOyE,eAAeyP,EAAK7O,EAAK,CAC9BN,MAAOA,EACPL,YAAY,EACZsgB,cAAc,EACdC,UAAU,IAGZ/Q,EAAI7O,GAAON,EAGNmP,EAGT,SAASgR,EAAQ1f,EAAQ2f,GACvB,IAAIpX,EAAO/N,OAAO+N,KAAKvI,GAEvB,GAAIxF,OAAOolB,sBAAuB,CAChC,IAAIC,EAAUrlB,OAAOolB,sBAAsB5f,GACvC2f,IAAgBE,EAAUA,EAAQ/O,QAAO,SAAUgP,GACrD,OAAOtlB,OAAOulB,yBAAyB/f,EAAQ8f,GAAK5gB,eAEtDqJ,EAAK1N,KAAKuR,MAAM7D,EAAMsX,GAGxB,OAAOtX,EAGT,SAASyX,EAAejjB,GACtB,IAAK,IAAI1C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAAK,CACzC,IAAIgV,EAAyB,MAAhBlD,UAAU9R,GAAa8R,UAAU9R,GAAK,GAE/CA,EAAI,EACNqlB,EAAQllB,OAAO6U,IAAS,GAAMlH,SAAQ,SAAUtI,GAC9C0f,EAAgBxiB,EAAQ8C,EAAKwP,EAAOxP,OAE7BrF,OAAOylB,0BAChBzlB,OAAO0lB,iBAAiBnjB,EAAQvC,OAAOylB,0BAA0B5Q,IAEjEqQ,EAAQllB,OAAO6U,IAASlH,SAAQ,SAAUtI,GACxCrF,OAAOyE,eAAelC,EAAQ8C,EAAKrF,OAAOulB,yBAAyB1Q,EAAQxP,OAKjF,OAAO9C,EAkBT,SAASojB,EAAyB9Q,EAAQ+Q,GACxC,GAAc,MAAV/Q,EAAgB,MAAO,GAE3B,IAEIxP,EAAKxF,EAFL0C,EAlBN,SAAuCsS,EAAQ+Q,GAC7C,GAAc,MAAV/Q,EAAgB,MAAO,GAC3B,IAEIxP,EAAKxF,EAFL0C,EAAS,GACTsjB,EAAa7lB,OAAO+N,KAAK8G,GAG7B,IAAKhV,EAAI,EAAGA,EAAIgmB,EAAW9lB,OAAQF,IAE7B+lB,EAASrM,QADblU,EAAMwgB,EAAWhmB,KACY,IAC7B0C,EAAO8C,GAAOwP,EAAOxP,IAGvB,OAAO9C,EAMMujB,CAA8BjR,EAAQ+Q,GAInD,GAAI5lB,OAAOolB,sBAAuB,CAChC,IAAIW,EAAmB/lB,OAAOolB,sBAAsBvQ,GAEpD,IAAKhV,EAAI,EAAGA,EAAIkmB,EAAiBhmB,OAAQF,IAEnC+lB,EAASrM,QADblU,EAAM0gB,EAAiBlmB,KACM,GACxBG,OAAOC,UAAU+lB,qBAAqB7lB,KAAK0U,EAAQxP,KACxD9C,EAAO8C,GAAOwP,EAAOxP,IAIzB,OAAO9C,EAGT,SAAS0jB,EAAmB9Z,GAC1B,OAGF,SAA4BA,GAC1B,GAAIuF,MAAMwU,QAAQ/Z,GAAM,CACtB,IAAK,IAAItM,EAAI,EAAGsmB,EAAO,IAAIzU,MAAMvF,EAAIpM,QAASF,EAAIsM,EAAIpM,OAAQF,IAAKsmB,EAAKtmB,GAAKsM,EAAItM,GAEjF,OAAOsmB,GAPFC,CAAmBja,IAW5B,SAA0Bka,GACxB,GAAIxhB,OAAOggB,YAAY7kB,OAAOqmB,IAAkD,uBAAzCrmB,OAAOC,UAAUuM,SAASrM,KAAKkmB,GAAgC,OAAO3U,MAAM4U,KAAKD,GAZtFE,CAAiBpa,IAerD,WACE,MAAM,IAAIqa,UAAU,mDAhBuCC,GA+D7D,SAASC,EAASC,GAChB,OAPoBzS,EAOHyS,GANjBzS,GAAY,IAEGA,EAKNyS,GAITA,EAASA,EAAOla,QAAQ,iBAAiB,SAAUK,EAAO8Z,GACxD,OAAOA,EAAMA,EAAI1H,cAAgB,OAGrBzG,OAAO,EAAG,GAAGnF,cAAgBqT,EAAOlO,OAAO,GAhB3D,IAAsBvE,EAuBtB,SAAS2S,EAAcvG,GACrB,OAAOA,EAAMjL,MAAM,KAAKY,KAAI,SAAUjQ,GACpC,OAAOA,EAAE+V,UACRzF,QAAO,SAAUtQ,GAClB,OAAOA,KACN8gB,QAAO,SAAUC,EAAKxR,GACvB,IAVgByR,EAUZnnB,EAAI0V,EAAKgE,QAAQ,KACjB0N,EAAOP,EAASnR,EAAKxP,MAAM,EAAGlG,IAC9BkF,EAAQwQ,EAAKxP,MAAMlG,EAAI,GAAGkc,OAE9B,OADAkL,EAAKC,WAAW,UAAYH,GAbZC,EAa2BC,EAZtCD,EAAIG,OAAO,GAAGjI,cAAgB8H,EAAIjhB,MAAM,KAYOhB,EAAQgiB,EAAIE,GAAQliB,EACjEgiB,IACN,IAkEL,SAASK,EAAkB3C,GACzB,OAAI1V,IAAM0V,KACD1V,IAAM0V,KAAKA,GAIP,OAATA,EACK,KAIa,WAAlBG,EAAQH,IAAsBA,EAAK4C,QAAU5C,EAAK6C,SAC7C7C,EAIL/S,MAAMwU,QAAQzB,IAAyB,IAAhBA,EAAK1kB,OAEvB,CACLsnB,OAAQ5C,EAAK,GACb6C,SAAU7C,EAAK,IAKC,iBAATA,EACF,CACL4C,OAAQ,MACRC,SAAU7C,QAHd,EAWF,SAAS8C,EAAcliB,EAAKN,GAK1B,OAAO2M,MAAMwU,QAAQnhB,IAAUA,EAAMhF,OAAS,IAAM2R,MAAMwU,QAAQnhB,IAAUA,EAAQggB,EAAgB,GAAI1f,EAAKN,GAAS,GAGxH,SAASyiB,EAAgBC,GACvB,IAAIC,EAAeD,EAAKC,aACpBnD,EAAQoB,EAAyB8B,EAAM,CAAC,iBAGxCE,EAAWpD,EAAMqD,KACjBC,EAAStD,EAAMsD,OACflhB,EAAY4d,EAAM5d,UAClBkL,EAAQ0S,EAAM1S,MACdiW,EAAUvD,EAAMuD,QAChBC,EAAaX,EANF7C,EAAME,MAOjBnK,EAAUiN,EAAc,UAAW,GAAGrc,OAAO+a,EAhMnD,SAAmB1B,GACjB,IAAIyD,EAQAC,EAAO1D,EAAM0D,KACbC,EAAO3D,EAAM2D,KACbC,EAAW5D,EAAM4D,SACjBC,EAAO7D,EAAM6D,KAEb9N,GASDyK,EATYiD,EAAW,CACxB,UAZSzD,EAAM8D,KAaf,WAZU9D,EAAM+D,MAahB,QAZe/D,EAAMgE,WAarB,aAZYhE,EAAMiE,QAalB,YAZWjE,EAAMkE,OAajB,QAZalE,EAAMmE,SAanB,qBAA+B,eAATT,GAAkC,SAATA,EAC/C,mBAA6B,aAATA,GAAgC,SAATA,GAChB,MAAM/c,OAAOgd,GAAO,MAAOA,GAAwCnD,EAAgBiD,EAAU,aAAa9c,OAAOid,GAAW,MAAOA,GAA8D,IAAbA,GAAiBpD,EAAgBiD,EAAU,WAAW9c,OAAOkd,GAAO,MAAOA,GAAwCrD,EAAgBiD,EAAU,kBAAmBzD,EAAMoE,aAAcX,GAGrY,OAAOhoB,OAAO+N,KAAKuM,GAASrE,KAAI,SAAU5Q,GACxC,OAAOiV,EAAQjV,GAAOA,EAAM,QAC3BiR,QAAO,SAAUjR,GAClB,OAAOA,KAmK2DujB,CAAUrE,IAAS0B,EAAmBtf,EAAU0O,MAAM,QACtHwT,EAAYtB,EAAc,YAAwC,iBAApBhD,EAAMsE,UAAyB9Z,IAAM8Z,UAAUtE,EAAMsE,WAAatE,EAAMsE,WACtHjB,EAAOL,EAAc,OAAQH,EAAkBO,IAC/CmB,EAAerE,YAAKsD,EAAYvC,EAAe,GAAIlL,EAAS,GAAIuO,EAAW,GAAIjB,EAAM,CACvFC,OAAQA,EACRhW,MAAOA,EACPiW,QAASA,KAGX,IAAKgB,EAEH,OA1EJ,WAEI,IAAIC,GADDC,GAAcrjB,SAAoC,mBAAlBA,QAAQlC,QAG1CslB,EAAWpjB,SAASlC,MAAMmO,MAAMmX,EAAUpX,WAqE3C2N,CAAI,sBAAuByI,GACpB,KAGT,IAAIkB,EAAWH,EAAaG,SACxBC,EAAa,CACfC,IAAKzB,GAQP,OANA1nB,OAAO+N,KAAKwW,GAAO5W,SAAQ,SAAUtI,GAE9BmiB,EAAgB4B,aAAalpB,eAAemF,KAC/C6jB,EAAW7jB,GAAOkf,EAAMlf,OAGrBgkB,EAAaJ,EAAS,GAAIC,GApVnC,mFAuPIF,GAAa,EAEjB,IACEA,GAAazX,EACb,MAAOvQ,IA2FTwmB,EAAgB8B,YAAc,kBAC9B9B,EAAgB+B,UAAY,CAC1Bd,OAAQe,IAAUC,KAClB9iB,UAAW6iB,IAAU7C,OACrBiB,KAAM4B,IAAUE,UAAU,CAACF,IAAUhkB,OAAQgkB,IAAUnY,MAAOmY,IAAU7C,SACxE4B,WAAYiB,IAAUC,KACtBjB,QAASgB,IAAUC,KACnBxB,KAAMuB,IAAUG,MAAM,CAAC,aAAc,WAAY,SACjDlF,KAAM+E,IAAUE,UAAU,CAACF,IAAUhkB,OAAQgkB,IAAUnY,MAAOmY,IAAU7C,SACxE+B,SAAUc,IAAUC,KACpBrB,KAAMoB,IAAUG,MAAM,CAAC,QAAS,SAChCrB,MAAOkB,IAAUC,KACjBtB,SAAUqB,IAAUG,MAAM,CAAC,EAAG,GAAI,IAAK,MACvCzB,KAAMsB,IAAUG,MAAM,CAAC,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,QAC/FtB,KAAMmB,IAAUC,KAChB5B,OAAQ2B,IAAUE,UAAU,CAACF,IAAUC,KAAMD,IAAU7C,SACvD9U,MAAO2X,IAAU7C,OACjBkC,UAAWW,IAAUE,UAAU,CAACF,IAAU7C,OAAQ6C,IAAUhkB,SAC5DmjB,YAAaa,IAAUC,MAEzBjC,EAAgB4B,aAAe,CAC7BX,QAAQ,EACR9hB,UAAW,GACXihB,KAAM,KACNW,YAAY,EACZC,SAAS,EACTP,KAAM,KACNxD,KAAM,KACNiE,UAAU,EACVN,KAAM,KACNE,OAAO,EACPH,SAAU,KACVD,KAAM,KACNG,MAAM,EACNR,QAAQ,EACRhW,MAAO,GACPgX,UAAW,KACXF,aAAa,GAEf,IAAIU,EAvLJ,SAASO,EAAQ3nB,EAAe4nB,GAC9B,IAAIX,EAAavX,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAErF,GAAuB,iBAAZkY,EACT,OAAOA,EAGT,IAAIlF,GAAYkF,EAAQlF,UAAY,IAAI1O,KAAI,SAAU3B,GACpD,OAAOsV,EAAQ3nB,EAAeqS,MAI5BwV,EAAS9pB,OAAO+N,KAAK8b,EAAQ5O,YAAc,IAAI6L,QAAO,SAAUC,EAAK1hB,GACvE,IAAI2hB,EAAM6C,EAAQ5O,WAAW5V,GAE7B,OAAQA,GACN,IAAK,QACH0hB,EAAIgD,MAAJ,UAAyB/C,SAClB6C,EAAQ5O,WAAR,MACP,MAEF,IAAK,QACH8L,EAAIgD,MAAJ,MAAqBlD,EAAcG,GACnC,MAEF,QAC+B,IAAzB3hB,EAAIkU,QAAQ,UAA2C,IAAzBlU,EAAIkU,QAAQ,SAC5CwN,EAAIgD,MAAM1kB,EAAIiO,eAAiB0T,EAE/BD,EAAIgD,MAAMrD,EAASrhB,IAAQ2hB,EAKjC,OAAOD,IACN,CACDgD,MAAO,KAGLC,EAAoBd,EAAW5I,MAC/B2J,OAAsC,IAAtBD,EAA+B,GAAKA,EACpDE,EAAYvE,EAAyBuD,EAAY,CAAC,UAKtD,OAHAY,EAAOC,MAAP,MAAwBvE,EAAe,GAAIsE,EAAOC,MAAP,MAAuB,GAAIE,GAG/DhoB,EAAc2P,WAAM,EAAQ,CAACiY,EAAQjoB,IAAK4jB,EAAe,GAAIsE,EAAOC,MAAO,GAAIG,IAAYhf,OAAO+a,EAAmBtB,MAyInGrf,KAAK,KAAM6kB,IAAMloB,gB,iBC7X5CrB,EAAOD,QAAU,SAASsF,GACtB,MAAO,CACHE,SAAU,CACNC,QAAU,kBACVC,QACA,wUASJG,SAAU,CACNP,EAAKiB,QACD,UACA,OACA,CACIN,UAAY,EACZJ,SAAW,CACT,CAEIQ,MAAO,OAAQJ,UAAW,GAE9B,CACID,UAAY,SACZK,MAAQ,iBAKtBf,EAAK8B,oBACL9B,EAAK+B,qBACL,CACIrB,UAAW,SACXK,MAAO,MAAOC,IAAK,OAEvB,CACIN,UAAW,SACXK,MAAO,MAAOC,IAAK,OAEvB,CACIN,UAAW,SACXK,MAAO,OAAQC,IAAK,OACpBL,UAAW,IAEfX,EAAKS,iBACL,CACIC,UAAW,SACXK,MAAO,iBACPR,SAAU,CACNP,EAAK6B,mBAGb7B,EAAKY,kBACL,CACIF,UAAW,OACXK,MAAO,kBAAmBC,IAAK,IAC/BV,QAAS,MAEbN,EAAKgX,mBACL,CACItW,UAAW,QACXG,cAAe,6BAA8BG,IAAK,IAClDV,QAAS,IACTC,SAAU,CACN,CAACM,cAAe,sBAChBb,EAAKc,wBAGbd,EAAK4B,cACL,CACIlB,UAAW,OAAQK,MAAO,cAE9B,CAEIL,UAAW,SAAUK,MAAO,6BAEhC,CAGIA,MAAO,KAAMC,IAAK,MAEtB,CAEIN,UAAW,SAAUK,MAAO,uBAC5BJ,UAAW,IAGnBL,QAAS,W,gCCxFjBvG,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLO,SAAU,CACRP,EAAK0C,kBACL1C,EAAK8B,oBACL9B,EAAK+B,qBACL,CACEhB,MAAOf,EAAKsD,oBACZtB,QAAShC,EAAKsD,oBACdpD,SAAU,CAERpC,KACE,yCAIF8jB,OACE,smBAYF,eACE,iJAIFhW,MACE,mEAEFzL,QACE,cAEJQ,UAAW,GAGb,CAEED,UAAW,SACXK,MAAO,4BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,4BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,+BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,0BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,4CACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,mCACPJ,UAAW,O,iBC7EnBhG,EAAOD,QAAU,SAASsF,GAEtB,IAcImkB,EAAc,CACdzjB,UAAW,SACXK,MAAOf,EAAKqF,aAgChB,MAAO,CACH/E,QAAS,IACTC,SAAU,CA7CI,CACdG,UAAW,SACXK,MAAO,IACPC,IAAK,IACLT,SAAU,CATgB,CAC1BG,UAAW,QACXK,MAAO,eAkDH,CACIL,UAAW,UACXW,SAAU,CACNrB,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKiB,QAAQ,OAAQ,UAG7BkjB,EACA,CACIzjB,UAAW,UACXW,SAAU,CACN,CACIN,MAAO,2BAEX,CACIA,MAAO,yXAxBP,CAChBL,UAAW,WACXK,MAAO,shIA1BS,CAChBL,UAAW,UACXW,SAAU,CACN,CACIN,MAAO,6DAEX,CACIA,MAAO,+rNAEX,CACIA,MAAO,wBAEX,CACIA,MAAO,2BAEX,CACIA,MAAO,gLAEX,CACIA,MAAO,6DAmCX,CACIL,UAAW,OACXK,MAAO,0E,mCC7EvB,4EAMe,aAASud,GACpB,IAAM8F,EAAcC,YAAWC,KACzBC,EAAaF,YAAWG,KAFH,EAGOC,aAAS,GAAzBC,EAHS,KAK3B,MAAmB,MAAhBN,EACQ,UAGSrmB,IAAjB6B,OAAO+kB,OATiB,KAmCvB,EAAC,IAAD,CAAOC,MAAOC,IAAUC,MAAxB,iBAEI,YAAQC,QApBhB,WACsB,UAAfR,EACCjG,EAAM0G,cAAc,SAED,UAAfT,GACJjG,EAAM0G,cAAc,WAee,EAAC,IAAD,CAAiBxG,KAAMyG,MAA1D,2BAFJ,IAII,EAAC,IAAD,CAAiBzG,KAAM0G,MAJ3B,IAMI,YAAQC,UAAU,GAAM,EAAC,IAAD,CAAiB3G,KAAM4G,MAA/C,qCANJ,IAQI,EAAC,IAAD,CAAiB5G,KAAM0G,MAR3B,IAUI,YAAQH,QAnBhB,WACI,IACInlB,OAAO+kB,QACT,MAAO5pB,GACL2pB,GAAa,MAee,EAAC,IAAD,CAAiBlG,KAAM6G,MAAnD,YAlCA,EAAC,IAAD,CAAOT,MAAOC,IAAUS,QACpB,EAAC,IAAD,CAAiB9G,KAAM+G,MAD3B,iF,yCCjBZ5qB,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QAAS,6iBAQTD,QAAS,2CACTyL,MAAO,aACPvL,SAAU,wtEAyBZE,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,kB,gCCzCX7H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAoElBjH,EAAQiH,QAnEO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,QACd,MAAS,SAEX,cAAe,CACb,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,QAEX,iBAAkB,CAChB,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,eAAgB,CACd,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,iBCtEjBhH,EAAOD,QAAU,WACf,MAAO,CACL6F,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,sBACPU,OAAQ,CACNT,IAAK,IACLO,YAAa,gB,iBCRvB5G,EAAOD,QAAU,SAASsF,GAyEtB,MAAO,CACHsB,QAAS,CAAC,MAAO,OACjBrB,kBAAkB,EAClBC,SAAU,CACNC,QACI,kGAEJ+B,KA7EW,yrBAgFf3B,SAAU,CACN,CAEIG,UAAW,UACXK,MAAO,2CAEX,CAEIL,UAAW,WACXK,MAAO,iCAEX,CAEIL,UAAW,WACXK,MAAO,yBACPC,IAAK,aAET,CACIN,UAAW,WACXK,MAAO,gZAEX,CAEIL,UAAW,OACXK,MAAO,2BAEX,CACIL,UAAW,OACXK,MAAO,y2DAEX,CACIL,UAAW,SACXW,SAAU,CACNrB,EAAKS,iBACLT,EAAKY,oBAGbZ,EAAKiB,QAAQ,MAAO,KACpBjB,EAAK+B,yB,iBCzHjBpH,EAAOD,QAAU,SAASsF,GACxB,IAAIwlB,EAAiB,CACjBplB,QAAS,gvBAUTD,QAAS,iBACTE,SAAU,+kCA2BVolB,EAAgBzlB,EAAKiB,QACvB,OACA,OACA,CACEV,SAAU,CAAC,UAGXwC,EAAQ,CACVrC,UAAW,QACXK,MAAO,OAAQC,IAAK,MACpBd,SAAUslB,EACVjlB,SAAU,IAER0C,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CAACN,MAAO,MAAOC,IAAK,OACpB,CAACD,MAAO,IAAKC,IAAK,OAGlB2I,EAAU,CACVjJ,UAAW,SACXK,MAAO,wFACPJ,UAAW,GAIf,OAFAoC,EAAMxC,SAAW,CAACoJ,GAEX,CACLzJ,SAAUslB,EACVjlB,SAAU,CACR0C,EACAjD,EAAK8B,oBACL2jB,EArCsB,CACxB/kB,UAAW,OACXK,MAAO,0BARE,CACTL,UAAW,OACXK,MAAO,qBACPJ,UAAW,GA2CTgJ,EACA,CACEjJ,UAAW,WACXG,cAAe,OAAQG,IAAK,IAAKuC,YAAY,EAC7ChD,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5BzB,MAAO,6BAET,CACEA,MAAO,IAAKC,IAAK,KAEnB,CACEN,UAAW,SACXK,MAAO,KAAMC,IAAK,KAAMI,YAAY,EACpClB,SAAUslB,EACVjlB,SAAU,CACR,OACAoJ,EACA1G,EACAjD,EAAK+B,qBACL,CAAChB,MAAO,MAEVT,QAAS,SAGbA,QAAS,QAEX,CACEI,UAAW,QACXG,cAAe,uCACfX,SAAUslB,EACVxkB,IAAK,MACLuC,YAAY,EACZhD,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,4CAG1C,CACEL,UAAW,OACXK,MAAO,ySAOT,CACEF,cAAe,SAAUG,IAAK,IAC9BT,SAAU,CAACP,EAAK8B,oBAAqB2jB,Q,iBC5H7C9qB,EAAOD,QAAU,SAASsF,GACxB,IAAI0Z,EAAW,CACbhZ,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,uDACR,CAACA,MAAO,eAEVJ,UAAW,GAETmE,EAAgB,CAClB9E,EAAK+B,qBACL/B,EAAK0C,kBACL1C,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKiB,QAAQ,SAAU,MAErBykB,EAAS1lB,EAAKQ,QAAQR,EAAKwC,WAAY,CACzCnB,SAAU,CACR,CAACN,MAAO,kCACR,CAACA,MAAO,uBAGR4kB,EAAS3lB,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,6BACnD,MAAO,CACLd,kBAAkB,EAClBC,SAAU,CACRE,QACE,4/BAYFD,QACE,gfAMFE,SACE,o4KAqDJE,SAAU,CACRmZ,EACA,CACEhZ,UAAW,UACXK,MAAO,kBAET,CACEL,UAAW,WACXG,cAAe,WAAYG,IAAK,IAChCT,SAAU,CACRmZ,EACAiM,EACA3lB,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKgX,mBACLhX,EAAK4B,cACL8jB,IAGJ,CACEhlB,UAAW,WACXK,MAAO,aAAcC,IAAK,IAC1Bd,SAAU,MACVK,SAAU,CACRolB,EACAD,GAEF/kB,UAAW,GAEb,CACEE,cAAe,aAAcG,IAAK,IAClCT,SAAU,CACRmZ,EACAiM,EACA3lB,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKgX,mBACLhX,EAAK4B,cACL8jB,IAGJ,CACEhlB,UAAW,OACXW,SAAU,CACR,CACEN,MAAO,wBACPJ,UAAW,IAEb,CAAEI,MAAO,QACT,CAAEA,MAAO,UAGbf,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKgX,mBACLhX,EAAK4B,cACL8jB,GACAzgB,OAAOH,GACTxE,QAAS,oB,mBC7Jb3F,EAAOD,QAAU,SAASsF,GACxB,IAAI4lB,EAAa,wCAMbC,EAEF,upBAkBF,MAAO,CACLvkB,QAAS,CAAC,MACVpB,SAAU,CACRE,QA3BF,2RA6BED,QACE,8BACFE,SACEwlB,GAEJ7jB,QAAShC,EAAKiC,SAAW,KACzB3B,QAAS,KACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAKiB,QAAQ,OAAQ,OAAQ,CAACV,SAAU,CAAC,UACzCP,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACG,MAAO,MAAOT,QAAS,OAC7D,CACEI,UAAW,SACXW,SAAU,CACP,CAAEN,MAAO,0BACT,CAAEA,MAAO,qCAGd,CACEL,UAAW,SACXK,MAAO,2BAET,CACEL,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,gBAAkB6kB,GAC3B,CAAE7kB,MAAO,iBAAmB6kB,GAC5B,CAAE7kB,MAAO,uBAAyB6kB,GAClC,CAAE7kB,MAAO,kDACA6kB,IAGXjlB,UAAW,GAEb,CACED,UAAW,WACXG,cAAe,KAAMG,IAAK,UAAWuC,YAAY,EACjDhD,SAAU,CAACP,EAAKc,wBAElB,CACEJ,UAAW,OACXK,MAAO,WAAYC,IAAK,MACxBT,SAAU,CACR,CACEG,UAAW,cACXK,MAAO,IAAKC,IAAK,OAIvB,CACEN,UAAW,QACXG,cAAe,OAAQG,IAAK,IAC5BT,SAAU,CACRP,EAAKQ,QAAQR,EAAKc,sBAAuB,CAACM,YAAY,KAExDd,QAAS,OAEX,CACEI,UAAW,QACXG,cAAe,0BAA2BG,IAAK,IAC/CT,SAAU,CACRP,EAAKQ,QAAQR,EAAKc,sBAAuB,CAACM,YAAY,KAExDd,QAAS,YAEX,CACES,MAAOf,EAAKiC,SAAW,KACvB/B,SAAU,CAACG,SAAUwlB,IAEvB,CACE9kB,MAAO,U,gCCpGfhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA0HlBjH,EAAQiH,QAzHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,SAEX,iBAAkB,CAChB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,gBAAmB,OACnB,UAAa,UAEf,gBAAiB,CACf,gBAAmB,WAErB,gBAAiB,CACf,gBAAmB,WAErB,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,gCC1HjB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,aAAc,CACZ,WAAc,OACd,MAAS,WAEX,eAAgB,CACd,WAAc,OACd,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,WAAc,OACd,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,UAAa,Y,iBCnGjBhH,EAAOD,QAAU,SAASsF,GACtB,IAAI8lB,EAAc9lB,EAAKiB,QAAQ,OAAQ,QAsBvC,MAAO,CACHX,QAAS,KACTC,SAAU,CACNulB,EAvBc,CAClBplB,UAAW,YACXK,MAAO,qDAQQ,CACfA,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACNulB,EARkB,CACtBplB,UAAW,OACXK,MAAO,UASHf,EAAKS,iBAAkBT,EAAKY,wB,iBCnBxCjG,EAAOD,QAAU,SAASsF,GAaxB,MAAO,CACLC,kBAAkB,EAClBC,SAAU,CACRE,QACE,4vBASFC,SACE,6SAMFF,QACE,8DAGJG,QAAS,IACTC,SAAU,CACRP,EAAK+B,qBACL/B,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKY,kBACL,CACEF,UAAW,SACXK,MAjCU,8GAkCVJ,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,wBACPR,SAAU,CAACP,EAAK6B,mBAElB,CACEnB,UAAW,SACXK,MAAO,4BACPR,SAAU,CAACP,EAAK6B,uB,iBCvDxBlH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLO,SAAU,CACRP,EAAK4B,cACL,CACEb,MAAO,6CAA8CC,IAAK,IAC1DuC,YAAY,GAEd,CACExC,MAAO,2BAA4BC,IAAK,IACxCd,SAAU,wCACVS,UAAW,IAEb,CACEI,MAAO,iBAAkBC,IAAK,IAC9BT,SAAU,CAACP,EAAK4B,eAChBjB,UAAW,IAEbX,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,MAAOC,IAAK,OACnBoE,cAAc,EAAM7B,YAAY,EAChC5C,UAAW,O,iBCxBnBhG,EAAOD,QAAU,SAASsF,GACxB,IAEI+lB,EAAW,CACbrlB,UAAW,YACXK,MAAO,cAAeC,IAAK,OAAQuC,YAAY,EAC/C9B,OAAQ,CACNT,IAAK,IACLL,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,WACXK,MAAO,iBAET,CACEL,UAAW,UACXK,MAAO,mBAMf,MAAO,CACLO,QAAS,CAAC,QAAS,aACnBrB,kBAAkB,EAClBC,SAAU,SACVK,SAAU,CAER,CACEQ,MAAO,+BACPC,IAAK,IACLd,SAAU,QACVK,SAAU,CACRwlB,EACA/lB,EAAK0C,oBAKT,CACE3B,MAAO,yCACPC,IAAK,IACLd,SAAU,+DACVI,QAAS,KACTC,SAAU,CACR,OACAwlB,EACA/lB,EAAK0C,oBAKT,CACE3B,MAAO,yBACPC,IAAK,IACLT,SAAU,CACRwlB,EACA/lB,EAAK0C,oBAKT1C,EAAK0C,sB,iBC9DX/H,EAAOD,QAAU,SAASsF,GACxB,IAqBIgmB,EAAe,4BA4BfC,EAAQ,CACRvlB,UAAW,YACXK,MAAO,aACPU,OAAQ,CACNf,UAAW,SACXM,IAAKglB,EACLtkB,WAAW,IAQbwkB,EAAgB,CAClBnlB,MAAOilB,EAAe,QACtBzjB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,YACXK,MAAOilB,EACPhlB,IAAK,QACLuC,YAAY,EACZ5C,UAAW,IAGfA,UAAW,GAKTwlB,EAAa,CACfplB,MAAOilB,EAAe,QAAShlB,IAAK,IACpCuB,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOilB,MAI1C,MAAO,CACL1kB,QAAS,CAAC,MACVrB,kBAAkB,EAClBC,SA5Fa,CACXE,QACE,uNAGFD,QACE,yCACFE,SACE,8sBAqFJE,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,gCAETf,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACL,CACEnB,UAAW,QACXK,MAAO,SAAUC,IAAK,SAI5BhB,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,mBACT,CAAEA,MAAO,oBACT,CAAEA,MAAOf,EAAKqF,cAEhB1E,UAAW,GAEb,CACEI,MAAO,IAAMf,EAAKoD,eAAiB,kCACnClD,SAAU,oBACVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKyF,YACL,CACE1E,MAAO,IAAKC,IAAK,aACjBL,UAAW,EACXY,YAAa,QAGjBZ,UAAW,GAlGJ,CACTD,UAAW,UACXK,MAAO,eACPU,OAAQ,CACNf,UAAW,SACXM,IAAK,0BACLU,WAAW,IAlBF,CACXhB,UAAW,UACXK,MAAO,iBACPU,OAAQ,CACNf,UAAW,SACXM,IAAK,sBACLU,WAAW,IA4Gb,CACEhB,UAAW,WACXG,cAAe,WAAYG,IAAK,KAAMuC,YAAY,EAClDhD,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,6BACtC,CACEL,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZhD,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,wBAIXzB,QAAS,QAEX,CACES,MAAO,MAAQf,EAAKiC,SAAUtB,UAAW,GAE3CslB,EACAC,EACAC,GAEF7lB,QAAS,O,iBCrKb3F,EAAOD,QAMP,SAASsF,GAEP,IAAIomB,EAAa,mEAQb7K,EAAW,qCAaXnS,EAAM,CACR1I,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,sBACR,CAACA,MAAO,gBAIRod,EAAe,CACjBzd,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACLuH,EACA,CACE1I,UAAW,WACXK,MAAO,OAAQC,IAAK,KACpBT,SAAU,CAACP,EAAK6B,qBAKlBwkB,EAAc,CAChB3lB,UAAW,SACXK,MAAO,IAAKC,IAAK,KAMnB,MAAO,CACLM,QAAS,CAAC,WAAY,YACtBrB,kBAAkB,EAClB+B,QAAS,WACT9B,SAAU,CACRC,QAASob,EACTnb,QAASgmB,EAAa,KAAOA,EAAWhX,MAAM,KAAKM,KAAK,MAAQ,KAtD9C,mKAsDqEN,MAAM,KAAKM,KAAK,OAEzGnP,SAAU,CACR,CACEc,SAAU,CACR,CAAEN,MAAO,KAAMC,IAAK,KACpB,CAAED,MAAO,OAAQC,IAAK,QACtB,CAAED,MAAO,KAAMC,IAAK,KACpB,CAAED,MAAO,KAAMC,IAAK,KACpB,CAAED,MAAO,gBAAiBC,IAAK,KAC/B,CAAED,MAAO,OAAQC,IAAK,KACtB,CAAED,MAAO,QAASC,IAAK,SACvB,CAAED,MAAO,MAAOC,IAAK,KACrB,CAAED,MAAO,UAAWC,IAAK,MACzB,CAAED,MAAO,kBAAmBC,IAAK,MAEnCV,QAAS,KAEXN,EAAKiB,QAAQ,KAAM,KACnBkd,EACAkI,EACAjd,EACA,CACErI,MAAO,+BACPJ,UAAW,EACX4B,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,YACXK,MAAO,SAET,CACEA,MAAO,IACPI,gBAAiB,EACjBR,UAAW,EACXJ,SAAU,CACR4d,EACAkI,EACAjd,EACA,CACE1I,UAAW,UACXK,MAAO,OAASwa,EAASnM,MAAM,KAAKM,KAAK,KAAO,QAgBlD,CAGE3O,MAAO,gCAMjB,CAEEL,UAAW,SACXK,MAAO,kBAGT,CACEA,MAAO,OA5HS,wFA4HgBqO,MAAM,KAAKM,KAAK,KAAO,eACvDnN,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,eACXK,MAAO,SAKb,CACEL,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,oBArIF,o7BAqIgCqO,MAAM,KAAKM,KAAK,KAAO,WAAW/O,UAAW,IACnF,CAACI,MAAO,c,gCCtJlBhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2GlBjH,EAAQiH,QA1GO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,a,mBC7GbhH,EAAOD,QAAU,SAASsF,GACxB,IAmCIsd,EAAY,wDAQZC,EAAS,CACXxc,MAAOuc,EACP3c,UAAW,GAETyD,EAAS,CACX1D,UAAW,SAAUK,MAZA,sBAarBJ,UAAW,GAETsC,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OACxDW,EAAUjB,EAAKiB,QACjB,IACA,IACA,CACEN,UAAW,IAGX8Y,EAAU,CACZ/Y,UAAW,UACXK,MAAO,mCAELyc,EAAa,CACfzc,MAAO,WAAYC,IAAK,YAEtByc,EAAO,CACT/c,UAAW,UACXK,MAAO,MAAQuc,GAEbI,EAAW1d,EAAKiB,QAAQ,SAAU,OAClC0c,EAAM,CACRjd,UAAW,SACXK,MAAO,WAAauc,GAElBtD,EAAO,CACTjZ,MAAO,MAAOC,IAAK,OAEjBiZ,EAAO,CACT9Y,gBAAgB,EAChBR,UAAW,GAETwb,EAAO,CACTjc,SAnFa,CACb,eAEE,okEAiFF8B,QAASsb,EACT5c,UAAW,OAAQK,MAAOuc,EAC1B7b,OAAQwY,GAEN2D,EAAmB,CAAC5D,EAAM/W,EAAQwa,EAAMC,EAAUzc,EAAS0c,EAAKH,EAAYpZ,EAAQqV,EAAS8D,GAMjG,OAJAvD,EAAKzZ,SAAW,CAACP,EAAKiB,QAAQ,UAAW,IAAKkb,EAAMlC,GACpDA,EAAK1Z,SAAWqd,EAChBJ,EAAWjd,SAAWqd,EAEf,CACLtc,QAAS,CAAC,UACVhB,QAAS,KACTC,SAAU,CA3DE,CACZG,UAAW,OACXK,MAAO,MAAOC,IAAK,KAyDCgZ,EAAM/W,EAAQwa,EAAMC,EAAUzc,EAAS0c,EAAKH,EAAYpZ,EAAQqV,M,mBClGxF9e,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLO,SAAU,CAER,CACEG,UAAW,YACXK,MAAO,IAAKC,IAAK,KAGnB,CACED,MAAO,MACPU,OAAQ,CACNT,IAAK,IACLT,SAAU,CACR,CACEQ,MAAO,IAAKC,IAAK,KAGnBhB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,yB,kCCrBjB,sXAIA,IA6hBI0lB,EAAY,CACdlF,OAAQ,MACRC,SAAU,UACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,unCA8S3B+H,EAAW,CACbnF,OAAQ,MACRC,SAAU,SACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,6xCAyD3BgI,EAAgB,CAClBpF,OAAQ,MACRC,SAAU,eACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,8IAyrB3BiI,EAAgB,CAClBrF,OAAQ,MACRC,SAAU,eACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,m1BA8N3BkI,EAAU,CACZtF,OAAQ,MACRC,SAAU,QACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,iuBA6E3BmI,EAAa,CACfvF,OAAQ,MACRC,SAAU,WACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,6SA8D3BoI,EAAW,CACbxF,OAAQ,MACRC,SAAU,SACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,6MAE3BqI,EAAY,CACdzF,OAAQ,MACRC,SAAU,UACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,4xBAiL3BsI,EAAe,CACjB1F,OAAQ,MACRC,SAAU,cACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,8rBAyD3BuI,EAAS,CACX3F,OAAQ,MACRC,SAAU,OACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,g4BAoD3BwI,EAAY,CACd5F,OAAQ,MACRC,SAAU,UACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,4d,kCCzuE/BzkB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCzGlBhH,EAAOD,QAAU,SAASsF,GAExB,IAAIyD,EACF,iRAWEV,EAAQ,CACVrC,UAAW,QAAS0E,cAAc,EAAM7B,YAAY,EACpDxC,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACV9C,UAAW,IAET0a,EAAc,CAChB,CAEE3a,UAAW,SACXK,MAAO,MACPC,IAAK,MACLL,UAAW,IAEb,CAEED,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACwC,IAEb,CAEErC,UAAW,SACXK,MAAO,IACPC,IAAK,KAEP,CAEEN,UAAW,SACXK,MAAO,gFACPJ,UAAW,IAKf,OAFAoC,EAAMxC,SAAW8a,EAEV,CACLnb,SAAU,CACRE,QAASqD,yHACTvB,KAvCF,oCAyCA5B,QAAS,yBACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAKiB,QAAQ,OAAQ,OAAQ,CAACV,SAAU,CAAC,UACzC,CAEEG,UAAW,OACXK,MAAO,8BAETkE,OAAOoW,M,iBC/Db1gB,EAAOD,QAAU,SAASsF,GACxB,IAAIinB,EAAkB,oCAElBC,EACF,sMAGEnkB,EAAQ,CACVrC,UAAW,QACXK,MAAO,OAAQC,IAAK,IACpBgB,QAASilB,EACT/mB,SAAUgnB,GAERjkB,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,KAEnB,CACED,MAAO,IAAKC,IAAK,OAInBmmB,EAAW,CACbzmB,UAAW,WACXG,cAAe,oBAAqBG,IAAK,OACzCT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5BzB,MAAOkmB,EACP7lB,YAAY,MAIdgmB,EAAQpnB,EAAKQ,QAAQ2mB,EAAU,CACjCzmB,UAAW,QACXG,cAAe,0CAA2CG,IAAK,eAE7DqmB,EAA0B,CAC5BpkB,EACAjD,EAAK0C,kBACL0kB,EACAD,EACA,CACEpmB,MAAO,MAET,CACEL,UAAW,SACXK,MAAO,cACPR,SAAU,CAAC0C,EAAQ,CAAClC,MAhDD,uFAiDnBJ,UAAW,GAEb,CACED,UAAW,SACXK,MAAOkmB,EAAkB,SACzBtmB,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,4EACPJ,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,kCAET,CACEA,MAAO,MAET,CACEA,MAAO,IAAMf,EAAKoD,eAAiB,QACnC7C,SAAU,CACRP,EAAK0C,kBACL,CACEhC,UAAW,SACXJ,QAAS,MACTC,SAAU,CAACP,EAAK6B,iBAAkBkB,GAClC1B,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,WAEnB,CACED,MAAO,QAASC,IAAK,gBAK7BL,UAAW,IAKf,OAFAoC,EAAMxC,SAAW8mB,EAEV,CACLrlB,QAASilB,EACT/mB,SAAUgnB,EACV3mB,SAAU8mB,K,gCC9FdttB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCC3FlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCC3FlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAwHlBjH,EAAQiH,QAvHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,kCAAmC,CACjC,MAAS,WAEX,eAAgB,CACd,UAAa,UAEf,YAAa,CACX,UAAa,SACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,a,iBC1HbhH,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QAAU,0vBAUVC,SAAU,40SAqFVF,QAAS,8dAQPmnB,EAAkBtnB,EAAKiB,QAAQ,IAAK,KAEpC2I,EACJ,CACElJ,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,6HAC3BK,SAAU,CACR,CACEQ,MAAO,OAAQJ,UAAW,GAE5B,CACEE,cAAe,UAAWG,IAAK,IAC/Bd,SAAU,CAAC,eAAgB,WAC3BK,SAAU,CACR,CACEG,UAAW,cACXK,MAAO,IAAKC,IAAK,IACjBV,QAAS,SAIfN,EAAK8B,oBACL9B,EAAK+B,qBACLulB,IAIAC,EACJ,CACExmB,MAAO,cACPC,IAAK,KACLd,SAAU,SACVK,SAAU,CACR,CACEG,UAAW,OACXK,MAAOf,EAAKsD,oBACZ3C,UAAW,KAMb6mB,EAAe,CACjB,CACE9mB,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZpC,gBAAgB,EAChBR,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,UAETf,EAAK4B,cACL5B,EAAK+B,qBACLulB,EACAC,KAKFE,EACJ,CACE/mB,UAAW,QACXK,MAAOf,EAAKsD,oBACZ3C,UAAW,GAGT+mB,EAAa,SAAU7mB,EAAeG,EAAK+V,GAC7C,IAAI/X,EAAOgB,EAAKQ,QACd,CACEE,UAAW,WACXG,cAAeA,EACfG,IAAKA,EACLuC,YAAY,EACZhD,SAAU,GAAG0E,OAAOuiB,IAEtBzQ,GAAY,IAMd,OAJA/X,EAAKuB,SAASnG,KAAKqtB,GACnBzoB,EAAKuB,SAASnG,KAAK4F,EAAK4B,eACxB5C,EAAKuB,SAASnG,KAAK4F,EAAK+B,sBACxB/C,EAAKuB,SAASnG,KAAKktB,GACZtoB,GAGL2oB,EACJ,CACEjnB,UAAW,WACXK,MAAO,OAAS0C,EAASpD,SAAS+O,MAAM,KAAKM,KAAK,KAAO,QAGvDkY,EACJ,CACElnB,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,GAGTknB,EACJ,CAEE9mB,MAAOf,EAAKsD,oBAAsB,UAClCf,aAAa,EACbrC,SAAUuD,EACV9C,UAAW,EACXJ,SAAU,CACR,CACEM,cAAe4C,EAASrD,SAE1BunB,EACA,CACEjnB,UAAW,WACXK,MAAOf,EAAKsD,oBACZ3C,UAAW,KAKbmnB,EACJ,CAEE/mB,MAAO,KACPC,IAAK,KACLL,UAAW,EACXT,SAAU,CAAEG,SAAUoD,EAASpD,SAAUF,QAASsD,EAAStD,SAC3DI,SAAU,CACRP,EAAK4B,cACL5B,EAAK+B,qBACLulB,EACAK,EACAE,EACAD,EACA,SAMJ,OAFAC,EAAatnB,SAASnG,KAAK0tB,GAEpB,CACLxmB,QAAS,CAAC,OACVrB,kBAAkB,EAClBC,SAAUuD,EACVnD,QAAS,uBACTC,SAAU,CACRP,EAAK4B,cACL5B,EAAK8B,oBACL9B,EAAK+B,qBACLulB,EACAM,EACAhe,EACA,CACElJ,UAAW,UACXK,MAAO,yEAET2mB,EAAW,eAAgB,KAC3BA,EAAW,KAAM,KACjB,CACE7mB,cAAe,gBACfG,IAAK,IAELL,UAAW,EACXJ,SAAU,CACRP,EAAK+B,qBACLulB,EACAQ,IAGJ,CAEEzmB,SAAU,CACR,CAAEN,MAAOf,EAAKsD,oBAAsB,MAAQtD,EAAKsD,qBACjD,CAAEvC,MAAOf,EAAKsD,oBAAsB,UAEtC3C,UAAW,GAEbknB,EACAN,M,kCC5RNxtB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAoGlBjH,EAAQiH,QAnGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,SAEX,YAAa,CACX,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,UAAa,SACb,MAAS,QAEX,gBAAiB,CACf,UAAa,UAEf,WAAY,CACV,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,iBAAkB,CAChB,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,QAEX,gBAAiB,CACf,MAAS,OACT,gBAAmB,WAErB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,gBAAmB,UACnB,MAAS,U,gCCpGb5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAgJlBjH,EAAQiH,QA/IO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,qBAAsB,CACpB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,WAAY,CACV,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,kBAAmB,CACjB,MAAS,a,o2BChJb,SAASomB,EAAK3H,EAAM4H,EAAK5oB,GACxB,cAAYghB,EAAKtY,UAAjB,aACC,GAAImgB,EADA7oB,EAAoB,QACR4oB,GAAM,OAAO5oB,EAIxB,SAAS6oB,EAAOC,EAAKC,GAC3B,IAAIC,EAAMtd,EAAKsN,EACf,GAAI8P,IAAQC,EAAK,OAAO,EAExB,GAAID,GAAOC,IAAQC,EAAKF,EAAIrJ,eAAiBsJ,EAAItJ,YAAa,CAC7D,GAAIuJ,IAASvf,KAAM,OAAOqf,EAAIG,YAAcF,EAAIE,UAChD,GAAID,IAAStZ,OAAQ,OAAOoZ,EAAI3hB,aAAe4hB,EAAI5hB,WAEnD,GAAI6hB,IAAS3c,MAAO,CACnB,IAAKX,EAAIod,EAAIpuB,UAAYquB,EAAIruB,OAC5B,KAAOgR,KAASmd,EAAOC,EAAIpd,GAAMqd,EAAIrd,MAEtC,OAAgB,IAATA,EAGR,GAAIsd,IAASE,IAAK,CACjB,GAAIJ,EAAIjG,OAASkG,EAAIlG,KACpB,OAAO,EAER,cAAYiG,KAAZ,aAAiB,CAEhB,IADA9P,EADItN,EAAY,UAEU,iBAARsN,KACjBA,EAAM2P,EAAKI,EAAK/P,IACN,OAAO,EAElB,IAAK+P,EAAItQ,IAAIO,GAAM,OAAO,EAE3B,OAAO,EAGR,GAAIgQ,IAASG,IAAK,CACjB,GAAIL,EAAIjG,OAASkG,EAAIlG,KACpB,OAAO,EAER,cAAYiG,KAAZ,aAAiB,CAEhB,IADA9P,GADItN,EAAY,SACN,KACgB,iBAARsN,KACjBA,EAAM2P,EAAKI,EAAK/P,IACN,OAAO,EAElB,IAAK6P,EAAOnd,EAAI,GAAIqd,EAAIzpB,IAAI0Z,IAC3B,OAAO,EAGT,OAAO,EAGR,GAAIgQ,IAASI,YACZN,EAAM,IAAIO,WAAWP,GACrBC,EAAM,IAAIM,WAAWN,QACf,GAAIC,IAASM,SAAU,CAC7B,IAAK5d,EAAIod,EAAIS,cAAgBR,EAAIQ,WAChC,KAAO7d,KAASod,EAAIU,QAAQ9d,KAASqd,EAAIS,QAAQ9d,KAElD,OAAgB,IAATA,EAGR,GAAI0d,YAAYK,OAAOX,GAAM,CAC5B,IAAKpd,EAAIod,EAAIS,cAAgBR,EAAIQ,WAChC,KAAO7d,KAASod,EAAIpd,KAASqd,EAAIrd,KAElC,OAAgB,IAATA,EAGR,IAAKsd,GAAuB,iBAARF,EAAkB,CAErC,IAAKE,KADLtd,EAAM,EACOod,EAAK,CACjB,GAAIrQ,EAAI3d,KAAKguB,EAAKE,MAAWtd,IAAQ+M,EAAI3d,KAAKiuB,EAAKC,GAAO,OAAO,EACjE,KAAMA,KAAQD,KAASF,EAAOC,EAAIE,GAAOD,EAAIC,IAAQ,OAAO,EAE7D,OAAOruB,OAAO+N,KAAKqgB,GAAKruB,SAAWgR,GAIrC,OAAOod,GAAQA,GAAOC,GAAQA,ECjE/B,SAASW,EAAsBhqB,GAC7B,IAAIokB,EAAM6F,cACNC,EAAYD,YAAO,GAOvB,OALKd,EAAOnpB,EAAOokB,EAAI9P,WACrB8P,EAAI9P,QAAUtU,EACdkqB,EAAU5V,SAAW,GAGhB,CAAC4V,EAAU5V,S,gBD1BhByE,EAAM9d,OAAOC,UAAUC,eC2CZgvB,IAdf,SAA8B1hB,EAAU2hB,GAMtC,OAAOC,YAAU5hB,EAAUuhB,EAAsBI,M,iBCnCnDvuB,EAAOD,QAAU,SAASsF,GAuWxB,MAAO,CACLgC,QAAS,2BACT9B,SAAU,CACRE,QAzWW,kEA0WXD,QAzWW,4DA0WXE,SAxWE,032BAyWFuhB,OARU,iBAUZrhB,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,OACPC,IAAK,OACLT,SAAU,CAAC,SAEbP,EAAKY,kBACL,CACEF,UAAW,SACXC,UAAW,EACXU,SAAU,CACR,CAGEN,MAAO,yDAET,CAEEA,MAAO,wDACPJ,UAAW,IAEb,CAGEI,MAAO,+BAET,CAGEA,MAAO,qCAKfT,QAAS,O,mBClZb3F,EAAOD,QAAU,SAASsF,GACxB,IAEIyD,EACF,iWAqBE2lB,EAAmB,CACrB1oB,UAAW,SACXK,MAhBmB,uNAiBnBJ,UAAW,GAGb,MAAO,CACLW,QAAS,CAAC,OACVpB,SAAUuD,EACVnD,QAAS,QACTC,SAAU,CACRP,EAAKiB,QACH,UACA,OACA,CACEN,UAAY,EACZJ,SAAW,CACT,CAEEQ,MAAO,OAAQJ,UAAW,GAE5B,CACED,UAAY,SACZK,MAAQ,iBAKhBf,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAW,QACXG,cAAe,kBAAmBG,IAAK,QAASuC,YAAY,EAC5DrD,SAAU,kBACVI,QAAS,WACTC,SAAU,CACR,CAACM,cAAe,sBAChBb,EAAKc,wBAGT,CAGED,cAAe,wBACfF,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,qHAAoCf,EAAKsD,oBAAsB,UAAWf,aAAa,EAAMvB,IAAK,QACzGuC,YAAY,EACZrD,SAAUuD,EACVlD,SAAU,CACR,CACEQ,MAAOf,EAAKsD,oBAAsB,UAAWf,aAAa,EAC1D5B,UAAW,EACXJ,SAAU,CAACP,EAAKc,wBAElB,CACEJ,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACV9C,UAAW,EACXJ,SAAU,CACRP,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cACL5B,EAAK+B,uBAGT/B,EAAK8B,oBACL9B,EAAK+B,uBAGTqnB,EACA,CACE1oB,UAAW,OAAQK,MAAO,kB,kCCpGlChH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAkFlBjH,EAAQiH,QAjFO,CACb,KAAQ,CACN,MAAS,UACT,WAAc,UACd,QAAW,QACX,UAAa,OACb,QAAW,SAEb,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCClFlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCzGlBhH,EAAOD,QAAU,SAASsF,GACtB,IAAIqpB,EACiB,yBADjBA,EAEiB,mBAsBjBvD,EAAc9lB,EAAKiB,QAAQ,IAAK,KAsBhCqoB,EAAsB,CACtBvoB,MAAOsoB,EAA0B,QACjC9mB,aAAa,EACbvB,IAAK,IACLL,UAAW,EACXJ,SAAU,CAAC,CAACG,UAAW,YAAaK,MAAOsoB,KAG/C,MAAO,CACL/oB,QAAS+oB,EACTnpB,SAnDa,CACX,QACA,MACA,OACA,KACA,OACA,MACA,QACA,SACA,SACA,OACA,KACA,OACA,QACA,KACA,QACA,OAmCiBwP,KAAK,KACxBnP,SAAU,CACN+oB,EACAxD,EAjCmB,CACrBplB,UAAW,SACXK,MAAO,sCAGe,CACtBL,UAAW,SACXK,MAAO,sCAGmB,CAC1BL,UAAW,SACXK,MAAO,+CAGwB,CAC/BL,UAAW,SACXK,MAAO,SAqBLf,EAAKY,kBACLZ,EAAKyC,gB,iBClEf9H,EAAOD,QAAU,SAASsF,GAExB,IAAI0Z,EAAW,CACbhZ,UAAW,WACXW,SAAU,CACR,CACEN,MAAO,SAAWf,EAAKsD,oBAAsB,MAC7C/C,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,oBAqDb,MAAO,CACLO,QAAS,CAAC,KAAM,OAChBpB,SACE,4HAEF8B,QAAS,SACTzB,SAAU,CACRP,EAAK0C,kBACLgX,EAxDe,CACjBhZ,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACL6X,IAIO,CACThZ,UAAW,WACXK,MAAO,eAAgBC,IAAK,KAC5Bd,SAAU,CACRG,SACE,kPAKJE,SAAU,CACRmZ,IAIY,CACd3Y,MAAO,IAAMf,EAAKsD,oBAAsB,cACxChD,QAAS,MACTiC,aAAa,EACbhC,SAAU,CACR,CACEQ,MAAO,IAAMf,EAAKsD,oBAAqBtC,IAAK,UAC5CuC,YAAY,KAKP,CACT7C,UAAW,OACXK,MAAO,YAAaC,IAAK,IACzBd,SAAU,CAAC,eAAgB,UAC3B8B,QAAS,WAGE,CACXtB,UAAW,UACXK,MAAO,WAAYC,IAAK,IACxBT,SAAU,CAACmZ,Q,iBC7Df/e,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,MACVpB,SAAU,+6BAYVK,SAAU,CACRP,EAAKiB,QAAQ,YAAa,KAC1BjB,EAAKiB,QAAQ,YAAa,KAC1B,CACEJ,cAAe,OACfG,IAAK,QACLuC,YAAY,EACZhD,SAAU,CACR,CACEG,UAAW,QACXK,MAAO,kDACPC,IAAK,eACLG,gBAAgB,EAChBoC,YAAY,KAIlB,CACEA,YAAY,EACZlC,SAAU,CACR,CACEN,MAAO,mEACPC,IAAK,uBAEP,CACED,MAAO,8CACPC,IAAK,+BAIX,CACEN,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACRrB,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,SAGnD,CACEI,UAAW,SACXW,SAAU,CAACrB,EAAKgX,mBAAoBhX,EAAK4B,oB,kCC3CjD,SAAS2nB,KACT,SAASC,KAHT,IAAIC,EAAuB1lB,EAAQ,QAInCylB,EAAuBE,kBAAoBH,EAE3C5uB,EAAOD,QAAU,WACf,SAASivB,EAAKrL,EAAOsL,EAAUC,EAAezhB,EAAU0hB,EAAcC,GACpE,GAAIA,IAAWN,EAAf,CAIA,IAAIjtB,EAAM,IAAIC,MACZ,mLAKF,MADAD,EAAIsB,KAAO,sBACLtB,GAGR,SAASwtB,IACP,OAAOL,EAFTA,EAAKM,WAAaN,EAMlB,IAAIO,EAAiB,CACnB9e,MAAOue,EACPnG,KAAMmG,EACNQ,KAAMR,EACNS,OAAQT,EACRpqB,OAAQoqB,EACRjJ,OAAQiJ,EACR/H,OAAQ+H,EAERU,IAAKV,EACLW,QAASN,EACTpG,QAAS+F,EACTY,YAAaZ,EACba,WAAYR,EACZ7c,KAAMwc,EACNc,SAAUT,EACVtG,MAAOsG,EACPvG,UAAWuG,EACXU,MAAOV,EACPW,MAAOX,EAEPY,eAAgBpB,EAChBE,kBAAmBH,GAKrB,OAFAW,EAAe3G,UAAY2G,EAEpBA,I,gCC5DTnwB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiHlBjH,EAAQiH,QAhHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnHlBhH,EAAOD,QAAU,WACf,MAAO,CACLuF,kBAAkB,EAClB+B,QAAS,yBACT9B,SAAU,CACRE,QAAS,+KAIXG,SAAU,CACV,CACEG,UAAW,SACXK,MAAO,IAAKC,IAAK,KAEnB,CACEN,UAAW,YACXK,MAAO,WAAYC,IAAK,IAAKuC,YAAY,O,gCCd/CxJ,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLuB,YAAa,MACbhB,SAAU,CACRP,EAAKiB,QAAQ,MAAO,MACpB,CACEF,MAAO,WAAYC,IAAK,UACxBO,YAAa,OACb6D,cAAc,EACd7B,YAAY,O,iBCTpB5I,EAAOD,QAAU,SAASsF,GACxB,IAEI6qB,EAAiB,WACjBC,EAAiB,CACnB3qB,QACE,uGAEFE,SACE,yMAGFD,QACE,2hCAkBA2qB,EAAe/qB,EAAKiB,QACtB,UACA,SACA,CACEN,UAAW,IAGXqqB,EAAkB,CACpBtqB,UAAW,OACXK,MAAO,kBACPU,OAAQ,CACNT,IAAK,mBACLU,WAAW,EACXnB,SAAU,CAACwqB,KAGXE,EAAc,CAChBvqB,UAAW,OACXK,MAAO,wCAELmqB,EAAmB,CACrBxqB,UAAW,SACXK,MAAO,sBAELoqB,EAAa,CACfnrB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKQ,QAAQR,EAAK4B,cAAe,CAACb,MAAOf,EAAKqF,YAAc,yBAC5DrF,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,OAC9CN,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/C,CACEI,UAAW,SACXK,MAAO,IAAKC,IAAK,KAEnB,CACEK,SAAU,CACR,CACEN,MAAO,wBAET,CACEA,MAAO,IAAKC,IAAK,OACjBV,QAAS,SAIf,CACEI,UAAW,OACXK,MAAO,SAAUC,IA7EA,mBA8EjBV,QAAS,OAEX,CACEI,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,gCACPJ,UAAW,GAEb,CACEI,MAAO,iBAIb,CACEA,MAAO,aACPJ,UAAW,EACXJ,SAAU,CAAC2qB,IAEb,CACExqB,UAAW,QACXG,cAAe,SACfa,WAAW,EAAMV,IAAK,SACtBT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOqqB,8CAI5C,MAAO,CACL9pB,QAAS,CAAC,KAAM,eAChBrB,kBAAkB,EAClB+B,QAASopB,2BACTlrB,SAAU4qB,EACVvqB,SAAU,CACR,CACEG,UAAW,OACXK,MAAO8pB,EACPlqB,UAAW,EACXc,OAAQ,CACNT,IAAK,6BACLU,WAAW,EACXf,UAAW,EACXJ,SAAU,CAACwqB,KAGfC,EACAC,EACA,CACEvqB,UAAW,OACXK,MAAO,wBACPU,OAAQ,CACNT,IAAK,4BACLgB,QAASopB,2BACTlrB,SAAU4qB,EACVvqB,SAAU,CACR,CACEG,UAAW,OACXK,MAAO8pB,EACPlqB,UAAW,EACXc,OAAQ,CACNT,IAAK,yCACLU,WAAW,EACXnB,SAAU,CAACwqB,KAGfC,EACAC,GACAhmB,OAAOkmB,KAGb,CACEzqB,UAAW,OACXK,MAAO,MACPJ,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,MAAOC,IAAI,UAClBL,UAAW,KAEbsE,OAAOkmB,M,kDCrJI,iBAPf,SAAc5T,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,gCCLJ9N,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiIlBjH,EAAQiH,QAhIO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,4BAA6B,CAC3B,MAAS,UACT,WAAc,UAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCjIlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAwHlBjH,EAAQiH,QAvHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC1HlBhH,EAAOD,QAAU,SAAS2wB,GACzB,IAAKA,EAAeC,gBAAiB,CACpC,IAAI3wB,EAASZ,OAAOoF,OAAOksB,GAEtB1wB,EAAO+jB,WAAU/jB,EAAO+jB,SAAW,IACxC3kB,OAAOyE,eAAe7D,EAAQ,SAAU,CACvC8D,YAAY,EACZC,IAAK,WACJ,OAAO/D,EAAOC,KAGhBb,OAAOyE,eAAe7D,EAAQ,KAAM,CACnC8D,YAAY,EACZC,IAAK,WACJ,OAAO/D,EAAOf,KAGhBG,OAAOyE,eAAe7D,EAAQ,UAAW,CACxC8D,YAAY,IAEb9D,EAAO2wB,gBAAkB,EAE1B,OAAO3wB,I,iBCPRA,EAAOD,QAfP,SAAyBuT,EAAK7O,EAAKN,GAYjC,OAXIM,KAAO6O,EACTlU,OAAOyE,eAAeyP,EAAK7O,EAAK,CAC9BN,MAAOA,EACPL,YAAY,EACZsgB,cAAc,EACdC,UAAU,IAGZ/Q,EAAI7O,GAAON,EAGNmP,I,mBCZTtT,EAAOD,QAAU,SAASsF,GAcxB,MAAO,CACLsB,QAAS,CAAC,WACVU,QAAS,gBACT9B,SAAU,CACRG,SAGE,wDACFD,QACE,myBAgBFD,QACE,sDAEJI,SAAU,CACRP,EAAK0C,kBACL1C,EAAKyC,YACLzC,EAAKY,kBA5CG,CACVF,UAAW,WACXK,MAAO,sBAEG,CACVL,UAAW,WACXK,MAAO,UAAWC,IAAK,S,iBCQ3BrG,EAAOD,QAfP,SAAuCkU,EAAQ+Q,GAC7C,GAAc,MAAV/Q,EAAgB,MAAO,GAC3B,IAEIxP,EAAKxF,EAFL0C,EAAS,GACTsjB,EAAa7lB,OAAO+N,KAAK8G,GAG7B,IAAKhV,EAAI,EAAGA,EAAIgmB,EAAW9lB,OAAQF,IAE7B+lB,EAASrM,QADblU,EAAMwgB,EAAWhmB,KACY,IAC7B0C,EAAO8C,GAAOwP,EAAOxP,IAGvB,OAAO9C,I,iBCZT3B,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SACE,ylBAUFK,SAAU,CACRP,EAAKiB,QAAQ,KAAM,S,gCCZzBlH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAqHlBjH,EAAQiH,QApHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,QAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,WAAc,QAEhB,iBAAkB,CAChB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCvHlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIiD,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,MACnBL,UAAW,IACV,CACDI,MAAO,MAAOC,IAAK,MACnBL,UAAW,IACV,CACDI,MAAO,IAAKC,IAAK,KAChB,CACDD,MAAO,IAAKC,IAAK,OAIvB,MAAO,CACLM,QAAS,CAAC,QACVrB,kBAAkB,EAClBK,QAAS,KACTC,SAAU,CACRP,EAAKiB,QAAQ,IAAK,KAClBjB,EAAK0C,kBACL,CACEhC,UAAW,UACXK,MAAO,UAAWC,IAAK,OAEzB,CACED,MAAO,4BAA6BC,IAAK,IACzCuB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,qBAET,CACEA,MAAO,IAAKI,gBAAgB,EAC5BR,UAAW,EACXJ,SAAU,CACRP,EAAKiB,QAAQ,IAAK,KAClBjB,EAAK0C,kBACL,CACEhC,UAAW,UACXK,MAAO,gCAET,CACEL,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,qBACR,CAACA,MAAO,gBAGZkC,EACA,CACEvC,UAAW,SACXK,MAAO,0BAETf,EAAKyC,oB,gCCzDnB1I,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCzGlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,OAAQ,QAClBpB,SAAU,CACRE,QACE,2LAGJG,SAAU,CACRP,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IACnC,CACED,UAAW,OACXK,MAAO,sCAGT,CACEL,UAAW,SACXK,MAAO,+mCAGT,CACEL,UAAW,SACXK,MAAO,+FAETf,EAAKQ,QAAQR,EAAKyC,YAAa,CAAC1B,MAAO,qB,kCCyE7C,SAASwqB,EAAa7d,EAAOzR,GACxB0V,eACHA,cAAc6Z,EAAkB9d,EAAO+d,GAAexvB,GAEvDwvB,EAAc,MAORC,EACLF,QACCA,MAA2B,IACpB,OACU,YAGf9d,GAASge,KAAY5xB,QACxB4xB,KAAYtxB,KAAK,IAEXsxB,KAAYhe,GAMb,SAAS+W,EAASkH,UACxBF,EAAc,EACPG,EAAWC,EAAgBF,GASnC,SAAgBC,EAAWE,EAASH,EAAcI,OAE3CC,EAAYT,EAAaU,IAAgB,UAC/CD,EAAUE,EAAWJ,EAChBE,QACJA,KAAmB,CACjBD,EAAiDA,EAAKJ,GAA/CE,SAA0BF,GAElC,gBACOQ,EAAYH,EAAUE,EAASF,KAAiB,GAAII,GACtDJ,KAAiB,KAAOG,IAC3BH,KAAmB,CAACG,EAAWH,KAAiB,IAChDA,MAAqBK,SAAS,OAKjCL,MAAuBR,GAGjBQ,KAOD,SAAS7C,EAAU5hB,EAAUiE,OAE7B8gB,EAAQf,EAAaU,IAAgB,IACtCta,eAAwB4a,EAAYD,MAAa9gB,KACrD8gB,KAAe/kB,EACf+kB,MAAc9gB,EAEdggB,UAAyCpxB,KAAKkyB,IAQzC,SAASE,EAAgBjlB,EAAUiE,OAEnC8gB,EAAQf,EAAaU,IAAgB,IACtCta,eAAwB4a,EAAYD,MAAa9gB,KACrD8gB,KAAe/kB,EACf+kB,MAAc9gB,EAEdggB,MAAkCpxB,KAAKkyB,IAIlC,SAASvD,EAAO0D,UACtBhB,EAAc,EACPiB,GAAQ,iBAAO,CAAEtZ,QAASqZ,KAAiB,IAQnD,SAAgBE,EAAoBzJ,EAAK0J,EAAcphB,GACtDigB,EAAc,EACde,GACC,WACmB,mBAAPtJ,EAAmBA,EAAI0J,KACzB1J,IAAKA,EAAI9P,QAAUwZ,OAErB,MAARphB,EAAeA,EAAOA,EAAKvG,OAAOie,IAQ7B,SAASwJ,EAAQ1f,EAASxB,OAE1B8gB,EAAQf,EAAaU,IAAgB,UACvCM,EAAYD,MAAa9gB,KAC5B8gB,KAAetf,IACfsf,MAAc9gB,EACd8gB,MAAiBtf,GAGXsf,KAOD,SAASO,EAAYtlB,EAAUiE,UACrCigB,EAAc,EACPiB,GAAQ,kBAAMnlB,IAAUiE,GAMzB,SAAS6Y,EAAWyI,OACpBC,EAAWvB,EAAiBsB,QAAQA,OAIpCR,EAAQf,EAAaU,IAAgB,UAI3CK,MAAiBQ,EACZC,GAEe,MAAhBT,OACHA,QACAS,EAASC,IAAIxB,IAEPuB,EAASzO,MAAMxf,OANAguB,KAahB,SAASG,EAAcnuB,EAAOouB,GAChCvb,UAAQsb,eACXtb,UAAQsb,cAAcC,EAAYA,EAAUpuB,GAASA,GAyBvD,SAASquB,IACRC,EAAkB1lB,SAAQ,eACrB2lB,UAEFA,UAAkC3lB,QAAQ4lB,GAC1CD,UAAkC3lB,QAAQ6lB,GAC1CF,UAAoC,GACnC,MAAOtyB,GACRsyB,UAAoC,GACpC1b,cAAoB5W,EAAGsyB,WAI1BD,EAAoB,GA8CrB,SAASE,EAAcE,OAGhBC,EAAOjC,EACe,mBAAjBgC,OAA6BA,QACxChC,EAAmBiC,EAOpB,SAASF,EAAaC,OAGfC,EAAOjC,EACbgC,MAAgBA,OAChBhC,EAAmBiC,EAOpB,SAASlB,EAAYmB,EAASC,UAE3BD,GACDA,EAAQ5zB,SAAW6zB,EAAQ7zB,QAC3B6zB,EAAQC,MAAK,SAACzV,EAAKzK,UAAUyK,IAAQuV,EAAQhgB,MAI/C,SAASme,EAAe1T,EAAK0V,SACT,mBAALA,EAAkBA,EAAE1V,GAAO0V,E,wVAxXtC5B,EAGAT,EAsBAsC,E,YAZArC,EAAc,EAGd2B,EAAoB,GAEpBW,EAAgBpc,cAChBqc,EAAkBrc,cAClBsc,EAAetc,UAAQuc,OACvBC,EAAYxc,cACZyc,EAAmBzc,UAAQ0c,QAK/B1c,cAAgB,YACf6Z,EAAmB,KACfuC,GAAeA,EAAcO,IAGlC3c,cAAkB,YACbqc,GAAiBA,EAAgBM,GAGrCrC,EAAe,MAETP,GAHNF,EAAmB8C,WAIf5C,IACHA,MAAsBhkB,QAAQ4lB,GAC9B5B,MAAsBhkB,QAAQ6lB,GAC9B7B,MAAwB,KAI1B/Z,UAAQuc,OAAS,YACZD,GAAcA,EAAaK,OAEzBlwB,EAAIkwB,MACNlwB,GAAKA,OAAaA,UAA0BtE,SA4RzB,IA3RXszB,EAAkBhzB,KAAKgE,IA2RP0vB,IAAYnc,UAAQ4c,yBAC/CT,EAAUnc,UAAQ4c,wBAvBpB,SAAwBhnB,OAQnBinB,EAPEC,EAAO,WACZhxB,aAAaL,GACTsxB,GAASC,qBAAqBH,GAClCxwB,WAAWuJ,IAENnK,EAAUY,WAAWywB,EAtSR,KAySfC,IACHF,EAAMD,sBAAsBE,MAcAtB,IA3R7B3B,UAGD7Z,cAAkB,SAAC2c,EAAOM,GACvBA,EAAUhB,MAAK,gBAEfP,MAA2B3lB,QAAQ4lB,GACnCD,MAA6BA,MAA2Bhd,QAAO,mBAC9DkH,MAAYgW,EAAahW,MAEzB,MAAOxc,GACR6zB,EAAYhB,MAAK,YACZxvB,QAAoBA,MAAqB,OAE9CwwB,EAAc,GACdjd,cAAoB5W,EAAGsyB,WAIrBc,GAAWA,EAAUG,EAAOM,IAGjCjd,UAAQ0c,QAAU,YACbD,GAAkBA,EAAiBE,OAEjClwB,EAAIkwB,SACNlwB,GAAKA,UAEPA,SAAgBsJ,QAAQ4lB,GACvB,MAAOvyB,GACR4W,cAAoB5W,EAAGqD,SAyN1B,IAAIswB,EAA0C,mBAAzBH,uB,kCC/SrB,+TAEIM,EAAS,KAKZnvB,QAAQovB,MAAM,2BACdD,EAAS9qB,EAAQ,SAEVgoB,KAAK,CACXgD,IAAK,2EACLC,QAAS1jB,SACT2jB,YAAa,aACbC,WAJW,SAIA9yB,GAIV,OAHIA,EAAM+K,WACT0nB,EAAOM,iBAAiB,CAACC,QAAShzB,EAAMiL,WAElCjL,KAkCK,qBAAiB,MACQqoB,YAAS7kB,OAAOwI,SAASinB,KAAK7c,OAAO,IAApE4R,EADuB,KACVkL,EADU,OAMM7K,YAAS,SAA1BO,EANW,KAQ5B,OACI,EAAC,IAAYuK,SAAb,CAAsBzwB,MAAOslB,GACzB,EAAC,IAAiBmL,SAAlB,CAA2BzwB,MAVP,MAYhB,EAAC,IAAD,KACI,YACI,EAAC,IAAD,CAAM1D,KAAM,IAAKojB,MAAM,GAAvB,cAEJ,EAAC,IAAD,KACI,EAAC,IAAD,CAAUwG,cAAeA,IACzB,EAAC,IAAD,CAAQwK,QAASC,cAAqBC,SAhBrC,SAACtzB,GAClBkzB,EAAelzB,EAAMwK,OAgBD,EAAC,IAAD,CAAMG,KAAK,MACX,EAAC,IAAD,CAAQA,KAAK,YACb,EAAC,IAAD,CAAeA,KAAK,mBACpB,EAAC,IAAD,CAAcA,KAAK,kBACnB,EAAC,IAAD,CAAYA,KAAK,gBACjB,EAAC,IAAD,CAAuBA,KAAK,2BAC5B,EAAC,IAAD,CAASA,KAAM,gCACf,EAAC,IAAD,CAAYA,KAAK,gBACjB,EAAC,IAAD,CAAiBA,KAAK,qBACtB,EAAC,IAAD,CAAyBA,KAAK,6CAC9B,EAAC,IAAD,CAAiCA,KAAK,mBACtC,EAAC,IAAD,CAASA,KAAK,2BACd,EAAC,IAAD,CAAyBA,KAAK,6BAC9B,EAAC,IAAD,CAAmBA,KAAM,uBACzB,EAAC,IAAD,CAAkBA,KAAM,sBACxB,EAAC,IAAD,CAA0BA,KAAM,8BAChC,EAAC,IAAD,CAAOpF,SAAO,EAACijB,MAAOC,IAAU8K,IAAK/jB,MAAO,UAA5C,yBAGR,EAAC,IAAD,W,wDCxFpB7R,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA6OlBjH,EAAQiH,QA5OO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,mBAAoB,CAClB,MAAS,UACT,WAAc,QAEhB,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,gBAAmB,4BAErB,gBAAiB,CACf,gBAAmB,2BAErB,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,kBAAmB,CACjB,eAAkB,aAEpB,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,wBAAyB,CACvB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,wBAAyB,CACvB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,kBAAmB,CACjB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,sCAAuC,CACrC,MAAS,WAEX,kBAAmB,CACjB,MAAS,WAEX,kBAAmB,CACjB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,kBAAmB,CACjB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,4BAA6B,CAC3B,MAAS,WAEX,wBAAyB,CACvB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,4BAA6B,CAC3B,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,qBAAsB,CACpB,MAAS,UACT,UAAa,UAEf,kBAAmB,CACjB,MAAS,a,iBC/ObhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClBM,SAAU,CACRP,EAAK0C,kBAEL,CACEhC,UAAW,OACXW,SAAU,CACR,CAAEN,MAAO,wBACT,CAAEA,MAAO,qBAIb,CACEA,MAAO,YAAcC,IAAK,aAC1BO,YAAa,OACbZ,UAAW,GAGb,CACED,UAAW,SACXK,MAAO,YAGT,CACEL,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,OACT,CAAEA,MAAO,iB,kDCnBF,iBAPf,SAAcwW,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCNJlN,EAAOD,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,OAAS,kB,iBCD1LC,EAAOD,QAAU,SAASsF,GAExB,MAAO,CACLsB,QAAS,CAAC,MACVpB,SAAU,CACRE,QACE,sVAOFC,SAEE,qHAGFF,QACE,cAEJG,QAAS,UACT0B,QAAS,eACTzB,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,yBACPJ,UAAW,GAEbX,EAAKiB,QACH,SACA,SACA,CACEV,SAAU,CAAC,UAGf,CACEG,UAAW,SACXK,MAAO,0BAGT,CACEL,UAAW,OACXK,MAAO,iBAET,CACEL,UAAW,OACXK,MAAO,kBACPJ,UAAW,GAEb,CACEI,MAAO,qBAAwBJ,UAAW,GAE5CX,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACC,UAAW,SAAUC,UAAW,IACrEX,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/C,CACEI,UAAW,SACXK,MACE,2HAIFJ,UAAW,GAEb,CACEI,MAAO,a,qBCjEf,IAAI6uB,EAA+B7rB,EAAQ,QAqB3CpJ,EAAOD,QAnBP,SAAkCkU,EAAQ+Q,GACxC,GAAc,MAAV/Q,EAAgB,MAAO,GAC3B,IACIxP,EAAKxF,EADL0C,EAASszB,EAA6BhhB,EAAQ+Q,GAGlD,GAAI5lB,OAAOolB,sBAAuB,CAChC,IAAIW,EAAmB/lB,OAAOolB,sBAAsBvQ,GAEpD,IAAKhV,EAAI,EAAGA,EAAIkmB,EAAiBhmB,OAAQF,IAEnC+lB,EAASrM,QADblU,EAAM0gB,EAAiBlmB,KACM,GACxBG,OAAOC,UAAU+lB,qBAAqB7lB,KAAK0U,EAAQxP,KACxD9C,EAAO8C,GAAOwP,EAAOxP,IAIzB,OAAO9C,I,gCChBTvC,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiIlBjH,EAAQiH,QAhIO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,QACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,4BAA6B,CAC3B,MAAS,UACT,WAAc,UAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnIlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAI6vB,EAAmB7vB,EAAKiB,QAC1B,IACA,IACA,CACEV,SAAU,CAAC,UAGf,MAAO,CACLgB,YAAa,MAAOZ,UAAW,EAC/BJ,SAAU,CACRP,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKiB,QACH,UACA,IACA,CACEN,UAAW,GACXJ,SAAU,CACRsvB,KAIN,CACEnvB,UAAW,OACXK,MAAO,gCACPJ,UAAW,IAEb,CACED,UAAW,QACXK,MAAO,4DAET,CACEL,UAAW,WACXK,MAAO,8BAET,CACEL,UAAW,UACXK,MAAO,sBAET,CACEL,UAAW,SACXK,MAAO,oBAETf,EAAK4B,kB,iBC3CXjH,EAAOD,QAAU,SAASsF,GACxB,IAAIiC,EAAW,2BACXwB,EAAW,CACbrD,QACE,mOAMFD,QACE,yCACFE,SACE,2gBASA+D,EAAS,CACX1D,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,mBACT,CAAEA,MAAO,oBACT,CAAEA,MAAOf,EAAKqF,cAEhB1E,UAAW,GAEToC,EAAQ,CACVrC,UAAW,QACXK,MAAO,SAAUC,IAAK,MACtBd,SAAUuD,EACVlD,SAAU,IAER+E,EAAgB,CAClBvE,MAAO,QAASC,IAAK,GACrBS,OAAQ,CACNT,IAAK,IAAKU,WAAW,EACrBnB,SAAU,CACRP,EAAK6B,iBACLkB,GAEFxB,YAAa,QAGbgE,EAAe,CACjBxE,MAAO,OAAQC,IAAK,GACpBS,OAAQ,CACNT,IAAK,IAAKU,WAAW,EACrBnB,SAAU,CACRP,EAAK6B,iBACLkB,GAEFxB,YAAa,QAGbiE,EAAkB,CACpB9E,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACLkB,IAGJA,EAAMxC,SAAW,CACfP,EAAKS,iBACLT,EAAKY,kBACL0E,EACAC,EACAC,EACApB,EACApE,EAAKyF,aAEP,IAAIsD,EAAkBhG,EAAMxC,SAAS0E,OAAO,CAC1CjF,EAAK+B,qBACL/B,EAAK8B,sBAGP,MAAO,CACLR,QAAS,CAAC,KAAM,OAChBpB,SAAUuD,EACVlD,SAAU,CACR,CACEG,UAAW,OACXC,UAAW,GACXI,MAAO,gCAET,CACEL,UAAW,OACXK,MAAO,MAAOC,IAAK,KAErBhB,EAAKS,iBACLT,EAAKY,kBACL0E,EACAC,EACAC,EACAxF,EAAK8B,oBACL9B,EAAK+B,qBACLqC,EACA,CACErD,MAAO,UAAWJ,UAAW,EAC7BJ,SAAU,CACR,CACEQ,MAAOkB,EAAW,QAASM,aAAa,EACxC5B,UAAW,EACXJ,SAAU,CAAC,CAACG,UAAW,OAAQK,MAAOkB,EAAUtB,UAAW,OAIjE,CACEI,MAAO,IAAMf,EAAKoD,eAAiB,kCACnClD,SAAU,oBACVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKyF,YACL,CACE/E,UAAW,WACXK,MAAO,cAAgBkB,EAAW,UAAWM,aAAa,EAC1DvB,IAAK,SACLT,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CACEN,MAAOkB,GAET,CACElB,MAAO,WAET,CACEA,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EAAM7B,YAAY,EAChCrD,SAAUuD,EACVlD,SAAUwI,OAMpB,CACErI,UAAW,GACXK,MAAO,KACPC,IAAK,MACLQ,MAAM,GAER,CACET,MAAO,IAAKC,IAAK,+CACjBO,YAAa,MACbhB,SAAU,CACR,CAAEQ,MAAO,4BAA6BS,MAAM,GAC5C,CACET,MAAO,sBAAuBC,IAAK,+CAAgDQ,MAAM,EACzFjB,SAAU,CACR,CAAEQ,MAAO,4BAA6BS,MAAM,GAC5C,YAMVb,UAAW,GAEb,CACED,UAAW,WACXG,cAAe,WAAYG,IAAK,KAAMuC,YAAY,EAClDhD,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOkB,IACtC,CACEvB,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,EACZhD,SAAUwI,IAGdzI,QAAS,QAEX,CACES,MAAO,UAETf,EAAKwD,aACL,CACE9C,UAAW,QACXG,cAAe,QAASG,IAAK,QAASuC,YAAY,EAClDjD,QAAS,WACTC,SAAU,CACR,CAACM,cAAe,WAChBb,EAAKc,wBAGT,CACED,cAAe,sBAAuBG,IAAK,KAAMuC,YAAY,IAGjEjD,QAAS,Y,mBCtMb3F,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClB+B,QAAS,WACT9B,SAAU,2/EACVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBAEL,CAEEC,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBT,SAAU,CAACP,EAAK6B,mBAGlB7B,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IAEnC,CAEED,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,mNAC3BK,SAAU,CACRP,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACF,UAAW,gBACjDV,EAAKyC,YACLzC,EAAK4B,cACL5B,EAAK8B,oBACL9B,EAAK+B,uBAIT,CAEErB,UAAW,SACXK,MAAO,gBAGTf,EAAKyC,YACLzC,EAAK4B,kB,iBCzCXjH,EAAOD,QAAU,WACf,MAAO,CACL4G,QAAS,CAAC,KAAM,SAAU,OAC1Bf,SAAU,CAER,CACEG,UAAW,UACXW,SAAU,CACR,CAAEN,MAAO,UAAWC,IAAK,KACzB,CAAED,MAAO,sBAIb,CACEA,MAAO,IAAKC,IAAK,IACjBO,YAAa,MACbZ,UAAW,GAGb,CACED,UAAW,SACXK,MAAO,8BAGT,CACEL,UAAW,SACXK,MAAO,qBAGT,CACEL,UAAW,WACXW,SAAU,CACR,CAAEN,MAAO,aACT,CAAEA,MAAO,QACPJ,UAAW,KAKjB,CACED,UAAW,QACXK,MAAO,SAAUC,IAAK,KAGxB,CACEN,UAAW,OACXW,SAAU,CACR,CACEN,MAAO,YAAeC,IAAK,WAE7B,CACED,MAAO,SAET,CACEA,MAAO,aAAcC,IAAK,IAC1BL,UAAW,KAKjB,CACEI,MAAO,cAAeC,IAAK,KAG7B,CACED,MAAO,+BACPwB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBoE,cAAc,EACd1D,WAAW,EACXf,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,SAAUC,IAAK,MACtBoE,cAAc,EAAM7B,YAAY,GAElC,CACE7C,UAAW,SACXK,MAAO,SAAUC,IAAK,MACtBoE,cAAc,EAAM7B,YAAY,IAGpC5C,UAAW,IAEb,CACEI,MAAO,eACPwB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EAAM7B,YAAY,GAElC,CACE7C,UAAW,OACXK,MAAO,OAAQC,IAAK,IACpBoE,cAAc,S,gCClG1BrL,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAqHlBjH,EAAQiH,QApHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,OACT,WAAc,QAEhB,eAAgB,CACd,MAAS,OACT,UAAa,UAEf,aAAc,CACZ,MAAS,OACT,UAAa,UAEf,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,OACT,WAAc,QAEhB,aAAc,CACZ,MAAS,OACT,WAAc,UAEhB,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,cAAe,CACb,MAAS,OACT,WAAc,sKAEhB,cAAe,CACb,MAAS,OACT,WAAc,sKAEhB,eAAgB,CACd,MAAS,OACT,WAAc,sKAEhB,aAAc,CACZ,MAAS,OACT,WAAc,QAEhB,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,mBAAoB,CAClB,MAAS,OACT,WAAc,QAEhB,yBAA0B,CACxB,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,WAAY,CACV,MAAS,QAEX,cAAe,CACb,MAAS,OACT,WAAc,sMAEhB,cAAe,CACb,MAAS,OACT,WAAc,0KAEhB,cAAe,CACb,MAAS,OACT,WAAc,0KAEhB,YAAa,CACX,MAAS,OACT,WAAc,0KAEhB,gBAAiB,CACf,MAAS,OACT,eAAkB,aAEpB,oBAAqB,CACnB,MAAS,OACT,eAAkB,aAEpB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,OACT,WAAc,8IAEhB,gBAAiB,CACf,MAAS,OACT,WAAc,8KAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCrHlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA0GlBjH,EAAQiH,QAzGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,yBAA0B,CACxB,eAAkB,aAEpB,cAAe,CACb,eAAkB,aAEpB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,gBAAmB,UACnB,MAAS,UACT,UAAa,UAEf,gBAAiB,CACf,gBAAmB,UACnB,MAAS,WAEX,gBAAiB,CACf,gBAAmB,UACnB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC5GlBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SACE,klCAcFI,QAAS,KACTC,SAAU,CACRP,EAAK0C,kBACL1C,EAAK4B,cACL5B,EAAKS,iBACLT,EAAKY,sB,mBCtBXjG,EAAOD,QAAU,SAASsF,GACxB,IAKI8vB,EAAQ,GAAIC,EAAQ,GAEpBC,EAAc,SAAS5xB,GAAK,MAAO,CAErCsC,UAAW,SAAUK,MAAO,KAAO3C,EAAI,MAAQA,IAG7C6xB,EAAa,SAASnyB,EAAMiD,EAAOJ,GAAa,MAAO,CACzDD,UAAW5C,EAAMiD,MAAOA,EAAOJ,UAAWA,IAGxCuvB,EAAc,CAEhBnvB,MAAO,MAAOC,IAAK,MAAOT,SAAUwvB,EAAOpvB,UAAW,GAIxDovB,EAAM31B,KACJ4F,EAAK8B,oBACL9B,EAAK+B,qBACLiuB,EAAY,KACZA,EAAY,KACZhwB,EAAKiX,gBACL,CACElW,MAAO,oBACPU,OAAQ,CAACf,UAAW,SAAUM,IAAK,WAAYuC,YAAY,IAE7D0sB,EAAW,SAAU,oBACrBC,EACAD,EAAW,WAAY,aAAkB,IACzCA,EAAW,WAAY,cACvBA,EAAW,WAAY,cACvB,CACEvvB,UAAW,YAAaK,MAAOkB,eAAoBjB,IAAK,IAAKuB,aAAa,EAAMgB,YAAY,GAE9F,CACE7C,UAAW,OACXK,MAAO,eAIX,IAAIovB,EAAsBJ,EAAM9qB,OAAO,CACrClE,MAAO,IAAKC,IAAK,IAAKT,SAAUuvB,IAG9BM,EAAmB,CACrBvvB,cAAe,OAAQM,gBAAgB,EACvCZ,SAAU,CAAC,CAACM,cAAe,YAAYoE,OAAO8qB,IAK5CM,EAAY,CACdtvB,MAAOuvB,4BAA2B/tB,aAAa,EAAMvB,IAAK,OAC1DL,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,YACXK,MA9DgB,uBA8DQC,IAAK,IAAKuC,YAAY,EAC9C9B,OAAQ,CACNN,gBAAgB,EAAMb,QAAS,QAC/BK,UAAW,EACXJ,SAAUwvB,MAMdQ,EAAe,CACjB7vB,UAAW,UACXK,MAAO,2GACPU,OAAQ,CAACT,IAAK,QAASU,WAAW,EAAMnB,SAAUwvB,EAAOpvB,UAAW,IAIlE6vB,EAAgB,CAClB9vB,UAAW,WACXW,SAAU,CAKR,CAACN,MAAO,gBAA0BJ,UAAW,IAC7C,CAACI,MAAO,aAEVU,OAAQ,CAACT,IAAK,OAAQU,WAAW,EAAMnB,SAAU4vB,IAG/CM,EAAgB,CAIlBpvB,SAAU,CAAC,CACTN,MAAO,eAAgBC,IAAK,SACzB,CACHD,MAnGkB,uBAmGMC,IAAK,MAE/BuB,aAAa,EACbb,WAAa,EACbpB,QAAS,WACTK,UAAW,EACXJ,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACLquB,EACAH,EAAW,UAAY,UACvBA,EAAW,WAAY,cACvBA,EAAW,eAAiBK,yBAAwB,GACpDL,EAAW,cAAe,yBAC1BA,EAAW,iBAAkB,0BAAyB,GACtDA,EAAW,eAAiB,IAAK,GACjC,CAACvvB,UAAW,gBAAiBK,MAAO,MAAOC,IAAK,OAChD,CAACN,UAAW,kBAAmBK,MAAO,kCACtC,CAACA,MAAO,MAAOC,IAAK,MAAOT,SAAU4vB,GACrC,CAACpvB,MAAO,gBAaZ,OATA+uB,EAAM11B,KACJ4F,EAAK8B,oBACL9B,EAAK+B,qBACLwuB,EACAC,EACAH,EACAI,GAGK,CACLxwB,kBAAkB,EAClBK,QAAS,cACTC,SAAUuvB,K,gCCtId/1B,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCjGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA8GlBjH,EAAQiH,QA7GO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,OACT,WAAc,WAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,QAEX,aAAc,CACZ,MAAS,OACT,WAAc,QAEhB,WAAY,CACV,MAAS,UACT,WAAc,UAEhB,YAAa,CACX,MAAS,UACT,WAAc,UAEhB,iBAAkB,CAChB,MAAS,UACT,WAAc,UAEhB,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,gBAAiB,CACf,WAAc,QAEhB,gBAAiB,CACf,WAAc,QAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kDCtGD,iBAPf,SAAc4V,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GACxB,IAAI0wB,EAAM1wB,EAAKmT,YAAY,OAAOzY,QAiClC,MAAO,CACL4G,QAAS,CAAC,OACVrB,kBAAkB,EAClBC,SAAU,CACRE,QACE,qHAEFC,SACE,418BAyVFF,QACE,8OAIJI,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKyC,YAvYM,CACb/B,UAAW,WACXK,MAAO,oBAKM,CACbL,UAAW,QACXK,MAAO,gCAKK,CACZL,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CAACQ,MAAO,KAAMJ,UAAW,KAEtC,CACEI,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CAACQ,MAAO,KAAQJ,UAAW,OAkXxC+vB,EAAIC,cAENrwB,QAAS,Y,mBCjZb3F,EAAOD,QAAU,SAASsF,GAuCxB,MAAO,CACPE,SAAU,CACRE,QAjCa,+FAmCbG,SAAU,CA1CG,CACbG,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,sBACR,CAACA,MAAO,gBAIC,CACXL,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CACEN,MAAO,cAAeC,IAAK,MAC3BL,UAAW,IAEb,CACEI,MAAO,cAAeC,IAAK,MAC3BL,UAAW,IAEb,CACEI,MAAO,YAAaC,IAAK,IACzBL,UAAW,IAEb,CACEI,MAAO,YAAaC,IAAK,IACzBL,UAAW,IAEb,CACEI,MAAO,UAAWC,IAAK,KAEzB,CACED,MAAO,UAAWC,IAAK,KAEzBhB,EAAKS,iBACLT,EAAKY,oBAULZ,EAAKyF,YACLzF,EAAK0C,kBACL1C,EAAKyC,gB,iBChDX9H,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,maAMVK,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cACL,CACElB,UAAW,OACXK,MAAO,IAAKC,IAAK,KAEnB,CACEN,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IAAKuC,YAAY,EACxDjD,QAAS,IACTC,SAAU,CACR,CAACM,cAAe,sBAChBb,EAAKc,4B,iBCxBfnG,EAAOD,QAAU,SAASsF,GACxB,IAAIoJ,EAAM,CACR1I,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,SACR,CAACA,MAAO,OAAQC,IAAK,KACrB,CAACD,MAAO,WAAaf,EAAKsD,uBAwD9B,MAAO,CACLhC,QAAS,CAAC,aACVf,SAAU,CACRP,EAAK0C,kBACL,CACE3B,MAAOf,EAAKsD,oBAAsB,QAASf,aAAa,EACxDvB,IAAK,IACLT,SAAU,CACR,CACEG,UAAW,UACXK,MAAOf,EAAKsD,sBAGhB3C,UAAW,GAEb,CACEI,MAAOf,EAAKsD,oBAAsB,MAAOtC,IAAK,MAAOuB,aAAa,EAClEhC,SAAU,CACR,CACEG,UAAW,YACXK,MAAOf,EAAKsD,oBACZ7B,OA1EI,CACZN,gBAAgB,EAChBa,QAAS,WACT9B,SAAU,CACRC,QACE,kJAGJQ,UAAW,EACXL,QAAS,KACTC,SAAU,CACRP,EAAK0C,kBACL,CACEhC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBuH,GAClC/H,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,OAItB,CACED,MAAO,aAAcC,IAAK,MAAOG,gBAAgB,EAAMoC,YAAY,EACnEhD,SAAU,CAAC6I,IAEb,CACE1I,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkBuH,GAClC/H,SAAU,CACR,CAACN,MAAO,SAAUC,IAAK,UAAWU,WAAW,GAE7C,CAACX,MAAO,YAAaC,IAAK,UAAWU,WAAW,GAEhD,CAACX,MAAO,sBAER,CAACA,MAAO,wBAIZ,CACEL,UAAW,SACXK,MAAO,+DAGT,CACEL,UAAW,SACXK,MAAO,4BACPJ,UAAW,GAEbyI,MA4BEzI,UAAW,IAGfL,QAAS,e,iBCzFb3F,EAAOD,QAAU,SAASsF,GACxB,IAAIsb,EAAetb,EAAKiB,QAAQ,KAAM,KA4DlCua,EAEF,gxBAiBEoV,EACFpV,EAAM1F,OACA1G,MAAM,KACNY,KAAK,SAAS+Q,GAAO,OAAOA,EAAI3R,MAAM,KAAK,MAC3CM,KAAK,KAuLPmhB,EAzFJ,muIA0FY/a,OACA1G,MAAM,KACNY,KAAK,SAAS+Q,GAAO,OAAOA,EAAI3R,MAAM,KAAK,MAC3CM,KAAK,KAEjB,MAAO,CACHpO,QAAS,CAAC,WAAW,cACrBrB,kBAAkB,EAClBC,SAAU,CACRE,QACE0wB,stFACFzwB,SACE0wB,i2MAIJzwB,QAAS,2DACTC,SAAU,CAER,CACEG,UAAW,UACXW,SAAU,CACR,CAAEN,MAAO,qBACT,CAAEA,MAAO,2CACT,CAAEA,MAAO,2CACT,CAAEA,MAAO,gDACT,CAAEA,MAAO,qCACT,CAAEA,MAAO,4BACT,CAAEA,MAAO,uBACT,CAAEA,MAAO,8BACT,CAAEA,MAAO,0CACT,CAAEA,MAAO,gCACT,CAAEA,MAAO,sCACT,CAAEA,MAAO,iFACT,CAAEA,MAAO,uBACT,CAAEA,MAAO,uBACT,CAAEA,MAAO,+BACT,CAAEA,MAAO,qBACT,CAAEA,MAAO,uBACT,CAAEA,MAAO,8DACT,CAAEA,MAAO,6BACT,CAAEA,MAAO,gDACT,CAAEA,MAAO,oCACT,CAAEA,MAAO,qCACT,CAAEA,MAAO,wCACT,CAAEA,MAAO,6BACT,CAAEA,MAAO,wBACT,CAAEA,MAAO,wCACT,CAAEA,MAAO,2BACT,CAAEA,MAAO,4BACT,CAAEA,MAAO,mCACT,CAAEA,MAAO,+BACT,CAAEA,MAAO,8BACT,CAAEA,MAAO,yCACT,CAAEA,MAAO,qCACT,CAAEA,MAAO,uCACT,CAAEA,MAAO,0CACT,CAAEA,MAAO,wBACT,CAAEA,MAAO,oBACT,CAAEA,MAAO,6BACT,CAAEA,MAAO,mCACT,CAAEA,MAAO,sCACT,CAAEA,MAAO,uGACT,CAAEA,MAAO,sEAIb,CACEA,MAAO,kCAIT,CACEA,MAAO,iBACPb,SAAU,WAGZ,CACEa,MAAO,qDAIT,CACEA,MAAO,6MAGT,CAEEA,MAAO,sCACPJ,UAAW,IAGb,CACEI,MAAO,iBACPC,IAAK,WACLU,WAAW,EACXxB,SAAU,CAERjE,KAAU,2KAMd,CACE8E,MAAO,mCACPb,SAAU,CAERE,QAAU,SAId,CACEW,MAAO,sDACPb,SAAU,CAERE,QAAU,qBAMd,CACES,cAAe,oCACfG,IAAKhB,EAAKqF,YACV3D,WAAW,EACXxB,SAAU,wCAGZ,CACEQ,UAAW,OACXK,MAAO,oCAGT,CACEL,UAAW,OACXK,MAAO,2FAGT,CACEA,MAAO,kGACPb,SAAU,CACRE,QAAS,UACTnE,KAAM,oFAIV,CACE8E,MAAO,OAAS8vB,EAAe,YAIjC,CACE9vB,MAAO,OAAS6vB,EAAW,QAE7B,CACE7vB,MAAO,OAAS6vB,EAAW,eAC3B1wB,SAAU,CACRE,QAAS,OACTnE,KAAMuf,EAAMhV,QAAQ,QAAQ,MAGhC,CACE9F,UAAW,OACXK,MAAO,OAAS6vB,EAAW,QAG7B,CACElwB,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAAC,CAACQ,MAAO,QAErB,CACEL,UAAW,SACXK,MAAO,eAAiBC,IAAK,IAC7BT,SAAU,CAAC,CAACQ,MAAO,UACnBJ,UAAW,IAEb,CACEI,MA5bU,4CA6bV6O,gBAAgB,EAChBrP,SAAU,CACR,CAGEgB,YAAa,CAAC,QAAQ,OAAO,SAAS,MAAM,IAAI,MAAM,OAAO,MAAM,OAAO,OAAO,SAAS,MAAM,QAChGJ,gBAAgB,KAKtB,CACEJ,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAAC,CAACQ,MAAO,QAGrBf,EAAK4B,cAEL5B,EAAK+B,qBACLuZ,EAGA,CACE5a,UAAW,OACXW,SAAU,CACR,CAACN,MAAO,cAAeJ,UAAW,IAClC,CAACI,MAAO,WACR,CAACA,MAAO,QAASC,IAAK,OAI1B,CACEN,UAAW,SACXK,MA7dE,sCA8dFJ,UAAW,Q,kCC1djB,SAAUqwB,EAAiBC,GAS/B,IAYE,IAXA,IAAIC,EAAcD,EAGZE,EAAM,GACRC,EAAS,EACTtmB,EAAM,EAEJumB,EADY,MACUv3B,OACxBw3B,OAAO,EAGJJ,GAAeE,IAVM,KAgBV,UALhBE,EAAUC,EAAqBL,KAKJE,EAAS,GAAKtmB,EAAMqmB,EAAIr3B,OAASu3B,EAAYC,EAAQx3B,QAf3D,KAmBrBq3B,EAAI/2B,KAAKk3B,GAETxmB,GAAOwmB,EAAQx3B,OACfo3B,EAAcA,EAAYv0B,WAG5B,OAAOw0B,EAAI5b,UAAU7F,KArBH,OAsBlB,MAAOxH,GACP,MAAO,aASX,SAASqpB,EAAqBC,GAC5B,IAQI9wB,EACA2T,EACAjV,EACAqyB,EACA73B,EAZEq3B,EAAOO,EAOPL,EAAM,GAOZ,IAAKF,IAASA,EAAKS,QACjB,MAAO,GAUT,GAPAP,EAAI/2B,KAAK62B,EAAKS,QAAQrkB,eAClB4jB,EAAKU,IACPR,EAAI/2B,KAAK,IAAI62B,EAAKU,KAIpBjxB,EAAYuwB,EAAKvwB,YACA,YAASA,GAExB,IADA2T,EAAU3T,EAAU0O,MAAM,OACrBxV,EAAI,EAAGA,EAAIya,EAAQva,OAAQF,IAC9Bu3B,EAAI/2B,KAAK,IAAIia,EAAQza,IAGzB,IAAMg4B,EAAe,CAAC,OAAQ,OAAQ,QAAS,OAC/C,IAAKh4B,EAAI,EAAGA,EAAIg4B,EAAa93B,OAAQF,KAEnC63B,EAAOR,EAAKr1B,aADZwD,EAAMwyB,EAAah4B,MAGjBu3B,EAAI/2B,KAAK,IAAIgF,EAAG,KAAKqyB,EAAI,MAG7B,OAAON,EAAIzhB,KAAK,IAhGlB,mD,iBCAA/U,EAAOD,QAAU,SAASsF,GACxB,IAAI6xB,EAAsB,CACxBnxB,UAAW,UACXK,MAAO,sBAGL2I,EAAU,CACZhJ,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,cAAeC,IAAK,IAC3BV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAElB,CAAEd,MAAO,mDACT,CACEA,MAAO,UAAYC,IAAK,IACxBV,QAAS,OAKXqJ,EAAU,CACZjJ,UAAW,SACXW,SAAU,CACR,CAAEN,MAAO,iBACT,CAAEA,MAAO,mEACT,CAAEA,MAAO,wFAEXJ,UAAW,GAGTiJ,EAAqB,CACvBlJ,UAAW,OACXK,MAAO,eAAgBC,IAAK,IAC5Bd,SAAU,CACR,eACE,kFAGJK,SAAU,CACR,CACEQ,MAAO,OAAQJ,UAAW,GAE5BX,EAAKQ,QAAQkJ,EAAS,CAAChJ,UAAW,gBAClC,CACEA,UAAW,cACXK,MAAO,YAAaC,IAAK,IACzBV,QAAS,OAEXN,EAAK8B,oBACL9B,EAAK+B,uBAIL+vB,EAAiB9xB,EAAKiC,SAAW,UAEjC8vB,EAAe,CACjB3xB,QAAS,+rBAWTC,SAAU,4vBASVF,QAAS,2BAGP6xB,EAAsB,CACxBH,EACA7xB,EAAK8B,oBACL9B,EAAK+B,qBACL4H,EACAD,GAGF,MAAO,CACLpI,QAAS,CAAC,IAAK,KAAM,IAAK,MAAO,MAAO,MAAO,KAAM,MAAO,OAC5DpB,SAAU6xB,EACVzxB,QAAS,KACTC,SAAUyxB,EAAoB/sB,OAAO,CACnC2E,EACA,CACE7I,MAAO,mJAAoJC,IAAK,IAChKd,SAAU6xB,EACVxxB,SAAU,CAAC,OAAQsxB,IAErB,CACE9wB,MAAOf,EAAKiC,SAAW,KACvB/B,SAAU6xB,GAEZ,CAIE1wB,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,KAAMC,IAAK,MACnB,CAACH,cAAe,wBAAyBG,IAAK,MAEhDd,SAAU6xB,EACVxxB,SAAUyxB,EAAoB/sB,OAAO,CACnC,CACElE,MAAO,KAAMC,IAAK,KAClBd,SAAU6xB,EACVxxB,SAAUyxB,EAAoB/sB,OAAO,CAAC,SACtCtE,UAAW,KAGfA,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,IAAMf,EAAKiC,SAAW,eAAiB6vB,EAC9CvvB,aAAa,EAAMvB,IAAK,QACxBuC,YAAY,EACZrD,SAAU6xB,EACVzxB,QAAS,aACTC,SAAU,CACR,CACEQ,MAAO+wB,EAAgBvvB,aAAa,EACpChC,SAAU,CAACP,EAAKwC,YAChB7B,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAU6xB,EACVpxB,UAAW,EACXJ,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL2H,EACAC,EACAkoB,EAEA,CACE9wB,MAAO,KAAMC,IAAK,KAClBd,SAAU6xB,EACVpxB,UAAW,EACXJ,SAAU,CACR,OACAP,EAAK8B,oBACL9B,EAAK+B,qBACL2H,EACAC,EACAkoB,MAKR7xB,EAAK8B,oBACL9B,EAAK+B,qBACL6H,IAGJ,CACElJ,UAAW,QACXG,cAAe,eAAgBG,IAAK,QACpCT,SAAU,CACR,CAACQ,MAAO,IAAKC,IAAK,IAAKT,SAAU,CAAC,SAClCP,EAAKwC,eAIX9H,QAAS,CACPi2B,aAAc/mB,EACdqoB,QAASvoB,EACTxJ,SAAU6xB,M,gCCnLhBh4B,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA4FlBjH,EAAQiH,QA3FO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,mCACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,iBC9FjBhH,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,SACVpB,SAAU,CACRE,QACE,sGACFC,SACE,6HAEFF,QACE,cAEJI,SAAU,CACRP,EAAKY,kBACLZ,EAAKyC,YACLzC,EAAK0C,kBACL,CACEhC,UAAW,OACXK,MAAO,iBACPT,QAAS,MAEX,CACEI,UAAW,SACXK,MAAO,UAET,CACEL,UAAW,QACXG,cAAe,cAAeG,IAAK,KACnCV,QAAS,KACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5Bf,OAAQ,CAACN,gBAAgB,EAAMoC,YAAY,OAIjD,CACE7C,UAAW,QACXG,cAAe,YAAaG,IAAK,KACjCV,QAAS,KACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5Bf,OAAQ,CAACN,gBAAgB,EAAMoC,YAAY,W,iBCzCvD5I,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,MACVrB,kBAAkB,EAClBC,SAAU,CACRE,QACE,05BAWFC,SACE,iPAGFF,QACE,sBAEJG,QAAS,wCACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACL,SAAU,CAAC,CAACQ,MAAO,SACzDf,EAAKiB,QACH,IACA,IACA,CACEsB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,qBACPR,SAAU,CAACP,EAAK8W,qBAElB,CACEpW,UAAW,SACXK,MAAO,MAAOC,IAAK,IACnBT,SAAU,CAACP,EAAK8W,wBAKxB9W,EAAK4B,cACL,CACElB,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,iD,qBCjCjCvF,EAAOD,QAAUqJ,EAAQ,OAARA,I,uCCbnB,SAAS,EAAgB,GACvB,aAEA,IAAI,EAAiB,CACnB,wBAAyB,CACvB,cAAc,EACd,SAAU,wDACV,KAAM,WAER,WAAY,CACV,cAAc,EACd,SAAU,kCACV,KAAM,WAER,eAAgB,CACd,cAAc,EACd,SAAU,4JACV,KAAM,UAER,kBAAmB,CACjB,cAAc,EACd,SAAU,uKACV,KAAM,WAER,qBAAsB,CACpB,cAAc,EACd,SAAU,oIACV,KAAM,WAER,YAAa,CACX,cAAc,EACd,SAAU,2JACV,KAAM,WAER,iBAAkB,CAChB,cAAc,EACd,SAAU,gCACV,KAAM,WAER,mBAAoB,CAClB,cAAc,EACd,SAAU,sCACV,KAAM,WAER,mBAAoB,CAClB,cAAc,EACd,SAAU,iCACV,KAAM,WAER,mCAAoC,CAClC,cAAc,EACd,SAAU,sEACV,KAAM,WAER,0BAA2B,CACzB,cAAc,EACd,SAAU,mDACV,KAAM,WAER,wBAAyB,CACvB,cAAc,EACd,SAAU,+CACV,KAAM,WAER,cAAe,CACb,cAAc,EACd,SAAU,oCACV,KAAM,WAER,OAAQ,CACN,cAAc,EACd,SAAU,6BACV,KAAM,WAER,eAAgB,CACd,cAAc,EACd,SAAU,6BACV,KAAM,WAER,aAAc,CACZ,cAAc,EACd,SAAU,6CACV,KAAM,WAER,UAAW,CACT,cAAc,EACd,SAAU,mCACV,KAAM,WAER,kBAAmB,CACjB,cAAc,EACd,SAAU,kEACV,KAAM,WAER,oBAAqB,CACnB,cAAc,EACd,YAAa,kDACb,KAAM,WAER,qCAAsC,CACpC,cAAc,EACd,YAAa,oEACb,KAAM,WAER,iBAAkB,CAChB,cAAc,EACd,YAAa,gDACb,KAAM,WAER,8BAA+B,CAC7B,cAAc,EACd,YAAa,6EACb,KAAM,WAER,WAAY,CACV,cAAc,EACd,YAAa,2BACb,KAAM,WAER,eAAgB,CACd,aAAc,yBACd,YAAa,yFACb,KAAM,UAER,aAAc,CACZ,cAAc,EACd,YAAa,0IACb,KAAM,WAER,qBAAsB,CACpB,cAAc,EACd,YAAa,gCACb,KAAM,WAER,yBAA0B,CACxB,cAAc,EACd,YAAa,oDACb,KAAM,WAER,MAAO,CACL,cAAc,EACd,YAAa,sDACb,KAAM,WAER,UAAW,CACT,cAAc,EACd,YAAa,gLACb,KAAM,WAER,qBAAsB,CACpB,cAAc,EACd,YAAa,mFACb,KAAM,WAER,SAAU,CACR,cAAc,EACd,YAAa,gIACb,KAAM,WAER,yBAA0B,CACxB,cAAc,EACd,YAAa,mCACb,KAAM,YAGV,IAAe,IAAX,EACF,OAAO,KAAK,MAAM,KAAK,UAAU,IAEnC,IAAI,EAAM,GACV,IAAK,IAAI,KAAO,EACV,EAAe,eAAe,KAChC,EAAI,GAAO,EAAe,GAAK,cAGnC,OAAO,ECqFT,SAASmuB,EAAUC,EAAWr0B,GAC5B,aAEA,IAAIs0B,EAAUt0B,EAAQ,YAAcA,EAAO,eAAiB,6BACxD6S,EAAM,CACJ0hB,OAAO,EACP70B,MAAO,IAGR80B,EAASC,OAAOtS,QAAQkS,KAC3BA,EAAY,CAACA,IAGf,IAAK,IAAIv4B,EAAI,EAAGA,EAAIu4B,EAAUr4B,SAAUF,EAAG,CACzC,IAAI44B,EAAUJ,EAAS,kBAAoBx4B,EAAI,KAC3C64B,EAAMN,EAAUv4B,GACpB,GAAmB,iBAAR64B,EAGT,OAFA9hB,EAAI0hB,OAAQ,EACZ1hB,EAAInT,MAAQg1B,EAAU,iCAAmCC,EAAM,SACxD9hB,EAGT,IAAK2hB,EAASC,OAAO7V,SAAS+V,EAAIx2B,MAGhC,OAFA0U,EAAI0hB,OAAQ,EACZ1hB,EAAInT,MAAQg1B,EAAU,gDAAkDC,EAAIx2B,KAAO,SAC5E0U,EAGT,IAAI1U,EAAOw2B,EAAIx2B,KAAOw2B,EAAIx2B,KAAKoR,cAW/B,GARa,aAATpR,IACFA,EAAOw2B,EAAIx2B,KAAO,QAGP,SAATA,IACFA,EAAOw2B,EAAIx2B,KAAO,UAGP,SAATA,GAA4B,WAATA,GAA8B,aAATA,EAG1C,OAFA0U,EAAI0hB,OAAQ,EACZ1hB,EAAInT,MAAQg1B,EAAU,QAAUv2B,EAAO,iFAChC0U,EAGT,GAAa,aAAT1U,GACF,GAAIq2B,EAASC,OAAOG,YAAYD,EAAI9lB,WAGlC,OAFAgE,EAAI0hB,OAAQ,EACZ1hB,EAAInT,MAAQg1B,EAAU,0EACf7hB,OAGT,GAAI2hB,EAASC,OAAOG,YAAYD,EAAIpiB,SAAWiiB,EAASC,OAAOG,YAAYD,EAAIE,OAG7E,OAFAhiB,EAAI0hB,OAAQ,EACZ1hB,EAAInT,MAAQg1B,EAAUv2B,EAAO,yEACtB0U,EAIX,GAAI8hB,EAAI9lB,UAAW,CACjB,GAA6B,iBAAlB8lB,EAAI9lB,UAGb,OAFAgE,EAAI0hB,OAAQ,EACZ1hB,EAAInT,MAAQg1B,EAAU,qDAAuDC,EAAI9lB,UAAY,SACtFgE,EAET,IAAK,IAAIiiB,KAAMH,EAAI9lB,UACjB,GAAI8lB,EAAI9lB,UAAU1S,eAAe24B,IACE,mBAAtBH,EAAI9lB,UAAUimB,GAIvB,OAHAjiB,EAAI0hB,OAAQ,EACZ1hB,EAAInT,MAAQg1B,EAAU,+EAAiFI,EACrG,kCAAoCH,EAAI9lB,UAAUimB,GAAM,SACnDjiB,EAMf,GAAI8hB,EAAIpiB,QACN,GAA0B,mBAAfoiB,EAAIpiB,OAGb,OAFAM,EAAI0hB,OAAQ,EACZ1hB,EAAInT,MAAQg1B,EAAU,2CAA6CC,EAAIpiB,OAAS,SACzEM,OAEJ,GAAI8hB,EAAIE,MAAO,CAIpB,GAHIL,EAASC,OAAO7V,SAAS+V,EAAIE,SAC/BF,EAAIE,MAAQ,IAAI7jB,OAAO2jB,EAAIE,MAAO,QAE9BF,EAAIE,iBAAiB7jB,QAGzB,OAFA6B,EAAI0hB,OAAQ,EACZ1hB,EAAInT,MAAQg1B,EAAU,2EAA6EC,EAAIE,MAAQ,SACxGhiB,EAET,GAAI2hB,EAASC,OAAOG,YAAYD,EAAIjsB,SAGlC,OAFAmK,EAAI0hB,OAAQ,EACZ1hB,EAAInT,MAAQg1B,EAAU,iEACf7hB,GAIb,OAAOA,ECnQT,SAASkiB,EAA0BC,EAAYC,GAC7C,aAEA,MAAO,KADgBA,EAAGC,WAAW,GACJ,IDrGnC,IAAIV,EAAW,GACXW,EAAU,GACVC,EAAa,GACbC,EAAgBC,GAAe,GAC/BC,EAAY,UACZC,EAAS,CACPC,OAAQ,CACNC,yBAAsC,EACtCC,oBAAsC,EACtCC,oCAAsC,EACtCC,2BAAsC,EACtCC,eAAsC,EACtCC,QAAsC,EACtCC,gBAAsC,EACtCC,cAAsC,EACtCC,WAAsC,EACtCC,sCAAsC,EACtCC,kBAAsC,EACtCC,+BAAsC,EACtCC,sBAAsC,EACtCC,YAAsC,EACtCC,0BAAsC,EACtCC,OAAsC,EACtCC,0BAAsC,GAExC7f,SAAU,CACR8f,YAAsC,EACtCV,cAAsC,GAExCW,MAAO,CACLlB,yBAAsC,EACtCmB,oBAAsC,EACtClB,oBAAsC,EACtCC,oCAAsC,EACtCC,2BAAsC,EACtCC,eAAsC,EACtCC,QAAsC,EACtCC,gBAAsC,EACtCC,cAAsC,EACtCC,WAAsC,EACtCY,mBAAsC,EACtCV,kBAAsC,EACtCC,+BAAsC,EACtCE,YAAsC,EACtCQ,cAAsC,GAExCC,QAAS1B,GAAe,GACxB2B,MDiIN,WACE,aACA,IAAI,EAAU,GAAe,GACzB,EAAM,GACV,IAAK,IAAI,KAAO,EACV,EAAQ,eAAe,KACzB,EAAI,IAAO,GAGf,OAAO,EC1IIC,IAOb1C,EAASC,OAAS,GAMlBD,EAASY,WAAa,GAStBZ,EAAS2C,UAAY,SAAU71B,EAAKN,GAClC,aAEA,OADAq0B,EAAc/zB,GAAON,EACdyL,MAST+nB,EAAS4C,UAAY,SAAU91B,GAC7B,aACA,OAAO+zB,EAAc/zB,IAQvBkzB,EAAS6C,WAAa,WACpB,aACA,OAAOhC,GAOTb,EAAS8C,aAAe,WACtB,aACAjC,EAAgBC,GAAe,IAOjCd,EAASe,UAAY,SAAUv1B,GAC7B,aACA,IAAKw1B,EAAOr5B,eAAe6D,GACzB,MAAMrB,MAAMqB,EAAO,yBAErBw0B,EAAS8C,eACT,IAAIC,EAAS/B,EAAOx1B,GAEpB,IAAK,IAAIw3B,KADTjC,EAAYv1B,EACOu3B,EACbA,EAAOp7B,eAAeq7B,KACxBnC,EAAcmC,GAAUD,EAAOC,KASrChD,EAASiD,UAAY,WACnB,aACA,OAAOlC,GAQTf,EAASkD,iBAAmB,SAAU13B,GACpC,aACA,GAAIw1B,EAAOr5B,eAAe6D,GACxB,OAAOw1B,EAAOx1B,IAUlBw0B,EAASmD,kBAAoB,SAAUC,GACrC,aACA,OAAOtC,EAAesC,IAaxBpD,EAASqD,UAAY,SAAU73B,EAAMqsB,GACnC,aACA,GAAImI,EAASC,OAAO7V,SAAS5e,GAAO,CAClC,QAAoB,IAATqsB,EAEJ,CACL,GAAI8I,EAAQh5B,eAAe6D,GACzB,OAAOm1B,EAAQn1B,GAEf,MAAMrB,MAAM,mBAAqBqB,EAAO,oBAL1Cm1B,EAAQn1B,GAAQqsB,IAkBtBmI,EAASH,UAAY,SAAUr0B,EAAM20B,GACnC,aAEA,IAAKH,EAASC,OAAO7V,SAAS5e,GAC5B,MAAMrB,MAAM,qCAMd,GAHAqB,EAAOw0B,EAASC,OAAOqD,WAAW93B,GAG9Bw0B,EAASC,OAAOG,YAAYD,GAAM,CACpC,IAAKS,EAAWj5B,eAAe6D,GAC7B,MAAMrB,MAAM,mBAAqBqB,EAAO,uBAE1C,OAAOo1B,EAAWp1B,GAKC,mBAAR20B,IACTA,EAAMA,KAIHH,EAASC,OAAOtS,QAAQwS,KAC3BA,EAAM,CAACA,IAGT,IAAIoD,EAAiB3D,EAASO,EAAK30B,GAEnC,IAAI+3B,EAAexD,MAGjB,MAAM51B,MAAMo5B,EAAer4B,OAF3B01B,EAAWp1B,GAAQ20B,GAWzBH,EAASwD,iBAAmB,WAC1B,aACA,OAAO5C,GAOTZ,EAASyD,gBAAkB,SAAUj4B,GACnC,oBACOo1B,EAAWp1B,IAMpBw0B,EAAS0D,gBAAkB,WACzB,aACA9C,EAAa,IAoHfZ,EAAS2D,kBAAoB,SAAUxD,GACrC,aAEA,IAAIwD,EAAoB/D,EAASO,EAAK,MACtC,QAAKwD,EAAkB5D,QACrB3yB,QAAQw2B,KAAKD,EAAkBz4B,QACxB,ICpXN80B,EAASr4B,eAAc,YAC1Bq4B,EAASC,OAAS,IASpBD,EAASC,OAAO7V,SAAW,SAAUzH,GACnC,aACA,MAAqB,iBAANA,GAAkBA,aAAapE,QAShDyhB,EAASC,OAAO4D,WAAa,SAAUlhB,GACrC,aAEA,OAAOA,GAAkC,sBAD3B,GACM1O,SAASrM,KAAK+a,IASpCqd,EAASC,OAAOtS,QAAU,SAAUhL,GAClC,aACA,OAAOxJ,MAAMwU,QAAQhL,IASvBqd,EAASC,OAAOG,YAAc,SAAU5zB,GACtC,aACA,YAAwB,IAAVA,GAUhBwzB,EAASC,OAAO7qB,QAAU,SAAUuG,EAAK1G,GACvC,aAEA,GAAI+qB,EAASC,OAAOG,YAAYzkB,GAC9B,MAAM,IAAIxR,MAAK,yBAGjB,GAAI61B,EAASC,OAAOG,YAAYnrB,GAC9B,MAAM,IAAI9K,MAAK,8BAGjB,IAAK61B,EAASC,OAAO4D,WAAW5uB,GAC9B,MAAM,IAAI9K,MAAK,6CAGjB,GAA2B,mBAAhBwR,EAAIvG,QACbuG,EAAIvG,QAAQH,QACP,GAAI+qB,EAASC,OAAOtS,QAAQhS,GACjC,IAAK,IAAIrU,EAAI,EAAGA,EAAIqU,EAAInU,OAAQF,IAC9B2N,EAAS0G,EAAIrU,GAAIA,EAAGqU,OAEjB,IAAqB,iBAATA,EAOjB,MAAM,IAAIxR,MAAK,0DANf,IAAK,IAAIukB,KAAQ/S,EACXA,EAAIhU,eAAe+mB,IACrBzZ,EAAS0G,EAAI+S,GAAOA,EAAM/S,KAclCqkB,EAASC,OAAOqD,WAAa,SAAU71B,GACrC,aACA,OAAOA,EAAEyG,QAAO,iBAAmB,IAAIA,QAAO,MAAQ,IAAI6G,eAgB5DilB,EAASC,OAAOM,yBAA2BA,EAU3CP,EAASC,OAAO6D,iBAAmB,SAAU7iB,EAAM8iB,EAAeC,GAChE,aAGA,IAAIC,EAAc,KAAOF,EAAc7vB,QAAO,cAAgB,QAAU,KAEpE8vB,IACFC,EAAc,OAASA,GAGzB,IAAI5D,EAAQ,IAAI7jB,OAAOynB,EAAa,KAGpC,OAFAhjB,EAAOA,EAAK/M,QAAQmsB,EAAOE,IAU7BP,EAASC,OAAOiE,qBAAuB,SAAUC,GAC/C,aAEA,OAAOA,EACJjwB,QAAO,UAAY,KACnBA,QAAO,QAAU,KACjBA,QAAO,QAAU,KACjBA,QAAO,SAAW,MAGvB,IAAIkwB,EAAkB,SAAUvnB,EAAKwnB,EAAMC,EAAOC,GAChD,aACA,IAKI93B,EAAGgB,EAAG5B,EAAG24B,EAAO91B,EALhB6sB,EAAIgJ,GAAS,GACbE,EAAIlJ,EAAEva,QAAO,MAAS,EACtB0jB,EAAI,IAAIloB,OAAO6nB,EAAO,IAAMC,EAAO,IAAM/I,EAAErnB,QAAO,KAAO,KACzD5L,EAAI,IAAIkU,OAAO6nB,EAAM9I,EAAErnB,QAAO,KAAO,KACrCywB,EAAM,GAGV,GAEE,IADAl4B,EAAI,EACIZ,EAAI64B,EAAEvpB,KAAK0B,IACjB,GAAIvU,EAAEkT,KAAK3P,EAAE,IACLY,MAEJ+3B,GADA/2B,EAAIi3B,EAAEzkB,WACMpU,EAAE,GAAGrE,aAEd,GAAIiF,EAAG,CACZ,MAAOA,EASL,GADAk4B,EAAI78B,KANM,CACRu8B,KAAM,CAACG,MAAOA,EAAO91B,IAAKjB,GAC1B8G,MAAO,CAACiwB,MAAO/2B,EAAGiB,IAAK7C,EAAEuP,OACzBkpB,MAAO,CAACE,MAAO34B,EAAEuP,MAAO1M,IAJ1BA,EAAM7C,EAAEuP,MAAQvP,EAAE,GAAGrE,QAKnBg5B,WAAY,CAACgE,MAAOA,EAAO91B,IAAKA,MAG7B+1B,EACH,OAAOE,SAKRl4B,IAAMi4B,EAAEzkB,UAAYxS,IAE7B,OAAOk3B,GAgCT3E,EAASC,OAAO2E,qBAAuB,SAAU/nB,EAAKwnB,EAAMC,EAAOC,GACjE,aAKA,IAHA,IAAIM,EAAWT,EAAiBvnB,EAAKwnB,EAAMC,EAAOC,GAC9CO,EAAU,GAELx9B,EAAI,EAAGA,EAAIu9B,EAASr9B,SAAUF,EACrCw9B,EAAQh9B,KAAI,CACV+U,EAAIrP,MAAMq3B,EAASv9B,GAAGk5B,WAAWgE,MAAOK,EAASv9B,GAAGk5B,WAAW9xB,KAC/DmO,EAAIrP,MAAMq3B,EAASv9B,GAAGiN,MAAMiwB,MAAOK,EAASv9B,GAAGiN,MAAM7F,KACrDmO,EAAIrP,MAAMq3B,EAASv9B,GAAG+8B,KAAKG,MAAOK,EAASv9B,GAAG+8B,KAAK31B,KACnDmO,EAAIrP,MAAMq3B,EAASv9B,GAAGg9B,MAAME,MAAOK,EAASv9B,GAAGg9B,MAAM51B,OAGzD,OAAOo2B,GAYT9E,EAASC,OAAO8E,uBAAyB,SAAUloB,EAAKmoB,EAAaX,EAAMC,EAAOC,GAChF,aAEA,IAAKvE,EAASC,OAAO4D,WAAWmB,GAAc,CAC5C,IAAIC,EAASD,EACbA,EAAc,WACZ,OAAOC,GAIX,IAAIJ,EAAWT,EAAgBvnB,EAAKwnB,EAAMC,EAAOC,GAC7CW,EAAWroB,EACXsoB,EAAMN,EAASr9B,OAEnB,GAAI29B,EAAM,EAAG,CACX,IAAIC,EAAO,GAC0B,IAAjCP,EAAS,GAAGrE,WAAWgE,OACzBY,EAAKt9B,KAAK+U,EAAIrP,MAAM,EAAGq3B,EAAS,GAAGrE,WAAWgE,QAEhD,IAAK,IAAIl9B,EAAI,EAAGA,EAAI69B,IAAO79B,EACzB89B,EAAKt9B,KACHk9B,EACEnoB,EAAIrP,MAAMq3B,EAASv9B,GAAGk5B,WAAWgE,MAAOK,EAASv9B,GAAGk5B,WAAW9xB,KAC/DmO,EAAIrP,MAAMq3B,EAASv9B,GAAGiN,MAAMiwB,MAAOK,EAASv9B,GAAGiN,MAAM7F,KACrDmO,EAAIrP,MAAMq3B,EAASv9B,GAAG+8B,KAAKG,MAAOK,EAASv9B,GAAG+8B,KAAK31B,KACnDmO,EAAIrP,MAAMq3B,EAASv9B,GAAGg9B,MAAME,MAAOK,EAASv9B,GAAGg9B,MAAM51B,OAGrDpH,EAAI69B,EAAM,GACZC,EAAKt9B,KAAK+U,EAAIrP,MAAMq3B,EAASv9B,GAAGk5B,WAAW9xB,IAAKm2B,EAASv9B,EAAI,GAAGk5B,WAAWgE,QAG3EK,EAASM,EAAM,GAAG3E,WAAW9xB,IAAMmO,EAAIrV,QACzC49B,EAAKt9B,KAAK+U,EAAIrP,MAAMq3B,EAASM,EAAM,GAAG3E,WAAW9xB,MAEnDw2B,EAAWE,EAAKhoB,KAAI,IAEtB,OAAO8nB,GAaTlF,EAASC,OAAOoF,aAAe,SAAUxoB,EAAKwjB,EAAOiF,GACnD,aACA,IAAKtF,EAASC,OAAO7V,SAASvN,GAC5B,KAAM,kGAER,GAAIwjB,aAAiB7jB,SAAW,EAC9B,KAAM,gHAER,IAAIwE,EAAUnE,EAAIyB,UAAUgnB,GAAa,GAAGC,OAAOlF,GACnD,OAAQrf,GAAW,EAAMA,GAAWskB,GAAa,GAAMtkB,GAUzDgf,EAASC,OAAOuF,aAAe,SAAU3oB,EAAKzB,GAC5C,aACA,IAAK4kB,EAASC,OAAO7V,SAASvN,GAC5B,KAAM,kGAER,MAAO,CAACA,EAAIyB,UAAU,EAAGlD,GAAQyB,EAAIyB,UAAUlD,KAYjD4kB,EAASC,OAAOwF,mBAAqB,SAAUC,GAC7C,aACA,IAAIC,EAAS,CACX,SAAUC,GACR,MAAO,KAAOA,EAAGlF,WAAW,GAAK,KAEnC,SAAUkF,GACR,MAAO,MAAQA,EAAGlF,WAAW,GAAGzsB,SAAS,IAAM,KAEjD,SAAU2xB,GACR,OAAOA,IAkBX,OAdAF,EAAOA,EAAKxxB,QAAO,MAAO,SAAU0xB,GAClC,GAAW,MAAPA,EAEFA,EAAKD,EAAOxxB,KAAK0xB,MAAsB,EAAhB1xB,KAAKC,WAAewxB,OACtC,CACL,IAAIv5B,EAAI8H,KAAKC,SAEbwxB,EACEv5B,EAAI,GAAMs5B,EAAO,GAAGC,GAAMv5B,EAAI,IAAOs5B,EAAO,GAAGC,GAAMD,EAAO,GAAGC,GAGnE,OAAOA,MAaX5F,EAASC,OAAO6F,OAAS,SAAiBjpB,EAAKkpB,EAAcC,GAC3D,aAMA,OAHAD,IAA6B,EAE7BC,EAAYznB,OAAOynB,GAAa,KAC5BnpB,EAAIrV,OAASu+B,EACRxnB,OAAO1B,KAEdkpB,GAA8BlpB,EAAIrV,QACfw+B,EAAUx+B,SAC3Bw+B,GAAaA,EAAUC,OAAOF,EAAeC,EAAUx+B,SAElD+W,OAAO1B,GAAOmpB,EAAUx4B,MAAM,EAAEu4B,KAQpB,oBAAZ34B,UACTA,QAAU,CACRw2B,KAAM,SAAUsC,GACd,aACAC,MAAMD,IAERnf,IAAK,SAAUmf,GACb,aACAC,MAAMD,IAERh7B,MAAO,SAAUg7B,GACf,aACA,MAAMA,KASZlG,EAASC,OAAOlJ,QAAU,CACxBqP,qBAAsB,aAMxBpG,EAASC,OAAOoG,OAAS,CACvB,KAAG,KACH,KAAG,KACH,IAAI,KACJ,KAAK,KACL,kBAAgB,KAChB,kBAAgB,KAChB,kBAAgB,KAChB,QAAM,KACN,EAAE,MACF,GAAG,KACH,IAAI,KACJ,KAAK,KACL,OAAO,KACP,eAAe,KACf,SAAS,KACT,YAAY,IACZ,QAAQ,KACR,MAAM,KACN,UAAU,KACV,QAAQ,KACR,OAAO,KACP,MAAM,KACN,MAAM,KACN,MAAM,KACN,UAAU,KACV,IAAI,KACJ,MAAM,KACN,SAAS,KACT,MAAM,KACN,eAAe,KACf,kBAAkB,IAClB,gBAAgB,IAChB,WAAW,KACX,iBAAiB,KACjB,cAAc,KACd,mBAAmB,KACnB,iBAAiB,KACjB,WAAW,KACX,iBAAiB,KACjB,kBAAkB,KAClB,YAAY,KACZ,iBAAiB,KACjB,SAAS,KACT,cAAc,KACd,eAAe,KACf,iBAAiB,KACjB,kBAAkB,KAClB,iBAAiB,KACjB,wBAAwB,KACxB,IAAI,KACJ,kBAAkB,KAClB,qBAAqB,KACrB,WAAW,KACX,cAAc,KACd,IAAI,KACJ,YAAY,KACZ,QAAQ,KACR,EAAE,MACF,KAAK,KACL,YAAY,KACZ,WAAW,KACX,YAAY,KACZ,KAAK,KACL,MAAM,KACN,UAAU,KACV,cAAc,KACd,eAAe,KACf,cAAc,KACd,QAAQ,KACR,WAAW,KACX,sBAAsB,KACtB,OAAO,KACP,OAAO,KACP,SAAS,KACT,KAAK,KACL,UAAU,KACV,OAAO,KACP,SAAS,KACT,WAAW,KACX,eAAe,KACf,iBAAiB,YACjB,IAAI,KACJ,KAAK,KACL,QAAQ,KACR,QAAQ,KACR,eAAe,KACf,KAAK,KACL,IAAI,KACJ,IAAI,KACJ,KAAK,KACL,MAAM,KACN,OAAO,KACP,SAAS,KACT,KAAK,KACL,aAAa,KACb,MAAM,KACN,WAAW,KACX,KAAK,KACL,aAAa,YACb,OAAO,KACP,UAAU,KACV,KAAK,KACL,SAAS,KACT,aAAa,KACb,WAAW,KACX,YAAY,KACZ,YAAY,KACZ,mBAAmB,KACnB,0BAA0B,KAC1B,oBAAoB,KACpB,UAAU,KACV,mBAAmB,KACnB,oBAAoB,KACpB,WAAW,KACX,aAAa,YACb,QAAQ,KACR,SAAS,KACT,UAAU,KACV,SAAS,KACT,WAAW,KACX,MAAM,KACN,KAAK,KACL,KAAK,KACL,KAAK,KACL,KAAK,KACL,SAAS,KACT,cAAc,KACd,MAAM,KACN,KAAK,KACL,KAAK,KACL,QAAQ,KACR,WAAW,KACX,cAAc,KACd,aAAa,YACb,QAAQ,KACR,aAAa,KACb,IAAI,KACJ,MAAM,KACN,gBAAgB,KAChB,gBAAgB,KAChB,UAAU,KACV,aAAa,KACb,IAAI,KACJ,sBAAsB,KACtB,KAAK,KACL,kBAAkB,KAClB,iBAAiB,KACjB,QAAQ,KACR,IAAI,KACJ,yBAAyB,KACzB,QAAQ,KACR,mBAAmB,KACnB,oBAAoB,KACpB,UAAU,KACV,OAAO,KACP,KAAK,KACL,SAAS,KACT,aAAa,KACb,QAAQ,KACR,MAAM,KACN,OAAO,KACP,aAAa,KACb,QAAQ,KACR,OAAO,KACP,OAAO,KACP,MAAM,KACN,MAAM,KACN,aAAa,KACb,UAAU,KACV,IAAI,KACJ,cAAc,KACd,WAAW,KACX,oBAAoB,KACpB,eAAe,KACf,OAAO,KACP,IAAI,KACJ,KAAK,KACL,GAAG,KACH,OAAO,IACP,UAAU,KACV,MAAM,KACN,2BAA2B,KAC3B,yBAAyB,KACzB,eAAe,KACf,OAAO,KACP,SAAS,KACT,eAAe,KACf,SAAS,KACT,QAAQ,KACR,kBAAkB,KAClB,SAAS,KACT,cAAc,KACd,eAAe,KACf,OAAO,KACP,OAAO,KACP,YAAY,KACZ,aAAa,KACb,YAAY,KACZ,UAAU,KACV,GAAG,KACH,MAAM,KACN,KAAK,KACL,QAAQ,KACR,mBAAmB,KACnB,iBAAiB,KACjB,UAAU,KACV,OAAO,KACP,QAAQ,KACR,UAAU,KACV,QAAQ,KACR,UAAU,KACV,QAAQ,KACR,UAAU,KACV,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,OAAO,KACP,SAAS,KACT,YAAY,KACZ,qBAAqB,KACrB,gBAAgB,KAChB,MAAM,KACN,qBAAqB,KACrB,8BAA8B,IAC9B,gBAAgB,KAChB,gBAAgB,KAChB,WAAW,KACX,MAAM,KACN,SAAS,KACT,OAAO,KACP,OAAO,KACP,WAAW,KACX,MAAM,KACN,SAAS,KACT,eAAe,KACf,cAAc,KACd,WAAW,KACX,SAAS,KACT,gBAAgB,KAChB,aAAa,KACb,wBAAwB,KACxB,0BAA0B,YAC1B,cAAc,KACd,kBAAkB,KAClB,OAAO,KACP,KAAK,KACL,UAAU,KACV,UAAU,KACV,KAAK,KACL,eAAe,KACf,OAAO,KACP,4BAA4B,KAC5B,0BAA0B,mBAC1B,8BAA8B,mBAC9B,mBAAmB,0BACnB,qBAAqB,KACrB,uBAAuB,0BACvB,IAAI,KACJ,KAAK,KACL,gBAAgB,KAChB,KAAK,KACL,OAAO,KACP,YAAY,KACZ,cAAc,KACd,QAAQ,KACR,UAAU,KACV,UAAU,KACV,gBAAgB,KAChB,cAAc,KACd,eAAe,KACf,MAAM,KACN,IAAI,KACJ,gBAAgB,KAChB,aAAa,KACb,SAAS,KACT,MAAM,KACN,WAAW,IACX,kBAAkB,KAClB,MAAM,KACN,QAAQ,KACR,QAAQ,KACR,QAAQ,KACR,OAAO,KACP,OAAO,KACP,cAAc,KACd,YAAY,YACZ,MAAM,KACN,gBAAgB,KAChB,KAAK,KACL,KAAK,KACL,KAAK,KACL,eAAe,KACf,KAAK,KACL,iBAAiB,KACjB,eAAe,KACf,OAAO,KACP,cAAc,KACd,iBAAiB,KACjB,eAAe,MACf,gCAAgC,KAChC,SAAS,KACT,aAAa,KACb,sBAAsB,KACtB,MAAM,KACN,WAAW,KACX,cAAc,KACd,IAAI,KACJ,KAAK,KACL,OAAO,KACP,MAAM,KACN,QAAQ,KACR,KAAK,KACL,SAAS,KACT,KAAK,KACL,OAAO,KACP,YAAY,KACZ,MAAM,KACN,gBAAgB,KAChB,cAAc,KACd,QAAQ,KACR,KAAK,KACL,KAAK,KACL,IAAI,KACJ,SAAO,KACP,MAAM,KACN,IAAI,KACJ,YAAY,KACZ,aAAa,KACb,eAAe,KACf,WAAW,KACX,IAAI,KACJ,SAAS,KACT,yBAAyB,KACzB,sBAAsB,KACtB,cAAc,KACd,SAAS,KACT,MAAM,KACN,IAAI,KACJ,oBAAoB,KACpB,KAAK,KACL,gBAAgB,KAChB,qBAAqB,KACrB,eAAe,KACf,YAAY,KACZ,eAAe,KACf,IAAI,KACJ,kBAAkB,YAClB,WAAW,KACX,KAAK,KACL,uBAAuB,KACvB,sBAAsB,KACtB,cAAc,KACd,QAAQ,KACR,YAAY,KACZ,qBAAqB,KACrB,eAAe,YACf,mBAAmB,mBACnB,gBAAgB,YAChB,oBAAoB,mBACpB,qBAAqB,mBACrB,mBAAmB,mBACnB,uBAAuB,0BACvB,oBAAoB,mBACpB,wBAAwB,0BACxB,yBAAyB,0BACzB,yBAAyB,0BACzB,sBAAsB,mBACtB,0BAA0B,0BAC1B,2BAA2B,0BAC3B,iBAAiB,YACjB,qBAAqB,mBACrB,kBAAkB,YAClB,sBAAsB,mBACtB,uBAAuB,mBACvB,uBAAuB,mBACvB,2BAA2B,0BAC3B,wBAAwB,mBACxB,4BAA4B,0BAC5B,6BAA6B,0BAC7B,aAAa,IACb,IAAI,KACJ,QAAQ,KACR,KAAK,KACL,iBAAiB,aACjB,aAAa,KACb,MAAM,IACN,aAAa,KACb,aAAa,KACb,YAAY,KACZ,eAAe,KACf,WAAW,KACX,KAAK,KACL,YAAY,KACZ,UAAU,KACV,mBAAmB,KACnB,6BAA6B,KAC7B,KAAK,KACL,UAAU,KACV,sBAAsB,KACtB,YAAY,IACZ,UAAU,KACV,WAAW,KACX,MAAM,KACN,WAAW,KACX,aAAa,KACb,eAAe,KACf,iBAAiB,KACjB,YAAY,KACZ,qBAAqB,KACrB,QAAQ,KACR,IAAI,KACJ,MAAM,KACN,SAAS,KACT,WAAW,KACX,eAAe,KACf,SAAS,KACT,aAAa,KACb,iBAAiB,KACjB,SAAS,KACT,eAAe,KACf,KAAK,KACL,UAAU,KACV,aAAa,KACb,MAAM,KACN,KAAK,KACL,SAAS,KACT,cAAc,KACd,aAAa,YACb,eAAe,KACf,cAAc,KACd,SAAS,KACT,UAAU,KACV,oBAAoB,KACpB,YAAY,KACZ,SAAS,KACT,KAAK,KACL,IAAI,KACJ,OAAO,KACP,MAAM,KACN,KAAK,KACL,WAAW,KACX,KAAK,KACL,qBAAqB,KACrB,SAAS,KACT,KAAK,KACL,KAAK,KACL,YAAY,MACZ,cAAc,aACd,QAAQ,KACR,OAAO,KACP,YAAY,KACZ,WAAW,KACX,YAAY,KACZ,YAAY,KACZ,iBAAiB,IACjB,cAAc,IACd,UAAU,KACV,KAAK,KACL,SAAS,KACT,UAAU,KACV,YAAY,YACZ,OAAO,KACP,IAAI,KACJ,cAAc,KACd,YAAY,YACZ,UAAU,KACV,OAAO,KACP,gBAAgB,IAChB,kBAAkB,KAClB,QAAQ,KACR,KAAK,IACL,QAAQ,KACR,UAAU,KACV,OAAO,KACP,cAAc,KACd,eAAe,KACf,WAAW,KACX,aAAa,KACb,MAAM,KACN,iBAAiB,KACjB,WAAW,KACX,eAAe,KACf,UAAU,KACV,WAAW,KACX,OAAO,KACP,iBAAiB,KACjB,oBAAoB,IACpB,kBAAkB,KAClB,wBAAwB,KACxB,iBAAiB,IACjB,uBAAuB,KACvB,gBAAgB,IAChB,WAAW,KACX,KAAK,KACL,SAAS,KACT,gBAAgB,KAChB,UAAU,KACV,MAAM,KACN,KAAK,KACL,UAAU,KACV,MAAM,KACN,aAAa,KACb,SAAS,KACT,WAAW,KACX,OAAO,KACP,MAAM,KACN,WAAW,KACX,UAAU,KACV,uBAAuB,IACvB,MAAM,KACN,kBAAkB,KAClB,OAAO,KACP,KAAK,KACL,OAAO,KACP,UAAU,KACV,WAAW,KACX,UAAU,IACV,SAAS,KACT,GAAG,KACH,oBAAoB,KACpB,IAAI,KACJ,WAAW,KACX,kBAAkB,KAClB,mBAAmB,KACnB,mBAAmB,KACnB,SAAS,KACT,YAAY,KACZ,OAAO,KACP,gBAAgB,KAChB,eAAe,KACf,MAAM,KACN,gBAAgB,KAChB,gBAAgB,KAChB,cAAc,KACd,MAAM,KACN,IAAI,KACJ,QAAQ,KACR,SAAS,KACT,MAAM,KACN,IAAI,KACJ,SAAS,KACT,WAAW,KACX,aAAa,KACb,OAAO,KACP,KAAK,KACL,QAAQ,KACR,YAAY,KACZ,oBAAoB,KACpB,cAAc,KACd,qBAAqB,KACrB,WAAW,KACX,MAAM,KACN,KAAK,KACL,MAAM,KACN,kBAAkB,KAClB,mBAAmB,KACnB,qBAAqB,KACrB,kBAAkB,KAClB,4BAA4B,KAC5B,YAAY,KACZ,SAAS,KACT,OAAO,KACP,OAAO,KACP,aAAa,KACb,iBAAiB,KACjB,0BAA0B,KAC1B,MAAM,KACN,IAAI,KACJ,QAAQ,KACR,aAAa,KACb,MAAM,KACN,WAAW,KACX,KAAK,KACL,KAAK,KACL,KAAK,KACL,SAAS,KACT,OAAO,KACP,KAAK,KACL,kBAAkB,KAClB,SAAS,KACT,KAAK,IACL,WAAW,KACX,YAAY,KACZ,WAAW,KACX,YAAY,KACZ,eAAe,KACf,WAAW,KACX,EAAE,KACF,IAAI,KACJ,UAAU,KACV,QAAQ,MACR,QAAQ,KACR,eAAe,KACf,kBAAkB,KAClB,qBAAqB,KACrB,IAAI,KACJ,WAAW,YACX,cAAc,YACd,iBAAiB,YACjB,SAAS,YACT,YAAY,KACZ,gBAAgB,YAChB,mBAAmB,YACnB,WAAW,YACX,gBAAgB,YAChB,kBAAkB,YAClB,cAAc,KACd,UAAU,YACV,aAAa,YACb,aAAa,YACb,kBAAkB,YAClB,UAAU,YACV,qBAAqB,YACrB,uBAAuB,YACvB,cAAc,YACd,cAAc,YACd,WAAW,YACX,YAAY,YACZ,YAAY,YACZ,iBAAiB,YACjB,oBAAoB,KACpB,gBAAgB,KAChB,UAAU,KACV,UAAU,KACV,kBAAkB,KAClB,WAAW,KACX,qBAAqB,KACrB,KAAK,KACL,cAAc,KACd,YAAY,YACZ,aAAa,KACb,eAAe,KACf,aAAa,KACb,KAAK,KACL,MAAM,KACN,KAAK,KACL,cAAc,YACd,QAAQ,KACR,KAAK,KACL,MAAM,KACN,MAAM,KACN,WAAW,KACX,WAAW,KACX,WAAW,KACX,UAAU,KACV,QAAQ,KACR,SAAS,KACT,iBAAiB,KACjB,iBAAiB,KACjB,iBAAiB,KACjB,SAAS,KACT,OAAO,KACP,YAAY,KACZ,SAAS,KACT,KAAK,KACL,aAAa,KACb,OAAO,KACP,WAAW,KACX,cAAc,KACd,WAAW,KACX,SAAS,KACT,WAAW,KACX,SAAS,IACT,oBAAoB,KACpB,sBAAsB,YACtB,kBAAkB,KAClB,iBAAiB,KACjB,cAAc,KACd,MAAM,KACN,OAAO,KACP,aAAa,KACb,MAAM,KACN,UAAU,KACV,OAAO,KACP,SAAS,KACT,iBAAiB,KACjB,aAAa,KACb,cAAc,KACd,KAAK,KACL,UAAU,KACV,WAAW,KACX,cAAc,KACd,eAAe,KACf,QAAQ,KACR,4BAA4B,IAC5B,UAAU,KACV,aAAa,KACb,IAAI,KACJ,SAAS,KACT,mBAAmB,KACnB,UAAU,KACV,eAAe,KACf,kBAAkB,IAClB,GAAG,KACH,YAAY,YACZ,cAAc,KACd,iBAAiB,KACjB,QAAQ,KACR,YAAY,KACZ,SAAS,KACT,cAAc,KACd,iBAAiB,KACjB,SAAS,KACT,eAAe,KACf,WAAW,KACX,oBAAkB,KAClB,KAAK,KACL,SAAS,KACT,+BAA+B,KAC/B,MAAM,KACN,aAAa,KACb,EAAE,KACF,GAAG,MACH,MAAM,KACN,QAAQ,KACR,KAAK,KACL,OAAO,KACP,SAAS,KACT,GAAG,KACH,QAAQ,KACR,OAAO,YACP,SAAS,KACT,QAAQ,KACR,UAAU,KACV,YAAY,KACZ,GAAG,KACH,GAAG,KACH,oBAAoB,KACpB,aAAa,KACb,oBAAoB,KACpB,cAAc,KACd,iBAAiB,KACjB,WAAW,KACX,WAAW,KACX,cAAc,KACd,UAAU,IACV,YAAY,KACZ,eAAe,KACf,YAAY,KACZ,IAAI,KACJ,GAAG,KACH,QAAQ,KACR,eAAe,KACf,eAAe,KACf,MAAM,KACN,WAAW,KACX,UAAU,KACV,SAAS,KACT,WAAW,KACX,UAAU,KACV,WAAW,KACX,kBAAkB,IAClB,QAAQ,MACR,sBAAsB,KACtB,aAAa,KACb,eAAe,KACf,iBAAiB,KACjB,aAAa,IACb,aAAa,KACb,MAAM,KACN,QAAQ,KACR,KAAK,KACL,IAAI,KACJ,QAAQ,KACR,QAAQ,KACR,QAAQ,KACR,gBAAgB,KAChB,UAAU,KACV,eAAe,KACf,cAAc,KACd,MAAM,KACN,KAAK,IACL,IAAI,KACJ,KAAK,KACL,SAAS,KACT,KAAK,KACL,UAAU,KACV,UAAU,KACV,OAAO,KACP,MAAM,KACN,iBAAiB,KACjB,mBAAmB,KACnB,qBAAqB,IACrB,WAAW,KACX,WAAW,KACX,YAAY,KACZ,SAAS,KACT,WAAW,KACX,WAAW,KACX,YAAY,YACZ,OAAO,KACP,QAAQ,KACR,YAAY,KACZ,YAAY,KACZ,QAAQ,KACR,cAAc,KACd,OAAO,KACP,MAAM,KACN,YAAY,KACZ,MAAM,KACN,KAAK,KACL,YAAY,KACZ,YAAY,YACZ,KAAK,KACL,aAAa,KACb,eAAe,KACf,sBAAsB,IACtB,OAAO,KACP,SAAS,KACT,QAAQ,KACR,aAAa,KACb,MAAM,KACN,QAAQ,KACR,wBAAwB,KACxB,SAAS,IACT,OAAO,KACP,QAAQ,KACR,UAAU,KACV,WAAW,KACX,MAAM,KACN,aAAa,KACb,YAAY,KACZ,YAAY,KACZ,cAAc,KACd,QAAQ,KACR,aAAa,aACb,oBAAoB,KACpB,iCAAiC,KACjC,aAAa,KACb,mBAAmB,KACnB,iBAAiB,YACjB,IAAI,KACJ,MAAM,KACN,IAAI,KACJ,cAAc,IACd,QAAQ,KACR,WAAW,KACX,WAAW,KACX,QAAQ,KACR,SAAS,KACT,gBAAgB,KAChB,OAAO,KACP,WAAW,KACX,qBAAqB,IACrB,SAAS,KACT,iBAAiB,KACjB,OAAO,IACP,WAAW,KACX,OAAO,KACP,KAAK,KACL,UAAU,KACV,aAAa,KACb,WAAW,KACX,mBAAmB,KACnB,KAAK,KACL,MAAM,KACN,OAAO,KACP,KAAK,KACL,UAAU,KACV,eAAe,KACf,QAAQ,KACR,KAAK,KACL,QAAQ,KACR,eAAe,KACf,cAAc,KACd,WAAW,KACX,aAAa,YACb,eAAe,KACf,YAAY,KACZ,wBAAwB,KACxB,cAAc,YACd,GAAG,MACH,YAAY,KACZ,KAAK,KACL,OAAO,KACP,MAAM,KACN,UAAU,KACV,UAAU,KACV,OAAO,KACP,eAAe,KACf,SAAS,KACT,SAAS,KACT,SAAS,KACT,OAAO,KACP,WAAW,KACX,OAAO,KACP,KAAK,KACL,OAAO,KACP,YAAY,KACZ,SAAS,KACT,OAAO,KACP,oBAAoB,KACpB,SAAS,KACT,MAAM,KACN,WAAW,KACX,MAAM,KACN,MAAM,KACN,OAAO,KACP,cAAc,IACd,KAAK,KACL,MAAM,KACN,SAAS,KACT,cAAc,KACd,OAAO,KACP,OAAO,KACP,gBAAgB,KAChB,iBAAiB,KACjB,IAAI,KACJ,MAAM,IACN,MAAM,KACN,qBAAqB,KACrB,SAAS,KACT,aAAa,KACb,OAAO,KACP,uBAAuB,KACvB,sBAAsB,KACtB,aAAa,KACb,eAAe,KACf,mBAAmB,KACnB,qBAAqB,KACrB,mBAAmB,KACnB,wBAAwB,KACxB,MAAM,KACN,UAAU,KACV,OAAO,KACP,WAAW,KACX,YAAY,KACZ,MAAM,KACN,UAAU,KACV,QAAQ,KACR,MAAM,KACN,MAAM,KACN,cAAc,KACd,YAAY,KACZ,UAAU,KACV,QAAQ,KACR,kBAAkB,KAClB,IAAI,KACJ,OAAO,KACP,KAAK,KACL,IAAI,KACJ,MAAM,KACN,cAAc,KACd,OAAO,KACP,UAAU,KACV,QAAQ,KACR,SAAS,KACT,SAAS,IACT,gBAAgB,KAChB,cAAc,KACd,QAAQ,KACR,cAAc,KACd,eAAe,KACf,UAAU,KACV,OAAO,KACP,WAAW,KACX,gBAAgB,KAChB,eAAe,KACf,MAAM,KACN,MAAM,KACN,QAAQ,KACR,KAAK,KACL,MAAM,KACN,kBAAkB,KAClB,cAAc,KACd,MAAM,KACN,QAAQ,KACR,kBAAkB,KAClB,iBAAiB,KACjB,KAAK,KACL,YAAY,IACZ,UAAU,KACV,UAAU,IACV,eAAe,KACf,WAAW,KACX,iBAAiB,KACjB,6BAA6B,KAC7B,6BAA6B,KAC7B,kBAAkB,KAClB,kBAAkB,KAClB,uBAAuB,KACvB,sBAAsB,KACtB,uBAAuB,KACvB,cAAc,KACd,UAAU,KACV,WAAW,KACX,MAAM,KACN,QAAQ,KACR,uBAAuB,KACvB,YAAY,KACZ,cAAc,YACd,MAAM,KACN,mBAAmB,KACnB,MAAM,KACN,YAAY,KACZ,YAAY,KACZ,aAAa,KACb,aAAa,KACb,eAAe,YACf,QAAQ,KACR,UAAU,KACV,QAAQ,KACR,KAAK,KACL,KAAK,KACL,cAAc,KACd,OAAO,KACP,KAAK,KACL,IAAI,KACJ,mBAAmB,KACnB,UAAU,KACV,OAAO,KACP,KAAK,KACL,YAAY,KACZ,SAAS,KACT,gBAAgB,KAChB,OAAO,KACP,QAAQ,KACR,MAAM,KACN,OAAO,KACP,YAAY,IACZ,iBAAiB,YACjB,WAAW,KACX,GAAG,KACH,OAAO,KACP,YAAY,KACZ,OAAO,KACP,OAAO,KACP,IAAI,KACJ,OAAO,KACP,QAAQ,KACR,UAAU,KACV,QAAQ,KACR,cAAc,KACd,MAAM,KACN,OAAO,KACP,KAAK,KACL,wBAAwB,KACxB,iBAAiB,KACjB,QAAQ,KACR,QAAQ,KACR,WAAW,KACX,OAAO,KACP,eAAe,KACf,cAAc,KACd,MAAM,KACN,QAAQ,KACR,MAAM,KACN,cAAc,KACd,OAAO,KACP,OAAO,KACP,GAAG,KACH,0BAA0B,KAC1B,WAAW,KACX,sBAAsB,KACtB,wBAAwB,KACxB,MAAM,KACN,MAAM,KACN,MAAM,KACN,MAAM,MACN,MAAM,MACN,MAAM,KACN,MAAM,KACN,MAAM,MACN,MAAM,KACN,MAAM,KACN,MAAM,KACN,SAAS,KACT,SAAS,KACT,SAAS,KACT,QAAQ,KACR,OAAO,KACP,GAAG,KACH,iBAAiB,KACjB,EAAE,KACF,uBAAuB,KACvB,IAAI,KACJ,eAAe,KACf,aAAa,KACb,WAAW,KACX,OAAO,KACP,MAAM,KACN,QAAQ,KACR,WAAW,KACX,GAAG,KACH,cAAc,KACd,YAAY,KACZ,cAAc,YACd,qBAAqB,KACrB,oBAAoB,KACpB,QAAQ,KACR,YAAY,KACZ,MAAM,KACN,cAAc,KACd,WAAW,KACX,KAAK,KACL,UAAU,KACV,qBAAqB,KACrB,GAAG,KACH,MAAM,KACN,QAAQ,KACR,mBAAmB,MACnB,qBAAqB,aACrB,MAAM,KACN,OAAO,KACP,gBAAgB,KAChB,WAAW,KACX,iBAAiB,IACjB,aAAa,KACb,WAAW,MACX,aAAa,KACb,mBAAmB,KACnB,0BAA0B,KAC1B,oBAAoB,KACpB,mBAAmB,KACnB,oBAAoB,KACpB,cAAc,KACd,WAAW,KACX,UAAU,KACV,WAAW,KACX,KAAK,KACL,KAAK,KACL,MAAM,KACN,aAAa,YACb,gBAAgB,YAChB,mBAAmB,YACnB,WAAW,YACX,kBAAkB,YAClB,qBAAqB,YACrB,aAAa,YACb,kBAAkB,YAClB,oBAAoB,YACpB,YAAY,YACZ,eAAe,YACf,eAAe,YACf,oBAAoB,YACpB,YAAY,YACZ,uBAAuB,YACvB,yBAAyB,YACzB,gBAAgB,YAChB,gBAAgB,YAChB,aAAa,YACb,cAAc,YACd,cAAc,YACd,mBAAmB,YACnB,kBAAkB,YAClB,eAAe,KACf,WAAW,KACX,gBAAgB,YAChB,OAAO,KACP,UAAU,KACV,QAAQ,KACR,OAAO,KACP,aAAa,KACb,EAAE,IACF,aAAa,KACb,IAAI,KACJ,SAAS,KACT,IAAI,KACJ,IAAI,KACJ,kBAAkB,KAClB,IAAI,KAGJ,QAAY,oIACZ,SAAY,+LCvjDdrG,EAASsG,UAAY,SAAUC,GAC7B,aAoFA,SAASC,EAAiBrG,EAAK30B,GAI7B,GAFAA,EAAOA,GAAQ,KAEXw0B,EAASC,OAAO7V,SAAS+V,GAAM,CAKjC,GAHA30B,EADA20B,EAAMH,EAASC,OAAOqD,WAAWnD,GAI7BH,EAASY,WAAWT,GAItB,OAHA/yB,QAAQw2B,KAAI,wBAA2BzD,EAA3B,qIAsDlB,SAAiCA,EAAK30B,GACjB,mBAAR20B,IACTA,EAAMA,EAAI,IAAIH,EAASsG,YAEpBtG,EAASC,OAAOtS,QAAQwS,KAC3BA,EAAM,CAACA,IAET,IAAIJ,EAAQH,EAASO,EAAK30B,GAE1B,IAAKu0B,EAAMA,MACT,MAAM51B,MAAM41B,EAAM70B,OAGpB,IAAK,IAAI5D,EAAI,EAAGA,EAAI64B,EAAI34B,SAAUF,EAChC,OAAQ64B,EAAI74B,GAAGqC,MACb,IAAK,OACH88B,EAAe3+B,KAAKq4B,EAAI74B,IACxB,MACF,IAAK,SACHo/B,EAAgB5+B,KAAKq4B,EAAI74B,IACzB,MACF,QACE,MAAM6C,MAAM,iDA1Edw8B,CAAuB3G,EAASY,WAAWT,GAAMA,GAI5C,GAAKH,EAASC,OAAOG,YAAYQ,EAAWT,IAIjD,MAAMh2B,MAAM,cAAgBg2B,EAAM,+EAHlCA,EAAMS,EAAWT,GAOF,mBAARA,IACTA,EAAMA,KAGHH,EAASC,OAAOtS,QAAQwS,KAC3BA,EAAM,CAACA,IAGT,IAAIyG,EAAWhH,EAASO,EAAK30B,GAC7B,IAAKo7B,EAAS7G,MACZ,MAAM51B,MAAMy8B,EAAS17B,OAGvB,IAAK,IAAI5D,EAAI,EAAGA,EAAI64B,EAAI34B,SAAUF,EAAG,CACnC,OAAQ64B,EAAI74B,GAAGqC,MAEb,IAAK,OACH88B,EAAe3+B,KAAKq4B,EAAI74B,IACxB,MAEF,IAAK,SACHo/B,EAAgB5+B,KAAKq4B,EAAI74B,IAG7B,GAAI64B,EAAI74B,GAAGK,eAAc,aACvB,IAAK,IAAI24B,KAAMH,EAAI74B,GAAG+S,UAChB8lB,EAAI74B,GAAG+S,UAAU1S,eAAe24B,IAClCuG,EAAOvG,EAAIH,EAAI74B,GAAG+S,UAAUimB,KA6CtC,SAASuG,EAAQr7B,EAAMyJ,GACrB,IAAK+qB,EAASC,OAAO7V,SAAS5e,GAC5B,MAAMrB,MAAM,oFAAsFqB,EAAO,UAG3G,GAAwB,mBAAbyJ,EACT,MAAM9K,MAAM,0FAA4F8K,EAAW,UAGhHoF,EAAU1S,eAAe6D,KAC5B6O,EAAU7O,GAAQ,IAEpB6O,EAAU7O,GAAM1D,KAAKmN,GA9LvB,IAMIoK,EAAU,GAOVonB,EAAiB,GAOjBC,EAAkB,GAOlBrsB,EAAY,GAKZysB,EAAgB/F,EAMhBgG,EAAW,CACTC,OAAQ,GACRC,IAAK,GACLthB,OAAQ,KASd,WAGE,IAAK,IAAIuhB,KAFTX,EAAmBA,GAAoB,GAEtB1F,EACXA,EAAcl5B,eAAeu/B,KAC/B7nB,EAAQ6nB,GAAQrG,EAAcqG,IAKlC,GAAgC,iBAArBX,EAOT,MAAMp8B,MAAM,sEAAwEo8B,EACpF,wBAPA,IAAK,IAAIY,KAAOZ,EACVA,EAAiB5+B,eAAew/B,KAClC9nB,EAAQ8nB,GAAOZ,EAAiBY,IAQlC9nB,EAAQuhB,YACVZ,EAASC,OAAO7qB,QAAQiK,EAAQuhB,WAAY4F,GA5BhDY,GAoKAnvB,KAAKovB,UAAY,SAAmBC,EAASrmB,EAAM5B,EAASkoB,GAC1D,GAAIltB,EAAU1S,eAAe2/B,GAC3B,IAAK,IAAIE,EAAK,EAAGA,EAAKntB,EAAUitB,GAAS9/B,SAAUggC,EAAI,CACrD,IAAIC,EAAQptB,EAAUitB,GAASE,GAAIF,EAASrmB,EAAMhJ,KAAMoH,EAASkoB,GAC7DE,QAA0B,IAAVA,IAClBxmB,EAAOwmB,GAIb,OAAOxmB,GASThJ,KAAK4uB,OAAS,SAAUr7B,EAAMyJ,GAE5B,OADA4xB,EAAOr7B,EAAMyJ,GACNgD,MAQTA,KAAKyvB,SAAW,SAAUzmB,GAExB,IAAKA,EACH,OAAOA,EAGT,IAAIsmB,EAAU,CACZI,YAAiB,GACjBC,cAAiB,GACjBC,WAAiB,GACjBC,MAAiB,GACjBC,QAAiB,GACjBC,YAAiB,GACjBC,WAAiB,EACjBC,eAAiB,GACjBzB,eAAiBA,EACjBC,gBAAiBA,EACjByB,UAAiBlwB,KACjBwpB,aAAiB,GACjBsF,SAAU,CACRC,OAAQ,GACRC,IAAK,GACLthB,OAAQ,KAuEZ,OApDA1E,GAHAA,GADAA,GAHAA,GALAA,EAAOA,EAAK/M,QAAO,KAAO,OAKdA,QAAO,MAAQ,OAGfA,QAAO,QAAU,OACjBA,QAAO,MAAQ,OAGfA,QAAO,UAAY,UAE3BmL,EAAQ+oB,sBACVnnB,EAvFJ,SAAyBA,GACvB,IAAIonB,EAAMpnB,EAAK1M,MAAK,QAAS,GAAG/M,OAC5B8gC,EAAM,IAAI9rB,OAAM,UAAa6rB,EAAM,IAAK,MAC5C,OAAOpnB,EAAK/M,QAAQo0B,EAAK,IAoFhBC,CAAetnB,IAIxBA,EAAO,OAASA,EAAO,OAWvBA,GARAA,EAAO+e,EAASqD,UAAS,QAAlBrD,CAA4B/e,EAAM5B,EAASkoB,IAQtCrzB,QAAO,aAAe,IAGlC8rB,EAASC,OAAO7qB,QAAQqxB,GAAgB,SAAUtG,GAChDlf,EAAO+e,EAASqD,UAAS,eAAlBrD,CAAmCG,EAAKlf,EAAM5B,EAASkoB,MAIhEtmB,EAAO+e,EAASqD,UAAS,WAAlBrD,CAA+B/e,EAAM5B,EAASkoB,GACrDtmB,EAAO+e,EAASqD,UAAS,kBAAlBrD,CAAsC/e,EAAM5B,EAASkoB,GAC5DtmB,EAAO+e,EAASqD,UAAS,mBAAlBrD,CAAuC/e,EAAM5B,EAASkoB,GAC7DtmB,EAAO+e,EAASqD,UAAS,iBAAlBrD,CAAqC/e,EAAM5B,EAASkoB,GAC3DtmB,EAAO+e,EAASqD,UAAS,eAAlBrD,CAAmC/e,EAAM5B,EAASkoB,GACzDtmB,EAAO+e,EAASqD,UAAS,uBAAlBrD,CAA2C/e,EAAM5B,EAASkoB,GACjEtmB,EAAO+e,EAASqD,UAAS,aAAlBrD,CAAiC/e,EAAM5B,EAASkoB,GACvDtmB,EAAO+e,EAASqD,UAAS,kBAAlBrD,CAAsC/e,EAAM5B,EAASkoB,GAO5DtmB,GAHAA,GAHAA,EAAO+e,EAASqD,UAAS,uBAAlBrD,CAA2C/e,EAAM5B,EAASkoB,IAGrDrzB,QAAO,MAAQ,OAGfA,QAAO,MAAQ,KAG3B+M,EAAO+e,EAASqD,UAAS,uBAAlBrD,CAA2C/e,EAAM5B,EAASkoB,GAGjEvH,EAASC,OAAO7qB,QAAQsxB,GAAiB,SAAUvG,GACjDlf,EAAO+e,EAASqD,UAAS,eAAlBrD,CAAmCG,EAAKlf,EAAM5B,EAASkoB,MAIhER,EAAWQ,EAAQR,SACZ9lB,GASThJ,KAAKuwB,aAAevwB,KAAKwwB,OAAS,SAAUx+B,EAAKy+B,GAW/C,GAFAz+B,GALAA,GADAA,EAAMA,EAAIiK,QAAO,QAAU,OACjBA,QAAO,MAAQ,OAKfA,QAAO,WAAa,aAEzBw0B,EAAY,CACf,IAAIp7B,SAAUA,OAAOpE,SAGnB,MAAM,IAAIiB,MAAK,6HAFfu+B,EAAap7B,OAAOpE,SAMxB,IAAIy/B,EAAMD,EAAWh/B,cAAa,OAClCi/B,EAAIxmB,UAAYlY,EAEhB,IAAIs9B,EAAU,CACZqB,QAqCF,SAAgCD,GAK9B,IAHA,IAAIE,EAAOF,EAAI9kB,iBAAgB,OAC3BilB,EAAS,GAEJxhC,EAAI,EAAGA,EAAIuhC,EAAKrhC,SAAUF,EAEjC,GAAkC,IAA9BuhC,EAAKvhC,GAAGyhC,mBAAwE,SAA7CF,EAAKvhC,GAAG0U,WAAWojB,QAAQrkB,cAA0B,CAC1F,IAAIiuB,EAAUH,EAAKvhC,GAAG0U,WAAWmG,UAAUqB,OACvClI,EAAWutB,EAAKvhC,GAAG0U,WAAW1S,aAAY,kBAAqB,GAGnE,GAAiB,KAAbgS,EAEF,IADA,IAAIyG,EAAU8mB,EAAKvhC,GAAG0U,WAAW5N,UAAU0O,MAAK,KACvChR,EAAI,EAAGA,EAAIiW,EAAQva,SAAUsE,EAAG,CACvC,IAAIm9B,EAAUlnB,EAAQjW,GAAGyI,MAAK,mBAC9B,GAAgB,OAAZ00B,EAAkB,CACpB3tB,EAAW2tB,EAAQ,GACnB,OAMND,EAAUhJ,EAASC,OAAOiE,qBAAqB8E,GAE/CF,EAAOhhC,KAAKkhC,GACZH,EAAKvhC,GAAG4hC,UAAY,sBAAwB5tB,EAAW,iBAAmBhU,EAAE2M,WAAa,oBAEzF60B,EAAOhhC,KAAK+gC,EAAKvhC,GAAG6a,WACpB0mB,EAAKvhC,GAAG6a,UAAY,GACpB0mB,EAAKvhC,GAAG0D,aAAY,SAAW1D,EAAE2M,YAGrC,OAAO60B,EAvEEK,CAAsBR,KAiBjC,SAASS,EAAOvuB,GACd,IAAK,IAAI7N,EAAI,EAAGA,EAAI6N,EAAKwuB,WAAW7hC,SAAUwF,EAAG,CAC/C,IAAI+O,EAAQlB,EAAKwuB,WAAWr8B,GACL,IAAnB+O,EAAMG,SACL,KAAOV,KAAKO,EAAMI,YAInBJ,EAAMI,UAAYJ,EAAMI,UAAUW,MAAK,MAAOM,KAAI,KAClDrB,EAAMI,UAAYJ,EAAMI,UAAUjI,QAAO,SAAW,QAJpD2G,EAAKvQ,YAAYyR,KACf/O,GAKwB,IAAnB+O,EAAMG,UACfktB,EAAMrtB,IAzBZqtB,CAAMT,GASN,IAHA,IAAIW,EAAQX,EAAIU,WACZE,EAAQ,GAEHjiC,EAAI,EAAGA,EAAIgiC,EAAM9hC,OAAQF,IAChCiiC,GAASvJ,EAASqD,UAAS,oBAAlBrD,CAAwCsJ,EAAMhiC,GAAIigC,GA4D7D,OAAOgC,GAQTtxB,KAAK0qB,UAAY,SAAU71B,EAAKN,GAC9B6S,EAAQvS,GAAON,GAQjByL,KAAK2qB,UAAY,SAAU91B,GACzB,OAAOuS,EAAQvS,IAOjBmL,KAAK4qB,WAAa,WAChB,OAAOxjB,GAQTpH,KAAKuxB,aAAe,SAAU3J,EAAWr0B,GAEvCg7B,EAAgB3G,EADhBr0B,EAAOA,GAAQ,OAQjByM,KAAKwxB,aAAe,SAAUC,GAC5BlD,EAAgBkD,IAOlBzxB,KAAK8oB,UAAY,SAAUv1B,GACzB,IAAKw1B,EAAOr5B,eAAe6D,GACzB,MAAMrB,MAAMqB,EAAO,yBAErB,IAAIu3B,EAAS/B,EAAOx1B,GAEpB,IAAK,IAAIw3B,KADT8D,EAAgBt7B,EACGu3B,EACbA,EAAOp7B,eAAeq7B,KACxB3jB,EAAQ2jB,GAAUD,EAAOC,KAS/B/qB,KAAKgrB,UAAY,WACf,OAAO6D,GAST7uB,KAAKwrB,gBAAkB,SAAU5D,GAC1BG,EAASC,OAAOtS,QAAQkS,KAC3BA,EAAY,CAACA,IAEf,IAAK,IAAIld,EAAI,EAAGA,EAAIkd,EAAUr4B,SAAUmb,EAAG,CAEzC,IADA,IAAIwd,EAAMN,EAAUld,GACXrb,EAAI,EAAGA,EAAIm/B,EAAej/B,SAAUF,EACvCm/B,EAAen/B,KAAO64B,GACxBsG,EAAen/B,GAAG4b,OAAO5b,EAAG,GAGhC,KAAc,EAAQo/B,EAAgBl/B,SAAUF,EAC1Co/B,EADQ,KACgBvG,GAC1BuG,EAFU,GAEUxjB,OAAO5b,EAAG,KAUtC2Q,KAAKurB,iBAAmB,WACtB,MAAO,CACLloB,SAAUmrB,EACVkD,OAAQjD,IASZzuB,KAAK2xB,YAAc,SAAU3C,GAC3B,OAAIA,EACKF,EAASE,IAETF,EAASC,QAQpB/uB,KAAK4xB,kBAAoB,WACvB,OAAO9C,EAASphB,QAQlB1N,KAAK6xB,iBAAmB,SAAUh9B,EAAKN,GACrCu6B,EAASC,OAAOl6B,GAAON,GAOzByL,KAAK8xB,mBAAqB,SAAUpkB,GAClCohB,EAASphB,OAASA,GAOpB1N,KAAK+xB,gBAAkB,SAAU/C,GAC/BF,EAASE,IAAMA,ICplBnBjH,EAASqD,UAAS,WAAY,SAAUpiB,EAAM5B,EAASkoB,GACrD,aAIA,IAAI0C,EAAiB,SAAUzJ,EAAY0J,EAAUC,EAAQ71B,EAAK81B,EAAIC,EAAI/wB,GAOxE,GANI0mB,EAASC,OAAOG,YAAY9mB,KAC9BA,EAAQ,IAEV6wB,EAASA,EAAOpvB,cAGZylB,EAAW+E,OAAM,iCAAoC,EACvDjxB,EAAM,QACD,IAAKA,EAAK,CAOf,GANK61B,IAEHA,EAASD,EAASnvB,cAAc7G,QAAO,QAAU,MAEnDI,EAAM,IAAM61B,EAEPnK,EAASC,OAAOG,YAAYmH,EAAQO,MAAMqC,IAM7C,OAAO3J,EALPlsB,EAAMizB,EAAQO,MAAMqC,GACfnK,EAASC,OAAOG,YAAYmH,EAAQQ,QAAQoC,MAC/C7wB,EAAQiuB,EAAQQ,QAAQoC,IAU9B,IAAI50B,EAAS,aAFbjB,EAAMA,EAAIJ,QAAQ8rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,2BAE/C,IAkBjC,MAhBc,KAAVjnB,GAA0B,OAAVA,IAIlB/D,GAAU,YADV+D,GAFAA,EAAQA,EAAMpF,QAAO,KAAO,WAEdA,QAAQ8rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,2BACrD,KAK7BlhB,EAAQirB,uBAAyB,KAAK9uB,KAAKlH,KAE7CiB,GAAU,kDAGZA,GAAU,IAAM20B,EAAW,QA2C7B,OAvBAjpB,GANAA,GAJAA,GAJAA,GArDAA,EAAOsmB,EAAQY,UAAUd,UAAS,iBAAmBpmB,EAAM5B,EAASkoB,IAqDxDrzB,QAAO,0DAA4D+1B,IAInE/1B,QAAO,6FACjB+1B,IAGU/1B,QAAO,qHACjB+1B,IAKU/1B,QAAO,2BAA6B+1B,GAG5C5qB,EAAQ0iB,aACV9gB,EAAOA,EAAK/M,QAAO,uDAAwD,SAAUq2B,EAAIC,EAAI5vB,EAAQ6vB,EAAUC,GAC7G,GAAe,OAAX9vB,EACF,OAAO4vB,EAAKC,EAId,IAAKzK,EAASC,OAAO7V,SAAS/K,EAAQsrB,gBACpC,MAAM,IAAIxgC,MAAK,0CAEjB,IAAIygC,EAAMvrB,EAAQsrB,eAAez2B,QAAO,QAAUw2B,GAC9C1gC,EAAS,GAIb,OAHIqV,EAAQirB,uBACVtgC,EAAS,kDAEJwgC,EAAK,YAAcI,EAAM,IAAM5gC,EAAS,IAAMygC,EAAW,WAIpExpB,EAAOsmB,EAAQY,UAAUd,UAAS,gBAAkBpmB,EAAM5B,EAASkoB,MC7FrE,IAAIsD,EAAkB,8FAClBC,EAAkB,0GAClBC,EAAkB,sDAClBC,EAAkB,oGAClBC,EAAkB,gEAElBC,EAAc,SAAU7rB,GACtB,aACA,OAAO,SAAUkrB,EAAIY,EAAmBC,EAAMC,EAAIC,EAAIC,EAAqBC,GAEzE,IAAIC,EADJL,EAAOA,EAAKl3B,QAAQ8rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,0BAE9EmL,EAAS,GACT1hC,EAAS,GACT2hC,EAASR,GAAqB,GAC9BS,EAASJ,GAAsB,GAUnC,MATG,UAAWhwB,KAAK4vB,KACjBA,EAAOA,EAAKl3B,QAAO,UAAY,gBAE7BmL,EAAQ+hB,oCAAsCmK,IAChDG,EAASH,GAEPlsB,EAAQirB,uBACVtgC,EAAS,kDAEJ2hC,EAAM,YAAcP,EAAO,IAAMphC,EAAS,IAAMyhC,EAAS,OAASC,EAASE,IAItFC,EAAc,SAAUxsB,EAASkoB,GAC/B,aACA,OAAO,SAAU/G,EAAYsL,EAAGpG,GAC9B,IAAI58B,EAAO,UASX,OARAgjC,EAAIA,GAAK,GACTpG,EAAO1F,EAASqD,UAAS,uBAAlBrD,CAA2C0F,EAAMrmB,EAASkoB,GAC7DloB,EAAQkjB,cACVz5B,EAAOk3B,EAASC,OAAOwF,mBAAmB38B,EAAO48B,GACjDA,EAAO1F,EAASC,OAAOwF,mBAAmBC,IAE1C58B,GAAc48B,EAEToG,EAAI,YAAchjC,EAAO,KAAO48B,EAAO,SAItD1F,EAASqD,UAAS,aAAc,SAAUpiB,EAAM5B,EAASkoB,GACvD,aASA,OAJAtmB,GADAA,GAFAA,EAAOsmB,EAAQY,UAAUd,UAAS,mBAAqBpmB,EAAM5B,EAASkoB,IAE1DrzB,QAAQ62B,EAAeG,EAAY7rB,KACnCnL,QAAQ+2B,EAAgBY,EAAYxsB,EAASkoB,IAEzDtmB,EAAOsmB,EAAQY,UAAUd,UAAS,kBAAoBpmB,EAAM5B,EAASkoB,MAKvEvH,EAASqD,UAAS,uBAAwB,SAAUpiB,EAAM5B,EAASkoB,GACjE,aAEA,OAAKloB,EAAQ8hB,oBAWblgB,GAJEA,GAHFA,EAAOsmB,EAAQY,UAAUd,UAAS,6BAA+BpmB,EAAM5B,EAASkoB,IAGlErzB,QADVmL,EAAQ+hB,mCACU0J,EAEAD,EAFiBK,EAAY7rB,KAIvCnL,QAAQ82B,EAAiBa,EAAYxsB,EAASkoB,IAE1DtmB,EAAOsmB,EAAQY,UAAUd,UAAS,4BAA8BpmB,EAAM5B,EAASkoB,IAZtEtmB,KC3DX+e,EAASqD,UAAS,cAAe,SAAUpiB,EAAM5B,EAASkoB,GACxD,aAyBA,OAvBAtmB,EAAOsmB,EAAQY,UAAUd,UAAS,oBAAsBpmB,EAAM5B,EAASkoB,GAIvEtmB,EAAO+e,EAASqD,UAAS,cAAlBrD,CAAkC/e,EAAM5B,EAASkoB,GACxDtmB,EAAO+e,EAASqD,UAAS,UAAlBrD,CAA8B/e,EAAM5B,EAASkoB,GAGpDtmB,EAAO+e,EAASqD,UAAS,iBAAlBrD,CAAqC/e,EAAM5B,EAASkoB,GAE3DtmB,EAAO+e,EAASqD,UAAS,QAAlBrD,CAA4B/e,EAAM5B,EAASkoB,GAClDtmB,EAAO+e,EAASqD,UAAS,aAAlBrD,CAAiC/e,EAAM5B,EAASkoB,GACvDtmB,EAAO+e,EAASqD,UAAS,SAAlBrD,CAA6B/e,EAAM5B,EAASkoB,GAMnDtmB,EAAO+e,EAASqD,UAAS,iBAAlBrD,CAAqC/e,EAAM5B,EAASkoB,GAC3DtmB,EAAO+e,EAASqD,UAAS,aAAlBrD,CAAiC/e,EAAM5B,EAASkoB,GAEvDtmB,EAAOsmB,EAAQY,UAAUd,UAAS,mBAAqBpmB,EAAM5B,EAASkoB,MC5BxEvH,EAASqD,UAAS,eAAgB,SAAUpiB,EAAM5B,EAASkoB,GACzD,aAEAtmB,EAAOsmB,EAAQY,UAAUd,UAAS,qBAAuBpmB,EAAM5B,EAASkoB,GAKxE,IAAIe,EAAM,oCAgCV,OA9BIjpB,EAAQ6iB,2BACVoG,EAAM,8BAGRrnB,GARAA,GAAc,QAQF/M,QAAQo0B,GAAK,SAAUyD,GAsBjC,OAdAA,GAFAA,GAHAA,EAAKA,EAAG73B,QAAO,mBAAqB,KAG5BA,QAAO,MAAQ,KAEfA,QAAO,aAAe,IAC9B63B,EAAK/L,EAASqD,UAAS,mBAAlBrD,CAAuC+L,EAAI1sB,EAASkoB,GAKzDwE,GAFAA,GAFAA,EAAK/L,EAASqD,UAAS,aAAlBrD,CAAiC+L,EAAI1sB,EAASkoB,IAE3CrzB,QAAO,UAAY,SAEnBA,QAAO,8BAA+B,SAAUssB,EAAYC,GAClE,IAAIuL,EAAMvL,EAIV,OADAuL,GADAA,EAAMA,EAAI93B,QAAO,QAAU,OACjBA,QAAO,MAAQ,OAIpB8rB,EAASqD,UAAS,YAAlBrD,CAA6B,iBAAsB+L,EAAK,kBAAmB1sB,EAASkoB,MAG7FtmB,EAAOsmB,EAAQY,UAAUd,UAAS,oBAAsBpmB,EAAM5B,EAASkoB,MCpCzEvH,EAASqD,UAAS,cAAe,SAAUpiB,EAAM5B,EAASkoB,GACxD,aAEAtmB,EAAOsmB,EAAQY,UAAUd,UAAS,oBAAsBpmB,EAAM5B,EAASkoB,GA8BvE,OAHAtmB,GArBAA,GAHAA,GAAQ,MAGI/M,QADE,oEACe,SAAUssB,EAAYC,EAAI4K,GACrD,IAAIY,EAAYxL,EACZyL,EAAWb,EACX38B,EAAM,KAcV,OAZAu9B,EAAYjM,EAASqD,UAAS,UAAlBrD,CAA8BiM,EAAW5sB,EAASkoB,GAC9D0E,EAAYjM,EAASqD,UAAS,aAAlBrD,CAAiCiM,EAAW5sB,EAASkoB,GAGjE0E,GADAA,GADAA,EAAYjM,EAASqD,UAAS,QAAlBrD,CAA4BiM,EAAW5sB,EAASkoB,IACtCrzB,QAAO,QAAU,KACjBA,QAAO,QAAU,IAEnCmL,EAAQ6hB,0BACVxyB,EAAM,IAGRu9B,EAAY,cAAgBA,EAAYv9B,EAAM,gBAEvCsxB,EAASqD,UAAS,YAAlBrD,CAAgCiM,EAAW5sB,EAASkoB,GAAW2E,MAI5Dh4B,QAAO,KAAO,IAE1B+M,EAAOsmB,EAAQY,UAAUd,UAAS,mBAAqBpmB,EAAM5B,EAASkoB,MCVxEvH,EAASqD,UAAS,aAAc,SAAUpiB,EAAM5B,EAASkoB,GACvD,aAoBA,YAhBoB,KAFpBtmB,EAAOsmB,EAAQY,UAAUd,UAAS,mBAAqBpmB,EAAM5B,EAASkoB,MAGpEtmB,EAAO,IAETA,EAAOA,EAAK/M,QAAO,uCACjB,SAAUssB,EAAYC,EAAI4K,EAAIC,GAC5B,IAAIx/B,EAAIw/B,EAMR,OAJAx/B,GADAA,EAAIA,EAAEoI,QAAO,aAAe,KACtBA,QAAO,WAAa,IAE1BpI,EAAI20B,EAAK,UADT30B,EAAIk0B,EAASqD,UAAS,aAAlBrD,CAAiCl0B,EAAGuT,EAASkoB,IACzB,UACxBz7B,EAAIk0B,EAASqD,UAAS,gBAAlBrD,CAAoCl0B,EAAGuT,EAASkoB,MAKxDtmB,EAAOsmB,EAAQY,UAAUd,UAAS,kBAAoBpmB,EAAM5B,EAASkoB,MC1CvEvH,EAASqD,UAAS,wBAAyB,SAAUpiB,EAAM5B,EAASkoB,GAClE,aAEA,IAAKloB,EAAQ8sB,qBACX,OAAOlrB,EAGTA,EAAOsmB,EAAQY,UAAUd,UAAS,8BAAgCpmB,EAAM5B,EAASkoB,GAEjF,IAAI6E,EAAU,OACVC,EAAgB,oBAChB/yB,EAAQ,GACRzO,EAAU,2BACViZ,EAAO,GACPijB,EAAW,GAUf,IAAK,IAAIn3B,UARsC,IAApC23B,EAAQR,SAASC,OAAOoF,UACjCC,EAAgB,aAAgB9E,EAAQR,SAASC,OAAOoF,QAAU,MAElD,UADhBA,EAAU7E,EAAQR,SAASC,OAAOoF,QAAQn4B,WAAW8G,gBACf,UAAZqxB,IACxBvhC,EAAU,2BAIG08B,EAAQR,SAASC,OAChC,GAAIO,EAAQR,SAASC,OAAOr/B,eAAeiI,GACzC,OAAQA,EAAKmL,eACX,IAAK,UACH,MAEF,IAAK,QACHzB,EAAQ,UAAaiuB,EAAQR,SAASC,OAAO1tB,MAAQ,aACrD,MAEF,IAAK,UAEDzO,EADc,SAAZuhC,GAAkC,UAAZA,EACd,kBAAoB7E,EAAQR,SAASC,OAAOn8B,QAAU,OAEtD,iCAAmC08B,EAAQR,SAASC,OAAOn8B,QAAU,OAEjF,MAEF,IAAK,WACL,IAAK,OACHiZ,EAAO,UAAYyjB,EAAQR,SAASC,OAAOp3B,GAAQ,IACnDm3B,GAAY,eAAiBn3B,EAAO,cAAgB23B,EAAQR,SAASC,OAAOp3B,GAAQ,OACpF,MAEF,QACEm3B,GAAY,eAAiBn3B,EAAO,cAAgB23B,EAAQR,SAASC,OAAOp3B,GAAQ,OAQ5F,OAHAqR,EAAOorB,EAAgB,QAAUvoB,EAAO,cAAgBxK,EAAQzO,EAAUk8B,EAAW,oBAAsB9lB,EAAKuC,OAAS,qBAEzHvC,EAAOsmB,EAAQY,UAAUd,UAAS,6BAA+BpmB,EAAM5B,EAASkoB,MCxDlFvH,EAASqD,UAAS,SAAU,SAAUpiB,EAAM5B,EAASkoB,GACnD,aA2BA,OAHAtmB,GADAA,GAbAA,GAHAA,GAHAA,GAHAA,EAAOsmB,EAAQY,UAAUd,UAAS,eAAiBpmB,EAAM5B,EAASkoB,IAGtDrzB,QAAO,YAAc,SAGrBA,QAAO,MAAQ,SAGfA,QAAO,cAAe,SAAUssB,EAAYC,GAKtD,IAJA,IAAI6L,EAAc7L,EACd8L,EAAY,EAAID,EAAY9kC,OAAS,EAGhCF,EAAI,EAAGA,EAAIilC,EAAWjlC,IAC7BglC,GAAe,IAGjB,OAAOA,MAIGp4B,QAAO,MAAQ,SACfA,QAAO,MAAQ,IAE3B+M,EAAOsmB,EAAQY,UAAUd,UAAS,cAAgBpmB,EAAM5B,EAASkoB,MC9BnEvH,EAASqD,UAAS,YAAa,SAAUpiB,EAAM5B,EAASkoB,GACtD,aAQA,OAJAtmB,GAFAA,EAAOsmB,EAAQY,UAAUd,UAAS,kBAAoBpmB,EAAM5B,EAASkoB,IAEzDrzB,QAAO,UAAY,KAE/B+M,EAAOsmB,EAAQY,UAAUd,UAAS,iBAAmBpmB,EAAM5B,EAASkoB,MCFtEvH,EAASqD,UAAS,SAAU,SAAUpiB,EAAM5B,EAASkoB,GACnD,aAEA,IAAKloB,EAAQ4iB,MACX,OAAOhhB,EAgBT,OATAA,GAJAA,EAAOsmB,EAAQY,UAAUd,UAAS,eAAiBpmB,EAAM5B,EAASkoB,IAItDrzB,QAFG,eAEe,SAAUq2B,EAAIiC,GAC1C,OAAIxM,EAASC,OAAOoG,OAAO1+B,eAAe6kC,GACjCxM,EAASC,OAAOoG,OAAOmG,GAEzBjC,KAGTtpB,EAAOsmB,EAAQY,UAAUd,UAAS,cAAgBpmB,EAAM5B,EAASkoB,MCpBnEvH,EAASqD,UAAS,uBAAwB,SAAUpiB,EAAM5B,EAASkoB,GACjE,aAiBA,OAHAtmB,GAHAA,GAHAA,GAHAA,GAJAA,EAAOsmB,EAAQY,UAAUd,UAAS,6BAA+BpmB,EAAM5B,EAASkoB,IAIpErzB,QAAO,qCAAuC,UAG9CA,QAAO,oBAAsB,SAG7BA,QAAO,KAAO,SAGdA,QAAO,KAAO,QAE1B+M,EAAOsmB,EAAQY,UAAUd,UAAS,4BAA8BpmB,EAAM5B,EAASkoB,MCTjFvH,EAASqD,UAAS,0BAA2B,SAAUpiB,EAAM5B,EAASkoB,GACpE,aAOA,OAHAtmB,GADAA,GAFAA,EAAOsmB,EAAQY,UAAUd,UAAS,gCAAkCpmB,EAAM5B,EAASkoB,IAEvErzB,QAAO,UAAY8rB,EAASC,OAAOM,2BACnCrsB,QAAO,8BAAgC8rB,EAASC,OAAOM,0BAEnEtf,EAAOsmB,EAAQY,UAAUd,UAAS,+BAAiCpmB,EAAM5B,EAASkoB,MCbpFvH,EAASqD,UAAS,cAAe,SAAUpiB,EAAM5B,EAASkoB,GACxD,aAeA,OATAtmB,GAJAA,EAAOsmB,EAAQY,UAAUd,UAAS,oBAAsBpmB,EAAM5B,EAASkoB,IAKpErzB,QAAO,KAAO,SAEdA,QAAO,KAAO,QACdA,QAAO,KAAO,QAEdA,QAAO,qBAAuB8rB,EAASC,OAAOM,0BAEjDtf,EAAOsmB,EAAQY,UAAUd,UAAS,mBAAqBpmB,EAAM5B,EAASkoB,MChBxEvH,EAASqD,UAAS,yCAA0C,SAAUpiB,EAAM5B,EAASkoB,GACnF,aAmBA,OANAtmB,GANAA,GANAA,EAAOsmB,EAAQY,UAAUd,UAAS,+CAAiDpmB,EAAM5B,EAASkoB,IAMtFrzB,QAHG,wCAGW,SAAUssB,GAClC,OAAOA,EACJtsB,QAAO,qBAAuB,OAC9BA,QAAO,gBAAkB8rB,EAASC,OAAOM,8BAGlCrsB,QARG,iDAQe,SAAUssB,GACtC,OAAOA,EACJtsB,QAAO,gBAAkB8rB,EAASC,OAAOM,6BAG9Ctf,EAAOsmB,EAAQY,UAAUd,UAAS,8CAAgDpmB,EAAM5B,EAASkoB,MCbnGvH,EAASqD,UAAS,oBAAqB,SAAUpiB,EAAM5B,EAASkoB,GAC9D,aAGA,OAAKloB,EAAQoiB,cAIbxgB,EAAOsmB,EAAQY,UAAUd,UAAS,0BAA4BpmB,EAAM5B,EAASkoB,GAwB7EtmB,GApBAA,GAFAA,GAAQ,MAEI/M,QAAO,4EAA6E,SAAUssB,EAAYiM,EAAOnxB,EAAU2wB,GACrI,IAAIv9B,EAAO2Q,EAAQ6hB,wBAA2B,GAAK,KAenD,OAZA+K,EAAYjM,EAASqD,UAAS,aAAlBrD,CAAiCiM,EAAW5sB,EAASkoB,GAKjE0E,EAAY,cAAgB3wB,EAAW,WAAaA,EAAW,aAAeA,EAAW,IAAM,IAAM,KAFrG2wB,GADAA,GADAA,EAAYjM,EAASqD,UAAS,QAAlBrD,CAA4BiM,EAAW5sB,EAASkoB,IACtCrzB,QAAO,QAAU,KACjBA,QAAO,QAAU,KAEgFxF,EAAM,gBAE7Hu9B,EAAYjM,EAASqD,UAAS,YAAlBrD,CAAgCiM,EAAW5sB,EAASkoB,GAKzD,UAAYA,EAAQ9F,aAAa35B,KAAI,CAAEmZ,KAAMuf,EAAYyL,UAAWA,IAAc,GAAK,YAIpF/3B,QAAO,KAAO,IAEnBqzB,EAAQY,UAAUd,UAAS,yBAA2BpmB,EAAM5B,EAASkoB,IA7BnEtmB,KCfX+e,EAASqD,UAAS,aAAc,SAAUpiB,EAAM5B,EAASkoB,GACvD,aAKA,OAHAtmB,GADAA,EAAOsmB,EAAQY,UAAUd,UAAS,mBAAqBpmB,EAAM5B,EAASkoB,IAC1DrzB,QAAO,eAAiB,IACpC+M,EAAO,UAAYsmB,EAAQI,YAAY7/B,KAAKmZ,GAAQ,GAAK,QACzDA,EAAOsmB,EAAQY,UAAUd,UAAS,kBAAoBpmB,EAAM5B,EAASkoB,MCFvEvH,EAASqD,UAAS,gBAAiB,SAAUpiB,EAAM5B,EAASkoB,GAC1D,aACAtmB,EAAOsmB,EAAQY,UAAUd,UAAS,sBAAwBpmB,EAAM5B,EAASkoB,GAWzE,OAHAtmB,EAAO+e,EAASC,OAAO8E,uBAAuB9jB,GANhC,SAAUuf,EAAYjsB,EAAO8vB,EAAMC,GAC/C,IAAI2H,EAAY5H,EAAOrE,EAASqD,UAAS,aAAlBrD,CAAiCzrB,EAAO8K,EAASkoB,GAAWjD,EACnF,MAAO,MAAQiD,EAAQM,WAAW//B,KAAKmkC,GAAa,GAAK,MAIE,iBAAkB,UAAW,OAE1FhrB,EAAOsmB,EAAQY,UAAUd,UAAS,qBAAuBpmB,EAAM5B,EAASkoB,MCf1EvH,EAASqD,UAAS,eAAgB,SAAUpiB,EAAM5B,EAASkoB,GACzD,aAEA,OAAO,SAAU/G,EAAYC,GAC3B,IAAIiM,EAAYjM,EAYhB,OALAiM,GAHAA,GADAA,EAAYA,EAAUx4B,QAAO,QAAU,OACjBA,QAAO,MAAQ,KAGfA,QAAO,QAAU,IAGvCw4B,EAAY,UAAYnF,EAAQI,YAAY7/B,KAAK4kC,GAAa,GAAK,YCdvE1M,EAASqD,UAAS,kBAAmB,SAAUpiB,EAAM5B,EAASkoB,GAC5D,aACAtmB,EAAOsmB,EAAQY,UAAUd,UAAS,wBAA0BpmB,EAAM5B,EAASkoB,GAE3E,IAAIoF,EAAY,CACV,MACA,MACA,KACA,KACA,KACA,KACA,KACA,KACA,aACA,QACA,KACA,KACA,KACA,SACA,WACA,OACA,WACA,SACA,OACA,QACA,UACA,SACA,SACA,MACA,UACA,QACA,UACA,QACA,SACA,SACA,SACA,SACA,QACA,KAEFC,EAAU,SAAUpM,EAAYjsB,EAAO8vB,EAAMC,GAC3C,IAAIH,EAAM3D,EAMV,OAHqC,IAAjC6D,EAAKkB,OAAM,kBACbpB,EAAME,EAAOkD,EAAQY,UAAUT,SAASnzB,GAAS+vB,GAE5C,UAAYiD,EAAQI,YAAY7/B,KAAKq8B,GAAO,GAAK,SAG1D9kB,EAAQ2iB,2BAEV/gB,EAAOA,EAAK/M,QAAO,oBAAqB,SAAUq2B,EAAIsC,GACpD,MAAO,OAASA,EAAS,WAK7B,IAAK,IAAIvlC,EAAI,EAAGA,EAAIqlC,EAAUnlC,SAAUF,EAOtC,IALA,IAAIwlC,EACAC,EAAW,IAAIvwB,OAAM,YAAemwB,EAAUrlC,GAAK,aAAc,MACjE0lC,EAAW,IAAML,EAAUrlC,GAAK,YAChC2lC,EAAW,KAAON,EAAUrlC,GAAK,KAE6B,KAA1DwlC,EAAW9M,EAASC,OAAOoF,aAAapkB,EAAM8rB,KAAe,CAMnE,IAAIG,EAAWlN,EAASC,OAAOuF,aAAavkB,EAAM6rB,GAE9CK,EAAcnN,EAASC,OAAO8E,uBAAuBmI,EAAS,GAAIN,EAASI,EAASC,EAAU,MAGlG,GAAIE,IAAgBD,EAAS,GAC3B,MAEFjsB,EAAOisB,EAAS,GAAGv6B,OAAOw6B,GAiB9B,OAbAlsB,EAAOA,EAAK/M,QAAO,oDACjB8rB,EAASqD,UAAS,cAAlBrD,CAAkC/e,EAAM5B,EAASkoB,IAQnDtmB,GALAA,EAAO+e,EAASC,OAAO8E,uBAAuB9jB,GAAM,SAAUkjB,GAC5D,MAAO,UAAYoD,EAAQI,YAAY7/B,KAAKq8B,GAAO,GAAK,UACvD,iBAAe,SAAO,OAGbjwB,QAAO,yDACjB8rB,EAASqD,UAAS,cAAlBrD,CAAkC/e,EAAM5B,EAASkoB,IAEnDtmB,EAAOsmB,EAAQY,UAAUd,UAAS,uBAAyBpmB,EAAM5B,EAASkoB,MC5F5EvH,EAASqD,UAAS,iBAAkB,SAAUpiB,EAAM5B,EAASkoB,GAC3D,aAGA,SAAS6F,EAAcC,GACrB,MAAO,MAAQ9F,EAAQM,WAAW//B,KAAKulC,GAAQ,GAAK,IA0BtD,OAPApsB,GALAA,GALAA,GALAA,GAPAA,EAAOsmB,EAAQY,UAAUd,UAAS,uBAAyBpmB,EAAM5B,EAASkoB,IAO9DrzB,QAAO,gBAAiB,SAAUq2B,GAC5C,OAAO6C,EAAa7C,OAIVr2B,QAAO,6BAA8B,SAAUq2B,GACzD,OAAO6C,EAAa7C,OAIVr2B,QAAO,qCAAsC,SAAUq2B,GACjE,OAAO6C,EAAa7C,OAIVr2B,QAAO,cAAe,SAAUq2B,GAC1C,OAAO6C,EAAa7C,MAKtBtpB,EAAOsmB,EAAQY,UAAUd,UAAS,sBAAwBpmB,EAAM5B,EAASkoB,MAO3EvH,EAASqD,UAAS,mBAAoB,SAAUpiB,EAAM5B,EAASkoB,GAC7D,aACAtmB,EAAOsmB,EAAQY,UAAUd,UAAS,yBAA2BpmB,EAAM5B,EAASkoB,GAE5E,IAAK,IAAIjgC,EAAI,EAAGA,EAAIigC,EAAQM,WAAWrgC,SAAUF,EAAG,CAKlD,IAJA,IAAIgmC,EAAU/F,EAAQM,WAAWvgC,GAE7BimC,EAAQ,EAEN,WAAY/xB,KAAK8xB,IAAU,CAC/B,IAAIv5B,EAAMyI,OAAOgxB,GAEjB,GADAF,EAAUA,EAAQp5B,QAAO,KAAQH,EAAM,IAAKwzB,EAAQM,WAAW9zB,IACjD,KAAVw5B,EAAc,CAChBngC,QAAQlC,MAAK,0CACb,QAEAqiC,EAEJtsB,EAAOA,EAAK/M,QAAO,KAAQ5M,EAAI,IAAKgmC,GAItC,OADArsB,EAAOsmB,EAAQY,UAAUd,UAAS,wBAA0BpmB,EAAM5B,EAASkoB,MC1D7EvH,EAASqD,UAAS,mBAAoB,SAAUpiB,EAAM5B,EAASkoB,GAC7D,aACAtmB,EAAOsmB,EAAQY,UAAUd,UAAS,yBAA2BpmB,EAAM5B,EAASkoB,GAY5E,OAHAtmB,EAAO+e,EAASC,OAAO8E,uBAAuB9jB,GAPhC,SAAUuf,EAAYjsB,EAAO8vB,EAAMC,GAE/C,IAAI2H,EAAY5H,EAAOrE,EAASqD,UAAS,aAAlBrD,CAAiCzrB,EAAO8K,EAASkoB,GAAWjD,EACnF,MAAO,UAAYiD,EAAQ9F,aAAa35B,KAAI,CAAEmZ,KAAMuf,EAAYyL,UAAWA,IAAc,GAAK,UAInC,yCAA0C,2BAA4B,OAEnIhrB,EAAOsmB,EAAQY,UAAUd,UAAS,wBAA0BpmB,EAAM5B,EAASkoB,MChB7EvH,EAASqD,UAAS,WAAY,SAAUpiB,EAAM5B,EAASkoB,GACrD,aAwDA,SAASkG,EAAU5hC,GACjB,IAAIyN,EACAwV,EAGJ,GAAIzP,EAAQquB,mBAAoB,CAC9B,IAAIn5B,EAAQ1I,EAAE0I,MAAK,mBACfA,GAASA,EAAM,KACjB1I,EAAI0I,EAAM,IAuDd,OAnDA+E,EAAQzN,EAINijB,EADEkR,EAASC,OAAO7V,SAAS/K,EAAQsuB,gBAC1BtuB,EAAQsuB,gBACmB,IAA3BtuB,EAAQsuB,eACR,WAEA,GAGNtuB,EAAQuuB,oBACXt0B,EAAQwV,EAASxV,GAIjBA,EADE+F,EAAQyiB,qBACFxoB,EACLpF,QAAO,KAAO,KAEdA,QAAO,SAAW,IAClBA,QAAO,MAAQ,IACfA,QAAO,MAAQ,IAGfA,QAAO,yCAA2C,IAClD6G,cACMsE,EAAQwuB,YACTv0B,EACLpF,QAAO,KAAO,KAEdA,QAAO,SAAW,KAClBA,QAAO,MAAQ,KACfA,QAAO,MAAQ,KAEfA,QAAO,QAAU,KACjB6G,cAEKzB,EACLpF,QAAO,SAAW,IAClB6G,cAGDsE,EAAQuuB,oBACVt0B,EAAQwV,EAASxV,GAGfiuB,EAAQW,eAAe5uB,GACzBA,EAAQA,EAAQ,IAAOiuB,EAAQW,eAAe5uB,KAE9CiuB,EAAQW,eAAe5uB,GAAS,EAE3BA,EArHT2H,EAAOsmB,EAAQY,UAAUd,UAAS,iBAAmBpmB,EAAM5B,EAASkoB,GAEpE,IAAIuG,EAAoBz3B,MAAMD,SAASiJ,EAAQyuB,mBAAsB,EAAI13B,SAASiJ,EAAQyuB,kBAUtFC,EAAiB1uB,EAAQijB,kBAAqB,gCAAkC,6BA6GpF,OAjFArhB,GAjBAA,GATAA,EAAOA,EAAK/M,QAHSmL,EAAQijB,kBAAqB,gCAAkC,8BAGjD,SAAU9B,EAAYC,GAEvD,IAAIuN,EAAYhO,EAASqD,UAAS,YAAlBrD,CAAgCS,EAAIphB,EAASkoB,GACzD0G,EAAO5uB,EAAQ8iB,WAAc,GAAK,QAAUsL,EAAShN,GAAM,IAE3DyN,EAAY,KADHJ,EACmBG,EAAM,IAAMD,EAAY,MAD3CF,EAC4D,IACzE,OAAO9N,EAASqD,UAAS,YAAlBrD,CAAgCkO,EAAW7uB,EAASkoB,OAGjDrzB,QAAQ65B,GAAe,SAAUI,EAAY1N,GACvD,IAAIuN,EAAYhO,EAASqD,UAAS,YAAlBrD,CAAgCS,EAAIphB,EAASkoB,GACzD0G,EAAO5uB,EAAQ8iB,WAAc,GAAK,QAAUsL,EAAShN,GAAM,IAC3D2N,EAASN,EAAmB,EAC5BI,EAAY,KAAOE,EAASH,EAAM,IAAMD,EAAY,MAAQI,EAAS,IACzE,OAAOpO,EAASqD,UAAS,YAAlBrD,CAAgCkO,EAAW7uB,EAASkoB,OAYjDrzB,QAFImL,EAAQwiB,8BAAiC,oCAAsC,qCAEjE,SAAUrB,EAAYC,EAAI4K,GACtD,IAAIgD,EAAQhD,EACRhsB,EAAQquB,qBACVW,EAAQhD,EAAGn3B,QAAO,qBAAuB,KAG3C,IAAIo6B,EAAOtO,EAASqD,UAAS,YAAlBrD,CAAgCqO,EAAOhvB,EAASkoB,GACvD0G,EAAO5uB,EAAQ8iB,WAAc,GAAK,QAAUsL,EAASpC,GAAM,IAC3D+C,EAASN,EAAmB,EAAIrN,EAAGj5B,OACnC0O,EAAS,KAAOk4B,EAASH,EAAM,IAAMK,EAAO,MAAQF,EAAS,IAEjE,OAAOpO,EAASqD,UAAS,YAAlBrD,CAAgC9pB,EAAQmJ,EAASkoB,MAqE1DtmB,EAAOsmB,EAAQY,UAAUd,UAAS,gBAAkBpmB,EAAM5B,EAASkoB,MCxHrEvH,EAASqD,UAAS,kBAAmB,SAAUpiB,EAAM5B,EAASkoB,GAC5D,aACAtmB,EAAOsmB,EAAQY,UAAUd,UAAS,wBAA0BpmB,EAAM5B,EAASkoB,GAE3E,IAAIz6B,EAAMkzB,EAASqD,UAAS,YAAlBrD,CAA6B,SAAa3gB,EAASkoB,GAM7D,OAHAtmB,GADAA,GADAA,EAAOA,EAAK/M,QAAO,4BAA8BpH,IACrCoH,QAAO,6BAA+BpH,IACtCoH,QAAO,4BAA8BpH,GAEjDmU,EAAOsmB,EAAQY,UAAUd,UAAS,uBAAyBpmB,EAAM5B,EAASkoB,MCT5EvH,EAASqD,UAAS,UAAW,SAAUpiB,EAAM5B,EAASkoB,GACpD,aAeA,SAASgH,EAAe/N,EAAYgO,EAASrE,EAAQ71B,EAAKm6B,EAAO3P,EAAQsL,EAAI9wB,GAE3E,IAAIwuB,EAAUP,EAAQO,MAClBC,EAAUR,EAAQQ,QAClB2G,EAAUnH,EAAQS,YAQtB,GANAmC,EAASA,EAAOpvB,cAEXzB,IACHA,EAAQ,IAGNknB,EAAW+E,OAAM,iCAAoC,EACvDjxB,EAAM,QAED,GAAY,KAARA,GAAsB,OAARA,EAAc,CAOrC,GANe,KAAX61B,GAA4B,OAAXA,IAEnBA,EAASqE,EAAQzzB,cAAc7G,QAAO,QAAU,MAElDI,EAAM,IAAM61B,EAEPnK,EAASC,OAAOG,YAAY0H,EAAMqC,IAUrC,OAAO3J,EATPlsB,EAAMwzB,EAAMqC,GACPnK,EAASC,OAAOG,YAAY2H,EAAQoC,MACvC7wB,EAAQyuB,EAAQoC,IAEbnK,EAASC,OAAOG,YAAYsO,EAAMvE,MACrCsE,EAAQC,EAAMvE,GAAQsE,MACtB3P,EAAS4P,EAAMvE,GAAQrL,QAO7B0P,EAAUA,EACPt6B,QAAO,KAAO,UAEdA,QAAQ8rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,0BAGzE,IAAIhrB,EAAS,cADbjB,EAAMA,EAAIJ,QAAQ8rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,2BAC9C,UAAYiO,EAAU,IAoBxD,OAlBIl1B,GAAS0mB,EAASC,OAAO7V,SAAS9Q,KAKpC/D,GAAU,YAJV+D,EAAQA,EACLpF,QAAO,KAAO,UAEdA,QAAQ8rB,EAASC,OAAOlJ,QAAQqP,qBAAsBpG,EAASC,OAAOM,2BAC1C,KAG7BkO,GAAS3P,IAIXvpB,GAAU,YAHVk5B,EAAoB,MAAVA,EAAiB,OAASA,GAGL,IAC/Bl5B,GAAU,aAHVupB,EAAqB,MAAXA,EAAkB,OAASA,GAGJ,KAGnCvpB,GAAU,MAuBZ,OAHA0L,GAHAA,GAHAA,GAHAA,GALAA,GA/EAA,EAAOsmB,EAAQY,UAAUd,UAAS,gBAAkBpmB,EAAM5B,EAASkoB,IA+EvDrzB,QA1EY,mDA0Eaq6B,IAKzBr6B,QAhFY,sKAIxB,SAA8BssB,EAAYgO,EAASrE,EAAQ71B,EAAKm6B,EAAO3P,EAAQsL,EAAI9wB,GAEjF,OAAOi1B,EAAe/N,EAAYgO,EAASrE,EAD3C71B,EAAMA,EAAIJ,QAAO,MAAQ,IAC+Bu6B,EAAO3P,EAAQsL,EAAI9wB,OA6EjEpF,QApFY,qIAoFSq6B,IAGrBr6B,QAxFY,yJAwFUq6B,IAGtBr6B,QAvFY,4BAuFeq6B,GAEvCttB,EAAOsmB,EAAQY,UAAUd,UAAS,eAAiBpmB,EAAM5B,EAASkoB,MCrGpEvH,EAASqD,UAAS,kBAAmB,SAAUpiB,EAAM5B,EAASkoB,GAC5D,aAQA,SAASoH,EAAaxK,EAAKE,EAAMC,GAM/B,OAAOD,EAAOF,EAAMG,EAqDtB,OAjEArjB,EAAOsmB,EAAQY,UAAUd,UAAS,wBAA0BpmB,EAAM5B,EAASkoB,GAuBzEtmB,EAPE5B,EAAQgiB,2BAIVpgB,GAHAA,EAAOA,EAAK/M,QAAO,2BAA4B,SAAUq2B,EAAIpG,GAC3D,OAAOwK,EAAaxK,EAAK,eAAgB,sBAE/BjwB,QAAO,yBAA0B,SAAUq2B,EAAIpG,GACzD,OAAOwK,EAAaxK,EAAK,WAAY,iBAE3BjwB,QAAO,uBAAwB,SAAUq2B,EAAIpG,GACvD,OAAOwK,EAAaxK,EAAK,OAAQ,aAMnCljB,GAHAA,EAAOA,EAAK/M,QAAO,uBAAwB,SAAUq2B,EAAI1+B,GACvD,MAAO,MAAO2P,KAAK3P,GAAM8iC,EAAa9iC,EAAG,eAAgB,kBAAoB0+B,MAEnEr2B,QAAO,qBAAsB,SAAUq2B,EAAI1+B,GACrD,MAAO,MAAO2P,KAAK3P,GAAM8iC,EAAa9iC,EAAG,WAAY,aAAe0+B,MAE1Dr2B,QAAO,uBAAwB,SAAUq2B,EAAI1+B,GAEvD,MAAO,MAAO2P,KAAK3P,GAAM8iC,EAAa9iC,EAAG,OAAQ,SAAW0+B,KAY9DtpB,EAPE5B,EAAQuvB,yBAIV3tB,GAHAA,EAAOA,EAAK/M,QAAO,+CAAgD,SAAUq2B,EAAIsE,EAAM1K,GACrF,OAAOwK,EAAaxK,EAAK0K,EAAO,eAAgB,sBAEtC36B,QAAO,2CAA4C,SAAUq2B,EAAIsE,EAAM1K,GACjF,OAAOwK,EAAaxK,EAAK0K,EAAO,WAAY,iBAElC36B,QAAO,uCAAwC,SAAUq2B,EAAIsE,EAAM1K,GAC7E,OAAOwK,EAAaxK,EAAK0K,EAAO,OAAQ,aAM1C5tB,GAHAA,EAAOA,EAAK/M,QAAO,6BAA8B,SAAUq2B,EAAI1+B,GAC7D,MAAO,MAAO2P,KAAK3P,GAAM8iC,EAAa9iC,EAAG,eAAgB,kBAAoB0+B,MAEnEr2B,QAAO,yBAA0B,SAAUq2B,EAAI1+B,GACzD,MAAO,MAAO2P,KAAK3P,GAAM8iC,EAAa9iC,EAAG,WAAY,aAAe0+B,MAE1Dr2B,QAAO,yBAA0B,SAAUq2B,EAAI1+B,GAEzD,MAAO,MAAO2P,KAAK3P,GAAM8iC,EAAa9iC,EAAG,OAAQ,SAAW0+B,KAKhEtpB,EAAOsmB,EAAQY,UAAUd,UAAS,uBAAyBpmB,EAAM5B,EAASkoB,MChE5EvH,EAASqD,UAAS,SAAU,SAAUpiB,EAAM5B,EAASkoB,GACnD,aASA,SAASuH,EAAkBC,EAASC,GAqBlCzH,EAAQU,aAGR8G,EAAUA,EAAQ76B,QAAO,UAAY,MAKrC,IAAIo0B,EAAM,mHACN2G,EAAgB,mBAAoBzzB,KAHxCuzB,GAAW,MAiFX,OAzEI1vB,EAAQsiB,uCACV2G,EAAM,gHAgERyG,GA7DAA,EAAUA,EAAQ76B,QAAQo0B,GAAK,SAAU9H,EAAYC,EAAI4K,EAAIC,EAAI4D,EAAIC,EAASC,GAC5EA,EAAWA,GAA8B,KAAnBA,EAAQ5rB,OAE9B,IAAI6rB,EAAOrP,EAASqD,UAAS,UAAlBrD,CAA8BkP,EAAI7vB,EAASkoB,GAClD+H,EAAc,GAqDlB,OAlDIH,GAAW9vB,EAAQqiB,YACrB4N,EAAc,yDACdD,EAAOA,EAAKn7B,QAAO,uBAAwB,WACzC,IAAIq7B,EAAM,oGAKV,OAJIH,IACFG,GAAO,YAETA,GAAO,QAaXF,EAAOA,EAAKn7B,QAAO,gCAAiC,SAAUs7B,GAC5D,MAAO,KAAOA,KAMZ/O,GAAO4O,EAAK9J,OAAM,WAAc,GAClC8J,EAAOrP,EAASqD,UAAS,mBAAlBrD,CAAuCqP,EAAMhwB,EAASkoB,GAC7D8H,EAAOrP,EAASqD,UAAS,aAAlBrD,CAAiCqP,EAAMhwB,EAASkoB,KAIvD8H,GADAA,EAAOrP,EAASqD,UAAS,QAAlBrD,CAA4BqP,EAAMhwB,EAASkoB,IACtCrzB,QAAO,MAAQ,IAI3Bm7B,GAHAA,EAAOrP,EAASqD,UAAS,iBAAlBrD,CAAqCqP,EAAMhwB,EAASkoB,IAG/CrzB,QAAO,SAAW,QAE5Bm7B,EADEJ,EACKjP,EAASqD,UAAS,aAAlBrD,CAAiCqP,EAAMhwB,EAASkoB,GAEhDvH,EAASqD,UAAS,YAAlBrD,CAAgCqP,EAAMhwB,EAASkoB,IAO1D8H,EAAQ,MAAQC,EAAc,KAF9BD,EAAOA,EAAKn7B,QAAO,KAAO,KAEiB,cAM3BA,QAAO,MAAQ,IAEjCqzB,EAAQU,aAEJ+G,IACFD,EAAUA,EAAQ76B,QAAO,OAAS,KAG7B66B,EAGT,SAASU,EAAkBC,EAAMC,GAE/B,GAAiB,OAAbA,EAAmB,CACrB,IAAIC,EAAMF,EAAKn7B,MAAK,cACpB,GAAIq7B,GAAkB,MAAXA,EAAI,GACb,MAAO,WAAaA,EAAI,GAAK,IAGjC,MAAO,GAUT,SAASC,EAAuBH,EAAMC,EAAUX,GAG9C,IAAIc,EAASzwB,EAAQsiB,qCAAwC,kBAAoB,sBAC7EoO,EAAS1wB,EAAQsiB,qCAAwC,kBAAoB,sBAC7EqO,EAA2B,OAAbL,EAAqBG,EAAQC,EAC3Cx6B,EAAS,GAEb,IAAiC,IAA7Bm6B,EAAKnK,OAAOyK,IACd,SAAUC,EAAS9L,GACjB,IAAIQ,EAAMR,EAAIoB,OAAOyK,GACjBjoB,EAAQ0nB,EAAiBC,EAAMC,IACtB,IAAThL,GAEFpvB,GAAU,QAAUo6B,EAAW5nB,EAAQ,MAAQ+mB,EAAiB3K,EAAI32B,MAAM,EAAGm3B,KAAQqK,GAAgB,KAAOW,EAAW,MAIvHK,EAA2B,QAD3BL,EAAyB,OAAbA,EAAqB,KAAO,MACLG,EAAQC,EAG3CE,EAAQ9L,EAAI32B,MAAMm3B,KAElBpvB,GAAU,QAAUo6B,EAAW5nB,EAAQ,MAAQ+mB,EAAiB3K,IAAO6K,GAAgB,KAAOW,EAAW,MAd7G,CAgBGD,OACE,CACL,IAAI3nB,EAAQ0nB,EAAiBC,EAAMC,GACnCp6B,EAAS,QAAUo6B,EAAW5nB,EAAQ,MAAQ+mB,EAAiBY,IAAQV,GAAgB,KAAOW,EAAW,MAG3G,OAAOp6B,EA4BT,OAxBA0L,EAAOsmB,EAAQY,UAAUd,UAAS,eAAiBpmB,EAAM5B,EAASkoB,GAGlEtmB,GAAQ,KAmBRA,GAhBEA,EADEsmB,EAAQU,WACHhnB,EAAK/M,QAAO,6FACjB,SAAUssB,EAAYkP,EAAMrE,GAE1B,OAAOwE,EAAsBH,EADbrE,EAAG9F,OAAM,WAAc,EAAK,KAAO,MACN,MAI1CtkB,EAAK/M,QAAO,uGACjB,SAAUssB,EAAYC,EAAIiP,EAAMpE,GAE9B,OAAOuE,EAAsBH,EADbpE,EAAG/F,OAAM,WAAc,EAAK,KAAO,MACN,OAMvCrxB,QAAO,KAAO,IAC1B+M,EAAOsmB,EAAQY,UAAUd,UAAS,cAAgBpmB,EAAM5B,EAASkoB,MCrMnEvH,EAASqD,UAAS,YAAa,SAAUpiB,EAAM5B,EAASkoB,GACtD,aAQA,SAAS2I,EAAuBlH,GAE9BzB,EAAQR,SAASE,IAAM+B,GAUvBA,GANAA,EAAUA,EAEP90B,QAAO,KAAO,SAEdA,QAAO,KAAO,WAECA,QAAO,UAAY,MAC7BA,QAAO,6BAA8B,SAAUq2B,EAAIz9B,EAAKN,GAE9D,OADA+6B,EAAQR,SAASC,OAAOl6B,GAAON,EACxB,MArBX,OAAK6S,EAAQ0nB,UAsCb9lB,GARAA,GALAA,GArBAA,EAAOsmB,EAAQY,UAAUd,UAAS,kBAAoBpmB,EAAM5B,EAASkoB,IAqBzDrzB,QAAO,sCAAuC,SAAUi8B,EAAYxqB,EAAQqjB,GAEtF,OADAkH,EAAsBlH,GACf,SAGG90B,QAAO,sCAAuC,SAAUi8B,EAAYxqB,EAAQqjB,GAKtF,OAJIrjB,IACF4hB,EAAQR,SAASphB,OAASA,GAE5BuqB,EAAsBlH,GACf,SAGG90B,QAAO,MAAQ,IAE3B+M,EAAOsmB,EAAQY,UAAUd,UAAS,iBAAmBpmB,EAAM5B,EAASkoB,IAvC3DtmB,KCJX+e,EAASqD,UAAS,WAAY,SAAUpiB,EAAM5B,EAASkoB,GACrD,aAWA,OAHAtmB,GAHAA,GAJAA,EAAOsmB,EAAQY,UAAUd,UAAS,iBAAmBpmB,EAAM5B,EAASkoB,IAIxDrzB,QAAO,mBAAqB,OAG5BA,QAAO,MAAQ,IAE3B+M,EAAOsmB,EAAQY,UAAUd,UAAS,gBAAkBpmB,EAAM5B,EAASkoB,MCXrEvH,EAASqD,UAAS,cAAe,SAAUpiB,EAAM5B,EAASkoB,GACxD,aAWA,IAJA,IAAI6I,GAFJnvB,GADAA,GAFAA,EAAOsmB,EAAQY,UAAUd,UAAS,oBAAsBpmB,EAAM5B,EAASkoB,IAE3DrzB,QAAO,QAAU,KACjBA,QAAO,QAAU,KAEZ4I,MAAK,WAClBuzB,EAAW,GACX3hC,EAAM0hC,EAAM5oC,OAEPF,EAAI,EAAGA,EAAIoH,EAAKpH,IAAK,CAC5B,IAAIuV,EAAMuzB,EAAM9oC,GAEZuV,EAAI0oB,OAAM,mBAAsB,EAClC8K,EAASvoC,KAAK+U,GAILA,EAAI0oB,OAAM,OAAU,IAE7B1oB,GADAA,EAAMmjB,EAASqD,UAAS,YAAlBrD,CAAgCnjB,EAAKwC,EAASkoB,IAC1CrzB,QAAO,aAAe,OAEhCm8B,EAASvoC,KADT+U,GAAO,SAOX,IADAnO,EAAM2hC,EAAS7oC,OACVF,EAAI,EAAGA,EAAIoH,EAAKpH,IAAK,CAMxB,IALA,IAAIolC,EAAY,GACZ4D,EAAaD,EAAS/oC,GACtBipC,GAAW,EAGT,gBAAiB/0B,KAAK80B,IAAa,CACvC,IAAI7D,EAAQjwB,OAAOgxB,GACfz5B,EAAQyI,OAAOg0B,GAanB9D,GAVEA,EADY,MAAVD,EACUlF,EAAQI,YAAY5zB,GAG5Bw8B,EAEUvQ,EAASqD,UAAS,aAAlBrD,CAAiCuH,EAAQ9F,aAAa1tB,GAAKkN,KAAM5B,EAASkoB,GAE1EA,EAAQ9F,aAAa1tB,GAAKk4B,WAGpB/3B,QAAO,MAAQ,QAErCo8B,EAAaA,EAAWp8B,QAAO,4BAA8Bw4B,GAE1D,gCAAiClxB,KAAK80B,KACvCC,GAAW,GAGfF,EAAS/oC,GAAKgpC,EAMhB,OADArvB,GADAA,GAFAA,EAAOovB,EAASjzB,KAAI,OAERlJ,QAAO,QAAU,KACjBA,QAAO,QAAU,IACtBqzB,EAAQY,UAAUd,UAAS,mBAAqBpmB,EAAM5B,EAASkoB,MCjExEvH,EAASqD,UAAS,gBAAiB,SAAUlD,EAAKlf,EAAM5B,EAASkoB,GAC/D,aAEA,GAAIpH,EAAIpiB,OACNkD,EAAOkf,EAAIpiB,OAAOkD,EAAMsmB,EAAQY,UAAW9oB,QAEtC,GAAI8gB,EAAIE,MAAO,CAEpB,IAAIplB,EAAKklB,EAAIE,MACPplB,aAAcuB,SAClBvB,EAAK,IAAIuB,OAAOvB,EAAI,MAEtBgG,EAAOA,EAAK/M,QAAQ+G,EAAIklB,EAAIjsB,SAG9B,OAAO+M,KCdT+e,EAASqD,UAAS,aAAc,SAAUpiB,EAAM5B,EAASkoB,GACvD,aA0CA,OAxCAtmB,EAAOsmB,EAAQY,UAAUd,UAAS,mBAAqBpmB,EAAM5B,EAASkoB,GACtEtmB,EAAO+e,EAASqD,UAAS,YAAlBrD,CAAgC/e,EAAM5B,EAASkoB,GACtDtmB,EAAO+e,EAASqD,UAAS,wCAAlBrD,CAA4D/e,EAAM5B,EAASkoB,GAClFtmB,EAAO+e,EAASqD,UAAS,yBAAlBrD,CAA6C/e,EAAM5B,EAASkoB,GAInEtmB,EAAO+e,EAASqD,UAAS,SAAlBrD,CAA6B/e,EAAM5B,EAASkoB,GACnDtmB,EAAO+e,EAASqD,UAAS,UAAlBrD,CAA8B/e,EAAM5B,EAASkoB,GAKpDtmB,EAAO+e,EAASqD,UAAS,YAAlBrD,CAAgC/e,EAAM5B,EAASkoB,GACtDtmB,EAAO+e,EAASqD,UAAS,sBAAlBrD,CAA0C/e,EAAM5B,EAASkoB,GAChEtmB,EAAO+e,EAASqD,UAAS,QAAlBrD,CAA4B/e,EAAM5B,EAASkoB,GAClDtmB,EAAO+e,EAASqD,UAAS,YAAlBrD,CAAgC/e,EAAM5B,EAASkoB,GACtDtmB,EAAO+e,EAASqD,UAAS,iBAAlBrD,CAAqC/e,EAAM5B,EAASkoB,GAC3DtmB,EAAO+e,EAASqD,UAAS,gBAAlBrD,CAAoC/e,EAAM5B,EAASkoB,GAC1DtmB,EAAO+e,EAASqD,UAAS,WAAlBrD,CAA+B/e,EAAM5B,EAASkoB,GAGrDtmB,EAAO+e,EAASqD,UAAS,gBAAlBrD,CAAoC/e,EAAM5B,EAASkoB,GAG1DtmB,EAAO+e,EAASqD,UAAS,sBAAlBrD,CAA0C/e,EAAM5B,EAASkoB,GAG5DloB,EAAQuiB,iBAGP,SAAWpmB,KAAKyF,KACjBA,EAAOA,EAAK/M,QAAO,OAAS,aAI9B+M,EAAOA,EAAK/M,QAAO,SAAW,YAGhC+M,EAAOsmB,EAAQY,UAAUd,UAAS,kBAAoBpmB,EAAM5B,EAASkoB,MC9CvEvH,EAASqD,UAAS,iBAAkB,SAAUpiB,EAAM5B,EAASkoB,GAC3D,aAeA,OANIloB,EAAQiiB,gBAEVrgB,GADAA,EAAOsmB,EAAQY,UAAUd,UAAS,uBAAyBpmB,EAAM5B,EAASkoB,IAC9DrzB,QAAO,+BAAgC,SAAUq2B,EAAIpG,GAAO,OAT1E,SAAsBA,GAIpB,OAHI9kB,EAAQ8hB,qBACVgD,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CmE,EAAK9kB,EAASkoB,IAEzD,QAAUpD,EAAM,SAKwDwK,CAAYxK,MAC3FljB,EAAOsmB,EAAQY,UAAUd,UAAS,sBAAwBpmB,EAAM5B,EAASkoB,IAGpEtmB,KCXT+e,EAASqD,UAAS,wBAAyB,SAAUpiB,EAAM5B,EAASkoB,GAClE,aAEA,IAMIkJ,EAAc,SAAUjQ,EAAY2J,EAAQ71B,EAAKm6B,EAAO3P,EAAQ4R,EAAYp3B,GAS9E,OARA6wB,EAASA,EAAOpvB,cAGdwsB,EAAQO,MAAMqC,GAFZ71B,EAAIC,MAAK,0BAEaD,EAAIJ,QAAO,MAAQ,IAEnB8rB,EAASqD,UAAS,sBAAlBrD,CAA0C1rB,EAAK+K,EAASkoB,GAG9EmJ,EAGKA,EAAap3B,GAGhBA,IACFiuB,EAAQQ,QAAQoC,GAAU7wB,EAAMpF,QAAO,OAAS,WAE9CmL,EAAQgjB,oBAAsBoM,GAAS3P,IACzCyI,EAAQS,YAAYmC,GAAU,CAC5BsE,MAAQA,EACR3P,OAAQA,IAKP,KAWT,OAFA7d,GAHAA,GAFAA,GAhCAA,GAAQ,MAgCI/M,QAnCM,4MAmCeu8B,IAErBv8B,QAtCM,kKAsCSu8B,IAGfv8B,QAAO,KAAO,OCjD5B8rB,EAASqD,UAAS,UAAW,SAAUpiB,EAAM5B,EAASkoB,GACpD,aAkCA,SAASoJ,EAAYC,EAAM7oB,GAEzB,MAAO,MAAQA,EAAQ,IADTiY,EAASqD,UAAS,YAAlBrD,CAAgC4Q,EAAMvxB,EAASkoB,GACtB,UAuBzC,SAASsJ,EAAYC,GACnB,IAAIxpC,EAAGypC,EAAaD,EAASh0B,MAAK,MAElC,IAAKxV,EAAI,EAAGA,EAAIypC,EAAWvpC,SAAUF,EAEhC,YAAakU,KAAKu1B,EAAWzpC,MAC9BypC,EAAWzpC,GAAKypC,EAAWzpC,GAAG4M,QAAO,YAAc,KAElD,YAAasH,KAAKu1B,EAAWzpC,MAC9BypC,EAAWzpC,GAAKypC,EAAWzpC,GAAG4M,QAAO,YAAc,KAGrD68B,EAAWzpC,GAAK04B,EAASqD,UAAS,YAAlBrD,CAAgC+Q,EAAWzpC,GAAI+X,EAASkoB,GAG1E,IAhEoByJ,EAYC96B,EAAQ6R,EACzBsX,EAmDA4R,EAAaF,EAAW,GAAGj0B,MAAK,KAAMY,KAAI,SAAUjQ,GAAK,OAAOA,EAAE+V,UAClE0tB,EAAYH,EAAW,GAAGj0B,MAAK,KAAMY,KAAI,SAAUjQ,GAAK,OAAOA,EAAE+V,UACjE2tB,EAAW,GACXC,EAAU,GACVC,EAAS,GACTC,EAAQ,GAKZ,IAHAP,EAAW9oC,QACX8oC,EAAW9oC,QAENX,EAAI,EAAGA,EAAIypC,EAAWvpC,SAAUF,EACN,KAAzBypC,EAAWzpC,GAAGkc,QAGlB2tB,EAASrpC,KACPipC,EAAWzpC,GACRwV,MAAK,KACLY,KAAI,SAAUjQ,GACb,OAAOA,EAAE+V,WAKjB,GAAIytB,EAAWzpC,OAAS0pC,EAAU1pC,OAChC,OAAOspC,EAGT,IAAKxpC,EAAI,EAAGA,EAAI4pC,EAAU1pC,SAAUF,EAClC+pC,EAAOvpC,KA3FN,eAAgB0T,KADCw1B,EA4FME,EAAU5pC,IA1F3B,4BACC,qBAAsBkU,KAAKw1B,GAC5B,6BACC,sBAAuBx1B,KAAKw1B,GAC7B,8BAEA,IAuFT,IAAK1pC,EAAI,EAAGA,EAAI2pC,EAAWzpC,SAAUF,EAC/B04B,EAASC,OAAOG,YAAYiR,EAAO/pC,MACrC+pC,EAAO/pC,GAAK,IAEd8pC,EAAQtpC,MAvFmBigB,EAuFcspB,EAAO/pC,GAtF9C+3B,WAAK,GACTnpB,GAFqBA,EAuFO+6B,EAAW3pC,IArFvBkc,QAEZnE,EAAQmiB,gBAAkBniB,EAAQkyB,iBACpClS,EAAK,QAAUnpB,EAAOhC,QAAO,KAAO,KAAK6G,cAAgB,KAIpD,MAAQskB,EAAKtX,EAAQ,KAF5B7R,EAAS8pB,EAASqD,UAAS,YAAlBrD,CAAgC9pB,EAAQmJ,EAASkoB,IAEf,YAiF3C,IAAKjgC,EAAI,EAAGA,EAAI6pC,EAAS3pC,SAAUF,EAAG,CAEpC,IADA,IAAIkqC,EAAM,GACDC,EAAK,EAAGA,EAAKL,EAAQ5pC,SAAUiqC,EAClCzR,EAASC,OAAOG,YAAY+Q,EAAS7pC,GAAGmqC,IAG5CD,EAAI1pC,KAAK6oC,EAAWQ,EAAS7pC,GAAGmqC,GAAKJ,EAAOI,KAE9CH,EAAMxpC,KAAK0pC,GAGb,OApFF,SAAqBJ,EAASE,GAI5B,IAHA,IAAII,EAAK,2BACLC,EAASP,EAAQ5pC,OAEZF,EAAI,EAAGA,EAAIqqC,IAAUrqC,EAC5BoqC,GAAMN,EAAQ9pC,GAIhB,IAFAoqC,GAAM,6BAEDpqC,EAAI,EAAGA,EAAIgqC,EAAM9pC,SAAUF,EAAG,CACjCoqC,GAAM,SACN,IAAK,IAAID,EAAK,EAAGA,EAAKE,IAAUF,EAC9BC,GAAMJ,EAAMhqC,GAAGmqC,GAEjBC,GAAM,UAGR,OADAA,GAAM,uBAoECE,CAAWR,EAASE,GAzH7B,IAAKjyB,EAAQkiB,OACX,OAAOtgB,EAwIT,OAJAA,GAHAA,GAHAA,GAHAA,EAAOsmB,EAAQY,UAAUd,UAAS,gBAAkBpmB,EAAM5B,EAASkoB,IAGvDrzB,QAAO,UAAY8rB,EAASC,OAAOM,2BAGnCrsB,QA9HS,uHA8HS28B,IAGlB38B,QA/HS,oHA+He28B,GAEpC5vB,EAAOsmB,EAAQY,UAAUd,UAAS,eAAiBpmB,EAAM5B,EAASkoB,MC1IpEvH,EAASqD,UAAS,aAAc,SAAUpiB,EAAM5B,EAASkoB,GACvD,aAEA,OAAKloB,EAAQwyB,WAIb5wB,EAAOsmB,EAAQY,UAAUd,UAAS,mBAAqBpmB,EAAM5B,EAASkoB,GAmBtEtmB,GAbEA,EAJE5B,EAAQgiB,2BACVpgB,EAAOA,EAAK/M,QAAO,2BAA4B,SAAUq2B,EAAIpG,GAC3D,MAAO,MAAQA,EAAM,WAEXjwB,QAAO,yBAA0B,SAAUq2B,EAAIpG,GACzD,MAAO,MAAQA,EAAM,WAGvBljB,EAAOA,EAAK/M,QAAO,uBAAwB,SAAUq2B,EAAI1+B,GACvD,MAAO,MAAO2P,KAAK3P,GAAM,MAAQA,EAAI,OAAS0+B,MAEpCr2B,QAAO,qBAAsB,SAAUq2B,EAAI1+B,GACrD,MAAO,MAAO2P,KAAK3P,GAAM,MAAQA,EAAI,OAAS0+B,MAKtCr2B,QAAO,OAAS8rB,EAASC,OAAOM,0BAE5Ctf,EAAOsmB,EAAQY,UAAUd,UAAS,kBAAoBpmB,EAAM5B,EAASkoB,IAxB5DtmB,KCDX+e,EAASqD,UAAS,wBAAyB,SAAUpiB,EAAM5B,EAASkoB,GAClE,aASA,OANAtmB,GAFAA,EAAOsmB,EAAQY,UAAUd,UAAS,8BAAgCpmB,EAAM5B,EAASkoB,IAErErzB,QAAO,aAAc,SAAUssB,EAAYC,GACrD,IAAIqR,EAAoB17B,SAASqqB,GACjC,OAAOliB,OAAO+H,aAAawrB,MAG7B7wB,EAAOsmB,EAAQY,UAAUd,UAAS,6BAA+BpmB,EAAM5B,EAASkoB,MCZlFvH,EAASqD,UAAS,2BAA4B,SAAUxoB,EAAM0sB,GAC5D,aAEA,IAAIpD,EAAM,GACV,GAAItpB,EAAKk3B,gBAIP,IAHA,IAAI3lB,EAAWvR,EAAKwuB,WAChB2I,EAAiB5lB,EAAS5kB,OAErBF,EAAI,EAAGA,EAAI0qC,IAAkB1qC,EAAG,CACvC,IAAI2qC,EAAWjS,EAASqD,UAAS,oBAAlBrD,CAAwC5T,EAAS9kB,GAAIigC,GAEnD,KAAb0K,IAGJ9N,GAAO8N,GAMX,OADA9N,EAAM,MADNA,EAAMA,EAAI3gB,QACO1G,MAAK,MAAOM,KAAI,WCnBnC4iB,EAASqD,UAAS,0BAA2B,SAAUxoB,EAAM0sB,GAC3D,aAEA,IAAIzjB,EAAOjJ,EAAKvR,aAAY,YACxByK,EAAO8G,EAAKvR,aAAY,cAC5B,MAAO,MAAQwa,EAAO,KAAOyjB,EAAQqB,QAAQ70B,GAAO,WCLtDisB,EAASqD,UAAS,yBAA0B,SAAUxoB,GACpD,aAEA,MAAO,IAAMA,EAAKsH,UAAY,OCHhC6d,EAASqD,UAAS,yBAA0B,SAAUxoB,EAAM0sB,GAC1D,aAEA,IAAIpD,EAAM,GACV,GAAItpB,EAAKk3B,gBAAiB,CACxB5N,GAAO,IAGP,IAFA,IAAI/X,EAAWvR,EAAKwuB,WAChB2I,EAAiB5lB,EAAS5kB,OACrBF,EAAI,EAAGA,EAAI0qC,IAAkB1qC,EACpC68B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC5T,EAAS9kB,GAAIigC,GAE9DpD,GAAO,IAET,OAAOA,KCbTnE,EAASqD,UAAS,uBAAwB,SAAUxoB,EAAM0sB,EAAS2K,GACjE,aAEA,IAAIC,EAAa,IAAIh5B,MAAM+4B,EAAc,GAAG90B,KAAI,KAC5C+mB,EAAM,GAEV,GAAItpB,EAAKk3B,gBAAiB,CACxB5N,EAAMgO,EAAa,IAInB,IAHA,IAAI/lB,EAAWvR,EAAKwuB,WAChB2I,EAAiB5lB,EAAS5kB,OAErBF,EAAI,EAAGA,EAAI0qC,IAAkB1qC,EACpC68B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC5T,EAAS9kB,GAAIigC,GAGhE,OAAOpD,KCfTnE,EAASqD,UAAS,mBAAoB,WACpC,aAEA,MAAO,SCHTrD,EAASqD,UAAS,sBAAuB,SAAUxoB,GACjD,aAEA,IAAIspB,EAAM,GAaV,OAZItpB,EAAKu3B,aAAY,SACnBjO,GAAO,KAAOtpB,EAAKvR,aAAY,OAAU,KACzC66B,GAAO,IAAMtpB,EAAKvR,aAAY,OAAU,IACpCuR,EAAKu3B,aAAY,UAAav3B,EAAKu3B,aAAY,YACjDjO,GAAO,KAAOtpB,EAAKvR,aAAY,SAAY,IAAMuR,EAAKvR,aAAY,WAGhEuR,EAAKu3B,aAAY,WACnBjO,GAAO,KAAOtpB,EAAKvR,aAAY,SAAY,KAE7C66B,GAAO,KAEFA,KChBTnE,EAASqD,UAAS,sBAAuB,SAAUxoB,EAAM0sB,GACvD,aAEA,IAAIpD,EAAM,GACV,GAAItpB,EAAKk3B,iBAAmBl3B,EAAKu3B,aAAY,QAAU,CACrD,IAAIhmB,EAAWvR,EAAKwuB,WAChB2I,EAAiB5lB,EAAS5kB,OAC9B28B,EAAM,IACN,IAAK,IAAI78B,EAAI,EAAGA,EAAI0qC,IAAkB1qC,EACpC68B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC5T,EAAS9kB,GAAIigC,GAE9DpD,GAAO,KACPA,GAAO,IAAMtpB,EAAKvR,aAAY,QAAW,IACrCuR,EAAKu3B,aAAY,WACnBjO,GAAO,KAAOtpB,EAAKvR,aAAY,SAAY,KAE7C66B,GAAO,IAET,OAAOA,KClBTnE,EAASqD,UAAS,qBAAsB,SAAUxoB,EAAM0sB,EAAS59B,GAC/D,aAEA,IAAIw6B,EAAM,GACV,IAAKtpB,EAAKk3B,gBACR,MAAO,GAMT,IAJA,IAAIM,EAAkBx3B,EAAKwuB,WACvBiJ,EAAkBD,EAAU7qC,OAC5B+qC,EAAU13B,EAAKvR,aAAY,UAAa,EAEnChC,EAAI,EAAGA,EAAIgrC,IAAmBhrC,EACrC,QAAoC,IAAzB+qC,EAAU/qC,GAAG83B,SAAkE,OAAvCiT,EAAU/qC,GAAG83B,QAAQrkB,cAAxE,CAaAopB,IAPa,OAATx6B,EACO4oC,EAAQt+B,WAAa,KAErB,MAIK+rB,EAASqD,UAAS,wBAAlBrD,CAA4CqS,EAAU/qC,GAAIigC,KACxEgL,EAKJ,OADApO,GAAO,sBACI3gB,UC/Bbwc,EAASqD,UAAS,yBAA0B,SAAUxoB,EAAM0sB,GAC1D,aAOA,IALA,IAAIiL,EAAc,GAEdpmB,EAAWvR,EAAKwuB,WAChBoJ,EAAiBrmB,EAAS5kB,OAErBF,EAAI,EAAGA,EAAImrC,IAAkBnrC,EACpCkrC,GAAexS,EAASqD,UAAS,oBAAlBrD,CAAwC5T,EAAS9kB,GAAIigC,GActE,MAXG,MAAQ/rB,KAAKg3B,GAIdA,EAAcA,EACX11B,MAAK,MACLM,KAAI,UACJlJ,QAAO,WAAa,IACpBA,QAAO,SAAW,QAPrBs+B,GAAe,KAUVA,KCrBTxS,EAASqD,UAAS,qBAAsB,SAAUxoB,EAAM0sB,EAASmL,GAC/D,aAEAA,EAAYA,IAAa,EAEzB,IAAIvO,EAAM,GAGV,GAAsB,IAAlBtpB,EAAKqB,SACP,OAAO8jB,EAASqD,UAAS,mBAAlBrD,CAAuCnlB,EAAM0sB,GAItD,GAAsB,IAAlB1sB,EAAKqB,SACP,MAAO,UAASrB,EAAK5T,KAAO,aAI9B,GAAsB,IAAlB4T,EAAKqB,SACP,MAAO,GAKT,OAFcrB,EAAKukB,QAAQrkB,eAOzB,IAAK,KACE23B,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CnlB,EAAM0sB,EAAS,GAAK,QACtF,MACF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CnlB,EAAM0sB,EAAS,GAAK,QACtF,MACF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CnlB,EAAM0sB,EAAS,GAAK,QACtF,MACF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CnlB,EAAM0sB,EAAS,GAAK,QACtF,MACF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CnlB,EAAM0sB,EAAS,GAAK,QACtF,MACF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CnlB,EAAM0sB,EAAS,GAAK,QACtF,MAEF,IAAK,IACEmL,IAAavO,EAAMnE,EAASqD,UAAS,yBAAlBrD,CAA6CnlB,EAAM0sB,GAAW,QACtF,MAEF,IAAK,aACEmL,IAAavO,EAAMnE,EAASqD,UAAS,0BAAlBrD,CAA8CnlB,EAAM0sB,GAAW,QACvF,MAEF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,kBAAlBrD,CAAsCnlB,EAAM0sB,GAAW,QAC/E,MAEF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,oBAAlBrD,CAAwCnlB,EAAM0sB,EAAS,MAAQ,QACvF,MAEF,IAAK,KACEmL,IAAavO,EAAMnE,EAASqD,UAAS,oBAAlBrD,CAAwCnlB,EAAM0sB,EAAS,MAAQ,QACvF,MAEF,IAAK,UACEmL,IAAavO,EAAMnE,EAASqD,UAAS,yBAAlBrD,CAA6CnlB,EAAM0sB,GAAW,QACtF,MAEF,IAAK,MACEmL,IAAavO,EAAMnE,EAASqD,UAAS,mBAAlBrD,CAAuCnlB,EAAM0sB,GAAW,QAChF,MAEF,IAAK,QACEmL,IAAavO,EAAMnE,EAASqD,UAAS,qBAAlBrD,CAAyCnlB,EAAM0sB,GAAW,QAClF,MAKF,IAAK,OACHpD,EAAMnE,EAASqD,UAAS,wBAAlBrD,CAA4CnlB,EAAM0sB,GACxD,MAEF,IAAK,KACL,IAAK,IACHpD,EAAMnE,EAASqD,UAAS,wBAAlBrD,CAA4CnlB,EAAM0sB,GACxD,MAEF,IAAK,SACL,IAAK,IACHpD,EAAMnE,EAASqD,UAAS,sBAAlBrD,CAA0CnlB,EAAM0sB,GACtD,MAEF,IAAK,MACHpD,EAAMnE,EAASqD,UAAS,6BAAlBrD,CAAiDnlB,EAAM0sB,GAC7D,MAEF,IAAK,IACHpD,EAAMnE,EAASqD,UAAS,qBAAlBrD,CAAyCnlB,EAAM0sB,GACrD,MAEF,IAAK,MACHpD,EAAMnE,EAASqD,UAAS,qBAAlBrD,CAAyCnlB,EAAM0sB,GACrD,MAEF,QACEpD,EAAMtpB,EAAKquB,UAAY,OAM3B,OAAO/E,KCtHTnE,EAASqD,UAAS,0BAA2B,SAAUxoB,EAAM0sB,GAC3D,aAEA,IAAIpD,EAAM,GACV,GAAItpB,EAAKk3B,gBAGP,IAFA,IAAI3lB,EAAWvR,EAAKwuB,WAChB2I,EAAiB5lB,EAAS5kB,OACrBF,EAAI,EAAGA,EAAI0qC,IAAkB1qC,EACpC68B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC5T,EAAS9kB,GAAIigC,GAOhE,OAFApD,EAAMA,EAAI3gB,UCbZwc,EAASqD,UAAS,oBAAqB,SAAUxoB,EAAM0sB,GACrD,aAEA,IAAIxzB,EAAO8G,EAAKvR,aAAY,UAC5B,MAAO,QAAUi+B,EAAQqB,QAAQ70B,GAAO,YCJ1CisB,EAASqD,UAAS,8BAA+B,SAAUxoB,EAAM0sB,GAC/D,aAEA,IAAIpD,EAAM,GACV,GAAItpB,EAAKk3B,gBAAiB,CACxB5N,GAAO,KAGP,IAFA,IAAI/X,EAAWvR,EAAKwuB,WAChB2I,EAAiB5lB,EAAS5kB,OACrBF,EAAI,EAAGA,EAAI0qC,IAAkB1qC,EACpC68B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC5T,EAAS9kB,GAAIigC,GAE9DpD,GAAO,KAET,OAAOA,KCbTnE,EAASqD,UAAS,uBAAwB,SAAUxoB,EAAM0sB,GACxD,aAEA,IAAIpD,EAAM,GACV,GAAItpB,EAAKk3B,gBAAiB,CACxB5N,GAAO,KAGP,IAFA,IAAI/X,EAAWvR,EAAKwuB,WAChB2I,EAAiB5lB,EAAS5kB,OACrBF,EAAI,EAAGA,EAAI0qC,IAAkB1qC,EACpC68B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC5T,EAAS9kB,GAAIigC,GAE9DpD,GAAO,KAET,OAAOA,KCbTnE,EAASqD,UAAS,sBAAuB,SAAUxoB,EAAM0sB,GACvD,aAEA,IAIIjgC,EAAGmqC,EAJHtN,EAAM,GACNwO,EAAa,CAAC,GAAI,IAClBC,EAAa/3B,EAAKgJ,iBAAgB,eAClCgvB,EAAah4B,EAAKgJ,iBAAgB,YAEtC,IAAKvc,EAAI,EAAGA,EAAIsrC,EAASprC,SAAUF,EAAG,CACpC,IAAIwrC,EAAc9S,EAASqD,UAAS,yBAAlBrD,CAA6C4S,EAAStrC,GAAIigC,GACxEwL,EAAS,MAEb,GAAIH,EAAStrC,GAAG8qC,aAAY,SAE1B,OADYQ,EAAStrC,GAAGgC,aAAY,SAAUyR,cAAc7G,QAAO,MAAQ,KAEzE,IAAK,mBACH6+B,EAAS,OACT,MACF,IAAK,oBACHA,EAAS,OACT,MACF,IAAK,qBACHA,EAAS,QAIfJ,EAAW,GAAGrrC,GAAKwrC,EAAYtvB,OAC/BmvB,EAAW,GAAGrrC,GAAKyrC,EAGrB,IAAKzrC,EAAI,EAAGA,EAAIurC,EAAKrrC,SAAUF,EAAG,CAChC,IAAI+E,EAAIsmC,EAAW7qC,KAAI,IAAO,EAC1BkrC,EAAOH,EAAKvrC,GAAG6B,qBAAoB,MAEvC,IAAKsoC,EAAK,EAAGA,EAAKmB,EAASprC,SAAUiqC,EAAI,CACvC,IAAIwB,EAAc,SACM,IAAbD,EAAKvB,KACdwB,EAAcjT,EAASqD,UAAS,yBAAlBrD,CAA6CgT,EAAKvB,GAAKlK,IAEvEoL,EAAWtmC,GAAGvE,KAAKmrC,IAIvB,IAAIC,EAAkB,EACtB,IAAK5rC,EAAI,EAAGA,EAAIqrC,EAAWnrC,SAAUF,EACnC,IAAKmqC,EAAK,EAAGA,EAAKkB,EAAWrrC,GAAGE,SAAUiqC,EAAI,CAC5C,IAAI0B,EAASR,EAAWrrC,GAAGmqC,GAAIjqC,OAC3B2rC,EAASD,IACXA,EAAkBC,GAKxB,IAAK7rC,EAAI,EAAGA,EAAIqrC,EAAWnrC,SAAUF,EAAG,CACtC,IAAKmqC,EAAK,EAAGA,EAAKkB,EAAWrrC,GAAGE,SAAUiqC,EAGpCkB,EAAWrrC,GAAGmqC,GAFR,IAANnqC,EACkC,MAAhCqrC,EAAWrrC,GAAGmqC,GAAIjkC,OAAO,GACPwyB,EAASC,OAAO6F,OAAO6M,EAAWrrC,GAAGmqC,GAAIjkC,OAAO,GAAI0lC,EAAkB,EAAG,KAAO,IAEhFlT,EAASC,OAAO6F,OAAO6M,EAAWrrC,GAAGmqC,GAAKyB,EAAiB,KAG7DlT,EAASC,OAAO6F,OAAO6M,EAAWrrC,GAAGmqC,GAAKyB,GAGlE/O,GAAO,KAAOwO,EAAWrrC,GAAG8V,KAAI,OAAU,OAG5C,OAAO+mB,EAAI3gB,UCpEbwc,EAASqD,UAAS,0BAA2B,SAAUxoB,EAAM0sB,GAC3D,aAEA,IAAIpD,EAAM,GACV,IAAKtpB,EAAKk3B,gBACR,MAAO,GAKT,IAHA,IAAI3lB,EAAWvR,EAAKwuB,WAChB2I,EAAiB5lB,EAAS5kB,OAErBF,EAAI,EAAGA,EAAI0qC,IAAkB1qC,EACpC68B,GAAOnE,EAASqD,UAAS,oBAAlBrD,CAAwC5T,EAAS9kB,GAAIigC,GAAS,GAEvE,OAAOpD,EAAI3gB,UCbbwc,EAASqD,UAAS,oBAAqB,SAAUxoB,GAC/C,aAEA,IAAIspB,EAAMtpB,EAAKsB,UAsCf,OAhCAgoB,GAHAA,EAAMA,EAAIjwB,QAAO,MAAQ,MAGfA,QAAO,UAAY,KA8B7BiwB,GAHAA,GAHAA,GAHAA,GAHAA,GAHAA,GAHAA,GAHAA,GANAA,EAAMnE,EAASC,OAAOiE,qBAAqBC,IAMjCjwB,QAAO,aAAe,SAGtBA,QAAO,WAAa,UAGpBA,QAAO,OAAS,QAGhBA,QAAO,yBAA2B,aAGlCA,QAAO,mBAAqB,UAG5BA,QAAO,oBAAsB,WAG7BA,QAAO,cAAgB,aAGvBA,QAAO,2BAA6B,mBCnCxC,KAAN,aACE,aACA,OAAO8rB,GAFH,gC,8CCJR,0sBAIA,IAWIoT,EAAgB,CAClBtkB,OAAQ,MACRC,SAAU,eACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,0mBAE3ByG,EAAW,CACb7D,OAAQ,MACRC,SAAU,SACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,oKAmiB3BmnB,EAAQ,CACVvkB,OAAQ,MACRC,SAAU,MACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,02BA4P3BonB,EAAU,CACZxkB,OAAQ,MACRC,SAAU,QACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,uRA4F3B0G,EAAiB,CACnB9D,OAAQ,MACRC,SAAU,gBACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,8RAiB3BqnB,EAAW,CACbzkB,OAAQ,MACRC,SAAU,SACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,0EAgC3B4G,EAAU,CACZhE,OAAQ,MACRC,SAAU,QACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,mOAoN3BsnB,EAAU,CACZ1kB,OAAQ,MACRC,SAAU,QACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,iPA2L3BunB,EAAa,CACf3kB,OAAQ,MACRC,SAAU,WACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,+bA6E3BwnB,EAAa,CACf5kB,OAAQ,MACRC,SAAU,WACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,qdA+C3BC,EAAsB,CACxB2C,OAAQ,MACRC,SAAU,qBACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,mYAE3B+G,EAAwB,CAC1BnE,OAAQ,MACRC,SAAU,uBACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,qcAiB3BynB,EAAoB,CACtB7kB,OAAQ,MACRC,SAAU,oBACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,4VA62B3B0nB,EAAc,CAChB9kB,OAAQ,MACRC,SAAU,aACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,wlBA0R3B2nB,EAAa,CACf/kB,OAAQ,MACRC,SAAU,YACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,0RA+C3B4nB,EAAW,CACbhlB,OAAQ,MACRC,SAAU,SACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,mbAiQ3B6nB,EAAW,CACbjlB,OAAQ,MACRC,SAAU,UACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,0nBAmY3B6G,EAAU,CACZjE,OAAQ,MACRC,SAAU,QACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,0bAgC3B8nB,EAAa,CACfllB,OAAQ,MACRC,SAAU,WACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,ykBA2B3B+nB,EAAc,CAChBnlB,OAAQ,MACRC,SAAU,YACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,qiBAkjB3BgoB,EAAY,CACdplB,OAAQ,MACRC,SAAU,UACV7C,KAAM,CAAC,IAAK,IAAK,GAAI,OAAQ,wkB,oDCv7Hd,iBAPf,SAAcjH,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GA+CxB,MAAO,CACLC,kBAAkB,EAClBqB,QAAS,CAAC,MAAO,OACjBpB,SA5Ce,CACfC,QAAS,iBACTC,QAAS,uuDAoBTC,SAAU,i9DAuBVC,QAAS,OACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACC,UAAW,SAAUC,UAAW,IACrEX,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACF,UAAW,SAAUC,UAAW,IACtE,CACED,UAAW,WACXG,cAAe,8BACfP,QAAS,WACTC,SAAU,CAACP,EAAKc,sBA1DT,CACXJ,UAAW,SACXK,MAAO,MAAOC,IAAK,SA0DjBhB,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IACnC,CACED,UAAW,SACXK,MAAO,kFACPJ,UAAW,O,kCC5Db,SAAU8lC,EAAgBC,GAC9B,IACE,OAAKA,GAAoB,mBAAPA,GAGXA,EAAG5oC,MAVc,cAWxB,MAAO/C,GAGP,MAdwB,eAA5B,mC,iBCAAJ,EAAOD,QAAU,SAASsF,GACxB,IAAI0wB,EAAM1wB,EAAKmT,YAAY,OAAOzY,QACnC,MAAO,CACJwF,SAAU,CACRE,QACE,yCAA2CswB,EAAIxwB,SAASE,QAC1DC,SACE,02GA2EFF,QACE,sNAMJI,SAAU,CACRmwB,EAAIC,aACJ3wB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,kB,qCC/FX,YAIA,SAAS+c,EAAQ1Q,GAWf,OATE0Q,EADoB,mBAAX/f,QAAoD,iBAApBA,OAAOggB,SACtC,SAAU3Q,GAClB,cAAcA,GAGN,SAAUA,GAClB,OAAOA,GAAyB,mBAAXrP,QAAyBqP,EAAI4Q,cAAgBjgB,QAAUqP,IAAQrP,OAAO5E,UAAY,gBAAkBiU,IAI9GA,GASjB,SAAS04B,EAAkBrqC,EAAQgiB,GACjC,IAAK,IAAI1kB,EAAI,EAAGA,EAAI0kB,EAAMxkB,OAAQF,IAAK,CACrC,IAAIgtC,EAAatoB,EAAM1kB,GACvBgtC,EAAWnoC,WAAamoC,EAAWnoC,aAAc,EACjDmoC,EAAW7nB,cAAe,EACtB,UAAW6nB,IAAYA,EAAW5nB,UAAW,GACjDjlB,OAAOyE,eAAelC,EAAQsqC,EAAWxnC,IAAKwnC,IAUlD,SAAS9nB,EAAgB7Q,EAAK7O,EAAKN,GAYjC,OAXIM,KAAO6O,EACTlU,OAAOyE,eAAeyP,EAAK7O,EAAK,CAC9BN,MAAOA,EACPL,YAAY,EACZsgB,cAAc,EACdC,UAAU,IAGZ/Q,EAAI7O,GAAON,EAGNmP,EAGT,SAAS44B,EAAcvqC,GACrB,IAAK,IAAI1C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAAK,CACzC,IAAIgV,EAAyB,MAAhBlD,UAAU9R,GAAa8R,UAAU9R,GAAK,GAC/CqlB,EAAUllB,OAAO+N,KAAK8G,GAEkB,mBAAjC7U,OAAOolB,wBAChBF,EAAUA,EAAQha,OAAOlL,OAAOolB,sBAAsBvQ,GAAQyB,QAAO,SAAUgP,GAC7E,OAAOtlB,OAAOulB,yBAAyB1Q,EAAQyQ,GAAK5gB,gBAIxDwgB,EAAQvX,SAAQ,SAAUtI,GACxB0f,EAAgBxiB,EAAQ8C,EAAKwP,EAAOxP,OAIxC,OAAO9C,EAGT,SAASwqC,EAAe5gC,EAAKtM,GAC3B,OAeF,SAAyBsM,GACvB,GAAIuF,MAAMwU,QAAQ/Z,GAAM,OAAOA,EAhBxB6gC,CAAgB7gC,IAuBzB,SAA+BA,EAAKtM,GAClC,IAAIotC,EAAO,GACPC,GAAK,EACLC,GAAK,EACL7pB,OAAKtf,EAET,IACE,IAAK,IAAiCopC,EAA7BC,EAAKlhC,EAAItH,OAAOggB,cAAmBqoB,GAAME,EAAKC,EAAGC,QAAQ5Y,QAChEuY,EAAK5sC,KAAK+sC,EAAGroC,QAETlF,GAAKotC,EAAKltC,SAAWF,GAH8CqtC,GAAK,IAK9E,MAAOzqC,GACP0qC,GAAK,EACL7pB,EAAK7gB,EARP,QAUE,IACOyqC,GAAsB,MAAhBG,EAAE,QAAoBA,EAAE,SADrC,QAGE,GAAIF,EAAI,MAAM7pB,GAIlB,OAAO2pB,EA9CwBM,CAAsBphC,EAAKtM,IAqD5D,WACE,MAAM,IAAI2mB,UAAU,wDAtD4CgnB,GAoPlE,SAASC,IAEP,IAAK,IAAI5tC,EAAI,EAAGA,EAAI6tC,GAAW3tC,OAAQF,IACrC6tC,GAAW7tC,GAAG,GAAG6tC,GAAW7tC,GAAG,IAIjC6tC,GAAa,GACbC,GAAa,EAGf,SAASC,EAAUpgC,EAAU4Q,GAC3BsvB,GAAWrtC,KAAK,CAACmN,EAAU4Q,IAEtBuvB,IACHA,GAAa,EACbE,GAAcJ,EAAY,IAoB9B,SAASK,EAAeC,GACtB,IAAIC,EAAQD,EAAWC,MACnBC,EAAUD,EAAME,OAChBnpC,EAAQipC,EAAMG,MACd3gC,EAAWugC,EAAWE,GACtBhrC,EAAU8qC,EAAWhrC,KAEzB,GAAwB,mBAAbyK,EAAyB,CAClCygC,EAtDY,YAwDZ,IACElpC,EAAQyI,EAASzI,GACjB,MAAO/D,GACPI,EAAO6B,EAASjC,IAIfotC,EAAenrC,EAAS8B,KA/Df,cAgERkpC,GACF9sC,EAAQ8B,EAAS8B,GAhER,aAmEPkpC,GACF7sC,EAAO6B,EAAS8B,IAKtB,SAASqpC,EAAenrC,EAAS8B,GAC/B,IAAIspC,EAEJ,IACE,GAAIprC,IAAY8B,EACd,MAAM,IAAIyhB,UAAU,wDAGtB,GAAIzhB,IAA2B,mBAAVA,GAA2C,WAAnB6f,EAAQ7f,IAAsB,CAEzE,IAAIhC,EAAOgC,EAAMhC,KAEjB,GAAoB,mBAATA,EAiBT,OAhBAA,EAAK5C,KAAK4E,GAAO,SAAUiiB,GACpBqnB,IACHA,GAAW,EAEPtpC,IAAUiiB,EACZsnB,EAAQrrC,EAAS+jB,GAEjB7lB,EAAQ8B,EAAS+jB,OAGpB,SAAUunB,GACNF,IACHA,GAAW,EACXjtC,EAAO6B,EAASsrC,QAGb,GAGX,MAAOvtC,GAKP,OAJKqtC,GACHjtC,EAAO6B,EAASjC,IAGX,EAGT,OAAO,EAGT,SAASG,EAAQ8B,EAAS8B,GACpB9B,IAAY8B,GAAUqpC,EAAenrC,EAAS8B,IAChDupC,EAAQrrC,EAAS8B,GAIrB,SAASupC,EAAQrrC,EAAS8B,GA7HZ,YA8HR9B,EAAQirC,SACVjrC,EAAQirC,OA9HE,UA+HVjrC,EAAQkrC,MAAQppC,EAChB6oC,EAAUY,EAAoBvrC,IAIlC,SAAS7B,EAAO6B,EAASsrC,GArIX,YAsIRtrC,EAAQirC,SACVjrC,EAAQirC,OAtIE,UAuIVjrC,EAAQkrC,MAAQI,EAChBX,EAAUa,EAAkBxrC,IAIhC,SAASyrC,EAAQzrC,GACfA,EAAQ0rC,MAAQ1rC,EAAQ0rC,MAAMhhC,QAAQmgC,GAGxC,SAASU,EAAmBvrC,GAC1BA,EAAQirC,OAhJM,YAiJdQ,EAAQzrC,GAGV,SAASwrC,EAAiBxrC,GACxBA,EAAQirC,OApJK,WAqJbQ,EAAQzrC,IAEHA,EAAQ2rC,UAAYC,IACvBjjC,EAAO2F,QAAQkB,KAAK,qBAAsBxP,EAAQkrC,MAAOlrC,GAI7D,SAAS6rC,EAAuB7rC,GAC9B2I,EAAO2F,QAAQkB,KAAK,mBAAoBxP,GAO1C,SAAS8rC,EAAEC,GACT,GAAwB,mBAAbA,EACT,MAAM,IAAIxoB,UAAU,oBAAsBwoB,EAAW,sBAGvD,GAAIx+B,gBAAgBu+B,IAAM,EACxB,MAAM,IAAIvoB,UAAU,yHAGtBhW,KAAKm+B,MAAQ,GAhJf,SAAwBK,EAAU/rC,GAKhC,SAASgsC,EAAcV,GACrBntC,EAAO6B,EAASsrC,GAGlB,IACES,GATF,SAAwBjqC,GACtB5D,EAAQ8B,EAAS8B,KAQQkqC,GACzB,MAAOjuC,GACPiuC,EAAcjuC,IAqIhBkuC,CAAeF,EAAUx+B,MA6H3B,SAAS2+B,EAAUC,GACjB,GAAKA,GAAQC,EAAb,CAIA,IAAI/uB,EAAQgvB,EAASrtC,cAAc,SACnCqe,EAAM/c,aAAa,OAAQ,YAC3B+c,EAAM5F,UAAY00B,EAIlB,IAHA,IAAIG,EAAeD,EAASprC,KAAK09B,WAC7B4N,EAAc,KAET3vC,EAAI0vC,EAAaxvC,OAAS,EAAGF,GAAK,EAAGA,IAAK,CACjD,IAAIyU,EAAQi7B,EAAa1vC,GACrB83B,GAAWrjB,EAAMqjB,SAAW,IAAIzY,cAEhC,CAAC,QAAS,QAAQ3F,QAAQoe,IAAY,IACxC6X,EAAcl7B,GAKlB,OADAg7B,EAASprC,KAAKurC,aAAanvB,EAAOkvB,GAC3BJ,GAGT,SAASM,IAIP,IAHA,IAAIxnB,EAAO,GACP0P,EAAK,GAEF1P,KAAS,GACd0P,GANS,iEAMoB,GAAhBlrB,KAAKC,SAAgB,GAGpC,OAAOirB,EA+BT,SAAS+X,EAAWv6B,GAClB,MAAO,GAAGlK,OAAOkK,GAAK3I,QAAQ,KAAM,SAASA,QAAQ,KAAM,UAAUA,QAAQ,KAAM,SAASA,QAAQ,KAAM,QAAQA,QAAQ,KAAM,QAOlI,SAASmjC,EAAWhG,GAClB,OAAO5pC,OAAO+N,KAAK67B,GAAU,IAAI9iB,QAAO,SAAUC,EAAK8oB,GACrD,OAAO9oB,EAAM,GAAG7b,OAAO2kC,EAAW,MAAM3kC,OAAO0+B,EAAOiG,GAAY,OACjE,IAEL,SAASC,EAAsBjnB,GAC7B,OAAOA,EAAUX,OAAS6nB,GAAqB7nB,MAAQW,EAAUoU,IAAM8S,GAAqB9S,GAAKpU,EAAUmnB,IAAMD,GAAqBC,GAAKnnB,EAAUonB,SAAWF,GAAqBE,QAAUpnB,EAAUqnB,OAASrnB,EAAUsnB,MAE9N,SAASC,EAAgB3oB,GACvB,IAAIoB,EAAYpB,EAAKoB,UAEjBwnB,EAAY5oB,EAAK4oB,UACjBC,EAAQ,CACVznB,UAAW,aAAa3d,OAHLuc,EAAK8oB,eAGwB,EAAG,UAEjDC,EAAiB,aAAatlC,OAAqB,GAAd2d,EAAUoU,EAAQ,MAAM/xB,OAAqB,GAAd2d,EAAUmnB,EAAQ,MACtFS,EAAa,SAASvlC,OAAO2d,EAAUX,KAAO,IAAMW,EAAUqnB,OAAS,EAAI,GAAI,MAAMhlC,OAAO2d,EAAUX,KAAO,IAAMW,EAAUsnB,OAAS,EAAI,GAAI,MAC9IO,EAAc,UAAUxlC,OAAO2d,EAAUonB,OAAQ,SAOrD,MAAO,CACLK,MAAOA,EACPK,MARU,CACV9nB,UAAW,GAAG3d,OAAOslC,EAAgB,KAAKtlC,OAAOulC,EAAY,KAAKvlC,OAAOwlC,IAQzE1jC,KANS,CACT6b,UAAW,aAAa3d,OAAOmlC,EAAY,GAAK,EAAG,YAsCvD,SAASO,EAAU3nB,GACjB,IAAI4nB,IAAQl/B,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,KAAmBA,UAAU,GAM3E,OAJIsX,EAAShO,aAAegO,EAAShO,WAAW61B,MAAQD,KACtD5nB,EAAShO,WAAW61B,KAAO,SAGtB7nB,EA8KT,SAAS8nB,EAAsBC,GAC7B,IAAIC,EAAgBD,EAAOE,MACvBC,EAAOF,EAAcE,KACrBvpB,EAAOqpB,EAAcrpB,KACrBP,EAAS2pB,EAAO3pB,OAChBC,EAAW0pB,EAAO1pB,SAClBuB,EAAYmoB,EAAOnoB,UACnBhB,EAASmpB,EAAOnpB,OAChBhW,EAAQm/B,EAAOn/B,MACfu/B,EAASJ,EAAOI,OAChBtpB,EAAUkpB,EAAOlpB,QACjBupB,EAAQL,EAAOK,MACfC,EAAoBN,EAAOO,UAC3BA,OAAkC,IAAtBD,GAAuCA,EAEnD7pB,EAAOG,EAAK4pB,MAAQ5pB,EAAOupB,EAC3BnK,EAAQvf,EAAKuf,MACb3P,EAAS5P,EAAK4P,OAEdoa,EAA4B,QAAXpqB,EACjBqqB,EAAaD,EAAiB,GAAK,QAAQvmC,OAAOwB,KAAKilC,KAAK3K,EAAQ3P,EAAS,KAC7Eua,EAAY,CAACC,EAAOC,iBAAkBxqB,EAAW,GAAGpc,OAAO2mC,EAAOE,aAAc,KAAK7mC,OAAOoc,GAAY,GAAIoqB,GAAYp7B,QAAO,SAAUjS,GAC3I,OAAqC,IAA9BgtC,EAAM/2B,QAAQf,QAAQlV,MAC5BiS,QAAO,SAAUjS,GAClB,MAAa,KAANA,KAAcA,KACpB6G,OAAOmmC,EAAM/2B,SAAS3E,KAAK,KAC1B4rB,EAAU,CACZ5c,SAAU,GACV1J,WAAY6xB,EAAc,GAAIuE,EAAMp2B,WAAY,CAC9C,cAAeoM,EACf,YAAaC,EACb,MAASsqB,EACT,KAAQP,EAAMp2B,WAAW+2B,MAAQ,MACjC,MAAS,6BACT,QAAW,OAAO9mC,OAAO87B,EAAO,KAAK97B,OAAOmsB,MAG5C4a,EAAyBR,KAAoBJ,EAAM/2B,QAAQf,QAAQ,SAAW,CAChFytB,MAAO,GAAG97B,OAAO87B,EAAQ3P,EAAS,GAAK,MAAQ,OAC7C,GAEAka,IACFhQ,EAAQtmB,WA9xBQ,iBA8xBoB,IAGlCpJ,GAAO0vB,EAAQ5c,SAAStkB,KAAK,CAC/BuB,IAAK,QACLqZ,WAAY,CACV2c,GAAI2J,EAAQtmB,WAAW,oBAAsB,SAAS/P,OAAO4c,GAAW4nB,MAE1E/qB,SAAU,CAAC9S,KAGb,IAAIJ,EAAOq7B,EAAc,GAAIvL,EAAS,CACpCla,OAAQA,EACRC,SAAUA,EACV6pB,KAAMA,EACNvpB,KAAMA,EACNwpB,OAAQA,EACRvoB,UAAWA,EACXhB,OAAQA,EACR+hB,OAAQkD,EAAc,GAAImF,EAAwBZ,EAAMzH,UAGtDsI,EAAQtqB,EAAK4pB,OAASL,EAAKK,MAnOjC,SAA0B/pB,GACxB,IATewB,EASXtE,EAAW8C,EAAK9C,SAChB1J,EAAawM,EAAKxM,WAClBk2B,EAAO1pB,EAAK0pB,KACZvpB,EAAOH,EAAKG,KACZuqB,EAAiB1qB,EAAK2pB,OAGtBgB,EAAWjB,EAAK1sB,KAEhB4tB,EAAWzqB,EAAKnD,KAChB6tB,EAAQlC,EAAgB,CAC1BvnB,UANcpB,EAAKoB,UAOnB0nB,eAJc3oB,EAAKof,MAKnBqJ,UAPcc,EAAKnK,QASjBuL,EAAW,CACb3wC,IAAK,OACLqZ,WAAY6xB,EAAc,GAAI0F,GAAW,CACvC1B,KAAM,WAGN2B,EAA8BL,EAASztB,SAAW,CACpDA,SAAUytB,EAASztB,SAAS1O,IAAI26B,IAC9B,GACA8B,EAAiB,CACnB9wC,IAAK,IACLqZ,WAAY6xB,EAAc,GAAIwF,EAAM3B,OACpChsB,SAAU,CAACisB,EAAU9D,EAAc,CACjClrC,IAAKwwC,EAASxwC,IACdqZ,WAAY6xB,EAAc,GAAIsF,EAASn3B,WAAYq3B,EAAMtlC,OACxDylC,MAEDE,EAAiB,CACnB/wC,IAAK,IACLqZ,WAAY6xB,EAAc,GAAIwF,EAAMhC,OACpC3rB,SAAU,CAAC+tB,IAETtB,EAAS,QAAQlmC,OAAOinC,GAAkBzC,KAC1CkD,EAAS,QAAQ1nC,OAAOinC,GAAkBzC,KAC1CmD,EAAU,CACZjxC,IAAK,OACLqZ,WAAY6xB,EAAc,GAAI0F,GAAW,CACvC5a,GAAIwZ,EACJ0B,UAAW,iBACXC,iBAAkB,mBAEpBpuB,SAAU,CAAC4tB,EAAUI,IAEnBK,EAAO,CACTpxC,IAAK,OACL+iB,SAAU,CAAC,CACT/iB,IAAK,WACLqZ,WAAY,CACV2c,GAAIgb,GAENjuB,UAhEWsE,EAgEOopB,EA/DD,MAAjBppB,EAASrnB,IACJqnB,EAAStE,SAET,CAACsE,KA6DL4pB,IAUL,OARAluB,EAAStkB,KAAK2yC,EAAM,CAClBpxC,IAAK,OACLqZ,WAAY6xB,EAAc,CACxBgE,KAAM,eACN,YAAa,QAAQ5lC,OAAO0nC,EAAQ,KACpChrB,KAAM,QAAQ1c,OAAOkmC,EAAQ,MAC5BoB,MAEE,CACL7tB,SAAUA,EACV1J,WAAYA,GA8JyBg4B,CAAgBxhC,GA1JzD,SAA2BgW,GACzB,IAAI9C,EAAW8C,EAAK9C,SAChB1J,EAAawM,EAAKxM,WAClBk2B,EAAO1pB,EAAK0pB,KACZtoB,EAAYpB,EAAKoB,UAEjBqqB,EAActD,EADLnoB,EAAKmiB,QAOlB,GAJIsJ,EAAYnzC,OAAS,IACvBkb,EAAU,MAAYi4B,GAGpBpD,EAAsBjnB,GAAY,CACpC,IAAIypB,EAAQlC,EAAgB,CAC1BvnB,UAAWA,EACX0nB,eAAgBY,EAAKnK,MACrBqJ,UAAWc,EAAKnK,QAElBriB,EAAStkB,KAAK,CACZuB,IAAK,IACLqZ,WAAY6xB,EAAc,GAAIwF,EAAMhC,OACpC3rB,SAAU,CAAC,CACT/iB,IAAK,IACLqZ,WAAY6xB,EAAc,GAAIwF,EAAM3B,OACpChsB,SAAU,CAAC,CACT/iB,IAAKuvC,EAAK1sB,KAAK7iB,IACf+iB,SAAUwsB,EAAK1sB,KAAKE,SACpB1J,WAAY6xB,EAAc,GAAIqE,EAAK1sB,KAAKxJ,WAAYq3B,EAAMtlC,iBAKhE2X,EAAStkB,KAAK8wC,EAAK1sB,MAGrB,MAAO,CACLE,SAAUA,EACV1J,WAAYA,GAqHiDk4B,CAAiB1hC,GAE5EwJ,EAAai3B,EAAMj3B,WAKvB,OAHAxJ,EAAKkT,SAHUutB,EAAMvtB,SAIrBlT,EAAKwJ,WAAaA,EAEd4M,EA7FN,SAAmBJ,GACjB,IACIH,EAAWG,EAAKH,SAChB3C,EAAW8C,EAAK9C,SAEhBkD,EAASJ,EAAKI,OAElB,MAAO,CAAC,CACNjmB,IAAK,MACLqZ,WAAY,CACVqF,MAAO,kBAETqE,SAAU,CAAC,CACT/iB,IAAK,SACLqZ,WAAY6xB,EAAc,GAVbrlB,EAAKxM,WAUwB,CACxC2c,IATc,IAAX/P,EAAkB,GAAG3c,OALjBuc,EAAKJ,OAK2B,KAAKnc,OAAO2mC,EAAOE,aAAc,KAAK7mC,OAAOoc,GAAYO,IAWlGlD,SAAUA,MA6ELyuB,CAAS3hC,GAzHpB,SAAiBgW,GACf,IAAI9C,EAAW8C,EAAK9C,SAChBwsB,EAAO1pB,EAAK0pB,KACZvpB,EAAOH,EAAKG,KACZ3M,EAAawM,EAAKxM,WAClB2uB,EAASniB,EAAKmiB,OACd/gB,EAAYpB,EAAKoB,UAErB,GAAIinB,EAAsBjnB,IAAcsoB,EAAKK,QAAU5pB,EAAK4pB,MAAO,CACjE,IAEIn9B,EAAS,CACX4oB,EAHUkU,EAAKnK,MACJmK,EAAK9Z,OAEI,EACpB2Y,EAAG,IAEL/0B,EAAU,MAAY20B,EAAW9C,EAAc,GAAIlD,EAAQ,CACzD,mBAAoB,GAAG1+B,OAAOmJ,EAAO4oB,EAAIpU,EAAUoU,EAAI,GAAI,OAAO/xB,OAAOmJ,EAAO27B,EAAInnB,EAAUmnB,EAAI,GAAI,SAI1G,MAAO,CAAC,CACNpuC,IAAK,MACLqZ,WAAYA,EACZ0J,SAAUA,IAoGH0uB,CAAO5hC,GAqLlB,SAAS6hC,EAAYjsB,EAAQ6pB,GAC3B,IAAIF,EAASr/B,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAC7E4hC,EAAoBvC,EAAOwC,UAC3BA,OAAkC,IAAtBD,GAAuCA,EACnDE,EAAazzC,OAAO+N,KAAKmjC,GAAOpqB,QAAO,SAAUC,EAAKO,GACxD,IAAI7C,EAAOysB,EAAM5pB,GASjB,QARiB7C,EAAKA,KAGpBsC,EAAItC,EAAK6C,UAAY7C,EAAKA,KAE1BsC,EAAIO,GAAY7C,EAGXsC,IACN,IAEoC,mBAA5B5H,EAAUwS,MAAM+hB,SAA2BF,EAGpDr0B,EAAUyqB,OAAOviB,GAAUylB,EAAc,GAAI3tB,EAAUyqB,OAAOviB,IAAW,GAAIosB,GAF7Et0B,EAAUwS,MAAM+hB,QAAQrsB,EAAQosB,GAYnB,QAAXpsB,GACFisB,EAAY,KAAMpC,GA0FtB,SAASyC,EAAgBC,EAASvsB,EAAQC,GACxC,GAAIssB,GAAWA,EAAQvsB,IAAWusB,EAAQvsB,GAAQC,GAChD,MAAO,CACLD,OAAQA,EACRC,SAAUA,EACV7C,KAAMmvB,EAAQvsB,GAAQC,IAK5B,SAASusB,EAAOC,GACd,IAAIlyC,EAAMkyC,EAAclyC,IACpBmyC,EAAwBD,EAAc74B,WACtCA,OAAuC,IAA1B84B,EAAmC,GAAKA,EACrDC,EAAwBF,EAAcnvB,SACtCA,OAAqC,IAA1BqvB,EAAmC,GAAKA,EAEvD,MAA6B,iBAAlBF,EACFnE,EAAWmE,GAEX,IAAI5oC,OAAOtJ,EAAK,KAAKsJ,OAloBhC,SAAwB+P,GACtB,OAAOjb,OAAO+N,KAAKkN,GAAc,IAAI6L,QAAO,SAAUC,EAAKktB,GACzD,OAAOltB,EAAM,GAAG7b,OAAO+oC,EAAe,MAAO/oC,OAAOykC,EAAW10B,EAAWg5B,IAAiB,QAC1F,IAAIl4B,OA+nB8Bm4B,CAAej5B,GAAa,KAAK/P,OAAOyZ,EAAS1O,IAAI49B,GAAQl+B,KAAK,IAAK,MAAMzK,OAAOtJ,EAAK,KAqWhI,SAASuyC,EAAY1wC,GACnB+M,KAAKzM,KAAO,cACZyM,KAAK1M,QAAUL,GAAS,mBACxB+M,KAAK4jC,OAAQ,IAAI1xC,OAAQ0xC,MA4E3B,SAASC,EAAY5vB,GACnB,IAAIuiB,EAAQviB,EAAK,GACb4S,EAAS5S,EAAK,GAId6vB,EADevH,EADDtoB,EAAK1e,MAAM,GACkB,GACjB,GAoC9B,MAAO,CACLyrC,OAAO,EACPxK,MAAOA,EACP3P,OAAQA,EACR5S,KApCE/S,MAAMwU,QAAQouB,GACN,CACR1yC,IAAK,IACLqZ,WAAY,CACVoF,MAAO,GAAGnV,OAAO2mC,EAAOE,aAAc,KAAK7mC,OAAOqpC,EAAgBC,QAEpE7vB,SAAU,CAAC,CACT/iB,IAAK,OACLqZ,WAAY,CACVoF,MAAO,GAAGnV,OAAO2mC,EAAOE,aAAc,KAAK7mC,OAAOqpC,EAAgBE,WAClE3D,KAAM,eACNxsC,EAAGgwC,EAAW,KAEf,CACD1yC,IAAK,OACLqZ,WAAY,CACVoF,MAAO,GAAGnV,OAAO2mC,EAAOE,aAAc,KAAK7mC,OAAOqpC,EAAgBG,SAClE5D,KAAM,eACNxsC,EAAGgwC,EAAW,OAKV,CACR1yC,IAAK,OACLqZ,WAAY,CACV61B,KAAM,eACNxsC,EAAGgwC,KAuSX,SAASlF,IACP,IACIuF,EAn4D0B,iBAo4D1BC,EAAK/C,EAAOE,aACZ8C,EAAKhD,EAAOC,iBACZ9rC,EAPW,2jQASf,GAz4D0B,OAy4DtB4uC,GAAcC,IAAOF,EAAK,CAC5B,IAAIG,EAAQ,IAAI//B,OAAO,MAAM7J,OA14DL,KA04DiB,OAAQ,KAC7C6pC,EAAiB,IAAIhgC,OAAO,OAAO7J,OA34Df,KA24D2B,OAAQ,KACvD8pC,EAAQ,IAAIjgC,OAAO,MAAM7J,OAAOypC,GAAM,KAC1C3uC,EAAIA,EAAEyG,QAAQqoC,EAAO,IAAI5pC,OAAO0pC,EAAI,MAAMnoC,QAAQsoC,EAAgB,KAAK7pC,OAAO0pC,EAAI,MAAMnoC,QAAQuoC,EAAO,IAAI9pC,OAAO2pC,IAGpH,OAAO7uC,EAsDT,SAASivC,IACHpD,EAAOqD,aAAeC,KACxBhG,EAAUC,KAEV+F,IAAe,GAInB,SAASC,EAAUpuB,EAAKquB,GAmBtB,OAlBAr1C,OAAOyE,eAAeuiB,EAAK,WAAY,CACrCriB,IAAK0wC,IAEPr1C,OAAOyE,eAAeuiB,EAAK,OAAQ,CACjCriB,IAAK,WACH,OAAOqiB,EAAIiC,SAAShT,KAAI,SAAUiF,GAChC,OAAO24B,EAAO34B,SAIpBlb,OAAOyE,eAAeuiB,EAAK,OAAQ,CACjCriB,IAAK,WACH,GAAK0qC,EAAL,CACA,IAAIiG,EAAYhG,EAASrtC,cAAc,OAEvC,OADAqzC,EAAU56B,UAAYsM,EAAI4e,KACnB0P,EAAU3wB,aAGdqC,EAGT,SAASuuB,EAAmBxtB,GAC1B,IAAIytB,EAAqBztB,EAAWV,OAChCA,OAAgC,IAAvBmuB,EAAgC,KAAOA,EAChDluB,EAAWS,EAAWT,SAC1B,GAAKA,EACL,OAAOqsB,EAAgB8B,GAAQC,YAAaruB,EAAQC,IAAaqsB,EAAgBx0B,EAAUyqB,OAAQviB,EAAQC,GA5oE7G,sEAoIA,IAEIquB,EAAU,GACVC,EAAY,GAOhB,IACwB,oBAAX/vC,SAAwB8vC,EAAU9vC,QACrB,oBAAbpE,WAA0Bm0C,EAAYn0C,UACjB,oBAArBo0C,kBAAuDA,iBACvC,oBAAhBC,aAA4CA,YACvD,MAAO90C,IAET,IACI+0C,GADOJ,EAAQK,WAAa,IACNC,UACtBA,OAA+B,IAAnBF,EAA4B,GAAKA,EAE7CG,EAASP,EACTrG,EAAWsG,EAIXvG,IAAWC,EAAS6G,mBAAqB7G,EAASprC,MAA6C,mBAA9BorC,EAAS5yB,kBAAqE,mBAA3B4yB,EAASrtC,cAgD7Hm0C,IA/CSH,EAAU18B,QAAQ,SAAY08B,EAAU18B,QAAQ,YAc5C,WACf,KAEE,MAAOvY,GACP,OAAO,GAJM,GAiCF,CAAC,EAAG,EAAG,EAAG,EAAG,EAAG,EAAG,EAAG,EAAG,EAAG,KACvCq1C,EAAcD,EAASlrC,OAAO,CAAC,GAAI,GAAI,GAAI,GAAI,GAAI,GAAI,GAAI,GAAI,GAAI,KAEnEqpC,EAAkB,CACpBC,MAAO,QACP8B,aAAc,eACd5B,QAAS,UACTD,UAAW,aAQT8B,GANmB,CAAC,KAAM,KAAM,KAAM,KAAM,KAAM,KAAM,SAAU,YAAa,aAAc,OAAQ,QAAS,YAAa,aAAc,aAAc,kBAAmB,gBAAiB,YAAa,QAAS,WAAY,WAAY,UAAW,SAAU,cAAe,iBAAkBhC,EAAgBC,MAAOD,EAAgB+B,aAAc/B,EAAgBG,QAASH,EAAgBE,WAAWvpC,OAAOkrC,EAASngC,KAAI,SAAU1Q,GACxa,MAAO,GAAG2F,OAAO3F,EAAG,SAClB2F,OAAOmrC,EAAYpgC,KAAI,SAAU1Q,GACnC,MAAO,KAAK2F,OAAO3F,OAGP2wC,EAAOM,mBAAqB,IAoB1C,GAAIlH,GAA8C,mBAA3BA,EAASmH,cAA8B,CAChD,CAAC,CAAC,qBAAsB,gBAAiB,CAAC,yBAA0B,oBAAqB,CAAC,wBAAyB,kBAAmB,CAAC,oBAAqB,cAAe,CAAC,iBAAkB,YAAa,CAAC,8BAA+B,wBAAyB,CAAC,yBAA0B,oBAAqB,CAAC,uBAAwB,kBAAmB,CAAC,4BAA6B,sBAAuB,CAAC,2BAA4B,sBAAuB,CAAC,0BAA2B,qBAC3e9oC,SAAQ,SAAU8Z,GACtB,IAAIyqB,EAAQnF,EAAetlB,EAAM,GAE7BpiB,EAAM6sC,EAAM,GAEZlrB,EAjBR,SAAgBA,GAId,MAAY,KAARA,GACQ,UAARA,IACQ,SAARA,GACGA,GAUK0vB,CAzBd,SAAuBhf,GACrB,IAAI7N,EAAUylB,EAASmH,cAAc,UAAY/e,EAAO,KAExD,GAAI7N,EACF,OAAOA,EAAQhoB,aAAa61B,GAqBXif,CAHNzE,EAAM,KAKblrB,UACFuvB,EAAQlxC,GAAO2hB,MAKrB,IAcI4vB,EAAU9J,EAAc,GAdb,CACbiF,aA9F0B,KA+F1BD,iBA9F8B,iBA+F9B+E,gBAAgB,EAChB3B,YAAY,EACZ4B,UAAU,EACVC,sBAAsB,EACtBC,kBAAkB,EAClBC,eAAgB,QAChBC,oBAAoB,EACpBC,oBAAoB,EACpBC,kBAAkB,GAGsBb,GAErCK,EAAQC,iBAAgBD,EAAQI,kBAAmB,GAExD,IAAInF,EAAS/E,EAAc,GAAI8J,GAE/BV,EAAOM,kBAAoB3E,EAE3B,IAAIwF,EAAInB,GAAU,GACbmB,EAAC,qBAAwBA,EAAC,mBAAyB,IACnDA,EAAC,mBAAuBzN,SAAQyN,EAAC,mBAAuBzN,OAAS,IACjEyN,EAAC,mBAAuB1lB,QAAO0lB,EAAC,mBAAuB1lB,MAAQ,IAC/D0lB,EAAC,mBAAuBC,QAAOD,EAAC,mBAAuBC,MAAQ,IACpE,IAAIn4B,EAAYk4B,EAAC,mBAEbE,EAAY,GAYZlI,KACQC,EAAS6G,gBAAgBqB,SAAW,aAAe,iBAAiBzjC,KAAKu7B,EAASmI,aAC/EnI,EAAS5yB,iBAAiB,oBAZ1B,SAASg7B,IACtBpI,EAASqI,oBAAoB,mBAAoBD,GACxC,EACTH,EAAUthC,KAAI,SAAU02B,GACtB,OAAOA,WAgBX,IAUIgB,EALAiK,GAAO,aAEP/I,QAA2B,IAAXjjC,QAAoD,IAAnBA,EAAO2F,SAA0D,mBAAxB3F,EAAO2F,QAAQkB,KACzGo7B,GAAwC,oBAAjBgK,aAA+B5zC,WAAa4zC,aACnEnK,GAAa,GA2KjBqB,EAAE9uC,UAAY,CACZ6kB,YAAaiqB,EACbb,OAtLY,UAuLZS,MAAO,KACPR,WAAOnqC,EACP4qC,UAAU,EACV7rC,KAAM,SAAc+0C,EAAeC,GACjC,IAAIhK,EAAa,CACfC,MAAOx9B,KACPzN,KAAM,IAAIyN,KAAKsU,YAAY8yB,IAC3BI,UAAWF,EACXG,SAAUF,GAmBZ,OAhBKA,IAAeD,GAAmBtnC,KAAKo+B,WAC1Cp+B,KAAKo+B,UAAW,EAhMP,aAkMLp+B,KAAK09B,QAAuBW,IAC9BjB,EAAUkB,EAAwBt+B,OApM1B,cAwMRA,KAAK09B,QAvME,aAuMsB19B,KAAK09B,OAEpCN,EAAUE,EAAgBC,GAG1Bv9B,KAAKm+B,MAAMtuC,KAAK0tC,GAGXA,EAAWhrC,MAEpBm1C,MAAO,SAAgBH,GACrB,OAAOvnC,KAAKzN,KAAK,KAAMg1C,KAI3BhJ,EAAE5qC,IAAM,SAAUlD,GAChB,IAAKyQ,MAAMwU,QAAQjlB,GACjB,MAAM,IAAIulB,UAAU,4CAGtB,OAAO,IAAIuoB,GAAE,SAAU5tC,EAASC,GAI9B,SAAS4tC,EAASr7B,GAEhB,OADAuW,IACO,SAAUnlB,GACfs4B,EAAQ1pB,GAAS5O,IAETmlB,GACN/oB,EAAQk8B,IAKd,IAdA,IAcgBp6B,EAdZo6B,EAAU,GACVnT,EAAY,EAaPrqB,EAAI,EAAYA,EAAIoB,EAASlB,OAAQF,KAC5CoD,EAAUhC,EAASpB,KAEoB,mBAAjBoD,EAAQF,KAC5BE,EAAQF,KAAKisC,EAASnvC,GAAIuB,GAE1Bi8B,EAAQx9B,GAAKoD,EAIZinB,GACH/oB,EAAQk8B,OAKd0R,EAAEoJ,KAAO,SAAUl3C,GACjB,IAAKyQ,MAAMwU,QAAQjlB,GACjB,MAAM,IAAIulB,UAAU,6CAGtB,OAAO,IAAIuoB,GAAE,SAAU5tC,EAASC,GAC9B,IAAK,IAAW6B,EAAPpD,EAAI,EAAYA,EAAIoB,EAASlB,OAAQF,KAC5CoD,EAAUhC,EAASpB,KAEoB,mBAAjBoD,EAAQF,KAC5BE,EAAQF,KAAK5B,EAASC,GAEtBD,EAAQ8B,OAMhB8rC,EAAE5tC,QAAU,SAAU4D,GACpB,OAAIA,GAA4B,WAAnB6f,EAAQ7f,IAAuBA,EAAM+f,cAAgBiqB,EACzDhqC,EAGF,IAAIgqC,GAAE,SAAU5tC,GACrBA,EAAQ4D,OAIZgqC,EAAE3tC,OAAS,SAAUmtC,GACnB,OAAO,IAAIQ,GAAE,SAAU5tC,EAASC,GAC9BA,EAAOmtC,OAIX,IAGIwB,GAAuB,CACzB7nB,KAAM,GACN+U,EAAG,EACH+S,EAAG,EACHC,OAAQ,EACRC,OAAO,EACPC,OAAO,GAkILqC,GAAY,CACdvV,EAAG,EACH+S,EAAG,EACHhJ,MAAO,OACP3P,OAAQ,QAoZNvQ,GAAS,SAA0BsxB,EAASzL,EAAIja,EAAc2lB,GAChE,IAGIx4C,EACAwF,EACAyI,EALAC,EAAO/N,OAAO+N,KAAKqqC,GACnBr4C,EAASgO,EAAKhO,OACd8kB,OAA2B7gB,IAAhBq0C,EAtBG,SAAuBjoB,EAAMioB,GAC/C,OAAO,SAAUn9B,EAAGmpB,EAAGhgC,EAAGC,GACxB,OAAO8rB,EAAKjwB,KAAKk4C,EAAan9B,EAAGmpB,EAAGhgC,EAAGC,IAoBEg0C,CAAc3L,EAAI0L,GAAe1L,EAa5E,SARqB3oC,IAAjB0uB,GACF7yB,EAAI,EACJiO,EAASsqC,EAAQrqC,EAAK,MAEtBlO,EAAI,EACJiO,EAAS4kB,GAGJ7yB,EAAIE,EAAQF,IAEjBiO,EAAS+W,EAAS/W,EAAQsqC,EAD1B/yC,EAAM0I,EAAKlO,IAC6BwF,EAAK+yC,GAG/C,OAAOtqC,GAiDL87B,GAASzqB,EAAUyqB,OACnB0N,GAAQn4B,EAAUm4B,MAIlBiB,GAAQ,WACV,IAAIC,EAAS,SAAgBzmB,GAC3B,OAAOjL,GAAO8iB,IAAQ,SAAUplC,EAAG8b,EAAO+G,GAExC,OADA7iB,EAAE6iB,GAAUP,GAAOxG,EAAOyR,EAAS,IAC5BvtB,IACN,KAGQg0C,GAAO,SAAUzxB,EAAKtC,EAAM6C,GAKvC,OAJI7C,EAAK,KACPsC,EAAItC,EAAK,IAAM6C,GAGVP,KAEKyxB,GAAO,SAAUzxB,EAAKtC,EAAM6C,GACxC,IAAImxB,EAAYh0B,EAAK,GAKrB,OAJAsC,EAAIO,GAAYA,EAChBmxB,EAAU9qC,SAAQ,SAAU+qC,GAC1B3xB,EAAI2xB,GAAYpxB,KAEXP,KAET,IAAI4xB,EAAa,QAAS/O,GACb9iB,GAAOwwB,IAAO,SAAUvwB,EAAK6I,GACxC,IACIvI,EAASuI,EAAK,GAWlB,MARe,QAAXvI,GAAqBsxB,IACvBtxB,EAAS,OAGXN,EARc6I,EAAK,IAQJ,CACbvI,OAAQA,EACRC,SARasI,EAAK,IAUb7I,IACN,KAELwxB,KAcA,IAuPIK,GAAuB,SAA8BC,GACvD,IAAIhwB,EAAY,CACdX,KAAM,GACN+U,EAAG,EACH+S,EAAG,EACHE,OAAO,EACPC,OAAO,EACPF,OAAQ,GAGV,OAAK4I,EAGIA,EAAgBvlC,cAAc+B,MAAM,KAAKyR,QAAO,SAAUC,EAAKxhB,GACpE,IAAIuzC,EAAQvzC,EAAE+N,cAAc+B,MAAM,KAC9B0jC,EAAQD,EAAM,GACdE,EAAOF,EAAM/yC,MAAM,GAAG4P,KAAK,KAE/B,GAAIojC,GAAkB,MAATC,EAEX,OADAjyB,EAAImpB,OAAQ,EACLnpB,EAGT,GAAIgyB,GAAkB,MAATC,EAEX,OADAjyB,EAAIopB,OAAQ,EACLppB,EAKT,GAFAiyB,EAAOl6B,WAAWk6B,GAEdpqC,MAAMoqC,GACR,OAAOjyB,EAGT,OAAQgyB,GACN,IAAK,OACHhyB,EAAImB,KAAOnB,EAAImB,KAAO8wB,EACtB,MAEF,IAAK,SACHjyB,EAAImB,KAAOnB,EAAImB,KAAO8wB,EACtB,MAEF,IAAK,OACHjyB,EAAIkW,EAAIlW,EAAIkW,EAAI+b,EAChB,MAEF,IAAK,QACHjyB,EAAIkW,EAAIlW,EAAIkW,EAAI+b,EAChB,MAEF,IAAK,KACHjyB,EAAIipB,EAAIjpB,EAAIipB,EAAIgJ,EAChB,MAEF,IAAK,OACHjyB,EAAIipB,EAAIjpB,EAAIipB,EAAIgJ,EAChB,MAEF,IAAK,SACHjyB,EAAIkpB,OAASlpB,EAAIkpB,OAAS+I,EAI9B,OAAOjyB,IACN8B,GAtDIA,IAuJXsrB,EAAYl0C,UAAYD,OAAOoF,OAAO1C,MAAMzC,YACtB6kB,YAAcqvB,EAEpC,IA6fsB7G,GA7flB2L,GAAO,CACTnI,KAAM,gBAEJoI,GAAiB,CACnBC,cAAe,MACfC,YAAa,aACbC,IAAK,MAEHC,GAAO,CACT13C,IAAK,OACLqZ,WAAY6xB,EAAc,GAAImM,GAAM,CAClC30C,EAAG,s4CAIHi1C,GAAkBzM,EAAc,GAAIoM,GAAgB,CACtDjF,cAAe,YA6fbwB,IAxfU3I,EAAc,GAAImM,GAAM,CAClCO,GAAI,MACJC,GAAI,MACJ70C,EAAG,OAISkoC,EAAc,GAAIoM,GAAgB,CAC5CjF,cAAe,IACf5mC,OAAQ,uBAIEy/B,EAAc,GAAIyM,GAAiB,CAC7ClsC,OAAQ,iBAMAy/B,EAAc,GAAImM,GAAM,CAClCS,QAAS,IACTp1C,EAAG,ySAISwoC,EAAc,GAAIyM,GAAiB,CAC7ClsC,OAAQ,iBAMAy/B,EAAc,GAAImM,GAAM,CAClCS,QAAS,IACTp1C,EAAG,gJAISwoC,EAAc,GAAIyM,GAAiB,CAC7ClsC,OAAQ,iBAgdA,IAvGd,WACE,SAASssC,IAGPnpC,KAAKklC,YAAc,GA1hEvB,IAAsBkE,EAAaC,EAAYC,EAokE7C,OApkEoBF,EA6hEPD,GA7hEoBE,EA6hEX,CAAC,CACrBx0C,IAAK,MACLN,MAAO,WAGL,IAFA,IAAIg1C,EAAQvpC,KAEHwpC,EAAOroC,UAAU5R,OAAQ21C,EAAc,IAAIhkC,MAAMsoC,GAAOC,EAAO,EAAGA,EAAOD,EAAMC,IACtFvE,EAAYuE,GAAQtoC,UAAUsoC,GAGhC,IAAIC,EAAYxE,EAAY5uB,OAAOtW,KAAK2pC,iBAAkB,IAC1Dn6C,OAAO+N,KAAKmsC,GAAWvsC,SAAQ,SAAUtI,GACvC00C,EAAMrE,YAAYrwC,GAAOynC,EAAc,GAAIiN,EAAMrE,YAAYrwC,IAAQ,GAAI60C,EAAU70C,IACnFiuC,EAAYjuC,EAAK60C,EAAU70C,IAC3BkzC,UAGH,CACDlzC,IAAK,QACLN,MAAO,WACLyL,KAAKklC,YAAc,KAEpB,CACDrwC,IAAK,mBACLN,MAAO,SAA0Bm1C,EAAWE,GAC1C,IAAI3G,EAAa2G,EAAW/yB,QAAU+yB,EAAW9yB,UAAY8yB,EAAW31B,KAAO,CAC7E1jB,EAAGq5C,GACDA,EASJ,OARAp6C,OAAO+N,KAAK0lC,GAAYx9B,KAAI,SAAU5Q,GACpC,IAAIg1C,EAAkB5G,EAAWpuC,GAC7BgiB,EAASgzB,EAAgBhzB,OACzBC,EAAW+yB,EAAgB/yB,SAC3B7C,EAAO41B,EAAgB51B,KACtBy1B,EAAU7yB,KAAS6yB,EAAU7yB,GAAU,IAC5C6yB,EAAU7yB,GAAQC,GAAY7C,KAEzBy1B,OA/jEKtN,EAAkBgN,EAAY35C,UAAW45C,GACrDC,GAAalN,EAAkBgN,EAAaE,GAkkEzCH,EA9CT,KA6GIxE,IAAe,EAoDfpmC,GAAQ,CACV8Z,UAAW,SAAmBgwB,GAC5B,OAAOD,GAAqBC,KAG5Bp0B,IA/EkB6oB,GA+EE,SAAUgN,GAChC,IAAItJ,EAASr/B,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAC7E4oC,EAAoBvJ,EAAOnoB,UAC3BA,OAAkC,IAAtB0xB,EAA+BxK,GAAuBwK,EAClEC,EAAiBxJ,EAAOnpB,OACxBA,OAA4B,IAAnB2yB,GAAoCA,EAC7CC,EAAezJ,EAAOppB,KACtBA,OAAwB,IAAjB6yB,EAA0B,KAAOA,EACxCC,EAAiB1J,EAAOI,OACxBA,OAA4B,IAAnBsJ,EAA4B,KAAOA,EAC5CC,EAAgB3J,EAAOn/B,MACvBA,OAA0B,IAAlB8oC,EAA2B,KAAOA,EAC1CC,EAAkB5J,EAAOlpB,QACzBA,OAA8B,IAApB8yB,EAA6B,KAAOA,EAC9CC,EAAkB7J,EAAO12B,QACzBA,OAA8B,IAApBugC,EAA6B,GAAKA,EAC5CC,EAAqB9J,EAAO/1B,WAC5BA,OAAoC,IAAvB6/B,EAAgC,GAAKA,EAClDC,EAAiB/J,EAAOpH,OACxBA,OAA4B,IAAnBmR,EAA4B,GAAKA,EAC9C,GAAKT,EAAL,CACA,IAAIjzB,EAASizB,EAAejzB,OACxBC,EAAWgzB,EAAehzB,SAC1B7C,EAAO61B,EAAe71B,KAC1B,OAAO2wB,EAAUtI,EAAc,CAC7B5qC,KAAM,QACLo4C,IAAiB,WAYlB,OAXArF,IAEIpD,EAAOiF,WACLjlC,EACFoJ,EAAW,mBAAqB,GAAG/P,OAAO2mC,EAAOC,iBAAkB,WAAW5mC,OAAO4c,GAAW4nB,MAEhGz0B,EAAW,eAAiB,OAC5BA,EAAU,UAAgB,UAIvB81B,EAAsB,CAC3BG,MAAO,CACLC,KAAMkD,EAAY5vB,GAClBmD,KAAMA,EAAOysB,EAAYzsB,EAAKnD,MAAQ,CACpC+sB,OAAO,EACPxK,MAAO,KACP3P,OAAQ,KACR5S,KAAM,KAGV4C,OAAQA,EACRC,SAAUA,EACVuB,UAAWikB,EAAc,GAAIiD,GAAsBlnB,GACnDhB,OAAQA,EACRhW,MAAOA,EACPu/B,OAAQA,EACRtpB,QAASA,EACTupB,MAAO,CACLp2B,WAAYA,EACZ2uB,OAAQA,EACRtvB,QAASA,UAxIR,SAAU0gC,GACf,IAAIhK,EAASr/B,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAC7E2oC,GAAkBU,GAAuB,IAAIv2B,KAAOu2B,EAAsBzF,EAAmByF,GAAuB,IACpHpzB,EAAOopB,EAAOppB,KAMlB,OAJIA,IACFA,GAAQA,GAAQ,IAAInD,KAAOmD,EAAO2tB,EAAmB3tB,GAAQ,KAGxD0lB,GAAKgN,EAAgBxN,EAAc,GAAIkE,EAAQ,CACpDppB,KAAMA,S,yCC1pEZhnB,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRG,SACE,wBACFD,QACE,+IAGJG,SAAU,CACR,CACEG,UAAW,OAAQK,MAAO,YAC1BJ,UAAW,IAEbX,EAAKiB,QAAQ,IAAK,KAClB,CACEP,UAAW,SACXK,MAAO,wDACPJ,UAAW,GAEbX,EAAKS,iBACLT,EAAKY,kBACL,CACEG,MAAO,6BAET,CACEA,MAAO,MAET,CACEA,MAAO,MAET,CACEA,MAAO,KAET,CACEA,MAAO,2EACPJ,UAAW,GAEb,CACEI,MAAO,sBACPJ,UAAW,O,kCCtBnB,SAASxB,EAAO61C,GAKd,SAASC,EAAeh9B,GAKtB,OAJIA,IACFA,EAASiV,EAAUvhB,MAAM,KAAMD,YAG1B,IAAIspC,EAAa/8B,GAP1B,OAFAg9B,EAAe5xB,YAAc2xB,EAAa3xB,aAAe2xB,EAAal3C,KAE/Dm3C,EAnBT,IAAI/nB,EAAYnpB,EAAQ,QAEpBmxC,EAAQ/1C,EAAO1C,OAEnB9B,EAAOD,QAAUw6C,EAEjBA,EAAMC,KAAOh2C,EAAOi2C,WACpBF,EAAMG,MAAQl2C,EAAOm2C,YACrBJ,EAAMK,UAAYp2C,EAAOq2C,gBACzBN,EAAMO,OAASt2C,EAAOu2C,aACtBR,EAAMj5C,KAAOkD,EAAOohB,WACpB20B,EAAMS,IAAMx2C,EAAOy2C,UAEnBV,EAAM/1C,OAASA,G,gCCbfpF,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAyGlBjH,EAAQiH,QAxGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,OACd,QAAW,OACX,WAAc,UACd,WAAc,SACd,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,UAEhB,YAAa,CACX,MAAS,UACT,WAAc,UAEhB,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,UACT,UAAa,UAEf,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,UACT,WAAc,UAEhB,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,UAEhB,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,WAAc,SACd,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,UAAa,Y,mBC3GjBhH,EAAOD,QAAU,SAAUsF,GA0BzB,MAAO,CACLsB,QAAS,CAAC,eACVU,QAAS,UACT9B,SAAU,CACRE,QAAS,sVAITD,QAAS,cAEXI,SAAU,CACRP,EAAK0C,kBACL1C,EAAKY,kBAhBY,CACnBF,UAAW,SACXK,MAAO,gBAXO,CACdL,UAAW,WACXK,MAAO,YACPJ,UAAW,GAEF,CACTD,UAAW,SACXK,MAAO,2BAdS,CAChBL,UAAW,SACXK,MAAO,KACPC,IAAK,KACLT,SAAU,CATA,CACVQ,MAAO,YAAawB,aAAa,EACjC5B,UAAW,EACXJ,SAAU,CAAC,CAACG,UAAW,OAAQK,MAAO,aAOtCJ,UAAY,O,iBCXhBhG,EAAOD,QAAU,SAAUsF,GACzB,MAAO,CACLsB,QAAS,CAAC,WACVpB,SAAU,kIACVK,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,MACPJ,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,aAET,CACEA,MAAO,MAAOC,IAAK,WACnBT,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,WAIb,CACEL,UAAW,WACXK,MAAO,IAAKC,IAAK,KAEnBhB,EAAK0C,kBACL,CACEhC,UAAW,SACXK,MAAO,MAAOC,IAAK,OAErBhB,EAAKY,sB,iBChCXjG,EAAOD,QAAU,WACf,MAAO,CACL6F,SAAU,CAER,CACEG,UAAW,SACXK,MAAO,+DAGT,CACEL,UAAW,SACXK,MAAO,aACPJ,UAAW,GAGb,CACED,UAAW,SACXK,MAAO,0DAA2DC,IAAK,IACvEd,SAAU,uDACVI,QAAS,MACTK,UAAW,IAGb,CACED,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBV,QAAS,OAGX,CACEI,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBV,QAAS,W,mBChCjB3F,EAAOD,QAAU,SAASsF,GAGxB,IAAIsD,EAAsB,yCAYtBqW,EAAUk8B,kNA6YVp8B,EAAU,gCAGV9P,EAAU3J,EAAKQ,QAAQR,EAAKyC,aAG5BiH,EAAU,CACZhJ,UAAW,SACXK,MAAO,QAASC,IAAK,MACrBT,SAAU,CAAC,CAACQ,MAAO,QAIjB+0C,EAAO,CACT/0C,MAAO,IAAKC,IAAK,IAAKoE,cAAc,EAAM7B,YAAY,EACtDhD,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,sCAMTg1C,EAAW/1C,EAAKQ,QAAQR,EAAK8B,qBAoDjC,MAAO,CACL7B,kBAAkB,EAClB+B,QAASsB,EACTpD,SAAU,CACRE,QAASuZ,EACTtZ,SAlWJ21C,ikUAmWI57B,MA1JJ67B,ypZA2JIh6C,KAvFJi6C,+5HAwFI/1C,QAASsZ,GAEXlZ,SAAU,CA3DD,CACTG,UAAW,OACXsB,QAASsB,EACTvC,MAAO,MAAOC,IAAK,IACnBd,SAAU,CAAC,eAAgByZ,EA/ZXw8B,sUAgahB51C,SAAU,CACRw1C,IAWW,CACbr1C,UAAW,WACXsB,QAASsB,EACTjC,SAAU,CACR,CAACN,MAAO,oBAAqBC,IAAK,MAAOd,SAAU,qBACnD,CAACa,MAAO,8BAA+Bb,SAAU,gCAEnDK,SAAU,CACR,CACEQ,MAAO,MAAOC,IAAK,MAAOI,YAAa,EACvCb,SAAU,CACR,CACEG,UAAW,SACXsB,QAASsB,EACTvC,MAAOuC,EAAqBtC,IAAK,IAAKuC,YAAY,EAAMpC,gBAAgB,EACxEjB,SAAU,CACRE,QAAS,OACTD,QAASsZ,GAEXlZ,SAAU,CACRoJ,EACAD,EACAosC,IAGJC,IAGJ/1C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOuC,MAiBtCyyC,EAnDS,CACXr1C,UAAW,SACXK,MAAO,IAAKC,IAAK,MAAOuC,YAAY,GAmDlCoG,EACAD,EACAosC,M,kCCtfN,SAAgB,EAAO,EAAK,GAE3B,IAAKM,IAAI,KAAK,EACb,EAAI,GAAK,EAAM,GAEhB,OAAO,EAGR,SAAgB,EAAK,EAAK,EAAO,GAChCA,IAGC,EAHG,EAAM,wBACT,EAAI,EAAI,MAAM,GACd,EAAU,GAEX,GAAI,GAAK,EAAE,GAEV,IADAA,IAAI,EAAI,EAAE,GAAG,MAAM,KACV,EAAE,EAAG,EAAE,EAAE,OAAQ,IAAK,CAC9BA,IAAI,EAAI,EAAE,GAAG,MAAM,KACnB,EAAQ,mBAAmB,EAAE,KAAO,mBAAmB,EAAE,MAAM,GAAG,KAAK,MAGzE,EAAM,EAAW,EAAI,QAAQ,EAAK,KAClC,EAAQ,EAAW,GAAS,IAE5B,IADAA,IAAI,EAAM,KAAK,IAAI,EAAI,OAAQ,EAAM,QAC5Bx8C,EAAE,EAAGA,EAAE,EAAKA,IACpB,GAAI,EAAMA,IAA2B,MAArB,EAAMA,GAAG,OAAO,GAAU,CACzCw8C,IAAI,EAAQ,EAAMx8C,GAAG,QAAQ,gBAAiB,IAC7C,GAAS,EAAMA,GAAG,MAAM,YAAcy8C,GAAO,IAAM,GACnD,GAAQ,EAAM,QAAQ,KACtB,GAAQ,EAAM,QAAQ,KACtB,EAAM,EAAIz8C,IAAM,GACjB,IAAK,IAAQ,IAAS,EAAM,QAAQ,KAAK,GAAK,GAAO,CACpD,GAAM,EACN,MAGD,GADA,EAAQ,GAAS,mBAAmB,GAChC,GAAQ,EAAM,CACjB,EAAQ,GAAS,EAAI,MAAMA,GAAG,IAAI,oBAAoB,KAAK,KAC3D,YAGG,GAAI,EAAMA,KAAK,EAAIA,GAAI,CAC3B,GAAM,EACN,MAGF,QAAmB,IAAf,EAAK,UAAwB,IAAN,IACpB,EAGR,SAAgB,EAAa,EAAG,GAC/B,OACE,EAAE,KAAO,EAAE,KAAQ,EAClB,EAAE,KAAO,EAAE,MAAS,EACnB,EAAE,MAAQ,EAAE,MAKjB,SAAgB,EAAuB,EAAO,GAG7C,OAFA,EAAM,MAAQ,EACd,EAAM,KAgBP,SAAmB,GAClB,OAAO,EAAM,MAAM,QAAU,GALT,EAKkB,EAAM,MAAM,KAJ3C,EAAW,GAAM,IAAI,GAAa,KAAK,KAD/C,IAAqB,EAZP,CAAU,GAChB,EAAM,MAGd,SAAgB,EAAW,GAC1B,OAAO,EAAI,QAAQ,eAAgB,IAAI,MAAM,KAG9C,SAAgB,EAAY,GAC3B,MAA0B,KAAnB,EAAQ,OAAO,GAAW,EAAI,MAAM,QAAQ,EAAQ,OAAO,EAAQ,OAAO,KAAQ,EAAI,EvGnD9F,SAAS,IACRw8C,IAAI,EAUJ,MAAO,KARN,EADG,GAAiB,EAAc,SAC5B,EAAc,SAEZ,GAAiB,EAAc,mBACjC,EAAc,qBAGI,oBAAX,SAAyB,SAAW,GAEpC,UAAY,KAAK,EAAI,QAAU,IAK9C,SAAS,EAAM,EAAK,GAWnB,Y,WAX2B,GACV,iBAAN,GAAkB,EAAI,MAChC,EAAU,EAAI,QACd,EAAM,EAAI,KAaZ,SAAkB,GACf,IAAGA,IAAI,EAAE,EAAQ,OAAQ,KAC1B,GAAI,EAAQ,GAAG,SAAS,GAAM,OAAO,EAEpC,OAAK,EAbH,CAAS,IAjCd,SAAgB,EAAK,Q,UAAK,QACrB,GAAiB,EAAc,GAClC,EAAc,GAAM,GAEK,oBAAV,SAAyB,QAAQ,EAAK,UACrD,QAAQ,EAAK,SAAS,KAAM,KAAM,GA6BlC,CAAO,EAAK,EAAU,UAAY,QAG5B,EAAQ,GAchB,SAAS,EAAQ,GAEd,IADAA,IAAE,GAAW,EACN,EAAE,EAAG,EAAE,EAAQ,OAAQ,KACD,IAA1B,EAAQ,GAAG,QAAQ,KACtB,GAAW,GAGX,IAAGA,IAAIx8C,EAAE,EAAY,OAAQA,KAC9B,EAAYA,GAAG,GAEd,OAAK,EAIR,SAAS,EAAc,GAEpB,GAAG,GAAS,EAAK,aAAjB,CAEAw8C,IAAE,EAAO,EAAK,aAAa,QAC5B,EAAS,EAAK,aAAa,UAG1B,GAAG,GAAS,EAAK,MAAM,WAAY,GAAW,EAAO,MAAM,cAG3D,OAAK,EAAM,IAId,SAAS,EAAgB,GACtB,KAAE,EAAE,SAAW,EAAE,SAAW,EAAE,QAAU,EAAE,UAAuB,IAAX,EAAE,QAExD,OADA,EAAY,EAAE,eAAiB,EAAE,QAAU,MACtC,EAAQ,GAIhB,SAAS,EAAQ,GAMhB,OALI,IACC,EAAE,0BAA0B,EAAE,2BAC9B,EAAE,iBAAiB,EAAE,kBACzB,EAAE,mBAEI,EAIR,SAAS,EAAoB,GAE5B,KAAI,EAAE,SAAW,EAAE,SAAW,EAAE,QAAU,EAAE,UAAuB,IAAX,EAAE,QAA1D,CAEAA,IAAI,EAAI,EAAE,OACV,GACC,GAAuC,MAAnC,OAAO,EAAE,UAAU,eAAuB,EAAE,aAAa,QAAS,CACrE,GAAI,EAAE,aAAa,UAAW,OAE9B,GAAI,EAAc,GACjB,OAAO,EAAQ,UAGR,EAAE,EAAE,a,gBuGxHTC,EAAQ,GvGEV,EAAgB,KAEd,EAAU,GAEV,EAAc,GAEd,EAAQ,GAoHV,GAA4B,EAiB1B,EAAM,YAAmB,WAClB,GACXC,EAAK,KAAC,QACF,EAAM,UACT,EAAgB,EAAM,SAGvB,KAAK,MAAQ,CACZ,IAAK,EAAM,KAAO,KAtBhB,IAE0B,mBAAnB,mBACL,GACJ,iBAAiB,YAAY,WAC5B,EAAQ,QAGV,iBAAiB,QAAS,IAE3B,GAA4B,G,kFAgB3B,EAED,kCAAqB,SAAC,GACrB,OAAmB,IAAf,EAAM,SACH,EAAM,MAAM,KAAK,MAAM,KAAO,EAAM,WAAW,KAAK,MAAM,WAIlE,qBAAQ,SAAC,GACRC,IAAM,EAAW,uBAAa,KAAK,MAAM,UACzC,OAAO,KAAK,oBAAoB,EAAU,GAAK,GAAO,OAAS,GAIhE,oBAAO,SAAC,GACP,KAAK,SAAS,CAAE,QAEhBA,IAAM,EAAW,KAAK,SAAS,GAK/B,OAFK,KAAK,UAAU,KAAK,cAElB,GAGR,+BAAkB,WACjB,EAAQ,KAAK,MACb,KAAK,UAAW,GAGjB,8BAAiB,W,WACZ,IACH,KAAK,SAAW,EAAc,QAAO,SAAC,GACrChsC,EAAK,QAAQ,IAAG,EAAS,UAAY,KAAK,EAAS,QAAU,SAG/D,KAAK,UAAW,GAGjB,iCAAoB,WACQ,mBAAhB,KAAK,UAAuB,KAAK,WAC5C,EAAQ,OAAO,EAAQ,QAAQ,MAAO,IAGvC,gCAAmB,WAClB,KAAK,UAAW,GAGjB,+BAAkB,WACjB,KAAK,UAAW,GAGjB,gCAAmB,SAAC,EAAU,EAAK,GAClC,OAAO,EACL,OAAO,GACP,KAAK,GACL,KAAK,YACL6rC,IAAI,EAAU,EAAK,EAAK,EAAM,MAAM,KAAM,EAAM,OAChD,GAAI,EAAS,CACZ,IAAe,IAAX,EAAkB,CACrBA,IAAI,EAAW,CAAE,MAAK,WAItB,OAHA,EAAO,EAAU,UACV,EAAS,WACT,EAAS,IACT,uBAAa,EAAO,GAE5B,OAAO,MAEN,OAAO,UAGZ,mBAAM,SAAC,EAAwB,G,IAAtB,EAAQ,WAAE,EAAQ,WAAM,EAAG,MAC/B,EAAS,KAAK,oBAAoB,uBAAa,GAAW,GAAK,GAE/D,EAAU,EAAO,IAAM,KAEvB,EAAW,KAAK,YAcpB,OAbI,IAAM,IACT,KAAK,YAAc,EACG,mBAAX,GACV,EAAS,CACR,OAAQ,KACR,MACA,WACA,SACA,aAKI,G,EAtGG,CAAS,aAgHrB,EAAO,YAAc,EACrB,EAAO,cAAgB,EACvB,EAAO,MAAQ,EACf,EAAO,OAAS,EAChB,EAAO,MANO,YAAM,OAAG,wBAAc,EAAM,UAAW,IAOtD,EAAO,KAXM,SAAC,GAAO,OACpB,wBAAc,IAAK,EAAO,CAAE,QAAS,GAAmB,KAWzD,EAAO,KAAO,E,wBwGpQdz7C,EAAOD,QAAU,SAASsF,GACxB,IAAIiB,EAAU,CACZI,SAAU,CACRrB,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKiB,QACH,KACA,KACA,CACEV,SAAU,CAAC,YAMfi2C,EAAc,CAChB91C,UAAW,OACXK,MAAO,kBACPJ,UAAW,GAGTqZ,EAAO,CACTjZ,MAAO,MAAOC,IAAK,MACnBV,QAAS,IACTC,SAAU,CACR,CAACG,UAAW,OAAQK,MAAO,0CAC3BE,IAeJ,MAAO,CACLf,SACE,8HAEFK,SAAU,CAIR,CACEM,cAAe,qBAAsBG,IAAK,WAC1Cd,SAAU,yDACVK,SAAU,CAACyZ,EAAM/Y,GACjBX,QAAS,YAEX,CACES,MAAO,SAAUC,IAAK,IACtBd,SAAU,qBACVK,SAAU,CAACyZ,EAAM/Y,GACjBX,QAAS,YAEX,CACES,MAAO,OAAQC,IAAK,IACpBd,SAAU,aACVK,SAAU,CAACi2C,EAAax8B,EAlCjB,CACXjZ,MAAO,IAAKC,IAAK,IACjBT,SAAUyZ,EAAKzZ,UAgC2BU,IAExC,CACEJ,cAAe,sBAAuBG,IAAK,IAC3CT,SAAU,CAACP,EAAK4B,cAAeX,IAEjC,CACEF,MAAO,OAAQC,IAAK,IACpBd,SAAU,OACVK,SAAU,CAACU,IAtCD,CACdP,UAAW,SACXK,MAAO,UAAYC,IAAK,IACxBV,QAAS,KAyCPN,EAAKY,kBACLZ,EAAK4B,cACL40C,EACAx2C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,mBACtCE,EAEA,CAACF,MAAO,UAEVT,QAAS,O,mCCtFb,4EAwBM2qC,EAAQlxC,OAAO08C,OAAO,CACxB,aAAclwB,IAEd,mBAAoBO,IACpB,mBAAoBA,IAEpB,iBAAkBL,IAClB,iBAAkBA,IAClB,iBAAkBA,IAClB,aAAcA,IAEd,YAAaG,IAEb,cAAeC,IAEf,kBAAmBG,IACnB,cAAeA,IACf,WAAYA,IAEZ,OAAQL,IACR,iBAAkBA,IAElB,mBAAoBD,IACpB,qBAAsBA,IAEtB,aAAcJ,IACd,iBAAkBA,IAClB,cAAeA,IAEf,YAAa+f,IAEb,mBAAoB7f,IAEpB,0BAA2Buf,MAGhB,aAAUznB,GAErB,IAAI1X,EACJ,IACIA,EAAM,IAAI8vC,IAAIp4B,EAAMljB,KAAMwE,OAAOwI,SAAShN,MAC5C,MAAOL,GACL,OACI,EAAC,IAAD,CAAWyC,MAAOzC,GAAIujB,EAAMI,UAKpC,IAEQi4B,EAFJC,EAAS,MACM,IAAft4B,EAAME,OAGF5X,EAAIE,OAASlH,OAAOwI,SAAStB,KAC7B6vC,EAAU,KACc,UAAjB/vC,EAAII,SACX2vC,EAAUxQ,IACc,YAAjBv/B,EAAII,SACX2vC,EAAU3Q,IACc,WAAjBp/B,EAAII,cAEKjJ,KADhB44C,EAAU1L,EAAMrkC,EAAIE,SAEhB6vC,EAAU1Q,KAGd0Q,EADwB,YAAjB/vC,EAAII,SACDo/B,IAEAE,IAGdsQ,EAAS,cAAM,EAAC,IAAD,CAAiBp4B,KAAMm4B,IAA7B,MAGb,OAAO,EAAC,IAAD,CAAUxxB,SAAU7G,EAAM6G,SAAU/pB,KAAMkjB,EAAMljB,MAAOw7C,EAAQt4B,EAAMI,a,wDC9FhF3kB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,SAASsF,GAGxB,IAAI62C,EAAM,aAGNC,EAAQ,IAAMD,EAAI,OAAOA,EAAjB,eAERE,EAAY,+BAEZC,EAAkB,CAEdh2C,IAAK81C,EACLn2C,UAAW,EACXc,OAAQ,CAENf,UAAW,SACXM,IAAK,IACLL,UAAW,EACXJ,SAAU,CACR,CAAEQ,MAAO,cAKrB,MAAO,CACLd,kBAAkB,EAClBK,QAAS,KACTC,SAAU,CACRP,EAAKiB,QAAQ,YAAa,KAG1B,CACEF,MA1Ba,kCA0BS+1C,EACtBv0C,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,OACXK,MA/BS,kCAgCTK,YAAY,EACZT,UAAW,IAGfc,OAAQu1C,GAGV,CACEj2C,MAAOg2C,EAAYD,EACnBv0C,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,OACXK,MAAOg2C,EACP31C,YAAY,EACZT,UAAW,IAGfc,OAAQu1C,GAGV,CACEt2C,UAAW,OACXC,UAAW,EACXI,MAAOg2C,EAAYF,EAAM,S,gCC9DjC98C,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAASsF,GACzB,IAAIi3C,EAAe,CAClBv2C,UAAW,UACXK,MAAO,kCAMR4I,EAAU,CACTjJ,UAAW,SACXK,MAAO,8BACPJ,UAAW,GAEZsC,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAkB,CAACN,QAAS,OAuBvD,MAAO,CACNgB,QAAS,CAAC,QACVpB,SAAU,CACTE,QAAS,+DACTD,QAAS,sBACTE,SAAU,udAEXE,SAAU,CACTP,EAAK8B,oBACL9B,EAAK+B,qBACL4H,EAhCO,CACRjJ,UAAW,OACXR,SAAU,CAAC,eAAgB,eAC3Ba,MAAO,gBACPC,IAAK,KA8BJiC,EACAg0C,EAxBU,CACXl2C,MAAO,SACPJ,UAAW,GAEA,CACXD,UAAW,WACXG,cAAe,kBACfG,IAAK,UACLT,SAAU,CAbF,CACRG,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAAC,OAAQoJ,EAAS1G,EAAQg0C,EAnB1B,CACVv2C,UAAW,UACXK,MAAO,yBA2BYf,EAAKc,4B,kCChC1B/G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIiB,EAAUjB,EAAKiB,QACjB,cAAe,IACf,CACEN,UAAW,KAQf,MAAO,CACLW,QAAS,CAAC,MAAO,OACjBrB,kBAAkB,EAClBK,QAAS,OACTJ,SAAU,CACRE,QACE,wFAEFC,SACE,mfAUJE,SAAU,CACR,CACEG,UAAW,WAAYK,MAAO,4BAEhC,CACEL,UAAW,WACXK,MA5BG,mDA4BiBC,IAAK,WACzBT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,sDACtCE,IAGJ,CACEP,UAAW,SAAUK,MAAO,UAC5BJ,UAAW,GAEbM,M,gCC7CNlH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCC3FlB,SAASu1C,KAwCT,SAASC,EAAcr4C,EAAO6S,GAC5B,IAKI9J,EACAuvC,EACAhkC,EACAtV,EARAu5C,EAAW1lC,GAAW,GACtB2lC,EAASD,EAASC,QAAUC,EAC5Bn2B,EAASi2B,EAASj2B,OAClBtnB,EAASw9C,EAAOx9C,OAChB4T,GAAS,EAUb,GAJI0T,UACFA,EAhCgB,SAmCG,iBAAVtiB,EACT,MAAMo2C,EAAM,wCAAyCp2C,GAMvD,IAHAs4C,EAAaI,EAAU,IACvB3vC,EAAS2vC,EAAU,MAEV9pC,EAAQ5T,GAGVqZ,EAFLrV,EAAOw5C,EAAO5pC,OAMd0F,EAAUokC,EAAUC,EAAc35C,EAAMgB,GAAO,EAAOsiB,KAE9CxT,SAAW9P,EAEfsV,EAAQzS,UAAYy2C,EAAWz2C,YACjCy2C,EAAahkC,GAGXA,EAAQzS,UAAYkH,EAAOlH,YAC7By2C,EAAavvC,EACbA,EAASuL,IAQb,OAJIgkC,EAAWxpC,WACb/F,EAAOuvC,WAAaA,GAGfvvC,EAkCT,SAAS6vC,EAAc55C,EAAM4Y,GAC3B,IACItX,EACA4iC,EACAloC,EACA4T,EAJAsC,EAAMlS,EAWV,IAAKsB,KALDsX,KACF1G,EAAM,IACFlS,GAAQ4Y,GAGF1G,EAMV,IAHAlW,GADAkoC,EAAuB,iBADvBA,EAAOhyB,EAAI5Q,IACuB,CAAC4iC,GAAQA,GAC7BloC,OACd4T,GAAS,IAEAA,EAAQ5T,GACfwH,EAAQ0gC,EAAKt0B,IAAUtO,EAS7B,SAASq4C,EAAc35C,EAAMgB,EAAO64C,EAAQv2B,EAAQnQ,GA0ElD,SAAS0B,EAAcC,EAAQpF,GAC7B,IAAIoqC,EACAC,EACA5kC,EAIJ,GAFA6kC,GAAcllC,OAEC7U,IAAXyP,EAGF,OAFAuqC,EAAYlmC,IAAiBmmC,GAEtB,EAKT,GAFAJ,EA4QF,SAAiBpqC,EAAQxO,GACvB,IAAIoI,EAASpI,EAAKuB,SACdzG,EAASsN,EAAOtN,OAChB4T,GAAS,EAEb,OAASA,EAAQ5T,GACf,GAAIgU,EAAK1G,EAAOsG,GAAOiC,QAASnC,GAC9B,OAAOpG,EAAOsG,GAnRRoF,CAAQtF,EAAQsE,GAOxB,OAJAimC,EAAYlmC,IAAiBmmC,GAE7BtlC,EAAaklC,EAASpqC,GAEfoqC,EAAQr1C,YAAc,EAAIiL,EAAO1T,OAK1C,GAFA+9C,EAmPF,SAAS7kC,EAAUhU,EAAMwO,GACvB,GAAIM,EAAK9O,EAAK6Q,MAAOrC,GAAS,CAC5B,KAAOxO,EAAKoC,YAAcpC,EAAK+O,QAC7B/O,EAAOA,EAAK+O,OAGd,OAAO/O,EAGT,GAAIA,EAAKmC,eACP,OAAO6R,EAAUhU,EAAK+O,OAAQP,GA7PtBwF,CAAUlB,EAAKtE,GAEZ,EACXyF,EAASnB,GAEIpQ,WAAauR,EAAO1P,aAC/Bu0C,GAActqC,GAGhBuqC,EAAYlmC,IAAiBmmC,GAG7B,GACMlmC,EAAIpR,WACN+U,IAGF9U,GAAamR,EAAInR,UACjBmR,EAAMA,EAAI/D,aACH+D,IAAQ+lC,EAAQ9pC,QAYzB,OAVIkF,EAAO1P,YACT00C,EAAQzqC,EAAQwqC,GAGlBF,EAAa,GAETD,EAAQp2C,QACViR,EAAamlC,EAAQp2C,OAAQ,IAGxBwR,EAAOvR,UAAY,EAAI8L,EAAO1T,OAGvC,GA4MF,SAAmB0T,EAAQxO,GACzB,OAAQ24C,GAAU7pC,EAAK9O,EAAK+Q,UAAWvC,GA7MnC0F,CAAU1F,EAAQsE,GACpB,MAAMojC,EACJ,oCACA1nC,EACAsE,EAAIpR,WAAa,aASrB,OAFAo3C,GAActqC,EAEPA,EAAO1T,QAAqC,EAIrD,SAAS4Y,EAAa1T,EAAMwO,GAC1B,IAAIL,EAEAnO,EAAK0B,YACPyM,EAAOmlC,EAAMtzC,EAAK0B,UAAW,KAG3B1B,EAAKuD,YACPu1C,EAAa,GACJ94C,EAAKoG,cACd6yC,EAAQzqC,EAAQwqC,GAEhBF,EAAa,IAEbA,EAAatqC,EAIXL,IACF6qC,EAAgB59C,KAAK+S,GACrBghC,EAAM/zC,KAAK49C,GACXA,EAAkB7qC,EAAKuR,UAGzB5M,EAAM/X,OAAOoF,OAAOH,EAAM,CAAC+O,OAAQ,CAACjP,MAAOgT,KAI7C,SAASD,IACP,IAAIhK,EAASiK,EAAIvQ,YAMnB,WACE,IACI22C,EADAnmC,EAAsC,iBAApBD,EAAIvQ,YAI1B,GAAIwQ,IAAaC,EAAUF,EAAIvQ,aAC7B,OAAO02C,EAAQH,EAAY,IAI3BI,EADEnmC,EACS0lC,EACT3lC,EAAIvQ,YACJu2C,GACA,EACA12B,EACAlP,EAAcJ,EAAIvQ,cAGT41C,EAAcW,EAAY,CACnCR,OAAmC,IAA3BxlC,EAAIvQ,YAAYzH,YAAeiE,EAAY+T,EAAIvQ,YACvD6f,OAAQA,IAMZ,IAAK82B,EAAStqC,SACZ,MAAO,CAACuqC,EAAUL,IAOhBhmC,EAAInR,UAAY,IAClBA,GAAau3C,EAASv3C,WAGpBoR,IACFG,EAAcJ,EAAIvQ,aAAe22C,EAASpmC,KAG5C,MAAO,CAACwgC,EAAM4F,EAAStqC,SAAUsqC,EAASp5C,OAAO,IAhDlBsT,GAoDjC,WACE,IACIG,EACAnS,EACA+M,EACAirC,EAJAxc,EAAQ,GAMZ,IAAK9pB,EAAI5R,SACP,OAAO+3C,EAAQH,EAAYlc,GAG7BrpB,EAAY,EAEZT,EAAIrC,UAAU8C,UAAY,EAE1BnS,EAAU0R,EAAIrC,UAAUhC,KAAKqqC,GAE7B,KAAO13C,GACL63C,EAAQH,EAAWlnC,UAAU2B,EAAWnS,EAAQsN,OAAQkuB,IAExDwc,EAAWjnC,EAAaW,EAAK1R,KAG3BO,GAAay3C,EAAS,GAEtBjrC,EAAOmlC,EAAM8F,EAAS,GAAI,IAE1Bxc,EAAMxhC,KAAK+S,GAEX8qC,EAAQ73C,EAAQ,GAAI+M,EAAKuR,WAEzBu5B,EAAQ73C,EAAQ,GAAIw7B,GAGtBrpB,EAAYT,EAAIrC,UAAU8C,UAC1BnS,EAAU0R,EAAIrC,UAAUhC,KAAKqqC,GAK/B,OAFAG,EAAQH,EAAWtlC,OAAOD,GAAYqpB,GAE/BA,EA5F+CnpB,GAEtD,OADAqlC,EAAa,GACNjwC,EA8FT,SAASkwC,EAAYM,EAAUzc,GAK7B,IAJA,IAEI0c,EAFAx+C,EAASu+C,EAASv+C,OAClB4T,GAAS,IAGJA,EAAQ5T,GAGM,UAFrBw+C,EAAUD,EAAS3qC,IAEPzR,KACVg8C,EAAQK,EAAQx5C,MAAO88B,GAEvBA,EAAMxhC,KAAKk+C,GAMjB,SAASL,EAAQn5C,EAAO88B,GACtB,IAAI2c,EAYJ,OAVIz5C,KACFy5C,EAAO3c,EAAMA,EAAM9hC,OAAS,KAEF,SAAdy+C,EAAKt8C,KACfs8C,EAAKz5C,OAASA,EAEd88B,EAAMxhC,KAAK+9C,EAAUr5C,KAIlB88B,EAIT,SAASuc,EAAUr5C,GACjB,MAAO,CAAC7C,KAAM,OAAQ6C,MAAOA,GAI/B,SAASwzC,EAAMx0C,EAAM06C,EAAU/mC,GAC7B,MAAO,CACLxV,KAAM,UACNy1B,QAAS,OACT+mB,WAAY,CACV/3C,UAAW,EAAE+Q,EAAW,GAAK2P,GAAUtjB,IAEzC4gB,SAAU85B,GAKd,SAASrnC,EAAanS,EAAMkB,GAC1B,IAAIE,EAAUF,EAAS,GAMvB,OAJI0N,EAAQ,mBACVxN,EAAUA,EAAQiN,eAGbqrC,EAAIx+C,KAAK8E,EAAKkB,SAAUE,IAAYpB,EAAKkB,SAASE,GAqC3D,SAASqV,IAEPuiC,EAAkB7J,EAAM14B,OAASiJ,EAjXnC,IAII9Q,EACAkE,EACAsB,EACA4kC,EACA5pC,EACAiF,EACAxM,EACA6X,EAXAxM,EAAgB,GAChBi8B,EAAQ,GACR2J,EAAa,GACbn3C,EAAY,EAUhB,GAAoB,iBAAT7C,EACT,MAAMo3C,EAAM,uCAAwCp3C,GAGtD,GAAqB,iBAAVgB,EACT,MAAMo2C,EAAM,wCAAyCp2C,GAUvD,GAPA8O,EAAWuF,EAAYrV,GAIvBsV,EAHAtB,EAAMb,GAAgBrD,EAItBoqC,EAHAt5B,EAAW,IAKN9Q,EACH,MAAMsnC,EAAM,2CAA4Cp3C,IAiX5D,SAAyB8P,GA6HvB,SAASiB,EAAO/P,EAAO6G,GACrB,OAAO,IAAImJ,OACTF,EAAO9P,GACP,KAAO8O,EAAQ,iBAAmB,IAAM,KAAOjI,EAAS,IAAM,KAKlE,SAASiJ,EAAOrB,GACd,OAAQA,GAAMA,EAAGqB,QAAWrB,GAjI9B,SAASwB,EAAY/P,EAAM+O,GAiGzB,SAASmB,EAAQxO,EAAW5B,GAC1B,IAAI65C,EACArpC,EACA5B,EACA5T,EAUJ,IARI8T,EAAQ,mBACV9O,EAAQA,EAAMuO,eAIhBvT,GADA6+C,EAAQ75C,EAAMsQ,MA7nBR,MA8nBStV,OACf4T,GAAS,IAEAA,EAAQ5T,GACfwV,EAAOqpC,EAAMjrC,GAAO0B,MAjoBV,KAmoBVwpC,EAAiBtpC,EAAK,IAAM,CAAC5O,EAAW4O,EAAK,GAAKC,OAAOD,EAAK,IAAM,GAjHxE,IACIc,EADAwoC,EAAmB,GAGnB55C,EAAKgQ,WAIThQ,EAAKgQ,UAAW,EAEhBhQ,EAAKkB,SAAWlB,EAAKkB,UAAYlB,EAAK6B,cAElC7B,EAAKkB,WACsB,iBAAlBlB,EAAKkB,SACdgP,EAAQ,UAAWlQ,EAAKkB,UAExBnG,OAAO+N,KAAK9I,EAAKkB,UAAUwH,SAAQ,SAAShH,GAC1CwO,EAAQxO,EAAW1B,EAAKkB,SAASQ,OAIrC1B,EAAKkB,SAAW04C,GAGlB55C,EAAKyQ,UAAYZ,EAAO7P,EAAKgD,SAAW,OAAO,GAE3C+L,IACE/O,EAAK6B,gBACP7B,EAAK+B,MACH,OAAS/B,EAAK6B,cAAcuO,MA/iB1B,KA+iBuCM,KA9iBjC,KA8iBqD,QAG5D1Q,EAAK+B,QACR/B,EAAK+B,MAAQ,SAGf/B,EAAK2Q,QAAUd,EAAO7P,EAAK+B,OAEtB/B,EAAKgC,KAAQhC,EAAKmC,iBACrBnC,EAAKgC,IAAM,SAGThC,EAAKgC,MACPhC,EAAK6Q,MAAQhB,EAAO7P,EAAKgC,MAG3BhC,EAAK65C,cAAgBjqC,EAAO5P,EAAKgC,MAAQ,GAErChC,EAAKmC,gBAAkB4M,EAAO8qC,gBAChC75C,EAAK65C,gBACF75C,EAAKgC,IAnkBE,IAmkBkB,IAAM+M,EAAO8qC,gBAIzC75C,EAAKsB,UACPtB,EAAK+Q,UAAYlB,EAAO7P,EAAKsB,eAGRvC,IAAnBiB,EAAK2B,YACP3B,EAAK2B,UAAY,GAGd3B,EAAKuB,WACRvB,EAAKuB,SAAW,IAGlBvB,EAAKuB,SAAW0E,EAAO0G,MACrB,GACA3M,EAAKuB,SAASyP,KAAI,SAAS5R,GACzB,OAnGR,SAAoBY,GAClB,IAAIlF,EACA4T,EACArM,EACAwG,EAEJ,GAAI7I,EAAKqC,WAAarC,EAAI,gBAAqB,CAM7C,IAJAlF,GADAuH,EAAWrC,EAAKqC,UACEvH,OAClB4T,GAAS,EACT7F,EAAS,KAEA6F,EAAQ5T,GACf+N,EAAO6F,GAASlN,EAAQxB,EAAM,CAACqC,SAAU,MAAOA,EAASqM,IAG3D1O,EAAI,gBAAsB6I,EAG5B,OACE7I,EAAI,kBAAwBA,EAAKmC,eAAiB,CAACX,EAAQxB,IAAS,CAACA,IA+E1D85C,CAAiB,SAAN16C,EAAeY,EAAOZ,OAI5CY,EAAKuB,SAASmH,SAAQ,SAAStJ,GAC7B2Q,EAAY3Q,EAAGY,MAGbA,EAAKyC,QACPsN,EAAY/P,EAAKyC,OAAQsM,GAG3BqC,EAAcpR,EAAKuB,SAChByP,KAUH,SAAa5R,GACX,OAAOA,EAAEyC,cAAgB,QAAUzC,EAAE2C,MAAQ,QAAU3C,EAAE2C,SAVxDkE,OAAO,CAACjG,EAAK65C,cAAe75C,EAAKsB,UACjC0P,IAAIpB,GACJyB,OAAOC,SAEVtR,EAAKoR,YACoB,IAAvBA,EAAYtW,OACR,CAAC2T,KAAMsrC,GACPlqC,EAAOuB,EAAYV,KA3mBX,MA2mB8B,IA9F9CX,CAAYnB,GA/WZc,CAAgBd,GAEhB,IAKE,IAJAkE,EAAI1B,YAAYmC,UAAY,EAC5BnE,EAAS,EACTvH,EAAQiL,EAAI1B,YAAY3C,KAAK3O,GAEtB+H,GACLwM,EAAQV,EAAc7T,EAAM8R,UAAUxC,EAAQvH,EAAM6G,OAAQ7G,EAAM,IAElEiL,EAAI1B,YAAYmC,UADhBnE,EAASvH,EAAM6G,MAAQ2F,EAEvBxM,EAAQiL,EAAI1B,YAAY3C,KAAK3O,GAM/B,IAHA6T,EAAc7T,EAAM0T,OAAOpE,IAC3BgF,EAAUtB,EAEHsB,EAAQrF,QACTqF,EAAQ1S,WACV+U,IAGFrC,EAAUA,EAAQrF,OAGpB,MAAO,CACLpN,UAAWA,EACX7B,MAAOk5C,EACPpqC,SAAU9P,EACVgU,IAAKA,GAEP,MAAOtU,GAEP,IAA0C,IAAtCA,EAAMK,QAAQyV,QAAQ,WACxB,MAAM9V,EAGR,MAAO,CAACmD,UAAW,EAAG7B,MAAOm5C,EAAQn5C,EAAO,MAodhD,SAAS04C,EAAU3vC,GACjB,MAAO,CACLlH,UAAWkH,EAAOlH,WAAa,EAC/BiN,SAAU/F,EAAO+F,UAAY,KAC7B9O,MAAO+I,EAAO/I,OAAS,IAK3B,SAASgP,EAAKkrC,EAAYxrC,GACxB,IAAI3G,EAAQmyC,GAAcA,EAAWvrC,KAAKD,GAC1C,OAAO3G,GAAyB,IAAhBA,EAAM6G,MAIxB,SAASqrC,IACP,OAAO,KAIT,SAAS5lC,EAAYrV,GAGnB,OAFAA,EAAOA,EAAKuP,cAEL2E,EAAUlU,IAASkU,EAAU1Q,EAAQxD,IA5sB9C,IAAIm7C,EAAOl1C,EAAQ,QACfmxC,EAAQnxC,EAAQ,QAOpBmzC,EAAKl9C,UAAYi/C,EAGjB,IAAIn1C,EAAM,IAAIozC,EAEdv8C,EAAOD,QAAUoJ,EAEjBA,EAAIiN,UAkFJ,SAAmBnD,EAAU9O,EAAO6S,GAClC,IACIyP,GADWzP,GAAW,IACJyP,OAMtB,OAJIA,UACFA,EA5EgB,SA+EXo2B,EAAUC,EAAc7pC,EAAU9O,GAAO,EAAMsiB,KAzFxDtd,EAAIqO,cAAgBglC,EACpBrzC,EAAIE,iBA4FJ,SAA0BlG,EAAM23C,GAC9B,IAAIr/B,EAAOq/B,EAAO3xC,GAElBkO,EAAUlU,GAAQsY,EAElBmhC,EAAcn9C,KAAK0D,GAEfsY,EAAK9U,SACPo2C,EAAc55C,EAAMsY,EAAK9U,UAnG7BwC,EAAI6S,cAwGJ,WACE,OAAO4gC,EAActyC,UAxGvBnB,EAAI4zC,cAAgBA,EACpB5zC,EAAIqP,YAAcA,EAElB,IAAI3S,EAAUy4C,EAAKz4C,QACfk4C,EAAM,GAAGz+C,eACTgL,EAAS,GAAGA,OASZsyC,EAAgB,GAChBvlC,EAAY,GACZ1Q,EAAU,I,irHCjCR3C,EAAIkS,OAAO0oB,IAGF,eACX,OACI,EAAC,WAAD,KACI,YAAI,EAAC,IAAD,CAAMn+B,KAAM,0BAAZ,kCACJ,kCACA,EAAC,IAAD,KACI,EAAC,IAAD,CAAOwQ,MAAO,aACV,wCAC8B,4CAD9B,mBAGA,EAAC,IAAD,6BAGA,uEAGA,EAAC,IAAD,qCAIJ,EAAC,IAAD,CAAOA,MAAO,OACV,oCAGA,EAAC,IAAD,qBAGA,2DAGA,EAAC,IAAD,KAAOjN,EAAP,MAIA,2DAGA,EAAC,IAAD,KAAOA,EAAP,OAKJ,EAAC,IAAD,CAAOiN,MAAO,aACV,8BACoB,mDADpB,mBAGA,EAAC,IAAD,6BAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,aACV,uFAC6E,wBAD7E,KAGA,oCAC0B,qBAAU,EAAC,IAAD,KAASjN,EAAT,MAAV,MAAuC,EAAC,IAAD,KAASA,EAAT,MAAvC,uBAD1B,KAGA,EAAC,IAAD,KAAOA,EAAP,MAIA,oCAC0B,yCAD1B,KAGA,EAAC,IAAD,KAAOA,EAAP,OAKJ,EAAC,IAAD,CAAOiN,MAAO,UACV,4EAGA,EAAC,IAAD,KAAOjN,EAAP,MAKA,0CAGA,EAAC,IAAD,KAAOA,EAAP,QAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOiN,MAAO,sBACV,oCAC0B,2CAD1B,mBAGA,gCAGA,EAAC,IAAD,KAAOjN,EAAP,OAKJ,EAAC,IAAD,CAAOiN,MAAO,WACV,6EAGA,EAAC,IAAD,KAAOjN,EAAP,MAIA,oDAGA,EAAC,IAAD,CAAMiP,SAAU,QAASjP,EAAzB,MAOA,kDAGA,EAAC,IAAD,CAAMiP,SAAU,QAASjP,EAAzB,MAOA,iEAGA,EAAC,IAAD,KAAOA,EAAP,QAOR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOiN,MAAO,yBACV,qGAGA,EAAC,IAAD,KAAOjN,EAAP,MAGA,kEAGA,EAAC,IAAD,KAAOA,EAAP,MAGA,oDAGA,EAAC,IAAD,KAAOA,EAAP,OAMJ,EAAC,IAAD,CAAOiN,MAAO,yBACV,8EAGA,EAAC,IAAD,CAAMgC,SAAU,QAAhB,8BAGA,wHAGA,EAAC,IAAD,CAAMA,SAAU,QAAhB,4CAGA,yEAGA,EAAC,IAAD,CAAMA,SAAU,QAAhB,wD,wDCvLpB7T,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmGlBjH,EAAQiH,QAlGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,SAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,OACT,UAAa,UAEf,iBAAkB,CAChB,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,cAAe,CACb,MAAS,OACT,WAAc,QAEhB,cAAe,CACb,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,aAAc,CACZ,MAAS,OACT,UAAa,UAEf,eAAgB,CACd,MAAS,OACT,UAAa,UAEf,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,cAAe,CACb,gBAAmB,UACnB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,a,kDC3FI,iBAPf,SAAc4V,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,mBCPJlN,EAAOD,QAAU,SAASsF,GACxB,IAAIk5C,EAAuB,CAAC,MAAO,MAAO,MAAO,OAAQ,OAAQ,QAAS,MAAO,SAAU,QAAS,OAAQ,KAAM,MAAO,OAAQ,OAAQ,MAAO,MAAO,MAAO,MAAO,MAAO,KAAM,MAAO,SAAU,MAAO,MAAO,OAAQ,MAAO,QAAS,OAAQ,OAGjP,MAAO,CACL53C,QAAS,CAAC,SACVf,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBL,UAAW,GAEbX,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGf,CACED,UAAW,UACXW,SAAU,CACR,CAACN,MAAO,6BACR,CAACA,MAAO,oBAAqBJ,UAAW,GACxC,CAACI,MAAO,oBAAqBJ,UAAW,GACxC,CAACI,MAAO,OAtBK,CAAC,YAAa,cAAe,WAAY,QAAS,YAAa,SAAU,UAAW,YAAa,SAAU,SAAU,UAsBlG2O,KAAK,KAAO,OAGhD,CACEhP,UAAW,WACXW,SAAW,CACT,CACEN,MAAO,OAAOm4C,EAAqBxpC,KAAK,KAAK,QAE/C,CACE3O,MAAO,OAAOm4C,EAAqBxpC,KAAK,KAAK,6BAC7C/O,UAAW,IAEb,CACEI,MAAO,OArCW,CAAC,OAAQ,OAAQ,QAAS,QAAS,UAAW,OAAQ,SAAU,UAAW,UAAW,OAAQ,WAAY,SAAU,OAAQ,UAAW,SAAU,OAAQ,UAqCvI2O,KAAK,KAAK,6BAC9C/O,UAAW,MAIjB,CACED,UAAW,QACXK,MAAO,cACPJ,UAAW,GAEb,CACEI,MAAO,kB,kCC3BR,SAASo4C,EAAU96C,EAAG+/B,GAEzB,SAASgb,IAAO7uC,KAAKsU,YAAcxgB,EADnCg7C,EAAch7C,EAAG+/B,GAEjB//B,EAAErE,UAAkB,OAANokC,EAAarkC,OAAOoF,OAAOi/B,IAAMgb,EAAGp/C,UAAYokC,EAAEpkC,UAAW,IAAIo/C,GAc5E,SAASE,EAAOv5C,EAAGhF,GACtB,IAAIgE,EAAI,GACR,IAAK,IAAIzD,KAAKyE,EAAOhG,OAAOC,UAAUC,eAAeC,KAAK6F,EAAGzE,IAAMP,EAAEuY,QAAQhY,GAAK,IAC9EyD,EAAEzD,GAAKyE,EAAEzE,IACb,GAAS,MAALyE,GAAqD,mBAAjChG,OAAOolB,sBACtB,KAAIvlB,EAAI,EAAb,IAAgB0B,EAAIvB,OAAOolB,sBAAsBpf,GAAInG,EAAI0B,EAAExB,OAAQF,IAC3DmB,EAAEuY,QAAQhY,EAAE1B,IAAM,GAAKG,OAAOC,UAAU+lB,qBAAqB7lB,KAAK6F,EAAGzE,EAAE1B,MACvEmF,EAAEzD,EAAE1B,IAAMmG,EAAEzE,EAAE1B,KAE1B,OAAOmF,EAiEJ,SAASw6C,EAASh7C,GACrB,IAAIwB,EAAsB,mBAAXnB,QAAyBA,OAAOggB,SAAUzgB,EAAI4B,GAAKxB,EAAEwB,GAAInG,EAAI,EAC5E,GAAIuE,EAAG,OAAOA,EAAEjE,KAAKqE,GACrB,GAAIA,GAAyB,iBAAbA,EAAEzE,OAAqB,MAAO,CAC1CutC,KAAM,WAEF,OADI9oC,GAAK3E,GAAK2E,EAAEzE,SAAQyE,OAAI,GACrB,CAAEO,MAAOP,GAAKA,EAAE3E,KAAM60B,MAAOlwB,KAG5C,MAAM,IAAIgiB,UAAUxgB,EAAI,0BAA4B,mCAGjD,SAASy5C,EAAOj7C,EAAGe,GACtB,IAAInB,EAAsB,mBAAXS,QAAyBL,EAAEK,OAAOggB,UACjD,IAAKzgB,EAAG,OAAOI,EACf,IAAmBI,EAAY5D,EAA3BnB,EAAIuE,EAAEjE,KAAKqE,GAAOk7C,EAAK,GAC3B,IACI,WAAc,IAANn6C,GAAgBA,KAAM,MAAQX,EAAI/E,EAAEytC,QAAQ5Y,MAAMgrB,EAAGr/C,KAAKuE,EAAEG,OAExE,MAAOtB,GAASzC,EAAI,CAAEyC,MAAOA,GAH7B,QAKI,IACQmB,IAAMA,EAAE8vB,OAAStwB,EAAIvE,EAAC,SAAauE,EAAEjE,KAAKN,GADlD,QAGU,GAAImB,EAAG,MAAMA,EAAEyC,OAE7B,OAAOi8C,EAGJ,SAASC,IACZ,IAAK,IAAID,EAAK,GAAI7/C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAC3C6/C,EAAKA,EAAGx0C,OAAOu0C,EAAO9tC,UAAU9R,KACpC,OAAO6/C,EAlJX,4MAgBA,IAAIJ,EAAgB,SAASh7C,EAAG+/B,GAI5B,OAHAib,EAAgBt/C,OAAO4/C,gBAClB,CAAEC,UAAW,cAAgBnuC,OAAS,SAAUpN,EAAG+/B,GAAK//B,EAAEu7C,UAAYxb,IACvE,SAAU//B,EAAG+/B,GAAK,IAAK,IAAI9iC,KAAK8iC,EAAOA,EAAEnkC,eAAeqB,KAAI+C,EAAE/C,GAAK8iC,EAAE9iC,MACpD+C,EAAG+/B,IASjByb,EAAW,WAQlB,OAPAA,EAAW9/C,OAAOogB,QAAU,SAAkBpb,GAC1C,IAAK,IAAIgB,EAAGnG,EAAI,EAAG0F,EAAIoM,UAAU5R,OAAQF,EAAI0F,EAAG1F,IAE5C,IAAK,IAAI0B,KADTyE,EAAI2L,UAAU9R,GACOG,OAAOC,UAAUC,eAAeC,KAAK6F,EAAGzE,KAAIyD,EAAEzD,GAAKyE,EAAEzE,IAE9E,OAAOyD,IAEK4M,MAAMpB,KAAMmB,a,iBCrChC/Q,EAAOD,QAAU,SAASsF,GAoBxB,MAAO,CACLE,SAAU,WACVK,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,YAAaC,IAAK,MAAOuC,YAAY,EAC5C5C,UAAW,IAEb,CACED,UAAW,WACXK,MAAO,sCAAuCC,IAAK,MAAOuC,YAAY,EACtEjD,QAAS,aACTK,UAAW,IAEb,CACED,UAAW,WACXK,MAAO,WAAYC,IAAK,MAAOuC,YAAY,GAnC3B,CACpB7C,UAAW,SACXK,MAAO,IAAKC,IAAK,KAEC,CAClBN,UAAW,SACXK,MAAO,IAAKC,IAAK,KAEK,CACtBN,UAAW,SACXK,MAAO,gBAAiBC,IAAK,MAC7BL,UAAW,GAEY,CACvBD,UAAW,SACXK,MAAO,aAAcC,IAAK,MAC1BL,UAAW,GAyBTX,EAAK0C,sB,kDChCM,iBAPf,SAAc6U,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,mCCPJ,0EAiBMiyC,EAAuC,CAC3CC,WAAY,WAAM,OAAAlxC,KAAKN,MAAL,MA2EdyxC,EAA+C,cAZrD,WACE,IAEE,OADkB,YAAer/C,EAAQ,cACxBk1C,YACjB,MAAOoK,GACP,QAO+DC,GAnDnE,WACU,IAAArK,EAAA,cAAAA,YACR,GAAKA,GAAgBA,EAAYtnC,IA2BjC,MAAO,CACLA,IAAK,WAAM,OAAAsnC,EAAA,OACXsK,WAJiBtxC,KAAKN,MAAQsnC,EAAYtnC,OAwB4C6xC,GAEpFC,OACoBt8C,IAAxBi8C,EACIF,EACA,CACEC,WAAY,WAAM,OAACC,EAAoBG,WAAaH,EAAoBzxC,OAAtD,MAMb+xC,EAAyBR,EAAoBC,WAAW16C,KAAKy6C,GAaxCO,EAAgBN,WAAW16C,KAAKg7C,GAcrB,WACnC,IAAAxK,EAAA,cAAAA,YACR,GAAKA,EAGDA,EAAYsK,aASRtK,EAAY0K,QAAU1K,EAAY0K,OAAOC,iBAAoB3xC,KAAKN,OAd/B,K,2EC1H5B,iBAPf,SAAcgP,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAAUsF,GACzB,IAAI+C,EAAQ,CACVrC,UAAW,QACXW,SAAU,CACP,CAACN,MAAO,sBAIT05C,EAAe,CACjB/5C,UAAW,QACXW,SAAU,CACP,CAACN,MAAO,OAAQC,IAAK,MAExBd,SAAU,qCAGR+C,EAAS,CACXvC,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,OAAWC,IAAK,OAEzB,CACED,MAAO,OAAQC,IAAK,OAEtB,CACED,MAAO,KAAOC,IAAK,IACnBV,QAAS,OAEX,CACES,MAAO,KAAMC,IAAK,IAClBV,QAAS,OAEX,CACES,MAAO,MAAUC,IAAK,MACtBT,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAO03C,IAE3C,CACE15C,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAO03C,IAE3C,CACE15C,MAAO,IAAMC,IAAK,IAClBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAO03C,IAE3C,CACE15C,MAAO,IAAKC,IAAK,IACjBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,iBAAkBkB,EAAO03C,MAI/CA,EAAal6C,SAAW,CACtBP,EAAK4B,cAAeqB,GAetB,MAAO,CACL/C,SAba,CACbE,QAAS,4TAGTC,SAEE,+PAQFE,SAAU,CACR0C,EACAjD,EAAKiB,QACH,UACA,OACA,CACEM,YAAa,aAGjBvB,EAAKiB,QACH,MACA,IACA,CACEM,YAAa,aAGjBvB,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IAAKuC,YAAY,EACxDhD,SAAU,CACR,CACEM,cAAe,sBAEjBb,EAAKc,wBAGTd,EAAK4B,cACL,CACElB,UAAW,OAAQK,MAAO,cAE5B,CACEA,MAAO,U,gCCtGfhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA4FlBjH,EAAQiH,QA3FO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,kCC5FjB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAqHlBjH,EAAQiH,QApHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,OACT,WAAc,WAEhB,eAAgB,CACd,MAAS,OACT,UAAa,UAEf,aAAc,CACZ,MAAS,OACT,UAAa,UAEf,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,OACT,WAAc,QAEhB,aAAc,CACZ,MAAS,OACT,WAAc,UAEhB,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,aAAc,CACZ,MAAS,OACT,WAAc,QAEhB,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,mBAAoB,CAClB,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,yBAA0B,CACxB,MAAS,OACT,WAAc,QAEhB,WAAY,CACV,MAAS,UACT,WAAc,UAEhB,YAAa,CACX,MAAS,UACT,WAAc,UAEhB,iBAAkB,CAChB,MAAS,UACT,WAAc,UAEhB,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,gBAAiB,CACf,WAAc,QAEhB,gBAAiB,CACf,WAAc,QAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,mBCvHlBhH,EAAOD,QAAU,SAASsF,GACxB,IACI0Z,EAAW,CACbhZ,UAAW,WACXK,MAAO,mCAEL25C,EAAW,CACbh6C,UAAW,SAAUK,MAAO,iBAqB9B,MAAO,CACLd,kBAAkB,EAClBK,QAAS,SACTC,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,cAAeK,MAAO,oBACjCJ,UAAW,GAEb,CACED,UAAW,iBAAkBK,MAAO,oBACpCJ,UAAW,GAEb,CACED,UAAW,gBAAiBK,MAAO,MAAOC,IAAK,MAC/CV,QAAS,KAEX,CACEI,UAAW,eACXK,MAAO,ikBACPJ,UAAW,GAEb,CACEI,MAAO,uWAET,CACEA,MAAO,6FAET2Y,EACA,CACEhZ,UAAW,YACXK,MAAO,suFACPT,QAAS,UAEX,CACES,MAAO,8oCAET,CACEA,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRmZ,EACAghC,EACA16C,EAAKiX,gBACLjX,EAAKY,kBACLZ,EAAKS,iBACL,CACEC,UAAW,OAAQK,MAAO,gBAIhC,CACEA,MAAO,IAAKC,IAAK,OACjBd,SAAU,+GACVK,SAAU,CACRmZ,EACA1Z,EAAKY,kBACLZ,EAAKS,iBACLi6C,EACA16C,EAAKiX,gBACL,CACElW,MAAO,qBACPJ,UAAW,S,kCCjFjB,SAAUg6C,EAASxrC,EAAayrC,GACpC,YADoC,IAAAA,MAAA,GACjB,iBAARzrC,GAA4B,IAARyrC,GAGxBzrC,EAAIrV,QAAU8gD,EAFZzrC,EAE2BA,EAAIqD,OAAO,EAAGooC,GAAI,MAWlD,SAAUC,EAASC,EAAcC,GACrC,IAAIC,EAAUF,EACRG,EAAKD,EAAQlhD,OACnB,GAAImhD,GAAM,IACR,OAAOD,EAELD,EAAQE,IAEVF,EAAQE,GAGV,IAAInkB,EAAQrwB,KAAKm0C,IAAIG,EAAQ,GAAI,GAC7BjkB,EAAQ,IACVA,EAAQ,GAGV,IAAI91B,EAAMyF,KAAKy0C,IAAIpkB,EAAQ,IAAKmkB,GAgBhC,OAfIj6C,EAAMi6C,EAAK,IACbj6C,EAAMi6C,GAEJj6C,IAAQi6C,IACVnkB,EAAQrwB,KAAKm0C,IAAI55C,EAAM,IAAK,IAG9Bg6C,EAAUA,EAAQl7C,MAAMg3B,EAAO91B,GAC3B81B,EAAQ,IACVkkB,EAAU,WAAWA,GAEnBh6C,EAAMi6C,IACRD,GAAW,WAGNA,EAUH,SAAUG,EAASC,EAAcC,GACrC,IAAK5vC,MAAMwU,QAAQm7B,GACjB,MAAO,GAKT,IAFA,IAAMnf,EAAS,GAENriC,EAAI,EAAGA,EAAIwhD,EAAMthD,OAAQF,IAAK,CACrC,IAAMkF,EAAQs8C,EAAMxhD,GACpB,IACEqiC,EAAO7hC,KAAKyW,OAAO/R,IACnB,MAAO/D,GACPkhC,EAAO7hC,KAAK,iCAIhB,OAAO6hC,EAAOvsB,KAAK2rC,GAQf,SAAUC,EAAkBx8C,EAAey8C,GAC/C,QAAK,YAASz8C,KAIV,YAASy8C,GACHA,EAAmBztC,KAAKhP,GAEX,iBAAZy8C,IAC0B,IAA5Bz8C,EAAMwU,QAAQioC,IAnGzB,yJ,iBCAA5gD,EAAOD,QAAU,SAASsF,GACxB,IAGIw7C,EAAW,qBACX79B,EAAM,CACRjd,UAAW,OACXW,SAAU,CACR,CAAEN,MALU,WAKSy6C,EAAU,KAC/B,CAAEz6C,MAAO06C,YAAkBD,EAAlBC,MACT,CAAE16C,MAAO06C,YAAkBD,EAAlBC,QAWTx4C,EAAS,CACXvC,UAAW,SACXC,UAAW,EACXU,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,QAEVR,SAAU,CACRP,EAAK6B,iBAhBgB,CACvBnB,UAAW,oBACXW,SAAU,CACR,CAAEN,MAAO,KAAQC,IAAK,MACtB,CAAED,MAAO,KAAOC,IAAK,SAiBzB,MAAO,CACLf,kBAAkB,EAClBqB,QAAS,CAAC,MAAO,OAAQ,QACzBf,SAAU,CACRod,EACA,CACEjd,UAAW,OACXK,MAAO,UACPJ,UAAW,IAEb,CACED,UAAW,SACXK,MAAO,YACPW,WAAW,EACXnB,SAAU0C,EAAO1C,SAEjBS,IAAK2c,EAAItc,SAAS,GAAGN,OAEvB,CACEA,MAAO,WAAYC,IAAK,UACxBO,YAAa,OACb6D,cAAc,EACd7B,YAAY,EACZ5C,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,IAAMf,EAAKsD,qBAEpB,CACE5C,UAAW,OACXK,MAAO,KAAOf,EAAKsD,qBAErB,CACE5C,UAAW,OACXK,MAAO,IAAMf,EAAKsD,oBAAsB,KAE1C,CACE5C,UAAW,OACXK,MAAO,MAAQf,EAAKsD,oBAAsB,KAE5C,CACE5C,UAAW,SACXK,MAAO,OACPJ,UAAW,GAEbX,EAAK0C,kBACL,CACE7B,cAlFS,yBAmFTX,SAAU,CAACC,QAnFF,2BAqFXH,EAAK4B,cACLqB,M,iBCvFNtI,EAAOD,QAAU,SAASsF,GACxB,IAAI4b,EAAY,CAAC,eAAgB,0GACjC,MAAO,CACLta,QAAS,CAAC,MAAO,WAAY,mBAC7BrB,kBAAkB,EAClBsB,YAAa,MACbhB,SAAU,CACVP,EAAKiB,QAAQ,WAAY,WACvB,CACEP,UAAW,eACXK,MAAO,YAAaC,IAAK,OACzBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,eACPb,SAAU0b,EACVna,OAAQ,CACNN,gBAAgB,EAAMR,UAAW,EACjCJ,SAAU,CACRP,EAAKY,uBAMf,CACEF,UAAW,oBACXK,MAAO,OAAQC,IAAK,OACpBd,SAAU0b,O,gCC1BlB7hB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAkHlBjH,EAAQiH,QAjHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,WAAc,QAEhB,iBAAkB,CAChB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCpHlBhH,EAAOD,QAAU,SAAUsF,GACzB,IAAIyD,EAAW,CACb,QACE,oVAKF,QAAW,aACX,WACE,u3BAqBAi4C,EAAU,CACZh7C,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,eACR,CAACA,MAAO,QAGR46C,EAAO,CACTj7C,UAAW,UACXW,SAAU,CACR,CAACN,MAAO,IAAMC,IAAK,KACnB,CAACD,MAAO,IAAKC,IAAK,MAEpBV,QAAS,MACTC,SAAU,CAACP,EAAK6B,mBAEd+5C,EAAa,CACf76C,MAAO,IACPC,IAAK,IACLd,SAAUuD,EACVlD,SAAU,CACRo7C,EACA37C,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBACLT,EAAK4B,gBAGLi6C,EAAW,CACb96C,MAAO,2CACPqE,cAAc,EACdpE,IAAK,IACLG,gBAAgB,EAChBZ,SAAU,CACRo7C,EACAC,EACA,CACEl7C,UAAW,UACXK,MAAO,gDACPJ,UAAW,KAKjB,MAAO,CACLW,QAAS,CAAC,OACVrB,kBAAkB,EAClBC,SAAUuD,EACVlD,SAAU,CACRP,EAAKiB,QAAQ,YAAa,cAC1B,CACEP,UAAW,OACXK,MAAO,gBACPC,IAAK,IACLuB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,eACXK,MAAO,mBAIbf,EAAKiB,QAAQ,OAAQ,KACrBjB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBAEL,CACEI,cACE,qFAEFG,IAAK,IACLT,SAAU,CACRP,EAAKiB,QAAQ,OAAQ,KACrBjB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBACLm7C,EACAC,IAGJ,CACEh7C,cAAe,QACfG,IAAK,IACLuB,aAAa,EACbhC,SAAU,CACR,CACEM,cAAe,QACfG,IAAK,IACLT,SAAU,CAACs7C,IAEb77C,EAAKiB,QAAQ,OAAQ,KACrBjB,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBACLT,EAAK4B,gBAKT,CACElB,UAAW,WACXK,MAAO,iCACPwB,aAAa,EACbhC,SAAU,CACJ,CACEG,UAAW,QACXK,MAAO,eArHR,CACXL,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBoE,cAAc,EACd7B,YAAY,GAoHFm4C,IAGR17C,EAAK4B,cACL85C,M,gCCnJN3hD,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCC1EH,SAASm6C,EAAMC,GAG7B,SAASC,IAAiB,WACzBC,YAAU/hD,KAAKqQ,MAEV8iB,IACJ9iB,KAAK2xC,mBAAqB,WACzBH,GAAK,SAACI,GACL9uB,EAAa8uB,GAAOA,EAAIx6C,SAAYw6C,EACpC,EAAK9vB,SAAS,QAIhB9hB,KAAK6xC,sBAAwB,kBAAmB,MAAb/uB,IAGpC9iB,KAAK4K,OAAS,SAACmJ,GACd,GAAI+O,EACH,OAAOgvB,YAAEhvB,EAAW/O,GAGrB,IAAMg+B,EA1CT,SAASC,EAAmBjuB,EAAOoc,GAElC,GAA0B,iBAAfpc,EAAMryB,KAAmB,OAAO,KAC3C,IAAM8R,EAASugB,EAAM8qB,GACrB,GAAKrrC,EAAL,CACA,IAAI2Q,EAAW3Q,EAAOyuC,IACtB,GAAI99B,EAAU,CACRjT,MAAMwU,QAAQvB,KAAWA,EAAW,CAACA,IAE1C,IAAI1d,EAAM0d,EAASpL,QAAQgb,IACd,IAATttB,IAAYA,EAAM0d,EAAS5kB,QAC/B,IAAK,IAAIF,EAAEoH,EAAKpH,KAAO,CACtB,IAAMyU,EAAQqQ,EAAS9kB,GACjB6iD,EAAMpuC,GAASA,EAAMquC,KAAOH,EAAmBluC,GAAO,GAC5D,GAAIouC,EAAK,OAAOA,GAGlB,OAAK/R,OAAL,EAAmB6R,EAAmBxuC,IAyBvBwuC,CAAmB,EAAKI,KAC/BC,EAAKN,GAAQA,EAAK/tC,cAAgB,EAAKsuC,KAAO,EAAKC,YAAYxuC,WAErE,OACCsuC,GACAP,YAAEO,EAAGG,UAAW,CACfC,wBAAyBC,KA3B7B,IAAI5vB,EAoCJ,OAHA2uB,EAAekB,QAAUnB,GACxBC,EAAehiD,UAAY,IAAIiiD,aAAap9B,YAAcm9B,EAEpDA,EA9DR,kDAEMiB,EAAU,I,gCCAhBljD,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAwHlBjH,EAAQiH,QAvHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,OACT,WAAc,QAEhB,aAAc,CACZ,WAAc,SACd,MAAS,QAEX,aAAc,CACZ,WAAc,SACd,MAAS,QAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,YAAa,CACX,MAAS,WAEX,WAAY,CACV,WAAc,WAEhB,eAAgB,CACd,WAAc,OACd,MAAS,WAEX,YAAa,CACX,WAAc,OACd,MAAS,WAEX,eAAgB,CACd,WAAc,OACd,MAAS,WAEX,eAAgB,CACd,WAAc,OACd,MAAS,WAEX,oBAAqB,CACnB,WAAc,OACd,MAAS,WAEX,YAAa,CACX,WAAc,OACd,MAAS,WAEX,mBAAoB,CAClB,WAAc,OACd,MAAS,WAEX,sBAAuB,CACrB,WAAc,OACd,MAAS,WAEX,iBAAkB,CAChB,WAAc,OACd,MAAS,WAEX,cAAe,CACb,WAAc,SACd,MAAS,WAEX,cAAe,CACb,WAAc,SACd,MAAS,WAEX,YAAa,CACX,WAAc,SACd,MAAS,WAEX,cAAe,CACb,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,OACT,WAAc,UACd,UAAa,UAEf,cAAe,CACb,MAAS,OACT,WAAc,UACd,UAAa,UAEf,eAAgB,CACd,MAAS,OACT,WAAc,UACd,UAAa,UAEf,cAAe,CACb,eAAkB,aAEpB,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,WAAc,WAEhB,gBAAiB,CACf,WAAc,WAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kCCxHlB,IAAIw7C,EAAyBp5C,EAAQ,QAErChK,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAET/E,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAO0+C,EAAUz7C,WAGrB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAO2+C,EAAW17C,WAGtB5H,OAAOyE,eAAe9D,EAAS,QAAS,CACtC+D,YAAY,EACZC,IAAK,WACH,OAAO4+C,EAAO37C,WAGlB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAO6+C,EAAW57C,WAGtB5H,OAAOyE,eAAe9D,EAAS,gBAAiB,CAC9C+D,YAAY,EACZC,IAAK,WACH,OAAO8+C,EAAe77C,WAG1B5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAO++C,EAAc97C,WAGzB5H,OAAOyE,eAAe9D,EAAS,OAAQ,CACrC+D,YAAY,EACZC,IAAK,WACH,OAAOg/C,EAAM/7C,WAGjB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAOi/C,EAASh8C,WAGpB5H,OAAOyE,eAAe9D,EAAS,kBAAmB,CAChD+D,YAAY,EACZC,IAAK,WACH,OAAOk/C,EAAiBj8C,WAG5B5H,OAAOyE,eAAe9D,EAAS,mBAAoB,CACjD+D,YAAY,EACZC,IAAK,WACH,OAAOm/C,EAAkBl8C,WAG7B5H,OAAOyE,eAAe9D,EAAS,kBAAmB,CAChD+D,YAAY,EACZC,IAAK,WACH,OAAOo/C,EAAiBn8C,WAG5B5H,OAAOyE,eAAe9D,EAAS,mBAAoB,CACjD+D,YAAY,EACZC,IAAK,WACH,OAAOq/C,EAAkBp8C,WAG7B5H,OAAOyE,eAAe9D,EAAS,qBAAsB,CACnD+D,YAAY,EACZC,IAAK,WACH,OAAOs/C,EAAoBr8C,WAG/B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAOu/C,EAAqBt8C,WAGhC5H,OAAOyE,eAAe9D,EAAS,oBAAqB,CAClD+D,YAAY,EACZC,IAAK,WACH,OAAOw/C,EAAmBv8C,WAG9B5H,OAAOyE,eAAe9D,EAAS,qBAAsB,CACnD+D,YAAY,EACZC,IAAK,WACH,OAAOy/C,EAAoBx8C,WAG/B5H,OAAOyE,eAAe9D,EAAS,mBAAoB,CACjD+D,YAAY,EACZC,IAAK,WACH,OAAO0/C,EAAkBz8C,WAG7B5H,OAAOyE,eAAe9D,EAAS,oBAAqB,CAClD+D,YAAY,EACZC,IAAK,WACH,OAAO2/C,EAAmB18C,WAG9B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAO4/C,EAAqB38C,WAGhC5H,OAAOyE,eAAe9D,EAAS,uBAAwB,CACrD+D,YAAY,EACZC,IAAK,WACH,OAAO6/C,EAAsB58C,WAGjC5H,OAAOyE,eAAe9D,EAAS,qBAAsB,CACnD+D,YAAY,EACZC,IAAK,WACH,OAAO8/C,EAAoB78C,WAG/B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAO+/C,EAAqB98C,WAGhC5H,OAAOyE,eAAe9D,EAAS,qBAAsB,CACnD+D,YAAY,EACZC,IAAK,WACH,OAAOggD,EAAoB/8C,WAG/B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAOigD,EAAqBh9C,WAGhC5H,OAAOyE,eAAe9D,EAAS,qBAAsB,CACnD+D,YAAY,EACZC,IAAK,WACH,OAAOkgD,EAAoBj9C,WAG/B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAOmgD,EAAqBl9C,WAGhC5H,OAAOyE,eAAe9D,EAAS,yBAA0B,CACvD+D,YAAY,EACZC,IAAK,WACH,OAAOogD,EAAwBn9C,WAGnC5H,OAAOyE,eAAe9D,EAAS,0BAA2B,CACxD+D,YAAY,EACZC,IAAK,WACH,OAAOqgD,EAAyBp9C,WAGpC5H,OAAOyE,eAAe9D,EAAS,wBAAyB,CACtD+D,YAAY,EACZC,IAAK,WACH,OAAOsgD,EAAuBr9C,WAGlC5H,OAAOyE,eAAe9D,EAAS,cAAe,CAC5C+D,YAAY,EACZC,IAAK,WACH,OAAOugD,EAAat9C,WAGxB5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAOwgD,EAAcv9C,WAGzB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOygD,EAAYx9C,WAGvB5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAO0gD,EAAcz9C,WAGzB5H,OAAOyE,eAAe9D,EAAS,cAAe,CAC5C+D,YAAY,EACZC,IAAK,WACH,OAAO2gD,EAAa19C,WAGxB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAO4gD,EAAS39C,WAGpB5H,OAAOyE,eAAe9D,EAAS,OAAQ,CACrC+D,YAAY,EACZC,IAAK,WACH,OAAO6gD,EAAM59C,WAGjB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAO8gD,EAAS79C,WAGpB5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAO+gD,EAAc99C,WAGzB5H,OAAOyE,eAAe9D,EAAS,QAAS,CACtC+D,YAAY,EACZC,IAAK,WACH,OAAOghD,EAAO/9C,WAGlB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAOihD,EAASh+C,WAGpB5H,OAAOyE,eAAe9D,EAAS,MAAO,CACpC+D,YAAY,EACZC,IAAK,WACH,OAAOkhD,EAAKj+C,WAGhB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOmhD,EAAYl+C,WAGvB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOohD,EAAYn+C,WAGvB5H,OAAOyE,eAAe9D,EAAS,SAAU,CACvC+D,YAAY,EACZC,IAAK,WACH,OAAOqhD,EAAQp+C,WAGnB5H,OAAOyE,eAAe9D,EAAS,MAAO,CACpC+D,YAAY,EACZC,IAAK,WACH,OAAOshD,EAAKr+C,WAGhB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOuhD,EAAYt+C,WAGvB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAOwhD,EAAWv+C,WAGtB5H,OAAOyE,eAAe9D,EAAS,cAAe,CAC5C+D,YAAY,EACZC,IAAK,WACH,OAAOyhD,EAAax+C,WAGxB5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAO0hD,EAAcz+C,WAGzB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAO2hD,EAAW1+C,WAGtB5H,OAAOyE,eAAe9D,EAAS,SAAU,CACvC+D,YAAY,EACZC,IAAK,WACH,OAAO4hD,GAAQ3+C,WAGnB5H,OAAOyE,eAAe9D,EAAS,OAAQ,CACrC+D,YAAY,EACZC,IAAK,WACH,OAAO6hD,GAAM5+C,WAGjB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAO8hD,GAAS7+C,WAGpB5H,OAAOyE,eAAe9D,EAAS,iBAAkB,CAC/C+D,YAAY,EACZC,IAAK,WACH,OAAO+hD,GAAgB9+C,WAG3B5H,OAAOyE,eAAe9D,EAAS,kBAAmB,CAChD+D,YAAY,EACZC,IAAK,WACH,OAAOgiD,GAAiB/+C,WAG5B5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOiiD,GAAQh/C,WAGnB5H,OAAOyE,eAAe9D,EAAS,cAAe,CAC5C+D,YAAY,EACZC,IAAK,WACH,OAAOkiD,GAASj/C,WAGpB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAOmiD,GAAWl/C,WAGtB5H,OAAOyE,eAAe9D,EAAS,SAAU,CACvC+D,YAAY,EACZC,IAAK,WACH,OAAOoiD,GAAQn/C,WAGnB5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAOqiD,GAAUp/C,WAGrB5H,OAAOyE,eAAe9D,EAAS,iBAAkB,CAC/C+D,YAAY,EACZC,IAAK,WACH,OAAOsiD,GAAgBr/C,WAG3B5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAOuiD,GAASt/C,WAGpB5H,OAAOyE,eAAe9D,EAAS,OAAQ,CACrC+D,YAAY,EACZC,IAAK,WACH,OAAOwiD,GAAMv/C,WAGjB5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAOyiD,GAAUx/C,WAGrB5H,OAAOyE,eAAe9D,EAAS,QAAS,CACtC+D,YAAY,EACZC,IAAK,WACH,OAAO0iD,GAAOz/C,WAGlB5H,OAAOyE,eAAe9D,EAAS,cAAe,CAC5C+D,YAAY,EACZC,IAAK,WACH,OAAO2iD,GAAa1/C,WAGxB5H,OAAOyE,eAAe9D,EAAS,eAAgB,CAC7C+D,YAAY,EACZC,IAAK,WACH,OAAO4iD,GAAc3/C,WAGzB5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAO6iD,GAAU5/C,WAGrB5H,OAAOyE,eAAe9D,EAAS,YAAa,CAC1C+D,YAAY,EACZC,IAAK,WACH,OAAO8iD,GAAW7/C,WAGtB5H,OAAOyE,eAAe9D,EAAS,gBAAiB,CAC9C+D,YAAY,EACZC,IAAK,WACH,OAAO+iD,GAAgB9/C,WAG3B5H,OAAOyE,eAAe9D,EAAS,iBAAkB,CAC/C+D,YAAY,EACZC,IAAK,WACH,OAAOgjD,GAAiB//C,WAG5B5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOijD,GAAYhgD,WAGvB5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAOkjD,GAASjgD,WAGpB5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAOmjD,GAAUlgD,WAGrB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3C+D,YAAY,EACZC,IAAK,WACH,OAAOojD,GAAYngD,WAGvB5H,OAAOyE,eAAe9D,EAAS,iBAAkB,CAC/C+D,YAAY,EACZC,IAAK,WACH,OAAOqjD,GAAgBpgD,WAG3B5H,OAAOyE,eAAe9D,EAAS,gBAAiB,CAC9C+D,YAAY,EACZC,IAAK,WACH,OAAOsjD,GAAergD,WAG1B5H,OAAOyE,eAAe9D,EAAS,iBAAkB,CAC/C+D,YAAY,EACZC,IAAK,WACH,OAAOujD,GAAgBtgD,WAG3B5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAOwjD,GAAUvgD,WAGrB5H,OAAOyE,eAAe9D,EAAS,oBAAqB,CAClD+D,YAAY,EACZC,IAAK,WACH,OAAOyjD,GAAmBxgD,WAG9B5H,OAAOyE,eAAe9D,EAAS,sBAAuB,CACpD+D,YAAY,EACZC,IAAK,WACH,OAAO0jD,GAAqBzgD,WAGhC5H,OAAOyE,eAAe9D,EAAS,wBAAyB,CACtD+D,YAAY,EACZC,IAAK,WACH,OAAO2jD,GAAuB1gD,WAGlC5H,OAAOyE,eAAe9D,EAAS,gBAAiB,CAC9C+D,YAAY,EACZC,IAAK,WACH,OAAO4jD,GAAe3gD,WAG1B5H,OAAOyE,eAAe9D,EAAS,WAAY,CACzC+D,YAAY,EACZC,IAAK,WACH,OAAO6jD,GAAU5gD,WAGrB5H,OAAOyE,eAAe9D,EAAS,KAAM,CACnC+D,YAAY,EACZC,IAAK,WACH,OAAO8jD,GAAI7gD,WAGf5H,OAAOyE,eAAe9D,EAAS,SAAU,CACvC+D,YAAY,EACZC,IAAK,WACH,OAAO+jD,GAAK9gD,WAGhB5H,OAAOyE,eAAe9D,EAAS,QAAS,CACtC+D,YAAY,EACZC,IAAK,WACH,OAAOgkD,GAAO/gD,WAGlB5H,OAAOyE,eAAe9D,EAAS,QAAS,CACtC+D,YAAY,EACZC,IAAK,WACH,OAAOikD,GAAIhhD,WAGf5H,OAAOyE,eAAe9D,EAAS,UAAW,CACxC+D,YAAY,EACZC,IAAK,WACH,OAAOkkD,GAASjhD,WAIpB,IAAIy7C,EAAYD,EAAuBp5C,EAAQ,SAE3Cs5C,EAAaF,EAAuBp5C,EAAQ,SAE5Cu5C,EAASH,EAAuBp5C,EAAQ,SAExCw5C,EAAaJ,EAAuBp5C,EAAQ,SAE5Cy5C,EAAiBL,EAAuBp5C,EAAQ,SAEhD05C,EAAgBN,EAAuBp5C,EAAQ,SAE/C25C,EAAQP,EAAuBp5C,EAAQ,SAEvC45C,EAAWR,EAAuBp5C,EAAQ,SAE1C65C,EAAmBT,EAAuBp5C,EAAQ,SAElD85C,EAAoBV,EAAuBp5C,EAAQ,SAEnD+5C,EAAmBX,EAAuBp5C,EAAQ,SAElDg6C,EAAoBZ,EAAuBp5C,EAAQ,SAEnDi6C,EAAsBb,EAAuBp5C,EAAQ,SAErDk6C,EAAuBd,EAAuBp5C,EAAQ,SAEtDm6C,EAAqBf,EAAuBp5C,EAAQ,SAEpDo6C,EAAsBhB,EAAuBp5C,EAAQ,SAErDq6C,EAAoBjB,EAAuBp5C,EAAQ,SAEnDs6C,EAAqBlB,EAAuBp5C,EAAQ,SAEpDu6C,EAAuBnB,EAAuBp5C,EAAQ,SAEtDw6C,EAAwBpB,EAAuBp5C,EAAQ,SAEvDy6C,EAAsBrB,EAAuBp5C,EAAQ,SAErD06C,EAAuBtB,EAAuBp5C,EAAQ,SAEtD26C,EAAsBvB,EAAuBp5C,EAAQ,SAErD46C,EAAuBxB,EAAuBp5C,EAAQ,SAEtD66C,EAAsBzB,EAAuBp5C,EAAQ,SAErD86C,EAAuB1B,EAAuBp5C,EAAQ,SAEtD+6C,EAA0B3B,EAAuBp5C,EAAQ,SAEzDg7C,EAA2B5B,EAAuBp5C,EAAQ,SAE1Di7C,EAAyB7B,EAAuBp5C,EAAQ,SAExDk7C,EAAe9B,EAAuBp5C,EAAQ,SAE9Cm7C,EAAgB/B,EAAuBp5C,EAAQ,SAE/Co7C,EAAchC,EAAuBp5C,EAAQ,SAE7Cq7C,EAAgBjC,EAAuBp5C,EAAQ,SAE/Cs7C,EAAelC,EAAuBp5C,EAAQ,SAE9Cu7C,EAAWnC,EAAuBp5C,EAAQ,SAE1Cw7C,EAAQpC,EAAuBp5C,EAAQ,SAEvCy7C,EAAWrC,EAAuBp5C,EAAQ,SAE1C07C,EAAgBtC,EAAuBp5C,EAAQ,SAE/C27C,EAASvC,EAAuBp5C,EAAQ,SAExC47C,EAAWxC,EAAuBp5C,EAAQ,SAE1C67C,EAAOzC,EAAuBp5C,EAAQ,SAEtC87C,EAAc1C,EAAuBp5C,EAAQ,SAE7C+7C,EAAc3C,EAAuBp5C,EAAQ,SAE7Cg8C,EAAU5C,EAAuBp5C,EAAQ,SAEzCi8C,EAAO7C,EAAuBp5C,EAAQ,SAEtCk8C,EAAc9C,EAAuBp5C,EAAQ,SAE7Cm8C,EAAa/C,EAAuBp5C,EAAQ,SAE5Co8C,EAAehD,EAAuBp5C,EAAQ,SAE9Cq8C,EAAgBjD,EAAuBp5C,EAAQ,SAE/Cs8C,EAAalD,EAAuBp5C,EAAQ,SAE5Cu8C,GAAUnD,EAAuBp5C,EAAQ,SAEzCw8C,GAAQpD,EAAuBp5C,EAAQ,SAEvCy8C,GAAWrD,EAAuBp5C,EAAQ,SAE1C08C,GAAkBtD,EAAuBp5C,EAAQ,SAEjD28C,GAAmBvD,EAAuBp5C,EAAQ,SAElD48C,GAAUxD,EAAuBp5C,EAAQ,SAEzC68C,GAAWzD,EAAuBp5C,EAAQ,SAE1C88C,GAAa1D,EAAuBp5C,EAAQ,SAE5C+8C,GAAU3D,EAAuBp5C,EAAQ,SAEzCg9C,GAAY5D,EAAuBp5C,EAAQ,SAE3Ci9C,GAAkB7D,EAAuBp5C,EAAQ,SAEjDk9C,GAAW9D,EAAuBp5C,EAAQ,SAE1Cm9C,GAAQ/D,EAAuBp5C,EAAQ,SAEvCo9C,GAAYhE,EAAuBp5C,EAAQ,SAE3Cq9C,GAASjE,EAAuBp5C,EAAQ,SAExCs9C,GAAelE,EAAuBp5C,EAAQ,SAE9Cu9C,GAAgBnE,EAAuBp5C,EAAQ,SAE/Cw9C,GAAYpE,EAAuBp5C,EAAQ,SAE3Cy9C,GAAarE,EAAuBp5C,EAAQ,SAE5C09C,GAAkBtE,EAAuBp5C,EAAQ,SAEjD29C,GAAmBvE,EAAuBp5C,EAAQ,SAElD49C,GAAcxE,EAAuBp5C,EAAQ,SAE7C69C,GAAWzE,EAAuBp5C,EAAQ,SAE1C89C,GAAY1E,EAAuBp5C,EAAQ,SAE3C+9C,GAAc3E,EAAuBp5C,EAAQ,SAE7Cg+C,GAAkB5E,EAAuBp5C,EAAQ,SAEjDi+C,GAAiB7E,EAAuBp5C,EAAQ,SAEhDk+C,GAAkB9E,EAAuBp5C,EAAQ,SAEjDm+C,GAAY/E,EAAuBp5C,EAAQ,SAE3Co+C,GAAqBhF,EAAuBp5C,EAAQ,SAEpDq+C,GAAuBjF,EAAuBp5C,EAAQ,SAEtDs+C,GAAyBlF,EAAuBp5C,EAAQ,SAExDu+C,GAAiBnF,EAAuBp5C,EAAQ,SAEhDw+C,GAAYpF,EAAuBp5C,EAAQ,SAE3Cy+C,GAAMrF,EAAuBp5C,EAAQ,SAErC0+C,GAAOtF,EAAuBp5C,EAAQ,SAEtC2+C,GAASvF,EAAuBp5C,EAAQ,SAExC4+C,GAAMxF,EAAuBp5C,EAAQ,SAErC6+C,GAAWzF,EAAuBp5C,EAAQ,U,iBC9sB9CpJ,EAAOD,QAAU,SAASsF,GACxB,IAAI6iD,EAAY,CACd9hD,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,qBAI1C,MAAO,CACLO,QAAS,CAAC,MACVpB,SACE,wXAMFI,QAAS,OACTC,SAAU,CACR,CAEEG,UAAW,UACXK,MAAO,4BAET,CACEL,UAAW,SACXK,MAAO,KAAMC,IAAK,IAClBT,SAAU,CAAC,CAACQ,MAAO,QAErB,CACEL,UAAW,SACXK,MAAO,MAAOC,IAAK,OAErBhB,EAAKiB,QAAQ,SAAU,UACvB,CACEP,UAAW,QACXG,cAAe,OAAQG,IAAK,UAAWuC,YAAY,EACnDhD,SAAU,CACRP,EAAKc,sBACL+hD,IAGJ,CACEniD,UAAW,OACXK,MAAO,OAAQC,IAAK,OACpBL,UAAW,IAEb,CACED,UAAW,SACXK,MAAO,oBACPR,SAAU,CAACP,EAAK6B,mBAElB7B,EAAK8B,oBACL9B,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/CN,EAAK4B,kB,mCCnDX,YAQM,SAAUkhD,IACd,MAAwF,qBAAjF/oD,OAAOC,UAAUuM,SAASrM,UAAwB,IAAZoR,EAA0BA,EAAU,GAS7E,SAAUy3C,EAAe5G,EAAU9/C,GAEvC,OAAO8/C,EAAIp4C,QAAQ1H,GApBrB,0F,mECDAtC,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAElBjH,EAAQiH,QADO,I,iBCNfhH,EAAOD,QAAU,SAASsF,GACtB,MAAO,CACLE,SAAU,CACRE,QACE,0TAKFD,QACE,mBAEJI,SAAU,CACRP,EAAK0C,kBACL1C,EAAKY,kBACLZ,EAAK4B,cACL,CACElB,UAAW,OAAQK,MAAO,kB,iBCjBpCpG,EAAOD,QAAU,SAASsF,GA4DxB,MAAO,CACLsB,QAAS,CAAC,IAAK,KAAM,OACrBrB,kBAAkB,EAClBC,SA9DgB,CAChBE,QACE,83DAwBFD,QACE,OACFE,SACE,8hEAiCqB2B,QAAS,UAChCzB,SAAU,CACRP,EAAK+B,qBACL/B,EAAK8B,oBACL9B,EAAKY,kBACL,CACEF,UAAW,SACXH,SAAU,CAACP,EAAK6B,kBAChBR,SAAU,CACR,CAACN,MAAO,kDACR,CAACA,MAAO,8CACR,CAACA,MAAO,eAAgBJ,UAAW,KAIvC,CACED,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,0BACR,CAACA,MAAO,UAAWJ,UAAW,KAGlC,CACED,UAAW,OACXK,MAAO,IAAKC,IAAK,IACjBd,SAAU,CAAC,eAAgB,qOAK3BS,UAAW,O,qBC7FnB,IAAInC,EAAiBuF,EAAQ,QAqB7BpJ,EAAOD,QAnBP,SAAuB4B,GACrB,IAAK,IAAI1C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAAK,CACzC,IAAIgV,EAAyB,MAAhBlD,UAAU9R,GAAaG,OAAO2R,UAAU9R,IAAM,GACvDqlB,EAAUllB,OAAO+N,KAAK8G,GAEkB,mBAAjC7U,OAAOolB,wBAChBF,EAAUA,EAAQha,OAAOlL,OAAOolB,sBAAsBvQ,GAAQyB,QAAO,SAAUgP,GAC7E,OAAOtlB,OAAOulB,yBAAyB1Q,EAAQyQ,GAAK5gB,gBAIxDwgB,EAAQvX,SAAQ,SAAUtI,GACxBZ,EAAelC,EAAQ8C,EAAKwP,EAAOxP,OAIvC,OAAO9C,I,iBClBT3B,EAAOD,QAAU,SAASsF,GACxB,IAAIke,EAAkB,CACpBnd,MAAO,aAGT,MAAO,CACLd,kBAAkB,EAClBqB,QAAS,CAAE,OACXpB,SAAU,CACRE,QAAS,uKACTD,QAAS,wBACTE,SAAU,6CAEZE,SAAU,CACR2d,EACAle,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACL,SAAU,CAAC2d,KACjDle,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IACnCX,EAAK+B,qBACL,CACErB,UAAW,SACXK,MAAOf,EAAK4W,UACZjW,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,sBAET,CACEL,UAAW,WACXK,MAAO,sBAGT,CACEL,UAAW,QAEXW,SAAU,CACR,CAACN,MAAO,qBACR,CAACA,MAAO,mBAAoBJ,UAAW,KAI3C,CACED,UAAW,OACXK,MAAO,aAAcC,IAAI,IACzBL,UAAW,GAEd,CACGD,UAAW,WACXK,MAAO,kBAET,CAEEA,MAAO,c,kDC1CE,iBAPf,SAAcwW,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,gCCLJ9N,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,QACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCjGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAoGlBjH,EAAQiH,QAnGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kC1C/FX,SAASwY,EAAOlM,EAAKqQ,OACtB,IAAI1kB,KAAK0kB,EAAOrQ,EAAIrU,GAAK0kB,EAAM1kB,YAU9B,SAASopD,EAAW71C,OACtBxQ,EAAawQ,EAAKxQ,WAClBA,GAAYA,EAAWC,YAAYuQ,G2CVxC,SAAgBnR,EAAcC,EAAMqiB,EAAOI,GAA3C,IAEEtf,EACA8jB,EACAtpB,cAHGqpD,EAAkB,OAIjBrpD,KAAK0kB,EACA,OAAL1kB,EAAYwF,EAAMkf,EAAM1kB,GACd,OAALA,EAAYspB,EAAM5E,EAAM1kB,GAC5BqpD,EAAgBrpD,GAAK0kB,EAAM1kB,MAG7B8R,UAAU5R,OAAS,MACtB4kB,EAAW,CAACA,GAEP9kB,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IACjC8kB,EAAStkB,KAAKsR,EAAU9R,OAGV,MAAZ8kB,IACHukC,EAAgBvkC,SAAWA,GAKT,mBAARziB,GAA2C,MAArBA,EAAKknB,iBAChCvpB,KAAKqC,EAAKknB,sBACV8/B,EAAgBrpD,KACnBqpD,EAAgBrpD,GAAKqC,EAAKknB,aAAavpB,WAKnCspD,EAAYjnD,EAAMgnD,EAAiB7jD,EAAK8jB,EAAK,MAe9C,SAASggC,EAAYjnD,EAAMqiB,EAAOlf,EAAK8jB,EAAKvO,OAG5C2Z,EAAQ,CACbryB,OACAqiB,QACAlf,MACA8jB,UACW,QACF,SACD,MACF,gBAKInlB,IACE,SACA,KACZ8gB,mBAAa9gB,IACU,MAAZ4W,IAAqBhD,MAAmBgD,UAG/B,MAAjBhD,EAAQ2c,OAAe3c,EAAQ2c,MAAMA,GAElCA,EAGR,SAAgB60B,UACR,CAAE/vC,QAAS,MAGZ,SAASgwC,EAAS9kC,UACjBA,EAAMI,SC9EP,SAASu9B,EAAU39B,EAAOwO,QAC3BxO,MAAQA,OACRwO,QAAUA,EAuET,SAASu2B,EAAc/0B,EAAOg1B,MAClB,MAAdA,SAEIh1B,KACJ+0B,EAAc/0B,KAAeA,SAAwBhb,QAAQgb,GAAS,GACtE,aAGAgqB,EACGgL,EAAah1B,MAAgBx0B,OAAQwpD,OAG5B,OAFfhL,EAAUhqB,MAAgBg1B,KAEa,MAAhBhL,aAIfA,YASmB,mBAAdhqB,EAAMryB,KAAqBonD,EAAc/0B,GAAS,KAuCjE,SAASi1B,EAAwBj1B,GAAjC,IAGW10B,EACJyU,KAHyB,OAA1BigB,EAAQA,OAA8C,MAApBA,MAA0B,KAChEA,MAAaA,MAAiBlR,KAAO,KAC5BxjB,EAAI,EAAGA,EAAI00B,MAAgBx0B,OAAQF,OAE9B,OADTyU,EAAQigB,MAAgB10B,KACO,MAAdyU,MAAoB,CACxCigB,MAAaA,MAAiBlR,KAAO/O,mBAKhCk1C,EAAwBj1B,IAoC1B,SAASk1B,EAAcplD,KAE1BA,QACAA,WACDqlD,EAAcrpD,KAAKgE,KAClBkN,SACFo4C,IAAiB/xC,EAAQgyC,sBAEzBD,EAAe/xC,EAAQgyC,oBACNC,GAAOt4C,GAK1B,SAASA,YACJX,EACIW,MAAyBm4C,EAAc3pD,QAC9C6Q,EAAQ84C,EAAcI,MAAK,SAAC5uC,EAAGmpB,UAAMnpB,UAAkBmpB,aACvDqlB,EAAgB,GAGhB94C,EAAMijB,MAAK,YApGb,IAAyBP,EAMnBuB,EACEk1B,EAGFC,EATDz1B,EACH01B,EACAC,EAkGK7lD,QAnGL4lD,GADG11B,GADoBjB,EAqGQjvB,aAlG/B6lD,EAAY52B,SAGRuB,EAAc,IACZk1B,EAAW3pC,EAAO,GAAImU,QACPA,MAAkB,EAEnCy1B,EAASG,EACZD,EACA31B,EACAw1B,EACAz2B,eACA42B,EAAUE,gBACU,MAApB71B,MAA2B,CAAC01B,GAAU,KACtCp1B,EACU,MAAVo1B,EAAiBX,EAAc/0B,GAAS01B,EACxC11B,OAED81B,EAAWx1B,EAAaN,GAEpBy1B,GAAUC,GACbT,EAAwBj1B,QCnH3B,SAAgB+1B,EACfJ,EACAK,EACAC,EACAC,EACAC,EACAC,EACAC,EACA/1B,EACAo1B,EACAY,GAVD,IAYKhrD,EAAGirD,EAAGf,EAAUgB,EAAYf,EAAQgB,EAAeC,EAInDC,EAAeT,GAAkBA,OAA6BU,EAE9DC,EAAoBF,EAAYnrD,WAMhCkqD,GAAUoB,IAEZpB,EADwB,MAArBW,EACMA,EAAkB,GACjBQ,EACD9B,EAAcmB,EAAgB,GAE9B,MAIXD,MAA2B,GACtB3qD,EAAI,EAAGA,EAAI0qD,EAAaxqD,OAAQF,OAuClB,OAnCjBkrD,EAAaP,MAAyB3qD,GADrB,OAFlBkrD,EAAaR,EAAa1qD,KAEqB,kBAAdkrD,EACW,KAKd,iBAAdA,GAA+C,iBAAdA,EACL5B,EAC1C,KACA4B,EACA,KACA,KACAA,GAESr5C,MAAMwU,QAAQ6kC,GACmB5B,EAC1CE,EACA,CAAE1kC,SAAUomC,GACZ,KACA,KACA,MAE4B,MAAnBA,OAAoD,MAAzBA,MACM5B,EAC1C4B,EAAW7oD,KACX6oD,EAAWxmC,MACXwmC,EAAW1lD,IACX,KACA0lD,OAG0CA,OAS5CA,KAAqBP,EACrBO,MAAoBP,MAAwB,EAS9B,QAHdT,EAAWmB,EAAYrrD,KAIrBkqD,GACAgB,EAAW1lD,KAAO0kD,EAAS1kD,KAC3B0lD,EAAW7oD,OAAS6nD,EAAS7nD,KAE9BgpD,EAAYrrD,eAAKmE,IAIZ8mD,EAAI,EAAGA,EAAIM,EAAmBN,IAAK,KACvCf,EAAWmB,EAAYJ,KAKtBC,EAAW1lD,KAAO0kD,EAAS1kD,KAC3B0lD,EAAW7oD,OAAS6nD,EAAS7nD,KAC5B,CACDgpD,EAAYJ,UAAK9mD,MAGlB+lD,EAAW,KAObC,EAASG,EACRD,EACAa,EALDhB,EAAWA,GAAYsB,EAOtBX,EACAC,EACAC,EACA/1B,EACAo1B,EACAY,IAGIC,EAAIC,EAAW5hC,MAAQ4gC,EAAS5gC,KAAO2hC,IACtCG,IAAMA,EAAO,IACdlB,EAAS5gC,KAAK8hC,EAAK5qD,KAAK0pD,EAAS5gC,IAAK,KAAM4hC,GAChDE,EAAK5qD,KAAKyqD,EAAGC,OAAyBf,EAAQe,IAGjC,MAAVf,GACkB,MAAjBgB,IACHA,EAAgBhB,GAGjBC,EAASqB,EACRpB,EACAa,EACAhB,EACAmB,EACAN,EACAZ,EACAC,GAaIY,GAAsC,UAAvBL,EAAetoD,KAEM,mBAAvBsoD,EAAetoD,OAQhCsoD,MAA0BP,GAT1BC,EAAUnlD,MAAQ,IAYnBklD,GACAF,OAAiBE,GACjBA,EAAOrnD,YAAcsnD,IAIrBD,EAASX,EAAcS,OAIzBS,MAAsBQ,EAGG,MAArBJ,GAA2D,mBAAvBJ,EAAetoD,SACjDrC,EAAI+qD,EAAkB7qD,OAAQF,KACN,MAAxB+qD,EAAkB/qD,IAAYopD,EAAW2B,EAAkB/qD,QAK5DA,EAAIurD,EAAmBvrD,KACL,MAAlBqrD,EAAYrrD,IAAYy0B,EAAQ42B,EAAYrrD,GAAIqrD,EAAYrrD,OAI7DorD,MACEprD,EAAI,EAAGA,EAAIorD,EAAKlrD,OAAQF,IAC5B0rD,EAASN,EAAKprD,GAAIorD,IAAOprD,GAAIorD,IAAOprD,IAWhC,SAAS2rD,EAAa7mC,EAAUyS,UACtCA,EAAMA,GAAO,GACG,MAAZzS,GAAuC,kBAAZA,IACpBjT,MAAMwU,QAAQvB,GACxBA,EAASkP,MAAK,YACb23B,EAAal3C,EAAO8iB,MAGrBA,EAAI/2B,KAAKskB,IAEHyS,EAGD,SAASk0B,EACfpB,EACAa,EACAhB,EACAmB,EACAN,EACAZ,EACAC,GAPM,IASFwB,EA2BGC,EAAiBZ,cA1BpBC,MAIHU,EAAUV,MAMVA,kBACM,GACNH,GAAqBb,GACrBC,GAAUC,GACW,MAArBD,EAAOpnD,WAMP0tC,EAAO,GAAc,MAAV2Z,GAAkBA,EAAOrnD,aAAesnD,EAClDA,EAAUpnD,YAAYknD,GACtByB,EAAU,SACJ,KAGDC,EAASzB,EAAQa,EAAI,GACxBY,EAASA,EAAOl3C,cAAgBs2C,EAAII,EAAYnrD,OACjD+qD,GAAK,KAEDY,GAAU1B,QACP1Z,EAGR4Z,EAAUza,aAAaua,EAAQC,GAC/BwB,EAAUxB,kBAORwB,EACMA,EAEAzB,EAAOx1C,YC7QlB,SAASm3C,EAASrrC,EAAOjb,EAAKN,GACd,MAAXM,EAAI,GACPib,EAAMsrC,YAAYvmD,EAAKN,GAEvBub,EAAMjb,GADa,MAATN,EACG,GACa,iBAATA,GAAqB8mD,EAAmB93C,KAAK1O,GACjDN,EAEAA,EAAQ,KAYhB,SAAS6mD,EAAYlJ,EAAK3+C,EAAMgB,EAAO+mD,EAAUnB,OACnDoB,EAAYC,EAAWC,KAEvBtB,GAAiB,aAAR5mD,IAAqBA,EAAO,SAM5B,UAATA,KACiB,iBAATgB,EACV29C,EAAIpiC,MAAM4rC,QAAUnnD,MACd,IACiB,iBAAZ+mD,IACVpJ,EAAIpiC,MAAM4rC,QAAUJ,EAAW,IAG5BA,MACE/nD,KAAQ+nD,EACN/mD,GAAShB,KAAQgB,GACtB4mD,EAASjJ,EAAIpiC,MAAOvc,EAAM,OAKzBgB,MACEhB,KAAQgB,EACP+mD,GAAY/mD,EAAMhB,KAAU+nD,EAAS/nD,IACzC4nD,EAASjJ,EAAIpiC,MAAOvc,EAAMgB,EAAMhB,QAOhB,MAAZA,EAAK,IAA0B,MAAZA,EAAK,IAChCgoD,EAAahoD,KAAUA,EAAOA,EAAK0I,QAAQ,WAAY,MACvDu/C,EAAYjoD,EAAKuP,iBACAovC,IAAK3+C,EAAOioD,GAC7BjoD,EAAOA,EAAKgC,MAAM,GAEb28C,EAAIyJ,IAAYzJ,EAAIyJ,EAAa,IACtCzJ,EAAIyJ,EAAWpoD,EAAOgoD,GAAchnD,EAEpCknD,EAAQF,EAAaK,EAAoBC,EACrCtnD,EACE+mD,GAAUpJ,EAAIhmC,iBAAiB3Y,EAAMkoD,EAAOF,GAEjDrJ,EAAI/K,oBAAoB5zC,EAAMkoD,EAAOF,IAG7B,SAAThoD,GACS,YAATA,GAGS,SAATA,GACS,SAATA,GACS,SAATA,GACS,aAATA,GACS,SAATA,IACC4mD,GACD5mD,KAAQ2+C,EAERA,EAAI3+C,GAAiB,MAATgB,EAAgB,GAAKA,EACP,mBAATA,GAAgC,4BAAThB,IACpCA,KAAUA,EAAOA,EAAK0I,QAAQ,UAAW,KAC/B,MAAT1H,QAAiBA,EACpB29C,EAAI4J,kBACH,+BACAvoD,EAAKuP,eAGNovC,EAAI6J,eACH,+BACAxoD,EAAKuP,cACLvO,GAIO,MAATA,QACCA,IAOC,MAAMgP,KAAKhQ,GAEb2+C,EAAI8J,gBAAgBzoD,GAEpB2+C,EAAIn/C,aAAaQ,EAAMgB,IAU1B,SAASsnD,EAAWrrD,QACdmrD,EAAWnrD,EAAEkB,SAAc0V,EAAQvV,MAAQuV,EAAQvV,MAAMrB,GAAKA,GAGpE,SAASorD,EAAkBprD,QACrBmrD,EAAWnrD,EAAEkB,SAAa0V,EAAQvV,MAAQuV,EAAQvV,MAAMrB,GAAKA,YCzJ1DyrD,EAAgBC,EAAUzC,EAAQC,OACjC7rC,EACFkW,MADElW,EAAM,EAAGA,EAAMquC,MAAmB3sD,OAAQse,KAC5CkW,EAAQm4B,MAAmBruC,MAEhCkW,KAAgBm4B,EAEZn4B,QACsB,mBAAdA,EAAMryB,MAAsBqyB,MAAgBx0B,OAAS,GAC/D0sD,EAAgBl4B,EAAO01B,EAAQC,GAGhCD,EAASqB,EACRpB,EACA31B,EACAA,EACAm4B,MACA,KACAn4B,MACA01B,GAG2B,mBAAjByC,EAASxqD,OACnBwqD,MAAoBzC,KAuBzB,SAAgBE,EACfD,EACAwC,EACA3C,EACAW,EACAC,EACAC,EACA/1B,EACAo1B,EACAY,GATD,IAWKxsC,EAoBEha,EAAGsoD,EAAOC,EAAUC,EAAUC,EAAUC,EACxCC,EAKAh6B,EACAi6B,EAiIA1C,EA3JL2C,EAAUR,EAASxqD,iBAIhBwqD,EAAS5nC,YAA2B,OAAO,KAGpB,MAAvBilC,QACHc,EAAcd,MACdE,EAASyC,MAAgB3C,MAEzB2C,MAAsB,KACtB9B,EAAoB,CAACX,KAGjB5rC,EAAMzG,QAAgByG,EAAIquC,OAG9Bpc,EAAO,GAAsB,mBAAX4c,EAAuB,IAEpCF,EAAWN,EAASnoC,MAKpByO,GADJ3U,EAAM6uC,EAAQC,cACQzC,EAAcrsC,OAChC4uC,EAAmB5uC,EACpB2U,EACCA,EAASzO,MAAMxf,MACfsZ,KACDqsC,EAGCX,MAEHgD,GADA1oD,EAAIqoD,MAAsB3C,UAC0B1lD,OAGhD,cAAe6oD,GAAWA,EAAQjtD,UAAUmb,OAC/CsxC,MAAsBroD,EAAI,IAAI6oD,EAAQF,EAAUC,IAEhDP,MAAsBroD,EAAI,IAAI69C,EAAU8K,EAAUC,GAClD5oD,EAAEygB,YAAcooC,EAChB7oD,EAAE+W,OAASgyC,GAERp6B,GAAUA,EAASC,IAAI5uB,GAE3BA,EAAEkgB,MAAQyoC,EACL3oD,EAAEkuB,QAAOluB,EAAEkuB,MAAQ,IACxBluB,EAAE0uB,QAAUk6B,EACZ5oD,MAAmBqmD,EACnBiC,EAAQtoD,SACRA,MAAqB,IAIF,MAAhBA,QACHA,MAAeA,EAAEkuB,OAEsB,MAApC26B,EAAQG,2BACPhpD,OAAgBA,EAAEkuB,QACrBluB,MAAe+b,EAAO,GAAI/b,QAG3B+b,EACC/b,MACA6oD,EAAQG,yBAAyBL,EAAU3oD,SAI7CuoD,EAAWvoD,EAAEkgB,MACbsoC,EAAWxoD,EAAEkuB,MAGTo6B,EAEkC,MAApCO,EAAQG,0BACgB,MAAxBhpD,EAAE89C,oBAEF99C,EAAE89C,qBAGwB,MAAvB99C,EAAEipD,mBACLjpD,MAAmBhE,KAAKgE,EAAEipD,uBAErB,IAE+B,MAApCJ,EAAQG,0BACRL,IAAaJ,GACkB,MAA/BvoD,EAAEkpD,2BAEFlpD,EAAEkpD,0BAA0BP,EAAUC,IAIpC5oD,OAC0B,MAA3BA,EAAEg+C,4BACFh+C,EAAEg+C,sBACD2K,EACA3oD,MACA4oD,IAEFP,QAAuB3C,MACtB,CACD1lD,EAAEkgB,MAAQyoC,EACV3oD,EAAEkuB,MAAQluB,MAENqoD,QAAuB3C,QAAoB1lD,UAC/CA,MAAWqoD,EACXA,MAAgB3C,MAChB2C,MAAqB3C,MACjB1lD,MAAmBtE,QACtB80B,EAAYx0B,KAAKgE,GAGlBooD,EAAgBC,EAAUzC,EAAQC,SAC5B5Z,EAGsB,MAAzBjsC,EAAEmpD,qBACLnpD,EAAEmpD,oBAAoBR,EAAU3oD,MAAc4oD,GAGnB,MAAxB5oD,EAAEopD,oBACLppD,MAAmBhE,MAAK,WACvBgE,EAAEopD,mBAAmBb,EAAUC,EAAUC,MAK5CzoD,EAAE0uB,QAAUk6B,EACZ5oD,EAAEkgB,MAAQyoC,EACV3oD,EAAEkuB,MAAQluB,OAELga,EAAMzG,QAAkByG,EAAIquC,GAEjCroD,SACAA,MAAWqoD,EACXroD,MAAe6lD,EAEf7rC,EAAMha,EAAE+W,OAAO/W,EAAEkgB,MAAOlgB,EAAEkuB,MAAOluB,EAAE0uB,SAGnC1uB,EAAEkuB,MAAQluB,MAEe,MAArBA,EAAEqpD,kBACLhD,EAAgBtqC,EAAOA,EAAO,GAAIsqC,GAAgBrmD,EAAEqpD,oBAGhDf,GAAsC,MAA7BtoD,EAAEspD,0BACfb,EAAWzoD,EAAEspD,wBAAwBf,EAAUC,IAK5CtC,EADI,MAAPlsC,GAAeA,EAAInc,MAAQmnD,GAAuB,MAAXhrC,EAAIhZ,IACJgZ,EAAIkG,MAAMI,SAAWtG,EAE7DisC,EACCJ,EACAx4C,MAAMwU,QAAQqkC,GAAgBA,EAAe,CAACA,GAC9CmC,EACA3C,EACAW,EACAC,EACAC,EACA/1B,EACAo1B,EACAY,GAGDxmD,EAAEgf,KAAOqpC,MAGTA,MAAsB,KAElBroD,MAAmBtE,QACtB80B,EAAYx0B,KAAKgE,GAGd0oD,IACH1oD,MAAkBA,KAAyB,MAG5CA,cAEqB,MAArBumD,GACA8B,QAAuB3C,OAEvB2C,MAAqB3C,MACrB2C,MAAgB3C,OAEhB2C,MAAgBkB,EACf7D,MACA2C,EACA3C,EACAW,EACAC,EACAC,EACA/1B,EACAg2B,IAIGxsC,EAAMzG,EAAQuc,SAAS9V,EAAIquC,GAC/B,MAAO1rD,GACR0rD,MAAqB,MAEjB7B,GAAoC,MAArBD,KAClB8B,MAAgBzC,EAChByC,QAAwB7B,EACxBD,EAAkBA,EAAkBrxC,QAAQ0wC,IAAW,MAIxDryC,MAAoB5W,EAAG0rD,EAAU3C,UAG3B2C,MAQD,SAASrC,EAAWx1B,EAAag5B,GACnCj2C,OAAiBA,MAAgBi2C,EAAMh5B,GAE3CA,EAAYhB,MAAK,gBAEfgB,EAAcxwB,MACdA,MAAqB,GACrBwwB,EAAYhB,MAAK,YAChBrW,EAAGrd,KAAKkE,MAER,MAAOrD,GACR4W,MAAoB5W,EAAGqD,WAmB1B,SAASupD,EACRlL,EACAgK,EACA3C,EACAW,EACAC,EACAC,EACA/1B,EACAg2B,GARD,IAUKhrD,EASIyU,EAgDHw5C,EACAC,EASOluD,EAlER+sD,EAAW7C,EAASxlC,MACpByoC,EAAWN,EAASnoC,SAGxBomC,EAA0B,QAAlB+B,EAASxqD,MAAkByoD,EAEV,MAArBC,MACE/qD,EAAI,EAAGA,EAAI+qD,EAAkB7qD,OAAQF,OAO/B,OANJyU,EAAQs2C,EAAkB/qD,OAOX,OAAlB6sD,EAASxqD,KACW,IAAnBoS,EAAMG,SACNH,EAAM0uC,YAAc0J,EAASxqD,OAC/BwgD,GAAOpuC,GACP,CACDouC,EAAMpuC,EACNs2C,EAAkB/qD,GAAK,cAMf,MAAP6iD,EAAa,IACM,OAAlBgK,EAASxqD,YACLT,SAASusD,eAAehB,GAGhCtK,EAAMiI,EACHlpD,SAASgZ,gBAAgB,6BAA8BiyC,EAASxqD,MAChET,SAASQ,cACTyqD,EAASxqD,KACT8qD,EAASiB,IAAM,CAAEA,GAAIjB,EAASiB,KAGjCrD,EAAoB,KAEpBC,KAAc,GAGO,OAAlB6B,EAASxqD,KAER0qD,IAAaI,GAAcnC,GAAenI,EAAIljD,OAASwtD,IAC1DtK,EAAIljD,KAAOwtD,OAEN,IACmB,MAArBpC,IACHA,EAAoBO,EAAUplD,MAAM5F,KAAKuiD,EAAI9gB,aAK1CksB,GAFJlB,EAAW7C,EAASxlC,OAAS8mC,GAENpI,wBACnB8K,EAAUf,EAAS/J,yBAIlB4H,EAAa,IAGQ,MAArBD,MACHgC,EAAW,GACF/sD,EAAI,EAAGA,EAAI6iD,EAAIznC,WAAWlb,OAAQF,IAC1C+sD,EAASlK,EAAIznC,WAAWpb,GAAGkE,MAAQ2+C,EAAIznC,WAAWpb,GAAGkF,OAInDgpD,GAAWD,KAGZC,IACED,GAAWC,UAAkBD,UAC/BC,WAAmBrL,EAAIhoC,aAExBgoC,EAAIhoC,UAAaqzC,GAAWA,UAAmB,MD7Y7C,SAAmBrL,EAAKsK,EAAUJ,EAAUjC,EAAOuD,OACrDruD,MAECA,KAAK+sD,EACC,aAAN/sD,GAA0B,QAANA,GAAiBA,KAAKmtD,GAC7CpB,EAAYlJ,EAAK7iD,EAAG,KAAM+sD,EAAS/sD,GAAI8qD,OAIpC9qD,KAAKmtD,EAENkB,GAAiC,mBAAflB,EAASntD,IACvB,aAANA,GACM,QAANA,GACM,UAANA,GACM,YAANA,GACA+sD,EAAS/sD,KAAOmtD,EAASntD,IAEzB+rD,EAAYlJ,EAAK7iD,EAAGmtD,EAASntD,GAAI+sD,EAAS/sD,GAAI8qD,ICgY/CwD,CAAUzL,EAAKsK,EAAUJ,EAAUjC,EAAOE,GAGtCkD,EACHrB,MAAqB,IAErB7sD,EAAI6sD,EAASnoC,MAAMI,SACnB2lC,EACC5H,EACAhxC,MAAMwU,QAAQrmB,GAAKA,EAAI,CAACA,GACxB6sD,EACA3C,EACAW,EACkB,kBAAlBgC,EAASxqD,MAAmCyoD,EAC5CC,EACA/1B,EACAw2B,EACAR,IAKGA,IAEH,UAAWmC,aACVntD,EAAImtD,EAASjoD,SAKblF,IAAM6iD,EAAI39C,OAA4B,aAAlB2nD,EAASxqD,OAAwBrC,IAEtD+rD,EAAYlJ,EAAK,QAAS7iD,EAAG+sD,EAAS7nD,UAGtC,YAAaioD,aACZntD,EAAImtD,EAASrlB,UACd9nC,IAAM6iD,EAAI/a,SAEVikB,EAAYlJ,EAAK,UAAW7iD,EAAG+sD,EAASjlB,aAAS,OAK7C+a,EASR,SAAgB6I,EAASpiC,EAAKpkB,EAAOwvB,OAEjB,mBAAPpL,EAAmBA,EAAIpkB,GAC7BokB,EAAI9P,QAAUtU,EAClB,MAAO/D,GACR4W,MAAoB5W,EAAGuzB,IAYzB,SAAgBD,EAAQC,EAAO65B,EAAaC,GAA5C,IACKzpD,EAOA89C,EAsBM7iD,KA5BN+X,EAAQ0c,SAAS1c,EAAQ0c,QAAQC,IAEhC3vB,EAAI2vB,EAAMpL,OACTvkB,EAAEyU,SAAWzU,EAAEyU,UAAYkb,OAAYg3B,EAAS3mD,EAAG,KAAMwpD,IAI1DC,GAAmC,mBAAd95B,EAAMryB,OAC/BmsD,EAAmC,OAArB3L,EAAMnuB,QAKrBA,MAAaA,aAEiB,OAAzB3vB,EAAI2vB,OAA2B,IAC/B3vB,EAAE0pD,yBAEJ1pD,EAAE0pD,uBACD,MAAOttD,GACR4W,MAAoB5W,EAAGotD,GAIzBxpD,EAAEye,KAAOze,MAAe,QAGpBA,EAAI2vB,UACC10B,EAAI,EAAGA,EAAI+E,EAAE7E,OAAQF,IACzB+E,EAAE/E,IAAIy0B,EAAQ1vB,EAAE/E,GAAIuuD,EAAaC,GAI5B,MAAP3L,GAAauG,EAAWvG,GAI7B,SAAS0K,EAAS7oC,EAAOgO,EAAOQ,UACxBviB,KAAKsU,YAAYP,EAAOwO,GC7fhC,SAAgB3X,EAAOmZ,EAAO21B,EAAWqE,GAAzC,IAMK1D,EAOAd,EAMAl1B,EAlBAjd,MAAeA,KAAc2c,EAAO21B,GAYpCH,GAPAc,EAAc0D,IAAgBC,GAQ/B,KACCD,GAAeA,OAA0BrE,MAC7C31B,EAAQtyB,EAAconD,EAAU,KAAM,CAAC90B,IAGnCM,EAAc,GAClBs1B,EACCD,GAGEW,EAAcX,EAAYqE,GAAerE,OAAuB31B,EAClEw1B,GAAYsB,EACZA,WACAnB,EAAUE,gBACVmE,IAAgB1D,EACb,CAAC0D,GACDxE,EACA,KACAG,EAAUtoB,WAAW7hC,OACrBorD,EAAUplD,MAAM5F,KAAK+pD,EAAUtoB,YAC/B,KACH/M,EACA05B,GAAelD,EACfR,GAIDR,EAAWx1B,EAAaN,GASlB,SAAS25B,EAAQ35B,EAAO21B,GAC9B9uC,EAAOmZ,EAAO21B,EAAWsE,GCxD1B,SAAgBC,EAAal6B,EAAOhQ,EAAOI,GAA3C,IAEEtf,EACA8jB,EACAtpB,cAHGqpD,EAAkB9oC,EAAO,GAAImU,EAAMhQ,WAIlC1kB,KAAK0kB,EACA,OAAL1kB,EAAYwF,EAAMkf,EAAM1kB,GACd,OAALA,EAAYspB,EAAM5E,EAAM1kB,GAC5BqpD,EAAgBrpD,GAAK0kB,EAAM1kB,MAG7B8R,UAAU5R,OAAS,MACtB4kB,EAAW,CAACA,GACP9kB,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IACjC8kB,EAAStkB,KAAKsR,EAAU9R,WAGV,MAAZ8kB,IACHukC,EAAgBvkC,SAAWA,GAGrBwkC,EACN50B,EAAMryB,KACNgnD,EACA7jD,GAAOkvB,EAAMlvB,IACb8jB,GAAOoL,EAAMpL,IACb,MChCK,SAASulC,EAAcC,EAAcC,OAGrC77B,EAAU,KAFhB67B,EAAY,OAAS/uD,OAIL8uD,EACfE,kBAAStqC,EAAOuqC,UAIRvqC,EAAMI,SAASmqC,IAEvBt5B,kBAASjR,EAAOwqC,EAAMC,UAChBx+C,KAAKk9C,kBACTqB,EAAO,IACPC,EAAM,IACFJ,GAAap+C,UAEZk9C,gBAAkB,kBAAMsB,QAExB3M,sBAAwB,SAAS4M,GACjCz+C,KAAK+T,MAAMxf,QAAUkqD,EAAOlqD,OAe/BgqD,EAAKl7B,KAAK41B,SAIPx2B,IAAM,YACV87B,EAAK1uD,KAAKgE,OACN6qD,EAAM7qD,EAAEiqD,qBACZjqD,EAAEiqD,qBAAuB,WACxBS,EAAKtzC,OAAOszC,EAAKx1C,QAAQlV,GAAI,GACzB6qD,GAAKA,EAAI/uD,KAAKkE,MAKdkgB,EAAMI,kBAUPoO,EAAQyC,YAAuBzC,EAAQ87B,SAAS1B,YAAcp6B,EChEhE,0iB3HWDnb,EmHuFOu3C,ECsETzF,EAQEG,EAcFF,EIzLE6E,EEHK3uD,ECFEwrD,EAAY,GACZF,EAAY,GACZU,EAAqB,oE3HS5Bj0C,EAAU,K4HFT,SAAqBnU,EAAO8wB,OAA5B,IAEFjB,EAAWjF,EAAM+gC,EAEfC,EAAe96B,MAEbA,EAAQA,UACVjB,EAAYiB,SAAsBjB,aAErCjF,EAAOiF,EAAUxO,cAE4B,MAAjCuJ,EAAKihC,2BAChBh8B,EAAUhB,SAASjE,EAAKihC,yBAAyB7rD,IACjD2rD,EAAU97B,OAGwB,MAA/BA,EAAUi8B,oBACbj8B,EAAUi8B,kBAAkB9rD,GAC5B2rD,EAAU97B,OAIP87B,SACH76B,MAAmB86B,EACX/7B,MAA0BA,EAElC,MAAOtyB,GACRyC,EAAQzC,QAKLyC,O5H5BI,GmHqFE0rD,EAAiB,mBACpB,MAAT56B,YAAiBA,EAAMzP,aC1ExBo9B,EAAUjiD,UAAUqyB,SAAW,SAASk9B,EAAQhiD,OAE3CxH,EAEHA,EADsB,MAAnBwK,KAAKA,KAAsBA,KAAKA,MAAeA,KAAK+hB,MACnD/hB,KAAKA,IAELA,KAAKA,IAAa4P,EAAO,GAAI5P,KAAK+hB,OAGlB,mBAAVi9B,IAGVA,EAASA,EAAOpvC,EAAO,GAAIpa,GAAIwK,KAAK+T,QAGjCirC,GACHpvC,EAAOpa,EAAGwpD,GAIG,MAAVA,GAEAh/C,KAAKA,MACJhD,GAAUgD,KAAKA,IAAiBnQ,KAAKmN,GACzCi8C,EAAcj5C,QAShB0xC,EAAUjiD,UAAUwvD,YAAc,SAASjiD,GACtCgD,uBAKChD,GAAUgD,KAAKA,IAAiBnQ,KAAKmN,GACzCi8C,EAAcj5C,QAchB0xC,EAAUjiD,UAAUmb,OAASiuC,EAyFzBK,EAAgB,GAQdG,EACa,mBAAX3oD,QACJA,QAAQjB,UAAU8C,KAAKuC,KAAKpE,QAAQC,WACpC8C,WA2CJsN,MAAyB,EIzNnBi9C,EAAanD,EEHRxrD,EAAI,G,iBGFfe,EAAOD,QAAU,SAASsF,GACxB,IAAIypD,EAAU,CACZ/oD,UAAW,MACXK,MAAO,KACPJ,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,OACXW,SAAU,CACR,CAACN,MAAO,2CACR,CAACA,MAAO,2CAEVU,OAAQ,CACNN,gBAAgB,EAChBR,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,KAAMC,IAAK,MACnB,CAACD,MAAO,KAAMC,IAAK,QAGvB,CACED,MAAO,UAAWI,gBAAgB,EAClCR,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,mDAUvB,MAAO,CACLR,SAAU,CACRkpD,EACA,CACE/oD,UAAW,UACXH,SAAU,CAACkpD,GACX9oD,UAAW,EACXU,SAAU,CACR,CAACN,MAAO,OAAQC,IAAK,QACrB,CAACD,MAAO,KAAMC,IAAK,QAGvBhB,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,Q,iBCvDrBhG,EAAOD,QAAU,WACb,MAAO,CACH2b,mBAAmB,K,iBCF3B1b,EAAOD,QAAU,SAASsF,GACxB,IAEI0pD,EAAW,qHAgBf,MAAO,CACLpoD,QAAS,CAAC,MAAO,QACjBrB,kBAAkB,EAClBC,SAAU,CACRE,QAASqD,6MACTtD,QAPW,6EASbI,SAAU,CACRP,EAAK0C,kBACL,CACE7B,cAAe,OACfY,OAAQ,CACNT,IAAK,mBACLS,OAAQ,CACNf,UAAW,QACXM,IAAK,2BAIX,CACEH,cAtCU,yBAuCVY,OAAQ,CACNf,UAAW,QACXM,IAAK,wBACLS,OAAQ,CACNT,IAAK,8BAIX,CACED,MAAO,OAAS2oD,EAASt6C,MAAM,KAAKM,KAAK,KAAO,QAChDxP,SAAUwpD,EACVjoD,OAAQ,CACNf,UAAW,QACXM,IAAK,sBAGT,CACEH,cAlDc,oCAmDdY,OAAQ,CACNf,UAAW,QACXM,IAAK,qBAGThB,EAAKY,kBACL,CACEF,UAAW,OACXK,MAAO,sCACPJ,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,+BACPJ,UAAW,GAEb,CACED,UAAW,UACXK,MAAO,qBACPJ,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,0BACPJ,UAAW,GAEb,CACED,UAAW,MACXK,MAAO,MACPC,IAAK,MACLL,UAAW,O,gCCtFnB5G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAoGlBjH,EAAQiH,QAnGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCpGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAAcsF,GAoE7B,MAAO,CACLC,kBAAkB,EAClBqB,QAAS,CAAC,MAAO,OACjBpB,SAhDA,gbAiDAK,SAAU,CAxDE,CACZG,UAAW,SACXK,MAAO,8BACPJ,UAAW,GAjBC,CACZD,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACTQ,MAAO,KACPJ,UAAW,OAiEfX,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,UACXK,MAAO,IAAKC,IAAK,IACjBL,UAAW,GAEb,CACED,UAAW,WACXK,MAAO,8BAET,CACEL,UAAW,WACXK,MAAO,mBAET,CACEL,UAAW,WACXK,MAAO,wBAET,CACEL,UAAW,SACXK,MAAO,qBAET,CACEL,UAAW,UACXK,MAAO,gCAKT,CACEA,MAAO,SAAaC,IAAK,KACzBoE,cAAc,EAAM7B,YAAY,EAChChC,YAAa,OAEf,CACER,MAAO,4BAA6BC,IAAK,IACzCoE,cAAc,EAAM7B,YAAY,EAChChC,YAAa,cAEf,CAEER,MAAO,aAAcC,IAAK,QAC1BO,YAAa,W,iBCtHrB5G,EAAOD,QAAU,SAASsF,GACxB,IAAIoE,EAAS,CAAC1D,UAAW,SAAUK,MAAO,cAC1C,MAAO,CACLO,QAAS,CAAC,cACVrB,kBAAkB,EAClBM,SAAU,CACRP,EAAK0C,kBACL,CAAChC,UAAW,UAAWK,MAAO,MAAOC,IAAK,KAC1C,CACEN,UAAW,YACXK,MAAO,MACPJ,UAAW,EAGXT,SAAU,CACRme,SACE,8JAIJ5c,OAAQ,CACNT,IAAK,IACLL,UAAW,EACXT,SAAU,CACRC,QAAS,cAEXI,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,SAAUC,IAAK,QAExB,CACEN,UAAW,WACXK,MAAO,YAAaC,IAAK,MACzBT,SAAU,CAAC,OAAQ6D,IAErBA,EACApE,EAAKY,sBAKbN,QAAS,Q,iBC1Cb3F,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClBC,SAAU,CACRE,QACE,mxCAkBJG,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKyC,YACLzC,EAAKyF,gB,iBC7BX9K,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QACE,gbAOFC,SACE,kEACFF,QACE,mBAcAwpD,EAAQ,CACVjpD,UAAW,SAAUK,MAAOf,EAAKsD,oBAAsB,KAIrDP,EAAQ,CACVrC,UAAW,QACXK,MAAO,OAAQC,IAAK,IAAKT,SAAU,CAACP,EAAKS,iBAAkBT,EAAK4B,gBAE9D8X,EAAW,CACbhZ,UAAW,WAAYK,MAAO,MAAQf,EAAKsD,qBAEzCL,EAAS,CACXvC,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACmZ,EAAU3W,IAKvB,CACEhC,MAAO,IAAMC,IAAK,IAClBV,QAAS,KACTC,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAKC,IAAK,IACjBV,QAAS,KACTC,SAAU,CAACP,EAAK6B,iBAAkB6X,EAAU3W,MAK9C6mD,EAAsB,CACxBlpD,UAAW,OAAQK,MAAO,gFAAkFf,EAAKsD,oBAAsB,MAErIumD,EAAa,CACfnpD,UAAW,OAAQK,MAAO,IAAMf,EAAKsD,oBACrC/C,SAAU,CACR,CACEQ,MAAO,KAAMC,IAAK,KAClBT,SAAU,CACRP,EAAKQ,QAAQyC,EAAQ,CAACvC,UAAW,oBAuBrCopD,EAAqB,CACvBppD,UAAW,SACXK,MAhBqB,uNAiBrBJ,UAAW,GAETopD,EAAwB/pD,EAAKiB,QAC/B,OAAQ,OACR,CAAEV,SAAU,CAAEP,EAAK+B,wBAEjBioD,EAAoB,CACtB3oD,SAAU,CACX,CAAEX,UAAW,OACXK,MAAOf,EAAKsD,qBAEd,CAAEvC,MAAO,KAAMC,IAAK,KAClBT,SAAU,MAIT0pD,EAAqBD,EAIzB,OAHAC,EAAmB5oD,SAAS,GAAGd,SAAW,CAAEypD,GAC5CA,EAAkB3oD,SAAS,GAAGd,SAAW,CAAE0pD,GAEpC,CACL3oD,QAAS,CAAC,MACVpB,SAAUuD,EACVlD,SAAW,CACTP,EAAKiB,QACH,UACA,OACA,CACEN,UAAY,EACZJ,SAAW,CAAC,CACVG,UAAY,SACZK,MAAQ,iBAIdf,EAAK8B,oBACLioD,EAtHsB,CACxBrpD,UAAW,UACXK,MAAO,mCACPU,OAAQ,CACNlB,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,WAiHX4oD,EACAC,EACAC,EACA,CACEnpD,UAAW,WACXG,cAAe,MAAOG,IAAK,QAC3BuB,aAAa,EACbgB,YAAY,EACZrD,SAAUuD,EACVnD,QAAS,yCACTK,UAAW,EACXJ,SAAU,CACR,CACEQ,MAAOf,EAAKsD,oBAAsB,UAAWf,aAAa,EAC1D5B,UAAW,EACXJ,SAAU,CAACP,EAAKc,wBAElB,CACEJ,UAAW,OACXK,MAAO,IAAKC,IAAK,IAAKd,SAAU,UAChCS,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBI,YAAY,EACZlB,SAAUuD,EACV9C,UAAW,EACXJ,SAAU,CACR,CACEQ,MAAO,IAAKC,IAAK,SAAUG,gBAAgB,EAC3CZ,SAAU,CACRypD,EACAhqD,EAAK8B,oBACLioD,GAEFppD,UAAW,GAEbX,EAAK8B,oBACLioD,EACAH,EACAC,EACA5mD,EACAjD,EAAK4B,gBAGTmoD,IAGJ,CACErpD,UAAW,QACXG,cAAe,wBAAyBG,IAAK,WAC7CuC,YAAY,EACZjD,QAAS,qBACTC,SAAU,CACR,CAACM,cAAe,iDAChBb,EAAKc,sBACL,CACEJ,UAAW,OACXK,MAAO,IAAKC,IAAK,IAAKoE,cAAc,EAAM7B,YAAY,EACtD5C,UAAW,GAEb,CACED,UAAW,OACXK,MAAO,UAAWC,IAAK,WAAYoE,cAAc,EAAM1D,WAAW,GAEpEkoD,EACAC,IAGJ5mD,EACA,CACEvC,UAAW,OACXK,MAAO,kBAAmBC,IAAK,IAC/BV,QAAS,MAEXwpD,M,iBCnNNnvD,EAAOD,QACP,SAASsF,GACP,MAAO,CACLC,kBAAkB,EAClBM,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,gEACPJ,UAAW,IAGbX,EAAKiB,QACH,yBACA,EACA,CACEN,UAAW,IAGf,CACEI,MAAO,qBACPU,OAAQ,CACNT,IAAK,MACLO,YAAa,SAGjB,CACEb,UAAW,MACXK,MAAO,SACPR,SAAU,CACR,CACEG,UAAW,eACXK,MAAO,QAET,CACEL,UAAW,cACXK,MAAO,YAET,CACEL,UAAW,iBACXK,MAAO,cAET,CACEA,MAAO,QACPC,IAAK,QACLT,SAAU,CACR,CACEQ,MAAO,cACPC,IAAK,QACLuB,aAAa,EACbpB,gBAAgB,EAChBZ,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,SAETf,EAAKS,iBACLT,EAAKY,kBACL,CACEG,MAAO,OACPJ,UAAW,OAMrB,CACEI,MAAO,UACPC,IAAK,UACLuC,YAAY,EACZhD,SAAU,CACR,CACEQ,MAAO,YACPC,IAAK,OACLuB,aAAa,EACbpB,gBAAgB,EAChBZ,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,OACPJ,UAAW,GAEbX,EAAKS,iBACLT,EAAKY,kBACL,CACEG,MAAO,OACPJ,UAAW,SAQzB,CACEI,MAAO,iBAET,CACEA,MAAO,KACPU,OAAQ,CACNT,IAAK,IACLO,YAAa,a,gCClGvBxH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,kC/DlGX,SAASwY,EAAOlM,EAAKqQ,OACtB,IAAI1kB,KAAK0kB,EAAOrQ,EAAIrU,GAAK0kB,EAAM1kB,YAU9B,SAASswD,EAAej1C,EAAGmpB,OAC5B,IAAIxkC,KAAKqb,KAAa,aAANrb,KAAsBA,KAAKwkC,GAAI,OAAO,MACtD,IAAIxkC,KAAKwkC,KAAa,aAANxkC,GAAoBqb,EAAErb,KAAOwkC,EAAExkC,GAAI,OAAO,WgEdzD,SAASuwD,EAAc7uD,QACxBgjB,MAAQhjB,ECiBd,SAAS8uD,EAAc97B,UAClBA,IACCA,OAAoBA,YACvBA,aAA+B5mB,SAAQ,YACR,mBAAnB2iD,OAA+BA,WAG3C/7B,UAA2B,OAG5BA,EAAQnU,EAAO,GAAImU,QACA,KACnBA,MAAkBA,OAAmBA,MAAgBte,IAAIo6C,IAGnD97B,EAGR,SAASg8B,EAAeh8B,UACnBA,IACHA,MAAkB,KAClBA,MAAkBA,OAAmBA,MAAgBte,IAAIs6C,IAEnDh8B,EAIR,SAAgBi8B,aAEgB,OAC1BC,EAAc,cACQ,KAqHrB,SAASC,EAAUn8B,OAErBjB,EAAYiB,gBACTjB,GAAaA,OAAwBA,MAAqBiB,GCtKlE,SAAgBo8B,SACVC,EAAQ,UACRC,EAAO,KCTb,SAASC,EAAgBvsC,eACnBmpC,gBAAkB,kBAAMnpC,EAAMwO,SAC5BxO,EAAMI,SASd,SAASosC,EAAOxsC,OACTw1B,EAAQvpC,KACV8kC,EAAY/wB,EAAMysC,EAClBC,EAAOhvD,wBACV6uD,EACA,CAAE/9B,QAASgnB,EAAMhnB,SACjBxO,OAGDw1B,EAAMuU,qBAAuB,eACxBt6C,EAAS+lC,EAAMmX,EAAMtuD,WACrBoR,GAAQA,EAAOnR,YAAYk3C,EAAMmX,GACrCC,cAASpX,EAAMqX,IAKZrX,EAAMiX,GAAcjX,EAAMiX,IAAe1b,IAC5CyE,EAAMuU,uBAGNvU,EAAMsX,MAKH9sC,MACEw1B,EAAMsX,GAyBV/b,MAAsByE,MACtB3+B,iBAAO61C,EAAM3b,GACbyE,MAAkBzE,QAzBlByE,EAAMmX,EAAQzvD,SAASusD,eAAe,IAEtCjU,MAAkBzE,MAGlB4Y,kBAAQ,GAAI5Y,GAEZA,EAAUxyC,YAAYi3C,EAAMmX,GAE5BnX,EAAMsX,KACNtX,EAAMiX,EAAa1b,EAEnBl6B,iBAAO61C,EAAM3b,EAAWyE,EAAMmX,GAE9B5b,MAAsByE,MAEtBA,MAAkBA,EAAMmX,OAcjBnX,EAAMsX,GACdtX,EAAMuU,uBAKPvU,EAAMqX,EAAQH,EnBQf,SAASK,KAET,SAASC,WACD/gD,KAAKghD,aAGb,SAASC,WACDjhD,KAAKkhD,iBvJ3Cb,SAASvC,EAAetlC,WACdA,GAAWA,EAAQ8nC,WAAaC,E,yGuK1C1CxB,EAAcnwD,UAAY,IAAIiiD,aAEN2P,wBACxBzB,EAAcnwD,UAAUoiD,sBAAwB,SAAS99B,EAAOgO,UACxD49B,EAAe3/C,KAAK+T,MAAOA,IAAU4rC,EAAe3/C,KAAK+hB,MAAOA,IIVxE,IAAIu/B,EAAcl6C,cAClBA,cAAgB,YACX2c,EAAMryB,MAAQqyB,EAAMryB,UAAmBqyB,EAAMpL,MAChDoL,EAAMhQ,MAAM4E,IAAMoL,EAAMpL,IACxBoL,EAAMpL,IAAM,MAET2oC,GAAaA,EAAYv9B,IAG9B,IAAaw9B,EACM,oBAAVltD,QACPA,OAAOmtD,KACPntD,OAAOmtD,IAAI,sBACZ,KCdKC,EAAQ,SAACttC,EAAUgoB,UACR,MAAZhoB,EAAyB,KACtB6mC,uBAAaA,uBAAa7mC,GAAU1O,IAAI02B,KAInCulB,EAAW,CACvBj8C,IAAKg8C,EACLtkD,QAASskD,EACT34C,eAAMqL,UACEA,EAAW6mC,uBAAa7mC,GAAU5kB,OAAS,GAEnDoyD,cAAKxtC,OACE8uB,EAAa+X,uBAAa7mC,MACN,IAAtB8uB,EAAW1zC,OAAc,KAAM,uBAC5B0zC,EAAW,IAEnB2e,QAAS5G,gBJhBJ6G,EAAgBz6C,cACtBA,cAAsB,SAASnU,EAAOipD,EAAU3C,MAC3CtmD,EAAMV,aAELuwB,EACAiB,EAAQm4B,EAEJn4B,EAAQA,UACVjB,EAAYiB,QAAqBjB,aAChB,MAAjBo5B,QACHA,MAAgB3C,MAChB2C,MAAqB3C,OAGfz2B,MAA2B7vB,EAAOipD,GAI5C2F,EAAc5uD,EAAOipD,EAAU3C,KAwChCyG,EAASvwD,UAAY,IAAIiiD,iBAMa,SAASj/C,EAASqvD,OACjDC,EAAsBD,MAGtBjuD,EAAImM,KAEW,MAAjBnM,EAAEosD,IACLpsD,EAAEosD,EAAc,IAEjBpsD,EAAEosD,EAAYpwD,KAAKkyD,OAEbpxD,EAAUuvD,EAAUrsD,OAEtBgqC,KACEmkB,EAAa,WACdnkB,IAEJA,KACAkkB,EAAoBjE,qBACnBiE,MAEGpxD,EACHA,EAAQsxD,GAERA,MAIFF,MACCA,EAAoBjE,qBACrBiE,EAAoBjE,qBAAuB,WAC1CkE,IAEID,OACHA,aAIIE,EAAuB,eAKvB/B,QAJErsD,UACNA,UAAmB,GAAKksD,EAAelsD,EAAEkuB,WACzCluB,EAAEiuB,SAAS,KAAejuB,MAAwB,OAG1CqsD,EAAYrsD,EAAEosD,EAAY/0C,OACjCg1C,EAAUjB,oBAUQ6C,OACCjuD,SACrBA,EAAEiuB,SAAS,KAAejuB,MAAwBA,UAAmB,KAEtEpB,EAAQF,KAAKyvD,EAAYA,IAG1BhC,EAASvwD,UAAUquD,qBAAuB,gBACpCmC,EAAc,IAGpBD,EAASvwD,UAAUmb,OAAS,SAASmJ,EAAOgO,GACvC/hB,WAICA,KAAKA,IAALA,MACHA,KAAKA,IAALA,IAAsB,GAAK6/C,EAAc7/C,KAAKA,MAALA,KAAKA,IACpB,UAKtBkiD,EACLngC,OAAoBtwB,wBAAconD,WAAU,KAAM9kC,EAAMmuC,iBACrDA,IAAUA,MAAsB,MAE7B,CACNzwD,wBAAconD,WAAU,KAAM92B,MAAmB,KAAOhO,EAAMI,UAC9D+tC,ICrIF,IAAMvxD,EAAU,SAAC8mC,EAAM3zB,EAAOlB,QACvBA,EAdgB,KAcSA,EAfR,IAqBtB60B,EAAK4oB,EAAK5yC,OAAO3J,GAQhB2zB,EAAK1jB,MAAMouC,cACmB,MAA9B1qB,EAAK1jB,MAAMouC,YAAY,KAAc1qB,EAAK4oB,EAAK3oC,UAQjD9U,EAAO60B,EAAK2oB,EACLx9C,GAAM,MACLA,EAAKrT,OAAS,GACpBqT,aAEGA,EA1CiB,GA0CMA,EA3CL,SA8CtB60B,EAAK2oB,EAAQx9C,EAAOA,EA5CJ,MAmDlBu9C,EAAa1wD,UAAY,IAAIiiD,iBAEO,SAAS5tC,OACtC2zB,EAAOz3B,KACPoiD,EAAYlC,EAAUzoB,OAExB70B,EAAO60B,EAAK4oB,EAAKlsD,IAAI2P,UACzBlB,EA5DuB,KA8DhB,SAAAy/C,GAAA,IACAC,EAAmB,WACnB7qB,EAAK1jB,MAAMouC,aAKfv/C,EAAK/S,KAAK0yD,GACV5xD,EAAQ8mC,EAAM3zB,EAAOlB,IAHrB2/C,KAMEH,EACHA,EAAUE,GAEVA,MAKHnC,EAAa1wD,UAAUmb,OAAS,SAASmJ,QACnCqsC,EAAQ,UACRC,EAAO,IAAIriC,QAEV7J,EAAW6mC,uBAAajnC,EAAMI,UAChCJ,EAAMouC,aAAwC,MAAzBpuC,EAAMouC,YAAY,IAI1ChuC,EAASnJ,cAIL,IAAI3b,EAAI8kB,EAAS5kB,OAAQF,UAYxBgxD,EAAKmC,IAAIruC,EAAS9kB,GAAK2Q,KAAKogD,EAAQ,CAAC,EAAG,EAAGpgD,KAAKogD,WAE/CrsC,EAAMI,UAGdgsC,EAAa1wD,UAAUwtD,mBAAqBkD,EAAa1wD,UAAUqtD,kBAAoB,2BAOjFuD,EAAKljD,SAAQ,SAACyF,EAAMkB,GACxBnT,EAAQ44C,EAAMzlC,EAAOlB,WlBnHVw+C,EACM,oBAAV/sD,QAAyBA,OAAOmtD,KAAOntD,OAAOmtD,IAAI,kBAC1D,MAEKiB,EAAc,mOAKdC,EACY,oBAAVruD,OAAwB,eAAiB,cAGjDq9C,YAAUjiD,UAAUkzD,iBAAmB,GASvC,CACC,qBACA,4BACA,uBACCxlD,SAAQ,YACT3N,OAAOyE,eAAey9C,YAAUjiD,UAAWoF,EAAK,CAC/C2f,gBACArgB,sBACQ6L,KAAK,UAAYnL,IAEzB2tD,aAAIzmD,GACHvM,OAAOyE,eAAe+L,KAAMnL,EAAK,CAChC2f,gBACAC,YACAlgB,MAAOwH,UAiCX,IAAI6mD,EAAex7C,UAAQvV,MAC3BuV,UAAQvV,MAAQ,mBACX+wD,IAAcpyD,EAAIoyD,EAAapyD,IACnCA,EAAEqyD,QAAU/B,EACZtwD,EAAEuwD,qBAAuBA,EACzBvwD,EAAEywD,mBAAqBA,EACfzwD,EAAEsyD,YAActyD,GAazB,IA6EIywB,EA7EA8hC,EAAsB,CACzBvuC,gBACArgB,sBACQ6L,KAAK6P,QAIVmzC,EAAe57C,UAAQ2c,MAC3B3c,UAAQ2c,MAAQ,gBACXryB,EAAOqyB,EAAMryB,KACbqiB,EAAQgQ,EAAMhQ,MACd2kC,EAAkB3kC,KAGF,iBAATriB,EAAmB,KAGxB,IAAIrC,KAFTqpD,EAAkB,GAEJ3kC,EAAO,KAChBxf,EAAQwf,EAAM1kB,GAER,iBAANA,GAAwB,UAAW0kB,GAAwB,MAAfA,EAAMxf,MAGrDlF,EAAI,QACY,aAANA,QAAoBkF,EAM9BA,EAAQ,GACE,iBAAiBgP,KAAKlU,GAChCA,EAAI,aAEJ,6BAA6BkU,KAAKlU,EAAIqC,KACrCgxD,EAAqBn/C,KAAKwQ,EAAMriB,MAEjCrC,EAAI,UACM,6BAA6BkU,KAAKlU,GAC5CA,EAAIA,EAAEyT,cACI2/C,EAAYl/C,KAAKlU,GAC3BA,EAAIA,EAAE4M,QAAQ,WAAY,OAAO6G,cACb,OAAVvO,IACVA,UAGDmkD,EAAgBrpD,GAAKkF,EAKb,UAAR7C,GACAgnD,EAAgBuK,UAChB/hD,MAAMwU,QAAQgjC,EAAgBnkD,SAG9BmkD,EAAgBnkD,MAAQymD,uBAAajnC,EAAMI,UAAUhX,SAAQ,YAC5D2G,EAAMiQ,MAAMmvC,UAC0C,GAArDxK,EAAgBnkD,MAAMwU,QAAQjF,EAAMiQ,MAAMxf,WAI7CwvB,EAAMhQ,MAAQ2kC,EAGXhnD,GAAQqiB,EAAMlE,OAASkE,EAAM5d,YAChC4sD,EAAoB7uD,WAAa,cAAe6f,EACzB,MAAnBA,EAAM5d,YAAmBuiD,EAAgB7oC,MAAQkE,EAAM5d,WAC3D3G,OAAOyE,eAAeykD,EAAiB,YAAaqK,IAGrDh/B,EAAMo9B,SAAWC,EAEb4B,GAAcA,EAAaj/B,IAKhC,IAAMN,EAAkBrc,cACxBA,cAAkB,SAAS2c,GACtBN,GACHA,EAAgBM,GAEjB9C,EAAmB8C,OvJzCL,KACd7J,aACAmH,eACAzC,cACAqD,oBACAzD,WACA4D,wBACAD,YACAG,gBACAxI,eACA4I,kBACAjhB,QAlHe,SAmHfigD,WACA92C,OuJ9FD,SAAuBmZ,EAAOvgB,EAAQxG,UAGb,MAApBwG,QACHA,EAAO2G,YAAc,IAGtBg5C,iBAAap/B,EAAOvgB,GACG,mBAAZxG,GAAwBA,IAE5B+mB,EAAQA,MAAmB,MvJqFlC25B,QuJlFD,SAAwB35B,EAAOvgB,EAAQxG,UACtComD,kBAAcr/B,EAAOvgB,GACE,mBAAZxG,GAAwBA,IAE5B+mB,EAAQA,MAAmB,MvJ+ElCs/B,uBAlFD,SAAgCve,WAC3BA,QACHqe,iBAAa,KAAMre,QAiFpBwe,a0KpEM,SAAsBv/B,EAAO+gB,UAC5BrzC,wBAAc8uD,EAAQ,KAAUx8B,EAAOy8B,EAAY1b,K1KoE1DrzC,8BACAysD,8BACAqF,cApHD,SAAuB7xD,UACfD,gBAAcqD,KAAK,KAAMpD,IAoHhCusD,aAjGD,SAAsB5kC,UAChBslC,EAAetlC,GACbmqC,eAAmBpiD,MAAM,KAAMD,WADDkY,GAiGrCu/B,sBACAC,oBACA8F,iBACA8E,YA9ED,SAAqB3gC,UAElBA,IACCA,EAAUjQ,MAAgC,IAAvBiQ,EAAU7e,UAAkB6e,IACjD,MA2ED4uB,sBACAkO,gBACA8D,K6K3JM,SAAc7vD,EAAG8vD,YACdC,EAAaC,OACjBlrC,EAAM3Y,KAAK+T,MAAM4E,IACjBmrC,EAAYnrC,GAAOkrC,EAAUlrC,WAC5BmrC,GAAanrC,IACjBA,EAAIhpB,KAAOgpB,EAAI,MAASA,EAAI9P,QAAU,MAGlC86C,GAIGA,EAAS3jD,KAAK+T,MAAO8vC,KAAeC,EAHpCnE,EAAe3/C,KAAK+T,MAAO8vC,YAM3BE,EAAOhwC,eACV89B,sBAAwB+R,EACtBnyD,wBAAcoC,EAAGkgB,UAEzBgwC,EAAOjrC,YAAc,SAAWjlB,EAAEilB,aAAejlB,EAAEN,MAAQ,IAC3DwwD,EAAOt0D,UAAUkzD,oBACjBoB,SACOA,G7KsIPC,W2K7IM,SAAoB7nB,YAIjB8nB,EAAUlwC,EAAO4E,OACrBurC,EAAQt0C,EAAO,GAAImE,iBAChBmwC,EAAMvrC,IAENwjB,EACN+nB,GAFDvrC,EAAM5E,EAAM4E,KAAOA,KAGM,iBAARA,GAAsB,YAAaA,GAAeA,EAAP,aAK7DsrC,EAAU9C,SAAWI,EAKrB0C,EAAUr5C,OAASq5C,EAEnBA,EAAUx0D,UAAUkzD,iBAAmBsB,SACvCA,EAAUnrC,YAAc,eAAiBqjB,EAAGrjB,aAAeqjB,EAAG5oC,MAAQ,IAC/D0wD,G3KsHPE,wBAnE+B,SAACnnD,EAAU4Q,UAAQ5Q,EAAS4Q,IAoE3Dw2C,WA9DkBvL,WA+DlBmH,WACAG,eACAkE,KwKOM,SAAcC,GAGhBrxD,SAEKsxD,EAAKxwC,MACRywC,IACJA,EAAOF,KACF/xD,MACJ,YACCuwB,EAAY3yB,EAAQiH,SAAWjH,KAEhC,YACC8C,EAAQzC,KAKPyC,QACGA,MAGF6vB,QACE0hC,SAGA/yD,wBAAcqxB,EAAW/O,GA1BbuwC,IAChBE,EACA1hC,EACA7vB,EAuB6B8gB,OAGjCwwC,EAAKzrC,YAAc,OACnByrC,SACOA,GxKrCPE,mDuJciE,CACjEC,uBAAwB,CACvB77C,QAAS,CACR87C,qBAAYpiC,UACJtB,MAAgCsB,OAAaxO,MAAMxf,Y,iBuB9L9DnE,EAAOD,QAAU,SAASsF,GACxB,IAKImvD,EAAiB,2GAGjBC,EAAY,CACdvuD,cAAesuD,EACfjvD,SAAU,CAACpC,KAAMqxD,GACjBxuD,UAAW,EACXJ,SAAU,CAZC,CACXG,UAAW,SACXK,MAAO,MAAOC,IAAK,SAejBquD,EAAS,CACXtuD,MAAO,iBACPb,SACE,wOAIFK,SAAU,CACR6uD,IAIAE,EAAO,gHAKX,OAFAA,EAAOA,EAAO,IAAMA,EAAKlgD,MAAM,KAAKY,KAAI,SAASjR,GAAG,MAAO,MAAQA,KAAI2Q,KAAK,KAErE,CACLpO,QAAS,CAAC,YACVrB,kBAAkB,EAClBsB,YAAa,MACbhB,SAAU,CACRP,EAAKiB,QAAQ,MAAO,MACpB,CACEP,UAAW,eACXK,MAAO,MAAOC,IAAK,KACnBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,MACPb,SAAUovD,EACV7tD,OAAQ,CACNN,gBAAgB,EAChBZ,SAAU,CAAC8uD,EAAQD,GACnBzuD,UAAW,MAKnB,CACED,UAAW,oBACXK,MAAO,OAAQC,IAAK,KACpBT,SAAU,CAAC,OAAQ8uD,EAAQD,Q,gCC1DnCr1D,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAwGlBjH,EAAQiH,QAvGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,iBAAkB,CAChB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,OACT,WAAc,QAEhB,eAAgB,CACd,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,QAEX,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,mBAAoB,CAClB,MAAS,QAEX,sBAAuB,CACrB,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,YAAa,CACX,MAAS,WAEX,aAAc,CACZ,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,gCCxGjB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIoE,EAAS,CACX1D,UAAW,SAAUC,UAAW,EAChCU,SAAU,CACR,CACEN,MAAO,mBAETf,EAAKyC,cAIT,MAAO,CACLxC,kBAAkB,EAClBC,SAAU,CACRE,QAAS,qPAKTC,SAAU,uMAGVF,QAAS,sCAEXG,QAAS,OACTC,SAAU,CACRP,EAAKiB,QAAQ,OAAQ,QACrBjB,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGf,CACED,UAAW,WACXG,cAAe,kBAAmBG,IAAK,UACvCV,QAAS,KACTC,SAAU,CACRP,EAAKc,wBAGT,CACEJ,UAAW,QACXG,cAAe,kBAAmBG,IAAK,IACvCT,SAAU,CACR,CACEM,cAAe,sBAEjBb,EAAKc,wBAGT,CACEJ,UAAW,WACXK,MAAO,sBAET,CACEL,UAAW,OACXK,MAAO,QAASC,IAAK,IACrBd,SAAU,CAAC,eAAgB,kCAE7B,CACEQ,UAAW,OACXK,MAAO,kBAET,CACEF,cAAe,QAASG,IAAK,IAC7BT,SAAU,CAACP,EAAKc,wBAElBd,EAAKY,kBACLwD,M,kDC5DW,iBAPf,SAAcmT,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,wDCPoB0nD,IAGpB,QAHmC/jD,2BAC/B3D,EAAS,GAELjO,EAAI,EAAGA,EAAI4R,EAAK1R,OAAQF,IAAK,CACjC,IAAIue,EAAM3M,EAAK5R,GACf,GAAGue,aAAe1M,MACd5D,GAAU0nD,eAAep3C,aAEP,iBAAPA,GAAmBA,aAAetH,YAGzCsH,QACJ,SAGA,MAAM1b,MAAMA,wBAAwB0b,2EANpCtQ,GAAUsQ,EASXve,EAAI4R,EAAK1R,OAAS,IACjB+N,GAAU,KAIlB,OAAOA,ECrBkB9J,WCGJugB,GACxB,IAAM8F,EAAcC,YAAWC,GAG/B,OAAGhG,EAAM6G,mBAGDzkB,UAAW6uD,oBAAwCjxC,UAAeA,EAAMI,UAK7EJ,EAAMljB,OAASgpB,YAEV1jB,UAAW6uD,oBAAuCjxC,UAAeA,EAAMI,iBAM3Ehe,UAAW6uD,oBAAyCjxC,SAAcljB,KAAMkjB,EAAMljB,MAAOkjB,EAAMI,qBCtBvEJ,GACxB,gBACMlE,MAAOm1C,WAAkCjxC,UAC5CA,EAAMI,UCJmB,WCFL08B,GAQpB,IAPA,IAYItkB,EAZA04B,EAAe,UAEfC,EAAQrU,EAAMhsC,MAAM,MAAMiB,QAAO,SAACyqC,GAClC,MAAgB,KAATA,KAEPj0C,EAAQ,KAEJjN,EAAI,EAAGA,EAAI61D,EAAM31D,QAER,QADb+M,EAAQ2oD,EAAa/hD,KAAKgiD,EAAM71D,KADHA,KAajC,OANIk9B,EADS,OAAVjwB,EACS,EAGAA,EAAM,GAAG/M,OAGd21D,EAAMz/C,KAAI,SAAC8qC,GACd,OAAOA,EAAKtoC,OAAOskB,MACpBpnB,KAAK,MCbKuE,WAGOqK,GAEpB,IAIIoxC,EAQAC,EAZAC,EAAcvrC,YAAWG,GACzBqrC,EAAgBxrC,YAAWyrC,GAC3BC,EAAiB1rC,YAAW2rC,GAI5BN,WADDpxC,EAAMoxC,OACIG,EAGAvxC,EAAMoxC,OAMXC,WAFLrxC,EAAMqxC,QACiB,OAAnBI,EACWE,EAAaC,OAGbH,EAIJzxC,EAAMqxC,QAGpB,IAAInX,EAAW2X,EAAU7xC,EAAMI,UAE/B,OAAGgxC,WAGUnzD,8DAF2BqzD,OAAgBpX,OAG3C4X,IAAK5X,EACL5sC,MAAO4sC,EACPp+B,MAAOm1C,EAAYl1C,EAAMg2C,MAAOV,EAASrxC,WAOzC/hB,qDAFkBqzD,OAAgBpX,OAGlC4X,IAAK5X,EACL5sC,MAAO4sC,EACPp+B,MAAOm1C,EAAYl1C,EAAMg2C,MAAOV,EAASrxC,sBCxDjCA,GACrB,SACKgyC,GAAMZ,UAAeC,QAASM,EAAaM,OAAQjyC,EAAMI,UCO9D/a,WAGqB2a,GACrB,IAAIsG,EAAQC,EAAUlhB,QAKtB,OAJG2a,EAAMsG,QACLA,EAAQtG,EAAMsG,gBAITxK,MAAOm1C,WAAuB3qC,EAAOtG,UACrCA,EAAMI,UCnBU8xC,WCGLlyC,GACpB,IAAM1Q,EAAWyW,YAAWosC,GACtBp2C,EAAQgK,YAAWqsC,GAEzB,SACKC,KAAkB/iD,SAAU0Q,EAAM1Q,SAAW0Q,EAAM1Q,SAAWA,EAC5CyM,MAAOiE,EAAMjE,MAAQiE,EAAMjE,MAAQA,GACjD81C,EAAUt/C,OAAOyN,EAAMI,YCXN5f,WCALwf,GACrB,SACKgyC,GAAMZ,UAAcC,QAASM,EAAaC,QAAS5xC,EAAMI,qBCD1CJ,GACpB,cACOljB,KAAMkjB,EAAM/hB,IAAKqP,MAAO0S,EAAM8xC,IAAK9zD,OAAQ,SAAU8d,MAAOkE,EAAMsyC,QACjEvU,SAAK9/C,IAAK+hB,EAAM/hB,IAAK6zD,IAAK9xC,EAAM8xC,IAAKh2C,MAAOm1C,WAAuBjxC,EAAMuyC,aCO1Ej6B,WCTatY,GACpB,IAAImc,EAAY,IAAInI,IAASsG,UAAU,CACnC/E,YAEJ4G,EAAUpH,UAAU,UAEpB,IAAIsM,EAAOlF,EAAUT,SAASm2B,EAAUt/C,OAAOyN,EAAMI,YAErD,gBAAYtE,eAAuB4iC,wBAAyB,CAAC8T,OAAQnxB,gBCVjDrhB,GACpB,gBACSlE,gBACAkE,EAAMI,qBCDKJ,GACvB,SACEyyC,GAAInsC,MAAOtG,EAAMsG,MAAOxK,MAAOkE,SAC/B+9B,EAAC2U,OACC1yC,EAAM1S,MACNywC,YACE/9B,EAAM1S,OAEP,KACD0S,EAAMI,sBCXcJ,GACrB,kBAEQ+9B,EAAC4U,OAAQ3yC,EAAMI,WCHE,WCAJJ,GACrB,IAAII,EAmBJ,OAhBIA,EADDjT,MAAMwU,QAAQ3B,EAAMI,UACRJ,EAAMI,SAAS1O,KAAI,SAAAjV,GAC1B,gBACSqf,MAAOC,EAAM62C,YACbttC,MAQTy4B,SAAKjiC,MAAOC,EAAM62C,YACb5yC,EAAMI,mBAKVtE,MAAOC,EAAMjL,OACditC,SAAKjiC,MAAOC,EAAM82C,aAAczyC,eCrBnBJ,GACrB,oBAESA,EAAM1S,MACHywC,QAAIjiC,gBACCkE,EAAM1S,OAEb,KACFywC,EAAC+U,OACI9yC,EAAMI,sBCTEJ,GACrB,kBACWlE,MAAOm1C,WAA8BjxC,UACvCA,EAAMI,41CCFgBu9B,aCDlC,OACwCv9B,KCwDA2yC,WC1DjB/yC,GACpB,gBACSlE,MAAOk3C,EAAMC,SAAUjzC,EAAMI,U,mxB1BmB/B7W,G,wCCrBI4gD,iCEIL/pC,qCwBJK+pC,wBAAc,WCAdA,4BAAc,ExBAdA,wBAAc,MEMhBwH,EAAel2D,OAAO08C,OAAO,CACtCyZ,OAAQ71C,EAAMq1C,OACda,MAAOl2C,EAAMpG,QEPJ4Q,EAAY9qB,OAAO08C,OAAO,CACnC9mB,aACArK,gBACAksC,gBACAC,cACA3sC,cACA4sC,cACAC,iBACAhuD,mBqBTJ,EAAe8kD,wBAAc,epBCdA,wBAAc+H,qBqBqB8B,qBXtB9B,GYAd/H,gCZAAA,wBAAc,mDIERmJ,YACjB,mBAAc,OACV9d,sBACKxnB,MAAQ,CACT/jB,IAAOM,KAAKN,OAEhBurC,EAAK+d,MAAQ,kBAAAvyD,EAAA,YAAAA,EAGjB+nD,wCACI98C,KAAKsnD,MAAQC,aAAY,WACrBC,EAAK1lC,SAAS,CAAC9jB,IAAOM,KAAKN,UAC5B,QAGP8/C,gCACsB,OAAf99C,KAAKsnD,OACJG,cAAcznD,KAAKsnD,UAI3B18C,kBACI,IAAI88C,EAAS,eACTvxD,WAEAmyC,EAAQ,CACRqf,aAAc,IACdC,QAAS,IACTC,QAAS,IACTC,MAAO,IACPC,KAAM,KAGV,GAAG/nD,KAAK+T,MAAMi0C,GAAI,CAEd,IAAIC,GADJP,EAAS,IAAIppD,KAAK0B,KAAK+T,MAAMi0C,KACLhoD,KAAK+hB,MAAM/jB,IAEhCiqD,EAAW,EACV3f,EAAQ,CACJqf,aAAcM,EAAW,IACzBL,QAAS1rD,KAAK0xB,MAAMq6B,EAAW,KAAQ,GACvCJ,QAAS3rD,KAAK0xB,MAAMq6B,EAAW,KAAS,GACxCH,MAAO5rD,KAAK0xB,MAAMq6B,EAAW,MAAW,GACxCF,KAAM7rD,KAAK0xB,MAAMq6B,EAAW,SAKhC3f,EAAQ,CACJqf,aAAc,EACdC,QAAS,EACTC,QAAS,EACTC,MAAO,EACPC,KAAM,GAGV5xD,GAAa,gBAIjBA,GAAa,UAGjB,gBACS0Z,MAAO1Z,EAAWkL,MAAOqmD,GAC1B5V,SAAKjiC,MAAOC,iBACPw4B,EAAMyf,MAEXjW,SAAK37C,UAAW2Z,2BAGhBgiC,SAAKjiC,MAAOC,iBACPw4B,EAAMwf,OAEXhW,SAAK37C,UAAW2Z,wBAGhBgiC,SAAKjiC,MAAOC,iBACPw4B,EAAMuf,SAEX/V,SAAK37C,UAAW2Z,2BAGhBgiC,SAAKjiC,MAAOC,iBACPw4B,EAAMsf,SAEX9V,SAAKjiC,MAAOC,+BAtFPu3C,CAAc3V,aSH7BwW,YACF,WAAYC,EAAW/0D,EAAWg1D,SAAsB,OAEpD7e,kEACGr3C,MAAMm2D,mBAAmBn2D,MAAMm2D,uBAAwBH,GAE1D3e,EAAKh2C,KAAO,mBACZg2C,EAAK4e,UAAYA,EACjB5e,EAAKn2C,UAAYA,EACjBm2C,EAAK6e,UAAYA,EACjB7e,EAAKj2C,QAAa60D,QAAe/0D,QAAeg1D,EAAUjjD,KAAK,cAVjE+iD,CAUiE,EAVxCh2D,U,0DCD/B,uBAGQ4/C,EAAuBwW,IAApB19C,EAAoB09C,SAEzBC,EAAiB,SAAA30D,GAAC,OAAKA,GAAKA,EAAEwD,QAAUxD,EAAEwD,QAAUxD,GA2B1D,GATiC,kBAAmB4xC,WAEnDA,UAAUgjB,cAAcC,SACvBC,IAAgE,SAM/C,mBAFTH,EAAe/uD,EAAQ,SAEF,CAC9B,IAAI6jD,EACHpsD,SAAS03D,eAAe,gBAAkB13D,SAAS23D,KAAKC,kBA4BrDz4D,EA1BO,WACV,IAAI04D,EAAMP,EAAe/uD,EAAQ,SAC7BuvD,EAAgB,GACdC,EAAoB/3D,SAASg1C,cAClC,gCAEG+iB,IACHD,EACCv6C,KAAKjQ,MAAM0qD,UAAUD,EAAkB9+C,YAAY6+C,eACnDA,GAMF,IA5CmB1sD,EA6CA0sD,EAAc1sD,MA7CdA,EA6CiC0sD,EAAc1sD,KAOlEghD,EADwCzyC,EACxBknC,EAAEgX,EAAK,CAAEI,SARR,CAAEH,mBAQmB93D,SAAS23D,KAAMvL,GAKtD77B,K,iBChEDpxB,EAAOD,QAAU,SAASsF,GAExB,IAAI0Z,EAAW,CACbhZ,UAAW,WACXK,MAAO,MAAQf,EAAKiC,UAGlByxD,EAAY,CACdhzD,UAAW,SACXK,MAAO,oCA2GL4yD,EAAU,qBA+Nd,MAAO,CACLryD,QAAS,CAAC,QACVrB,kBAAkB,EAClBC,SAAU,iBACVI,QAAS,IAlBG,CACZ,MACA,iBACA,cACA,cACA,cACA,IACA,OACA,SACA,SACA,MACA,KAOuBoP,KAAK,KAAO,IACnCnP,SAAU,CAGRP,EAAKY,kBACLZ,EAAKS,iBAGLT,EAAK8B,oBACL9B,EAAK+B,qBAGL2xD,EAGA,CACE3yD,MAAO,4BAA8B4yD,EACrCpxD,aAAa,EACbhC,SAAU,CACR,CAACG,UAAW,iBAAkBK,MAAO,+BAKzC,CACEA,MAAO,4BAA8B4yD,EACrCpxD,aAAa,EACbhC,SAAU,CACR,CAACG,UAAW,cAAeK,MAAO,+BAKtC,CACEA,MAAO,OA/UF,CACT,IACA,OACA,UACA,UACA,QACA,QACA,IACA,aACA,OACA,SACA,SACA,UACA,OACA,OACA,KACA,MACA,UACA,MACA,MACA,KACA,KACA,KACA,WACA,aACA,SACA,SACA,OACA,KACA,KACA,KACA,KACA,KACA,KACA,SACA,SACA,OACA,IACA,SACA,MACA,QACA,MACA,MACA,QACA,SACA,KACA,OACA,OACA,MACA,SACA,KACA,IACA,IACA,QACA,OACA,UACA,OACA,SACA,UACA,MACA,QACA,QACA,KACA,WACA,QACA,KACA,QACA,OACA,KACA,KACA,MACA,SAwQyB2O,KAAK,KAAO,IAAMikD,EACvCpxD,aAAa,EACbhC,SAAU,CACR,CAACG,UAAW,eAAgBK,MAAO,+BAKvC,CACEA,MAAO,YAtWU,CACrB,QACA,SACA,eACA,aACA,SACA,cACA,QACA,QACA,OACA,OACA,WA2V0C2O,KAAK,KAAO,IAAMikD,GAI1D,CACE5yD,MAAO,KA3XK,CAChB,UACA,MACA,QACA,SACA,YACA,MACA,SACA,UACA,QACA,QACA,OACA,OACA,SA8W+B2O,KAAK,KAAO,QAIzCgK,EAGA1Z,EAAKiX,gBAGLjX,EAAKyC,YAIL,CACE/B,UAAW,WACXK,MAAO,kCACPT,QAAS,QACTiC,aAAa,EACbhC,SAAU,CACR,CAACG,UAAW,QAASK,MAAO,6BAC5B,CACEL,UAAW,SACXK,MAAO,KACPC,IAAK,KACLT,SAAU,CACRmzD,EACAh6C,EACA1Z,EAAKS,iBACLT,EAAKiX,gBACLjX,EAAKyC,YACLzC,EAAKY,sBASb,CACEF,UAAW,YACXK,MAAO,OA3TI,CACf,gBACA,cACA,aACA,YACA,kBACA,sBACA,qBACA,sBACA,4BACA,iBACA,uBACA,4BACA,OACA,sBACA,aACA,wBACA,kBACA,mBACA,mBACA,oBACA,sBACA,oBACA,kBACA,SACA,gBACA,sBACA,4BACA,6BACA,sBACA,sBACA,kBACA,eACA,eACA,sBACA,sBACA,qBACA,sBACA,qBACA,cACA,oBACA,oBACA,oBACA,gBACA,eACA,qBACA,qBACA,qBACA,iBACA,eACA,aACA,mBACA,yBACA,0BACA,mBACA,mBACA,eACA,SACA,uBACA,aACA,aACA,cACA,eACA,eACA,eACA,QACA,OACA,YACA,QACA,eACA,cACA,aACA,cACA,oBACA,oBACA,oBACA,cACA,eACA,UACA,UACA,oBACA,gBACA,SACA,YACA,UACA,cACA,SACA,OACA,aACA,iBACA,YACA,YACA,cACA,YACA,QACA,OACA,cACA,wBACA,eACA,yBACA,YACA,mBACA,eACA,aACA,eACA,yBACA,cACA,SACA,UACA,OACA,oBACA,kBACA,mBACA,WACA,UACA,UACA,kBACA,OACA,iBACA,cACA,aACA,mBACA,sBACA,kBACA,SACA,gBACA,cACA,eACA,aACA,QACA,OACA,aACA,YACA,aACA,YACA,WACA,YACA,WACA,YACA,SACA,OACA,SACA,aACA,kBACA,UACA,QACA,UACA,UACA,gBACA,iBACA,gBACA,gBACA,WACA,gBACA,aACA,aACA,UACA,iBACA,eACA,gBACA,cACA,mBACA,oBACA,oBACA,cACA,qBACA,iBACA,WACA,SACA,SACA,QACA,WACA,eACA,aACA,kBACA,kBACA,wBACA,uBACA,wBACA,cACA,gBACA,iBACA,cACA,iBACA,0BACA,MACA,YACA,mBACA,kBACA,aACA,mBACA,sBACA,sBACA,6BACA,eACA,iBACA,aACA,cACA,SACA,QACA,aACA,eACA,YACA,WAgH+BwU,UAAU7F,KAAK,KAAO,OACjDjO,OAAQ,CAENT,IAAK,MACLT,SAAU,CACRmzD,EACAh6C,EACA1Z,EAAKS,iBACLT,EAAKY,kBACLZ,EAAKiX,gBACLjX,EAAKyC,YACLzC,EAAK+B,sBAEPzB,QAAS,KACTK,UAAW,Q,iBC/brBhG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClB+B,QAAS,OAAShC,EAAKiC,SACvB/B,SAAU,CACRE,QAEE,mgBAOFC,SAEE,6xBAWF6B,KACE,sHAGJ3B,SAAU,CACRP,EAAK+B,qBACL/B,EAAKiB,QACH,IACA,IACA,CACEN,UAAW,IAGfX,EAAK4B,cACL5B,EAAKgX,mBACL,CACEtW,UAAW,SACXK,MAAO,iCAETf,EAAKY,kBACL,CACEF,UAAW,SACXK,MAAO,IAAMC,IAAK,WAClBV,QAAS,eAEX,CAACI,UAAW,SAAWK,MAAO,qBAC9B,CAACL,UAAW,OAAQK,MAAO,IAAKC,IAAK,KACrC,CACEN,UAAW,QACXK,MAAO,e,iBCxDfpG,EAAOD,QAAU,WAEf,MAAO,CACL4G,QAAS,CAAC,SACVhB,QAAS,MACTC,SAAU,CACR,CACEQ,MAAO,kBAAeC,IAAK,IAC3BT,SAAU,CAAC,CAACG,UAAW,SAAUK,MAAO,kBAE1C,CACEA,MAAO,gCAAkCwB,aAAa,EAAMvB,IAAK,IACjET,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBoE,cAAc,EAAM7B,YAAY,GAElC,CACExC,MAlBI,kBAoBN,CACEL,UAAW,UACXK,MAAO,YAIb,CACEL,UAAW,YACXK,MAAO,OAAQC,IAAK,KAAMuC,YAAY,EACtCjD,QAAS,YACTmB,OAAQ,CAACT,IAAK,IAAKL,UAAW,IAEhC,CACEI,MAAO,SACPU,OAAQ,CAACF,YAAa,GAAIJ,gBAAgB,Q,iBCnClDxG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,MAAO,MACjBU,QAAS,YAAchC,EAAKiC,SAAW,MAWvC/B,SAAU,wm6FA2BVK,SAAU,CACRP,EAAKiB,QAAQ,SAAU,SAAU,CAACV,SAAU,CAAC,UAC7CP,EAAKY,kBACLZ,EAAK4B,kB,gCC1CX7H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAASsF,GACtB,IASI4zD,EAAa,CACb5zD,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKiB,QAAQ,KAAM,MACnBjB,EAAKQ,QAAQR,EAAK4B,cAAe,CAACb,MAAO,iCAAmCf,EAAKqF,cACjFrF,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,OAC9CN,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/C,CACII,UAAW,OACXK,MAAO,2BAEX,CACIL,UAAW,OACXK,MAAO,2BAEX,CACIL,UAAW,OACXK,MAAO,YACPC,IAAK,UAET,CACIN,UAAW,OACXK,MAAO,uBAEX,CACIL,UAAW,WACXK,MAAO,6DACPC,IAAK,sCAET,CACIN,UAAW,SACXW,SAAU,CACN,CACIN,MAAO,IAAKC,IAAK,OACjBV,QAAS,UAMzB,MAAO,CACHgB,QAAS,CAAC,MAGVrB,kBAAkB,EAClB+B,QAtDiB,oBAuDjB9B,SApDF,4FAqDEK,SAAU,CACN,CACIG,UAAW,OACXK,MA1DS,OAIH,CACdL,UAAW,OACXK,MAAO,kBAuDLkE,OAAO2uD,M,oDCrDA,iBAPf,SAAcr8C,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GAExB,MAAO,CACLE,SAAU,CACRE,QACE,mGACFC,SALiB,6CAOjBF,QACE,cAEJI,SAAU,CACRP,EAAKY,kBACLZ,EAAKyC,YACLzC,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,QACXG,cAAe,gCAAiCG,IAAK,KACrDV,QAAS,KACTC,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAC5Bf,OAAQ,CAACN,gBAAgB,EAAMoC,YAAY,OAIjD,CACExC,MAAO,yBAA0BC,IAAK,IACtCd,SA3Be,6CA4BfK,SAAU,CAAC,a,iBC7BnB5F,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLE,SAAU,CACRE,QAEE,qYAYFC,SACE,uCACFF,QACE,mBAEJI,SAAU,CACR,CACEG,UAAW,QACXG,cAAe,4BAA6BG,IAAK,IAAKuC,YAAY,EAClEjD,QAAS,iBACTC,SAAU,CACRP,EAAKc,wBAGTd,EAAK8B,oBACL9B,EAAK+B,qBACL,CACErB,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBL,UAAW,GAEbX,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cACL,CACElB,UAAW,OACXK,MAAO,KAAMC,IAAK,IAClBL,UAAW,O,gCC1CnB5G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmHlBjH,EAAQiH,QAlHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,0BAA2B,CACzB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,WAAc,WAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCrHlBhH,EAAOD,QAAU,WACf,MAAO,CACL6G,YAAa,MACbhB,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,oBAGT,CACEA,MAAO,oBAAqBC,IAAK,IACjCO,YAAa,QAGf,CACER,MAAO,gBACPC,IAAK,WACLO,YAAa,OACb6D,cAAc,EACd7B,YAAY,O,iBCnBpB5I,EAAOD,QAAU,WAkCf,MAAO,CACL6F,SAAU,CAjCE,CACZG,UAAW,UACXK,MAAO,WACPC,IAAK,KACLT,SAAU,CAAC,CACTQ,MAAO,KACPC,IAAK,KACLT,SAAU,CAAC,OAAQ,CACjBQ,MAAO,UAGXJ,UAAW,IAGE,CACbD,UAAW,UACXK,MAAO,kCACPC,IAAK,KACLuC,YAAY,GAGC,CACb7C,UAAW,WACXK,MAAO,kBACPC,IAAK,KAGe,CACpBN,UAAW,SACXK,MAAO,W,kDCrBM,iBAPf,SAAcwW,GACb,wBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GA01BxB,MAAO,CACLsB,QAAS,CAAC,MAAO,OACjBrB,kBAAkB,EAClBC,SA51BiB,CACjBA,SAAU,2KAGVG,SAAU,oslCA+lBVF,QAAS,+oXA4MTyhB,OAAQ,60EA+CRrhB,SAAU,CACRP,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,kB,iBCp2BXjH,EAAOD,QAAU,SAASsF,GACxB,IAAI6zD,EAAkB,CACpBnzD,UAAW,WACXK,MAAO,2HAGL+yD,EAAmB,CACrBpzD,UAAW,SACXK,MAAO,kBAGLgzD,EAAc,CAChBrzD,UAAW,UACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAAEszD,EAAiBC,IAM/B,OAHAD,EAAgBtzD,SAAW,CAAEwzD,GAC7BD,EAAiBvzD,SAAW,CAAEwzD,GAEvB,CACLzyD,QAAS,CAAE,OAEXpB,SACE,kSAMFI,QAAS,qDAETC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBV,QAAS,MACTC,SAAU,CAAEP,EAAK6B,kBACjBlB,UAAW,GAGb,CACED,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBV,QAAS,MACTC,SAAU,CAAEP,EAAK6B,kBACjBlB,UAAW,GAIb,CACED,UAAW,SACXK,MAAO,MAAOC,IAAK,OAGrBhB,EAAK8B,oBACL9B,EAAK+B,qBAEL,CACElB,cAAe,sBAAuBG,IAAK,IAC3CV,QAAS,UACTC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,mBAKb,CACEF,cAAe,QAASG,IAAK,IAC7BV,QAAS,UACTC,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,gBACPR,SAAU,CACR,CACEQ,MAAO,WACPR,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,uBASrB8yD,EACAC,EAEA,CACEpzD,UAAW,UACXK,MAAO,wBAGT,CACEL,UAAW,SACXK,MAAO,oF,iBCrGf,IAAIg2B,EAGJA,EAAK,WACJ,OAAOxsB,KADH,GAIL,IAECwsB,EAAIA,GAAK,IAAIi9B,SAAS,cAAb,GACR,MAAOj5D,GAEc,iBAAX6E,SAAqBm3B,EAAIn3B,QAOrCjF,EAAOD,QAAUq8B,G,iBCnBjBp8B,EAAOD,QAEP,SAASsF,GAYP,MAAO,CACLsB,QAAS,CAAC,KAAM,OAChBpB,SAEE,6iCAeFK,SAAU,CAERP,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IAEnC,CACED,UAAW,WACXK,MAAO,yCACPC,IAAK,MACLuC,YAAY,EACZhB,aAAa,EACbhC,SAAU,CACR,CACEG,UAAW,UACXK,MAAO,mCACPwC,YAAY,GAEd,CACE7C,UAAW,OACXK,MAAO,WAGTf,EAAKc,wBAnDC,CACZJ,UAAW,SACXK,MAAO,QAASC,IAAK,IACrBV,QAAS,OAEK,CAEdI,UAAW,SACXK,MAAO,0B,gCCTXhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,WACf,MAAO,CACL6F,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,UACPJ,UAAW,GACXc,OAAQ,CAGNT,IAAK,cACLO,YAAa,SAOjBD,QAAS,CAAC,kB,iBClBhB3G,EAAOD,QAAU,SAAUsF,GACzB,IAAIyD,EACF,qoBASF,MAAO,CACLvD,SAAWuD,EACXnD,QAAU,QACVC,SAAW,CACTP,EAAKiB,QACH,UACA,OACA,CACEN,UAAY,EACZJ,SAAW,CACT,CAEEQ,MAAO,OAAQJ,UAAW,GAE5B,CACED,UAAY,SACZK,MAAQ,iBAKhBf,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAY,QACZG,cAAgB,SAChBG,IAAM,QACNuC,YAAa,EACbjD,QAAU,YACVC,SAAW,CACT,CACEM,cAAgB,yFAElBb,EAAKc,sBACL,CACEC,MAAQ,WACRC,IAAM,OACNd,SAAWuD,uBACXF,YAAa,KAInB,CACE7C,UAAY,QACZG,cAAgB,kBAChBG,IAAM,QACNuC,YAAa,EACb5C,UAAW,EACXT,SAAW,kBACXI,QAAU,WACVC,SAAW,CACT,CAACM,cAAgB,sBACjBb,EAAKc,wBAGT,CAEED,cAAgB,kDAChBG,IAAM,MACNuC,YAAa,EACbjD,QAAU,UACVC,SAAW,CACT,CACEQ,MAAQf,EAAKsD,oBAAsB,UACnCf,aAAc,EACdhC,SAAW,CAACP,EAAKc,0BAIvB,CACEC,MAAQ,MACRwB,aAAc,EACdvB,IAAM,OACNL,UAAW,EACX4C,YAAa,EACbrD,SAAWuD,EACXnD,QAAU,UACVC,SAAW,CACT,CACEQ,MAAQf,EAAKsD,oBAAsB,UACnCpD,SAAWuD,uBACX9C,UAAW,GAEbX,EAAKY,oBAGT,CAEEC,cAAgB,YAChBF,UAAY,GAEd,CAEED,UAAY,WACZK,MAAQ,2DACRwB,aAAc,EACdvB,IAAM,QACNd,SAAWuD,EACXF,YAAa,EACbhD,SAAW,CACT,CACEQ,MAAQf,EAAKsD,oBAAsB,UACnCf,aAAc,EACd5B,UAAW,EACXJ,SAAW,CAACP,EAAKc,wBAEnB,CACEJ,UAAY,SACZK,MAAQ,KAAMC,IAAM,KACpBL,UAAW,EACXT,SAAWuD,EACXlD,SAAW,CACTP,EAAKS,iBACLT,EAAKY,kBACLZ,EAAK4B,cACL5B,EAAK+B,uBAGT/B,EAAK8B,oBACL9B,EAAK+B,uBAGT/B,EAAK4B,cACL,CAEElB,UAAY,OACZK,MAAQ,kB,gCCzIhBhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmHlBjH,EAAQiH,QAlHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,MAAS,UACT,WAAc,WAEhB,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,UACT,eAAkB,aAEpB,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCrHlBhH,EAAOD,QAgBP,SAASsF,GAMP,IAuCEi0D,EAAa,2FAgBXC,EAAqB,yGAcrBC,EAAiB,CACnBzzD,UAAW,SACTK,MAAO,MAAQkzD,EAAa,uBAC5BtzD,UAAW,GAOXyzD,EAAe,CACjB1zD,UAAW,SACXK,MAAO,8fAEHkzD,EAFG,gBAIPtzD,UAAW,GAQT0zD,EAAmB,CACrB3zD,UAAW,SACXK,MAAO,KAAQmzD,EAAqB,MAAOlzD,IAAK,IAChDV,QAAS,KAkBPg0D,EAAgB,CAClB5zD,UAAW,SACXK,MAAO,IACPR,SAAU,CAbY,CACtBQ,MAAOmzD,EACPvzD,UAAW,IAYXK,IAAK,WAuFHuzD,EAAyBv0D,EAAKiB,QAChC,SACA,SACA,CACEV,SAAU,CAAC,QACXI,UAAW,KAIf,MAAO,CACLqB,QAAShC,EAAKsD,oBACdpD,SAxNe,CACfE,QACE,6mBAQFC,SACE,2KAGFF,QACE,mBA0MFI,SAAU,CACRP,EAAK8B,oBACH9B,EAAK+B,qBACLwyD,EAvEkB,CACtB7zD,UAAW,SACXK,MAAO,iCACPJ,UAAW,IAsEP2zD,EAhGgC,CACpC5zD,UAAW,SACXK,MAAO,QACPC,IAAK,UACLL,UAAW,GAQyB,CACpCD,UAAW,SACXK,MAAO,IACPC,IAAK,WAmBmB,CACxBN,UAAW,SACXK,MAAO,QACPC,IAAK,QA+DDozD,EACAD,EACAE,EAzDgB,CACpB3zD,UAAW,OACXK,MAAO,MACPC,IAAK,IACLL,UAAW,GAQuB,CAClCD,UAAW,OACXK,MAAO,UACPC,IAAK,IACLL,UAAW,GAQU,CACrBD,UAAW,UACXK,MAAO,+B,iBC3NXpG,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLsB,QAAS,CAAC,KAAM,OAChBrB,kBAAkB,EAClBC,SAAU,4/cACNK,SAAU,CACZ,CACEG,UAAW,SACXK,MAAO,mBAET,CACEL,UAAW,WACXK,MAAO,yBAET,CACEL,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,kBACR,CAACA,MAAO,iBAIZ,CACEL,UAAW,WACXW,SAAU,CACR,CACEN,MAAO,u5CAKbf,EAAKiB,QAAQ,iBAAiB,GAC9BjB,EAAK8B,oBACL9B,EAAK+B,yB,iPC9BJ,SAASyyD,EAAkBC,GAChC,IAAIC,EAAehpD,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GACnFipD,EAAajpD,UAAU5R,OAAS,EAAI4R,UAAU,QAAK3N,EACvD,OAAO02D,EAAW5zC,QAAO,SAAU+zC,EAAal0D,GAC9C,OAAOmmC,IAAc,GAAI+tB,EAAaD,EAAWj0D,MAChDg0D,GAEE,SAASG,EAAsBJ,GACpC,OAAOA,EAAW/kD,KAAK,KAgBV,SAAS1T,EAAcwlB,GACpC,IAAIrU,EAAOqU,EAAKrU,KACZwnD,EAAanzC,EAAKmzC,WAClBG,EAAatzC,EAAKnH,MAClBA,OAAuB,IAAfy6C,EAAwB,GAAKA,EACrCC,EAAkBvzC,EAAKuzC,gBACvB31D,EAAMoiB,EAAKpiB,IACXq5C,EAAatrC,EAAKsrC,WAElBuc,EAAU7nD,EAAKukB,QAGnB,GAAa,SAJFvkB,EAAKlR,KAKd,OAHUkR,EAAKrO,MAIV,GAAIk2D,EAAS,CAClB,IAAIC,EA7BD,SAAwBN,EAAYI,GACzC,IAAIG,EAAgB,EACpB,OAAO,SAAUx2C,GAEf,OADAw2C,GAAiB,EACVx2C,EAAS1O,KAAI,SAAU3B,EAAOzU,GACnC,OAAOoC,EAAc,CACnBmR,KAAMkB,EACNsmD,WAAYA,EACZI,gBAAiBA,EACjB31D,IAAK,gBAAgB6F,OAAOiwD,EAAe,KAAKjwD,OAAOrL,SAoBrCu7D,CAAeR,EAAYI,GAC7CK,EAA0BL,GAAmBtc,EAAW/3C,WAAa+3C,EAAW/3C,UAAU2P,QAAO,SAAU3P,GAC7G,OAAQi0D,EAAWj0D,MAEjBA,EAAY00D,GAA2BA,EAAwBt7D,OAASs7D,OAA0Br3D,EAClGugB,EAAQy2C,EAAkBluB,IAAc,GAAI4R,EAAY,CAC1D/3C,UAAWA,GAAam0D,EAAsBn0D,IAC7C,CACD2Z,MAAOm6C,EAAkB/b,EAAW/3C,UAAW,EAAc,GAAI+3C,EAAWp+B,MAAOA,GAAQs6C,KACxF9tB,IAAc,GAAI4R,EAAY,CACjC/3C,UAAWm0D,EAAsBpc,EAAW/3C,aAE1Cge,EAAWu2C,EAAgB9nD,EAAKuR,UACpC,OAAOwF,IAAMloB,cAAcg5D,EAAS96C,IAAS,CAC3C9a,IAAKA,GACJkf,GAAQI,I,+MChCf,SAAS22C,EAAYppB,GACnB,IAAIqpB,EAAarpB,EAAMqpB,WACnBC,EAAYtpB,EAAMspB,UAClBC,EAAuBvpB,EAAMwpB,eAC7BA,OAA0C,IAAzBD,EAAkC,GAAKA,EACxDE,EAAczpB,EAAMypB,YACpBC,EAAqB1pB,EAAM0pB,mBAK/B,OAJAF,EAAep7C,MAAQo7C,EAAep7C,OAAS,CAC7Cu7C,MAAO,OACPC,aAAc,QAET3xC,IAAMloB,cAAc,OAAQke,IAAS,GAAIu7C,EAAgB,CAC9Dp7C,MAAO,EAAc,GAAIk7C,EAAWE,EAAep7C,SA3BvD,SAAwBmH,GACtB,IACIm0C,EAAqBn0C,EAAKm0C,mBAC1BG,EAAmBt0C,EAAKk0C,YACxBA,OAAmC,IAArBI,EAA8B,GAAKA,EACrD,OAJYt0C,EAAKiuC,MAIJz/C,KAAI,SAAUiqC,EAAGrgD,GAC5B,IAAIwwB,EAASxwB,EAAI+7D,EACbld,EAAoC,mBAAhBid,EAA6BA,EAAYtrC,GAAUsrC,EAC3E,OAAOxxC,IAAMloB,cAAc,OAAQke,IAAS,CAC1C9a,IAAK,QAAQ6F,OAAOrL,GACpB8G,UAAW,wCACV+3C,GAAa,GAAGxzC,OAAOmlB,EAAQ,UAiBhC2rC,CAAe,CACjBtG,MAAO6F,EAAW9uD,QAAQ,MAAO,IAAI4I,MAAM,MAC3CsmD,YAAaA,EACbC,mBAAoBA,KAIxB,SAASK,EAAkBC,GACzB,IAAIv3C,EAAWu3C,EAAMv3C,SAEjBw3C,EAAYD,EAAMC,UAClBC,EAAkBF,EAAMv1D,UACxBA,OAAgC,IAApBy1D,EAA6B,GAAKA,EAC9C1d,GAAmC,mBAAdyd,EAA2BA,EAJnCD,EAAMG,YAIqDF,IAAc,GAE1F,OADAzd,EAAW/3C,UAAY+3C,EAAW/3C,UAAYA,EAAUuE,OAAOwzC,EAAW/3C,WAAaA,EAChF,CACLzE,KAAM,UACNy1B,QAAS,OACT+mB,WAAYA,EACZ/5B,SAAUA,GAyBd,SAAS23C,EAAgBC,EAAUJ,GAmEjC,IAlEA,IAAIK,EAtBN,SAASC,EAAgBD,GAIvB,IAHA,IAAI71D,EAAYgL,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAChF+qD,EAAU/qD,UAAU5R,OAAS,QAAsBiE,IAAjB2N,UAAU,GAAmBA,UAAU,GAAK,GAEzE9R,EAAI,EAAGA,EAAI28D,EAAKz8D,OAAQF,IAAK,CACpC,IAAIuT,EAAOopD,EAAK38D,GAEhB,GAAkB,SAAduT,EAAKlR,KACPw6D,EAAQr8D,KAAK47D,EAAkB,CAC7Bt3C,SAAU,CAACvR,GACXzM,UAAWA,UAER,GAAIyM,EAAKuR,SAAU,CACxB,IAAI+1C,EAAa/zD,EAAUuE,OAAOkI,EAAKsrC,WAAW/3C,WAClD+1D,EAAUA,EAAQxxD,OAAOuxD,EAAgBrpD,EAAKuR,SAAU+1C,KAI5D,OAAOgC,EAIID,CAAgBF,EAASx3D,OAChC23D,EAAU,GACVC,GAAsB,EACtBhpD,EAAQ,EAERipD,EAAQ,WACV,IAAIxpD,EAAOopD,EAAK7oD,GACZ5O,EAAQqO,EAAKuR,SAAS,GAAG5f,MAG7B,GAF2BA,EApFlB+H,MAAM+vD,GAsFD,CACZ,IAAIC,EAAa/3D,EAAMsQ,MAAM,MAC7BynD,EAAWnvD,SAAQ,SAAU6L,EAAM3Z,GACjC,IAAIw8D,EAAaK,EAAQ38D,OAAS,EAC9Bg9D,EAAW,CACb76D,KAAM,OACN6C,MAAO,GAAGmG,OAAOsO,EAAM,OAGzB,GAAU,IAAN3Z,EAAS,CACX,IAAIm9D,EAAYR,EAAKz2D,MAAM42D,EAAqB,EAAGhpD,GAAOzI,OAAO+wD,EAAkB,CACjFt3C,SAAU,CAACo4C,GACXp2D,UAAWyM,EAAKsrC,WAAW/3C,aAG7B+1D,EAAQr8D,KAAK47D,EAAkB,CAC7Bt3C,SAAUq4C,EACVX,WAAYA,EACZF,UAAWA,UAER,GAAIt8D,IAAMi9D,EAAW/8D,OAAS,EAAG,CAGtC,GAFkBy8D,EAAK7oD,EAAQ,IAAM6oD,EAAK7oD,EAAQ,GAAGgR,UAAY63C,EAAK7oD,EAAQ,GAAGgR,SAAS,GAEzE,CACf,IAIIs4C,EAAUhB,EAAkB,CAC9Bt3C,SAAU,CALiB,CAC3BziB,KAAM,OACN6C,MAAO,GAAGmG,OAAOsO,KAIjB7S,UAAWyM,EAAKsrC,WAAW/3C,YAE7B61D,EAAK/gD,OAAO9H,EAAQ,EAAG,EAAGspD,QAE1BP,EAAQr8D,KAAK47D,EAAkB,CAC7Bt3C,SAAU,CAACo4C,GACXV,WAAYA,EACZF,UAAWA,EACXx1D,UAAWyM,EAAKsrC,WAAW/3C,kBAI/B+1D,EAAQr8D,KAAK47D,EAAkB,CAC7Bt3C,SAAU,CAACo4C,GACXV,WAAYA,EACZF,UAAWA,EACXx1D,UAAWyM,EAAKsrC,WAAW/3C,gBAIjCg2D,EAAqBhpD,EAGvBA,KAGKA,EAAQ6oD,EAAKz8D,QAClB68D,IAGF,GAAID,IAAuBH,EAAKz8D,OAAS,EAAG,CAC1C,IAAI4kB,EAAW63C,EAAKz2D,MAAM42D,EAAqB,EAAGH,EAAKz8D,QAEnD4kB,GAAYA,EAAS5kB,QACvB28D,EAAQr8D,KAAK47D,EAAkB,CAC7Bt3C,SAAUA,EACV03C,WAAYK,EAAQ38D,OAAS,EAC7Bo8D,UAAWA,KAKjB,OAAOO,EAGT,SAASQ,EAAgBC,GACvB,IACIvC,EAAauC,EAAMvC,WACnBI,EAAkBmC,EAAMnC,gBAC5B,OAHWmC,EAAM/xB,KAGLn1B,KAAI,SAAU7C,EAAMvT,GAC9B,OAAOoC,EAAc,CACnBmR,KAAMA,EACNwnD,WAAYA,EACZI,gBAAiBA,EACjB31D,IAAK,gBAAgB6F,OAAOrL,Q,IAuCTu9D,EAAqBC,E,2EApN1CR,EAAe,M,YCAfS,GDoNqBF,E,OCpNGG,EDoNkBF,EExN/B,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,WAAc,QAEhB,iBAAkB,CAChB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,oBAAqB,CACnB,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,YAAa,CACX,WAAc,QAEhB,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,SF2GT,SAA2BG,GAChC,IAAI3pD,EAAW2pD,EAAM3pD,SACjB8Q,EAAW64C,EAAM74C,SACjB84C,EAAcD,EAAMl9C,MACpBA,OAAwB,IAAhBm9C,EAAyBJ,EAAeI,EAChDC,EAAoBF,EAAMG,YAC1BA,OAAoC,IAAtBD,EAA+B,GAAKA,EAClDE,EAAqBJ,EAAMK,aAC3BA,OAAsC,IAAvBD,EAAgC,CACjDt9C,MAAOA,EAAM,6BACXs9C,EACAE,EAAwBN,EAAMxC,gBAC9BA,OAA4C,IAA1B8C,GAA0CA,EAC5DC,EAAwBP,EAAMQ,gBAC9BA,OAA4C,IAA1BD,GAA2CA,EAC7DE,EAAwBT,EAAM5B,mBAC9BA,OAA+C,IAA1BqC,EAAmC,EAAIA,EAC5DC,EAA2BV,EAAMU,yBACjCC,EAAkBX,EAAMW,gBACxBC,EAAYZ,EAAMY,UAClBC,EAAkBb,EAAMrB,UACxBA,OAAgC,IAApBkC,EAA6B,GAAKA,EAC9CC,EAAWd,EAAMc,SACjBC,EAAef,EAAMgB,OACrBA,OAA0B,IAAjBD,EAA0B,MAAQA,EAC3CE,EAAgBjB,EAAMkB,QACtBA,OAA4B,IAAlBD,EAA2B,OAASA,EAC9CE,EAAanB,EAAM76D,KACnBA,OAAsB,IAAfg8D,EAAwBjtD,MAAMwU,QAAQvB,GAAYA,EAAS,GAAKA,EAAWg6C,EAClFC,EAAepB,EAAMoB,aACrB5lB,EAAOrzB,IAAyB63C,EAAO,CAAC,WAAY,WAAY,QAAS,cAAe,eAAgB,kBAAmB,kBAAmB,qBAAsB,2BAA4B,kBAAmB,YAAa,YAAa,WAAY,SAAU,UAAW,OAAQ,iBAE1RoB,EAAeA,GAAgBxB,EAC/B,IAAIyB,EAAcb,EAAkB7zC,IAAMloB,cAAcq5D,EAAa,CACnEI,eAAgBwC,EAChB1C,UAAWqC,EAAav9C,OAAS,GACjCq7C,YAAawC,EACbvC,mBAAoBA,EACpBL,WAAY54D,IACT,KAIDm8D,EAA6B,EAAc,GAAI9lB,EAApCgiB,EAA0C,CACvD16C,MAAO,EAAc,GAJDA,EAAMra,MAAQqa,EAAM,4BAA8B,CACtEy+C,gBAAiB,QAGyBpB,IACf,CAC3Bh3D,UAAW,SAGb,IAAKi4D,EACH,OAAOz0C,IAAMloB,cAAcu8D,EAAQM,EAAUD,EAAa10C,IAAMloB,cAAcy8D,EAASb,EAAcl7D,IAQvGy7D,KAAYE,QAA0Bt6D,IAAdo6D,IAAiCA,EACzDE,EAAWA,GAAYpB,EACvB,IAAI8B,EAAmB,CAAC,CACtB98D,KAAM,OACN6C,MAAOpC,IAEL45D,EAnGR,SAAqB0C,GACnB,IAAIL,EAAeK,EAAML,aACrB/qD,EAAWorD,EAAMprD,SACjBlR,EAAOs8D,EAAMt8D,KACbq8D,EAAmBC,EAAMD,iBAE7B,GAAIJ,EAAaxlD,YAAa,CAC5B,IAAI8lD,EAAcrrD,GAAY+qD,EAAaxlD,YAAYvF,GAEvD,MAAiB,SAAbA,EACK,CACL9O,MAAOi6D,EACPnrD,SAAU,QAEHqrD,EACFN,EAAa5nD,UAAUnD,EAAUlR,GAEjCi8D,EAAaxmD,cAAczV,GAItC,IACE,OAAOkR,GAAyB,SAAbA,EAAsB,CACvC9O,MAAO65D,EAAa5nD,UAAUrU,EAAMkR,IAClC,CACF9O,MAAOi6D,GAET,MAAOh+D,GACP,MAAO,CACL+D,MAAOi6D,IAsEMG,CAAY,CACzBP,aAAcA,EACd/qD,SAAUA,EACVlR,KAAMA,EACNq8D,iBAAkBA,IAGM,OAAtBzC,EAAS1oD,WACX0oD,EAASx3D,MAAQi6D,GAGnB,IAAIxC,EAAO4B,EAAY9B,EAAgBC,EAAUJ,GAAaI,EAASx3D,MACvE,OAAOolB,IAAMloB,cAAcu8D,EAAQM,EAAUD,EAAa10C,IAAMloB,cAAcy8D,EAASb,EAAcS,EAAS,CAC5GlzB,KAAMoxB,EACN5B,WAAYt6C,EACZ06C,gBAAiBA,QCnSvBsC,EAAY8B,mBELG,CAAC,KAAM,OAAQ,YAAa,eAAgB,MAAO,cAAe,SAAU,cAAe,SAAU,UAAW,SAAU,WAAY,UAAW,aAAc,SAAU,SAAU,MAAO,SAAU,OAAQ,QAAS,MAAO,YAAa,MAAO,YAAa,SAAU,QAAS,eAAgB,UAAW,QAAS,eAAgB,MAAO,MAAO,MAAO,QAAS,UAAW,KAAM,MAAO,MAAO,IAAK,OAAQ,SAAU,OAAQ,SAAU,MAAO,aAAc,MAAO,WAAY,MAAO,OAAQ,OAAQ,SAAU,MAAO,MAAO,cAAe,SAAU,QAAS,MAAO,OAAQ,UAAW,SAAU,OAAQ,QAAS,QAAS,UAAW,OAAQ,MAAO,KAAM,OAAQ,SAAU,SAAU,OAAQ,aAAc,UAAW,OAAQ,MAAO,WAAY,OAAQ,KAAM,UAAW,MAAO,SAAU,OAAQ,OAAQ,aAAc,YAAa,OAAQ,aAAc,QAAS,SAAU,QAAS,OAAQ,OAAQ,OAAQ,OAAQ,iBAAkB,aAAc,OAAQ,MAAO,MAAO,WAAY,WAAY,cAAe,SAAU,SAAU,MAAO,UAAW,UAAW,QAAS,cAAe,SAAU,aAAc,OAAQ,QAAS,SAAU,MAAO,OAAQ,aAAc,QAAS,WAAY,UAAW,UAAW,OAAQ,KAAM,QAAS,MAAO,YAAa,OAAQ,aAAc,aAAc,UAAW,SAAU,aAAc,WAAY,SAAU,YAAa,SAAU,IAAK,MAAO,IAAK,WAAY,MAAO,WAAY,WAAY,MAAO,OAAQ,gBAAiB,OAAQ,MAAO,QAAS,SAAU,SAAU,OAAQ,QAAS,QAAS,YAAa,MAAO,MAAO,MAAO,OAAQ,QAAS,SAAU,SAAU,UAAW,QAAS,eAAgB,MAAO,MAAO,MAAO,SAAU,KAAM,OAAQ,aAAc,OAAQ,QAAS,gBAAiB,WAAY,UAAW,OAAQ,MAAO,SAAU,KAAM,MAAO,SAAU,OAAQ,UFMzvD9B,O,mBGNf18D,EAAOD,QAAU,SAASsF,GAExB,IAAIsD,EAAsB,0CA2+FtBqG,EAAU,CACZjJ,UAAW,SACXK,MAAOf,EAAK4W,UACZjW,UAAW,GAIT+I,EAAU,CACZhJ,UAAW,SACXW,SAAU,CAAC,CAAEN,MAAO,IAAKC,IAAK,KAAO,CAAED,MAAO,IAAKC,IAAK,OAItDo4D,EAAU,CACZ14D,UAAW,SACXK,MAAO,4DACPJ,UAAW,GAsBTo1C,EAAW,CACb10C,SAAU,CAnBiB,CAC3BX,UAAW,UACXK,MAAO,KACPC,IAAK,IACLL,UAAW,EACXJ,SAAU,CAACP,EAAK8W,mBAAoBsiD,IAIR,CAC5B14D,UAAW,UACXK,MAAO,OACPC,IAAK,OACLL,UAAW,EACXJ,SAAU,CAACP,EAAK8W,mBAAoBsiD,MASlC31D,EAAW,CACbrD,QAhhGA,6KAihGAC,SAtDYg5D,gwwDAuDZj/C,MAhWA,mfAiWAja,QAlDY,wBAsDVm5D,EAAU,CACZv4D,MAAO,UAAYf,EAAKsD,oBACxBpD,SAAUuD,EACV9C,UAAW,GAIT6a,EAAQ,CACV9a,UAAW,OACXK,MAAO,YA9TP,qrHA8TgC+U,OAAOtP,QAAQ,MAAO,KAAO,IAC7DxF,IAAK,WACLuC,YAAY,GAIViG,EAAY,CACd9I,UAAW,WACXsB,QAASsB,EACTpD,SAAUuD,EACV1C,MAAOuC,EACP3C,UAAW,EACXJ,SAAU,CAACib,EAAO89C,IA8BpB,MAAO,CACLh4D,QAAS,CAAC,QACVrB,kBAAkB,EAClB+B,QAASsB,EACTpD,SAAUuD,EACVnD,QAAS,0BACTC,SAAU,CAjBI,CACdG,UAAW,WACXK,MAjBmBw4D,4CAkBnBv4D,IAAK,OACLuB,aAAa,EACbP,QAASsB,EACTpD,SAAUuD,EACVnD,QAAS,yBACTC,SAAU,CArBK,CACfG,UAAW,QACXsB,QAASsB,EACTpD,SAAU,CACRG,SAvzBF,k+KAyzBAU,MARmBw4D,4CASnBv4D,IAAK,MACLuB,aAAa,EACbgB,YAAY,GAYW+1D,EAAS9vD,EAAWE,EAASC,EAASosC,IAW3Dv6B,EACA89C,EACA9vD,EACAE,EACAC,EACAosC,M,iBChmGNp7C,EAAOD,QAAU,SAASsF,GACxB,IACIw5D,EAAO,CACT94D,UAAW,SACXK,MAAO,WAELwc,EAAS,CACX7c,UAAW,SACXK,MAAO,IAAMf,EAAKsD,qBAEpB,MAAO,CACLhC,QAAS,CAAC,MACVpB,SAAU,wCACVK,SAAU,CACRP,EAAKiB,QAAQ,IAAK,KAClBjB,EAAKS,iBACL,CACEC,UAAW,OACXK,MAAO,wBACPJ,UAAW,GAEb,CACEI,MAAO04D,sBACP94D,UAAW,GAEbX,EAAK4B,cACL2b,EACAi8C,EACA,CAIEz4D,MAAO,4DACPwB,aAAa,EAAMvB,IAAK,KACxBV,QAAS,KACTC,SAAU,CAAC,CAACQ,MAAO,kCAErB,CACEA,MAAO,SAAUC,IAAK,MACtBT,SAAU,CACRP,EAAKS,iBACL+4D,EACAx5D,EAAK4B,cACL2b,Q,iBC3CV5iB,EAAOD,QAAU,SAASsF,GACxB,MAAO,CACLC,kBAAkB,EAClBK,QAAS,KAET0B,QAAS,4BACT9B,SAAU,CACNE,QACE,w8BAaNG,SAAU,CACRP,EAAKY,kBACLZ,EAAKiB,QAAQ,MAAO,IAAK,CAACN,UAAW,KACrCX,EAAKiB,QAAQ,IAAM,IAAK,CAACN,UAAW,IACpC,CAEED,UAAW,SACXK,MAAO,WACPJ,UAAW,IAEb,CAEED,UAAW,SACXK,MAAO,8BACPJ,UAAW,GAEb,CAEED,UAAW,SACXK,MAAO,2BAET,CAEEL,UAAW,SACXK,MAAO,yB,iBC7CfpG,EAAOD,QAAU,SAASsF,GAsDxB,MAAO,CACLE,SAtDa,CACbE,QACE,iTAKF8B,KACE,0BACF/B,QACE,mBA6CFI,SAAU,CAvBI,CACdG,UAAW,OACXK,MAAO,mBACPJ,UAAW,GAtBkB,CAC7BD,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBL,UAAW,IAGW,CACtBD,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAGW,CAC3BnB,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAACP,EAAK6B,kBAChBlB,UAAW,GASK,CAChBI,MAAOf,EAAKiC,SAAW,IAAMtB,UAAW,GAsBtCX,EAAK4B,cACL5B,EAAK8B,oBACL9B,EAAK+B,yB,iBChEXpH,EAAOD,QAAU,SAASsF,GACxB,IAAIiB,EAAU,CACZI,SAAU,CACRrB,EAAKiB,QAAQ,KAAM,KACnBjB,EAAKiB,QACH,KACA,KACA,CACEV,SAAU,CAAC,YAMfm5D,EAAS,CACXh5D,UAAW,OACXK,MAAO,MAAOC,IAAK,OAGjB4I,EAAe,CACjBlJ,UAAW,OACXK,MAAO,KAAMC,IAAK,KAGhBw1C,EAAc,CAChB91C,UAAW,OACXK,MAAO,kBACPJ,UAAW,GAGTqZ,EAAO,CACTjZ,MAAO,MAAOC,IAAK,MACnBV,QAAS,IACTC,SAAU,CACRm5D,EACA9vD,EACA,CAAClJ,UAAW,OAAQK,MAAO,0CAC3Bf,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,kBACtCE,IASJ,MAAO,CACLK,QAAS,CAAC,MACVpB,SACE,wOAIFK,SAAU,CAIR,CACEM,cAAe,SAAUG,IAAK,QAC9Bd,SAAU,eACVK,SAAU,CAACyZ,EAAM/Y,GACjBX,QAAS,YAEX,CACES,MAAO,eAAgBC,IAAK,IAC5Bd,SAAU,6BACVK,SAAU,CAACyZ,EAAM/Y,GACjBX,QAAS,YAGX,CACEI,UAAW,QACXK,MAAO,8BAA+BC,IAAK,QAC3Cd,SAAU,8BACVK,SAAU,CAACi2C,EAAax8B,EAAM/Y,IAEhC,CACEP,UAAW,QACXK,MAAO,0BAA2BC,IAAK,IACvCd,SAAU,oCACVK,SAAU,CAACm5D,EAAQljB,EAAax8B,EAvCzB,CACXjZ,MAAO,IAAKC,IAAK,IACjBT,SAAUyZ,EAAKzZ,UAqCmCU,IAEhD,CACEJ,cAAe,UAAWG,IAAK,IAC/BT,SAAU,CAACi2C,EAAax8B,EAAM/Y,IAEhC,CACEJ,cAAe,sBAAuBG,IAAK,IAC3CT,SAAU,CAACP,EAAK4B,cAAeX,IAEjC,CACEF,MAAO,gBAAiBC,IAAK,IAC7Bd,SAAU,uEAEVK,SAAU,CAACi2C,EAAax2C,EAAKY,kBAAmBK,IAElD,CACEP,UAAW,OACXK,MAAO,kCAAoCC,IAAK,KAKlD04D,EACA9vD,EAKA5J,EAAKY,kBACLZ,EAAK4B,cACL40C,EACAx2C,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,mBAEtCE,EAEA,CAACF,MAAO,a,iBCrHdpG,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EACF,26BAWEqB,EAAgB,CAClB9E,EAAK8B,oBACL9B,EAAKiB,QAAQ,KAAM,KAAM,CAACN,UAAW,IACrCX,EAAKiB,QAAQ,OAAQ,OAAQ,CAACN,UAAW,MAEvCg5D,EAAY,CACdj5D,UAAW,OACXW,SAAU,CACR,CAACN,MAAO,OAAQC,IAAK,MACrB,CAACD,MAAO,SAAUC,IAAK,UAGvBiC,EAAS,CACXvC,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAAC,CAACQ,MAAO,QAEjBgE,EAAc,CAChBrE,UAAW,SAAUK,MAAO,WAE1BqmB,EAAQ,CACVrmB,MAAOf,EAAKiC,SAAW,wBAAyBM,aAAa,EAC7DhC,SAAU,CACRP,EAAKwC,aAGL2kB,EAAW,CACbzmB,UAAW,WACXG,cAAe,4CAA6CG,IAAK,OACjEd,SAAU,qDACVK,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVlD,SAAU,CAAC0C,EAAQ8B,EAAa40D,GAAW10D,OAAOH,IAEpD60D,GACA10D,OAAOH,IAEX,MAAO,CACLxD,QAAS,CAAC,MAAO,MAAO,MAAO,SAAU,aAAc,UAAW,MAAO,OACzErB,kBAAkB,EAClBC,SAAUuD,EACVnD,QAAS,2BACTC,SAAU,CACR0C,EAAQ8B,EACR/E,EAAKyC,YACL2kB,EACAD,EACAwyC,GACA10D,OAAOH,M,iBCjEbnK,EAAOD,QAAU,SAASsF,GACxB,IAAIyZ,EAAU,CACZ/Y,UAAW,UACXK,MAAO,WACPJ,UAAW,GAEb,MAAO,CACLW,QAAS,CAAC,MACVf,SAAU,CACRP,EAAKiB,QACH,6BACA,4BACA,CACES,WAAW,EACXf,UAAW,IAGf,CACED,UAAW,QACXK,MAAO,WACPJ,UAAW,GAEb,CACED,UAAW,SACXK,MAAO,SACPJ,UAAW,GAEb,CAEEI,MAAO,YAAawB,aAAa,EACjChC,SAAU,CAACkZ,IAEbA,M,iBChCN9e,EAAOD,QAAU,SAASsF,GACxB,IA6BIiB,EAAUjB,EAAKiB,QAAQ,IAAK,KAO5B24D,EAAO55D,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACE,UAAW,IACvDsC,EAASjD,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACD,UAAW,IAM9DsC,EAAO1C,SAASnG,KALC,CACfsG,UAAW,QACXK,MAAO,wEACPJ,UAAW,IAuBb,MAAO,CACLW,QAAS,CAAC,IAAK,OACfpB,SAlEa,CACbE,QACE,odAOF8B,KAEE,grBAaF7B,SACE,qIA0CFE,SAAU,CAtBM,CAChBG,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,OACR,CAACA,MAAO,KAAMJ,UAAW,GACzB,CAACI,MAAO,KAAMJ,UAAW,GACzB,CAACI,MAAO,SACR,CAACA,MAAO,WAIgB,CAC1BL,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,eACR,CAACA,MAAO,IAAKJ,UAAW,KAUxBM,EACAjB,EAAK+B,qBAxCK,CACZrB,UAAW,SACXK,MAAO,4BAwCLf,EAAKyC,YACLm3D,EACA32D,EACA,CAAClC,MAAO,U,iBC7EdpG,EAAOD,QAAU,SAASsF,GACxB,IAAIqvD,EAAS,CACXtuD,MAAO,gBACPb,SAAU,CACRpC,KACE,4kBASJyC,SAAU,CACRP,EAAKY,kBACLZ,EAAKS,mBAIT,MAAO,CACLa,QAAS,CAAC,SACVrB,kBAAkB,EAClBsB,YAAa,MACbhB,SAAU,CACRP,EAAKiB,QAAQ,qBAAsB,yBACnCjB,EAAKiB,QAAQ,MAAO,MACpB,CACEP,UAAW,eACXK,MAAO,MAAOC,IAAK,KACnBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,MACPb,SAAU,CACRpC,KACE,imBAUJ2D,OAAQ,CACNN,gBAAgB,EAChBjB,SAAU,WACVK,SAAU,CAAC8uD,GACX1uD,UAAW,MAKnB,CACED,UAAW,oBACXK,MAAO,OAAQC,IAAK,KACpBT,SAAU,CAAC8uD,Q,gCCxDnBt1D,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCzGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAAIoJ,EAAM,CACR1I,UAAW,WACXW,SAAU,CACR,CAACN,MAAO,sBACR,CAACA,MAAO,gBAGRod,EAAe,CACjBzd,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CACRP,EAAK6B,iBACLuH,EACA,CACE1I,UAAW,WACXK,MAAO,OAAQC,IAAK,KACpBT,SAAU,CAACP,EAAK6B,qBActB,MAAO,CACLP,QAAS,CAAC,KAAM,OAChBU,QAAS,kBACT9B,SAAU,CACRE,QACE,+DACFD,QACE,aACFE,SAGE,4uBAcF45C,EACE,qCAEJ15C,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,kBACPJ,UAAW,IAEb,CACED,UAAW,WACXK,MAAO,4BACPwB,aAAa,EACbhC,SAAU,CAACP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,gBACjDJ,UAAW,GAEbX,EAAK0C,kBACLyb,EApDgB,CAClBzd,UAAW,GACXK,MAAO,OAGS,CAChBL,UAAW,SACXK,MAAO,IAAKC,IAAK,KAgDfoI,M,iBC5ENzO,EAAOD,QAAU,SAASsF,GACxB,IAAI65D,EAAmB,8lCAQnBC,EAAiB95D,EAAKiB,QACxB,IACA,IACA,CACEN,UAAW,IAGXo5D,EAAgB/5D,EAAKiB,QACvB,SACA,SACA,CACEN,UAAW,KAGXsC,EAAS,CACXvC,UAAW,SACXK,MAAO,IAAMC,IAAK,IAClBT,SAAU,CAAC,CAACQ,MAAO,QAEjBgE,EAAc,CAChBrE,UAAW,SAAUK,MAAO,YAE1BomB,EAAW,CACbzmB,UAAW,WACXG,cAAe,mDAAoDG,IAAK,OACxEd,SAAU,+DACVK,SAAU,CACRP,EAAKwC,WACL,CACE9B,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBd,SAAU25D,EACVt5D,SAAU,CAAC0C,EAAQ8B,IAErB+0D,EAAeC,IAGnB,MAAO,CACL95D,kBAAkB,EAClB+B,QAAS,SACT9B,SAAU25D,EACVv5D,QAAS,kCACTC,SAAU,CACRu5D,EAAeC,EAAe/5D,EAAK8B,oBACnCmB,EAAQ8B,EACR/E,EAAKyC,YACL0kB,EACA,CACEzmB,UAAW,QACXK,MAAO,eAAgBC,IAAK,OAC5Bd,SAAU25D,EACVt5D,SAAU,CACR0C,EAAQ8B,EACR+0D,EAAeC,EAAe/5D,EAAK8B,oBACnCqlB,Q,iBC/DVxsB,EAAOD,QAAU,SAASsF,GACxB,IAAIyD,EAAW,CACbrD,QAEE,+NAIFD,QAEE,0CAGFE,SACE,2DAEA6a,EAAc,2BACdnY,EAAQ,CACVrC,UAAW,QACXK,MAAO,MAAOC,IAAK,IACnBd,SAAUuD,GAER4X,EAAc,CAChBrb,EAAKgX,mBACLhX,EAAKQ,QAAQR,EAAK4B,cAAe,CAACH,OAAQ,CAACT,IAAK,WAAYL,UAAW,KACvE,CACED,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAElB,CACEd,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACP,EAAK6B,iBAAkBkB,IAEpC,CACEhC,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,iBAAkBkB,MAIxC,CACErC,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,MACnBT,SAAU,CAACwC,EAAO/C,EAAK0C,oBAEzB,CACE3B,MAAO,WACPJ,UAAW,GAEb,CAGEI,MAAO,0CAIb,CACEA,MAAO,IAAMma,GAEf,CACE3Z,YAAa,aACb6D,cAAc,EAAM7B,YAAY,EAChClC,SAAU,CACR,CACEN,MAAO,MAAOC,IAAK,OAErB,CACED,MAAO,IAAKC,IAAK,QAKzB+B,EAAMxC,SAAW8a,EAEjB,IAAIF,EAAQnb,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAOma,IAE9CrW,EAAS,CACXnE,UAAW,SACXK,MAAO,YAAawB,aAAa,EAGjChC,SAAU,CAAC,CACTQ,MAAO,KAAMC,IAAK,KAClBd,SAAUuD,EACVlD,SAAU,CAAC,QAAQ0E,OAAOoW,MAI9B,MAAO,CACL/Z,QAAS,CAAC,SAAU,OAAQ,QAC5BpB,SAAUuD,EACVnD,QAAS,OACTC,SAAU8a,EAAYpW,OAAO,CAC3BjF,EAAKiB,QAAQ,MAAO,OACpBjB,EAAK0C,kBACL,CACEhC,UAAW,WACXK,MAAO,QAAUma,EAAV,mCAAiDla,IAAK,QAC7DuB,aAAa,EACbhC,SAAU,CAAC4a,EAAOtW,IAEpB,CAEE9D,MAAO,aACPJ,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,WACXK,MAjCM,0BAiCYC,IAAK,QACvBuB,aAAa,EACbhC,SAAU,CAACsE,MAIjB,CACEnE,UAAW,QACXG,cAAe,QACfG,IAAK,IACLV,QAAS,YACTC,SAAU,CACR,CACEM,cAAe,UACfM,gBAAgB,EAChBb,QAAS,YACTC,SAAU,CAAC4a,IAEbA,IAGJ,CACEpa,MAAOma,EAAc,IAAKla,IAAK,IAC/BuB,aAAa,EAAMb,WAAW,EAC9Bf,UAAW,Q,gCC1InB5G,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAwHlBjH,EAAQiH,QAvHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,UAAa,UAEf,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,kCAAmC,CACjC,MAAS,WAEX,eAAgB,CACd,UAAa,UAEf,YAAa,CACX,UAAa,SACb,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,a,kCCxHb5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAsGlBjH,EAAQiH,QArGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,MAAS,UACT,WAAc,OACd,QAAW,OAEb,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,QAEhB,oBAAqB,CACnB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,WAAc,UAEhB,cAAe,CACb,MAAS,UACT,WAAc,UAEhB,YAAa,CACX,MAAS,UACT,WAAc,UAEhB,eAAgB,CACd,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,yBAA0B,CACxB,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,UACT,WAAc,QAEhB,aAAc,CACZ,MAAS,UACT,WAAc,QAEhB,sBAAuB,CACrB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,UACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,OACT,WAAc,Y,iBCxGlBhH,EAAOD,QAAU,SAASsF,GAExB,IAgBIg6D,EAAW,CAEbj5D,MAAO,KACPC,IAAK,KACLL,UAAW,GAGTqZ,EAAO,CAETjZ,MAAO,KACPC,IAAK,MAiCH0pC,EAAQ,CA3DD,CAET3pC,MAAO,qBACPJ,UAAW,GAGH,CAERD,UAAW,SACXW,SAAU,CACR,CAACN,MAAO,sBACR,CAACA,MAAO,mBAEVJ,UAAW,GAkDXq5D,EARY,CACZj5D,MAAO,MASPiZ,EApCiB,CAEjBtZ,UAAW,UACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK8W,qBAkChB9W,EAAK+B,qBACL/B,EAAKY,kBACLZ,EAAKS,iBAjCe,CAEpBC,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAACP,EAAK6B,mBAGF,CAEdnB,UAAW,SACXK,MAAO,eAGQ,CAEfL,UAAW,SACXK,MAAO,UAqBPf,EAAK4B,eAMP,OAHAo4D,EAASz5D,SAAWmqC,EACpB1wB,EAAKzZ,SAAWmqC,EAET,CACLnqC,SAAUmqC,EAAMzlC,OAAO,CACrB,CAAClE,MAAO,Y,+CCjER,SAAU8pC,EAAKj8B,EAAgC9Q,EAAcm8D,GACjE,GAAMn8D,KAAQ8Q,EAAd,CAIA,IAAM+F,EAAW/F,EAAO9Q,GAClBo8D,EAAUD,EAAmBtlD,GAInC,GAAuB,mBAAZulD,EACT,IACEA,EAAQlgE,UAAYkgE,EAAQlgE,WAAa,GACzCD,OAAO0lB,iBAAiBy6C,EAAS,CAC/BtyD,oBAAqB,CACnBnJ,YAAY,EACZK,MAAO6V,KAGX,MAAOwlD,IAMXvrD,EAAO9Q,GAAQo8D,GASX,SAAUE,EAAU76D,GACxB,OAAOxF,OAAO+N,KAAKvI,GAChByQ,KAAI,SAAA5Q,GAAO,OAAGi7D,mBAAmBj7D,GAAI,IAAIi7D,mBAAmB96D,EAAjD,OACXmQ,KAAK,KASV,SAAS4qD,EACPx7D,GAIA,GAAI,YAAQA,GAAQ,CAClB,IAAMtB,EAAQsB,EACRtC,EAKF,CACFqB,QAASL,EAAMK,QACfC,KAAMN,EAAMM,KACZqwC,MAAO3wC,EAAM2wC,OAGf,IAAK,IAAMv0C,KAAK4D,EACVzD,OAAOC,UAAUC,eAAeC,KAAKsD,EAAO5D,KAC9C4C,EAAI5C,GAAK4D,EAAM5D,IAInB,OAAO4C,EAGT,GAAI,YAAQsC,GAAQ,CAWlB,IAAM,EAAQA,EAER8P,EAEF,GAEJA,EAAO3S,KAAO,EAAMA,KAGpB,IACE2S,EAAOtS,OAAS,YAAU,EAAMA,QAC5B,YAAiB,EAAMA,QACvBvC,OAAOC,UAAUuM,SAASrM,KAAK,EAAMoC,QACzC,MAAO4L,GACP0G,EAAOtS,OAAS,YAGlB,IACEsS,EAAO2rD,cAAgB,YAAU,EAAMA,eACnC,YAAiB,EAAMA,eACvBxgE,OAAOC,UAAUuM,SAASrM,KAAK,EAAMqgE,eACzC,MAAOryD,GACP0G,EAAO2rD,cAAgB,YAOzB,IAAK,IAAM3gE,IAJgB,oBAAhB4gE,aAA+B,YAAa17D,EAAO07D,eAC5D5rD,EAAO6rD,OAAS,EAAMA,QAGR,EACV1gE,OAAOC,UAAUC,eAAeC,KAAK,EAAON,KAC9CgV,EAAOhV,GAAK,GAIhB,OAAOgV,EAGT,OAAO9P,EAYT,SAAS47D,EAAS57D,GAChB,OAPF,SAAoBA,GAElB,QAAS67D,UAAU77D,GAAOsQ,MAAM,SAAStV,OAKlC8gE,CAAW7hD,KAAKC,UAAUla,IAI7B,SAAU+7D,EACdt7D,EAEAu7D,EAEAC,QAFA,IAAAD,MAAA,QAEA,IAAAC,MAAkB,QAElB,IAAMC,EAAaxjB,EAAUj4C,EAAQu7D,GAErC,OAAIJ,EAASM,GAAcD,EAClBF,EAAgBt7D,EAAQu7D,EAAQ,EAAGC,GAGrCC,EAuCT,SAASC,EAAkBn8D,EAAUM,GACnC,MAAY,WAARA,GAAoBN,GAA0B,iBAAVA,GAAwBA,EAAuCo8D,QAC9F,WAGG,kBAAR97D,EACK,uBAGsB,IAAnBuG,GAAmC7G,IAAsB6G,EAC5D,WAGsB,oBAAnB/F,QAAmCd,IAAsBc,OAC5D,WAGwB,oBAArBpE,UAAqCsD,IAAsBtD,SAC9D,aAIL,YAAiBsD,GACZ,mBAGY,iBAAVA,GAAsBA,GAAUA,EAClC,aAGK,IAAVA,EACK,cAGY,mBAAVA,EACF,cAAc,YAAgBA,GAAM,IAKxB,iBAAVA,EACF,IAAI+R,OAAO/R,GAAM,IAGL,iBAAVA,EACF,YAAY+R,OAAO/R,GAAM,IAG3BA,EAYH,SAAUq8D,EAAK/7D,EAAaN,EAAYg8D,EAA2B7M,GAEvE,QAF4C,IAAA6M,MAAiBM,UAAU,IAAAnN,MAAA,IAAiB,KAE1E,IAAV6M,EACF,OA1FJ,SAAwBh8D,GACtB,IAAM7C,EAAOlC,OAAOC,UAAUuM,SAASrM,KAAK4E,GAG5C,GAAqB,iBAAVA,EACT,OAAOA,EAET,GAAa,oBAAT7C,EACF,MAAO,WAET,GAAa,mBAATA,EACF,MAAO,UAGT,IAAMuxC,EAAaytB,EAAen8D,GAClC,OAAO,YAAY0uC,GAAcA,EAAavxC,EA2ErCo/D,CAAev8D,GAKxB,GAAIA,SAAiE,mBAAjBA,EAAMw8D,OACxD,OAAOx8D,EAAMw8D,SAKf,IAAM9tB,EAAaytB,EAAen8D,EAAOM,GACzC,GAAI,YAAYouC,GACd,OAAOA,EAIT,IAAM5+B,EAAS0rD,EAAcx7D,GAGvBgiB,EAAMrV,MAAMwU,QAAQnhB,GAAS,GAAK,GAGxC,GAAImvD,EAAKr2C,QAAQ9Y,GACf,MAAO,eAIT,IAAK,IAAMy8D,KAAY3sD,EAEhB7U,OAAOC,UAAUC,eAAeC,KAAK0U,EAAQ2sD,KAIjDz6C,EAA+By6C,GAAYJ,EAAKI,EAAU3sD,EAAO2sD,GAAWT,EAAQ,EAAG7M,IAO1F,OAHAA,EAAKl2C,UAAUjZ,GAGRgiB,EAgBH,SAAU02B,EAAU4D,EAAY0f,GACpC,IACE,OAAO/hD,KAAKjQ,MAAMiQ,KAAKC,UAAUoiC,GAAO,SAACh8C,EAAaN,GAAe,OAAAq8D,EAAK/7D,EAAKN,EAAV,OACrE,MAAOoJ,GACP,MAAO,wBAUL,SAAUszD,EAA+Br0D,EAAgBs0D,QAAA,IAAAA,MAAA,IAC7D,IAAM3zD,EAAO/N,OAAO+N,KAAKwyD,EAAcnzD,IAGvC,GAFAW,EAAK+7C,QAEA/7C,EAAKhO,OACR,MAAO,uBAGT,GAAIgO,EAAK,GAAGhO,QAAU2hE,EACpB,OAAO,YAAS3zD,EAAK,GAAI2zD,GAG3B,IAAK,IAAIC,EAAe5zD,EAAKhO,OAAQ4hE,EAAe,EAAGA,IAAgB,CACrE,IAAMV,EAAalzD,EAAKhI,MAAM,EAAG47D,GAAchsD,KAAK,MACpD,KAAIsrD,EAAWlhE,OAAS2hE,GAGxB,OAAIC,IAAiB5zD,EAAKhO,OACjBkhE,EAEF,YAASA,EAAYS,GAG9B,MAAO,GAOH,SAAUE,EAAqB56C,G,QACnC,GAAI,YAAcA,GAAM,CACtB,IAAM9S,EAAM8S,EACN66C,EAA6B,G,IACnC,IAAkB,MAAA7hE,OAAA,IAAAA,QAAO+N,KAAKmG,IAAI,8BAAE,CAA/B,IAAM7O,EAAG,aACY,IAAb6O,EAAI7O,KACbw8D,EAAGx8D,GAAOu8D,EAAkB1tD,EAAI7O,M,iGAGpC,OAAOw8D,EAGT,OAAInwD,MAAMwU,QAAQc,GACRA,EAAc/Q,IAAI2rD,GAGrB56C,E,gVCnYThnB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAuGlBjH,EAAQiH,QAtGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,gBAAiB,CACf,MAAS,UACT,QAAW,eACX,MAAS,OACT,gBAAmB,WAErB,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCCvGlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBC7FlBhH,EAAOD,QAAU,SAASsF,GAExB,IAAI67D,EAAkB,CACpB77D,EAAK4B,cACL,CACElB,UAAW,SACXK,MAAO,OAASC,IAAK,OACrBT,SAAU,CAACP,EAAK6B,iBAAkB,CAACd,MAAO,SAI9C,MAAO,CACLO,QAAS,CAAC,OACVU,QAAS,QACT9B,SAAU,CACRE,QAAS,wIAETD,QACE,6CACFE,SACC,4bAOHC,QAAS,uBACTC,SAAU,CACR,CACEG,UAAW,WACXG,cAAe,WAAYG,IAAK,IAChCT,SAAU,CACRP,EAAKc,sBACL,CACEJ,UAAW,SACXK,MAAO,MAAOC,IAAK,SAIzB,CACED,MAAO,4CAAgDC,IAAK,GAC5DL,UAAW,GAEb,CACEI,MAAO,MAAOC,IAAK,eACnBL,UAAW,EACXJ,SAAUs7D,GAEZ77D,EAAKiB,QAAQ,KAAM,MACnBgE,OAAO42D,M,iBClDblhE,EAAOD,QAAU,WACf,MAAO,CACL6F,SAAU,CACR,CACEG,UAAW,WACXK,MAAO,qBACPC,IAAI,KACJuB,aAAa,EACbgB,YAAY,EACZhD,SAAW,CACT,CACEG,UAAW,UACXK,MAAO,MAET,CACEL,UAAW,QACXK,MAAO,0BAET,CACEL,UAAW,SACXK,MAAO,MAAOC,IAAK,MACnBI,YAAY,EACZb,SAAU,CACR,CACEG,UAAW,SACXK,MAAO,IACPC,IAAK,KAEP,CACEN,UAAW,WACXK,MAAO,kC,gCC5BvBhH,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA8GlBjH,EAAQiH,QA7GO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,UACT,UAAa,UAEf,aAAc,CACZ,MAAS,UACT,UAAa,UAEf,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,UACT,WAAc,QAEhB,eAAgB,CACd,MAAS,UACT,WAAc,QAEhB,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,WAAc,WAEhB,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,gBAAiB,CACf,UAAa,Y,kCChHF,SAASuY,IAetB,OAdAA,EAAWngB,OAAOogB,QAAU,SAAU7d,GACpC,IAAK,IAAI1C,EAAI,EAAGA,EAAI8R,UAAU5R,OAAQF,IAAK,CACzC,IAAIgV,EAASlD,UAAU9R,GAEvB,IAAK,IAAIwF,KAAOwP,EACV7U,OAAOC,UAAUC,eAAeC,KAAK0U,EAAQxP,KAC/C9C,EAAO8C,GAAOwP,EAAOxP,IAK3B,OAAO9C,IAGOqP,MAAMpB,KAAMmB,WCf9B,SAASowD,EAAWC,GAClB,MAA8B,MAAvBA,EAAS76C,OAAO,GAIzB,SAAS86C,EAAUh6B,EAAMt0B,GACvB,IAAK,IAAI9T,EAAI8T,EAAOuuD,EAAIriE,EAAI,EAAG0F,EAAI0iC,EAAKloC,OAAQmiE,EAAI38D,EAAG1F,GAAK,EAAGqiE,GAAK,EAClEj6B,EAAKpoC,GAAKooC,EAAKi6B,GAGjBj6B,EAAKvsB,MCJP,SAASymD,EAAgBn1D,GACvB,MAA0B,MAAnBA,EAAKma,OAAO,GAAana,EAAO,IAAMA,EAE/C,SAASo1D,EAAkBp1D,GACzB,MAA0B,MAAnBA,EAAKma,OAAO,GAAana,EAAKyL,OAAO,GAAKzL,EAKnD,SAASq1D,EAAcr1D,EAAMqa,GAC3B,OAJF,SAAqBra,EAAMqa,GACzB,OAA4D,IAArDra,EAAKsG,cAAciG,QAAQ8N,EAAO/T,iBAAuE,IAA/C,MAAMiG,QAAQvM,EAAKma,OAAOE,EAAOtnB,SAG3FuiE,CAAYt1D,EAAMqa,GAAUra,EAAKyL,OAAO4O,EAAOtnB,QAAUiN,EAElE,SAASu1D,EAAmBv1D,GAC1B,MAAwC,MAAjCA,EAAKma,OAAOna,EAAKjN,OAAS,GAAaiN,EAAKjH,MAAM,GAAI,GAAKiH,EA0BpE,SAASw1D,EAAWn0D,GAClB,IACIyvB,EAASzvB,EAASyvB,OAClBxI,EAAOjnB,EAASinB,KAChBtoB,EAHWqB,EAAS2zD,UAGD,IAGvB,OAFIlkC,GAAqB,MAAXA,IAAgB9wB,GAA6B,MAArB8wB,EAAO3W,OAAO,GAAa2W,EAAS,IAAMA,GAC5ExI,GAAiB,MAATA,IAActoB,GAA2B,MAAnBsoB,EAAKnO,OAAO,GAAamO,EAAO,IAAMA,GACjEtoB,EAGT,SAASy1D,EAAez1D,EAAMulB,EAAOltB,EAAKq9D,GACxC,IAAIr0D,EAEgB,iBAATrB,GAETqB,EAvCJ,SAAmBrB,GACjB,IAAIg1D,EAAWh1D,GAAQ,IACnB8wB,EAAS,GACTxI,EAAO,GACPqtC,EAAYX,EAASzoD,QAAQ,MAEd,IAAfopD,IACFrtC,EAAO0sC,EAASvpD,OAAOkqD,GACvBX,EAAWA,EAASvpD,OAAO,EAAGkqD,IAGhC,IAAIC,EAAcZ,EAASzoD,QAAQ,KAOnC,OALqB,IAAjBqpD,IACF9kC,EAASkkC,EAASvpD,OAAOmqD,GACzBZ,EAAWA,EAASvpD,OAAO,EAAGmqD,IAGzB,CACLZ,SAAUA,EACVlkC,OAAmB,MAAXA,EAAiB,GAAKA,EAC9BxI,KAAe,MAATA,EAAe,GAAKA,GAkBfutC,CAAU71D,IACZulB,MAAQA,QAISvuB,KAD1BqK,EAAW8R,EAAS,GAAInT,IACXg1D,WAAwB3zD,EAAS2zD,SAAW,IAErD3zD,EAASyvB,OACuB,MAA9BzvB,EAASyvB,OAAO3W,OAAO,KAAY9Y,EAASyvB,OAAS,IAAMzvB,EAASyvB,QAExEzvB,EAASyvB,OAAS,GAGhBzvB,EAASinB,KACqB,MAA5BjnB,EAASinB,KAAKnO,OAAO,KAAY9Y,EAASinB,KAAO,IAAMjnB,EAASinB,MAEpEjnB,EAASinB,KAAO,QAGJtxB,IAAVuuB,QAA0CvuB,IAAnBqK,EAASkkB,QAAqBlkB,EAASkkB,MAAQA,IAG5E,IACElkB,EAAS2zD,SAAWvI,UAAUprD,EAAS2zD,UACvC,MAAOhhE,GACP,MAAIA,aAAa66C,SACT,IAAIA,SAAS,aAAextC,EAAS2zD,SAAxB,iFAEbhhE,EAoBV,OAhBIqE,IAAKgJ,EAAShJ,IAAMA,GAEpBq9D,EAEGr0D,EAAS2zD,SAE6B,MAAhC3zD,EAAS2zD,SAAS76C,OAAO,KAClC9Y,EAAS2zD,SAAWc,EAAgBz0D,EAAS2zD,SAAUU,EAAgBV,WAFvE3zD,EAAS2zD,SAAWU,EAAgBV,SAMjC3zD,EAAS2zD,WACZ3zD,EAAS2zD,SAAW,KAIjB3zD,EAMT,SAAS00D,IACP,IAAIC,EAAS,KAiCTpwD,EAAY,GA4BhB,MAAO,CACLqwD,UA5DF,SAAmBC,GAGjB,OADAF,EAASE,EACF,WACDF,IAAWE,IAAYF,EAAS,QAyDtCG,oBArDF,SAA6B90D,EAAUgkB,EAAQ+wC,EAAqB51D,GAIlE,GAAc,MAAVw1D,EAAgB,CAClB,IAAIl1D,EAA2B,mBAAXk1D,EAAwBA,EAAO30D,EAAUgkB,GAAU2wC,EAEjD,iBAAXl1D,EAC0B,mBAAxBs1D,EACTA,EAAoBt1D,EAAQN,GAG5BA,GAAS,GAIXA,GAAoB,IAAXM,QAGXN,GAAS,IAmCX61D,eA7BF,SAAwB12B,GAGtB,SAAS+K,IACH4rB,GAAU32B,EAAG/6B,WAAM,EAAQD,WAHjC,IAAI2xD,GAAW,EAOf,OADA1wD,EAAUvS,KAAKq3C,GACR,WACL4rB,GAAW,EACX1wD,EAAYA,EAAU0D,QAAO,SAAUsxB,GACrC,OAAOA,IAAS8P,OAmBpB6rB,gBAdF,WACE,IAAK,IAAIvpB,EAAOroC,UAAU5R,OAAQ0R,EAAO,IAAIC,MAAMsoC,GAAOC,EAAO,EAAGA,EAAOD,EAAMC,IAC/ExoC,EAAKwoC,GAAQtoC,UAAUsoC,GAGzBrnC,EAAUjF,SAAQ,SAAU+pC,GAC1B,OAAOA,EAAS9lC,WAAM,EAAQH,QAapC,SAAS+xD,EAAgB1/D,EAAS0J,GAChCA,EAAS3H,OAAO49D,QAAQ3/D,IAkU1B,SAAS4/D,EAAU72D,GACjB,IAAI81D,EAAY91D,EAAI0M,QAAQ,KAC5B,OAAsB,IAAfopD,EAAmB91D,EAAMA,EAAI9G,MAAM,EAAG48D,GAG/C,SAASgB,IAGP,IAAItiE,EAAOwE,OAAOwI,SAAShN,KACvBshE,EAAYthE,EAAKkY,QAAQ,KAC7B,OAAsB,IAAfopD,EAAmB,GAAKthE,EAAKwV,UAAU8rD,EAAY,GAO5D,SAASiB,EAAgB52D,GACvBnH,OAAOwI,SAAS5B,QAAQi3D,EAAU79D,OAAOwI,SAAShN,MAAQ,IAAM2L,GAGlE,SAAS0oB,EAAkBnR,GAkBzB,SAASs/C,IACP,IAAI72D,EAAO82D,EAAWH,KAGtB,OADII,IAAU/2D,EAAOq1D,EAAcr1D,EAAM+2D,IAClCtB,EAAez1D,GAKxB,SAASslB,EAAS0xC,GAChB7jD,EAASsV,EAASuuC,GAElBvuC,EAAQ11B,OAASkkE,EAAclkE,OAC/BmkE,EAAkBX,gBAAgB9tC,EAAQpnB,SAAUonB,EAAQpD,QAU9D,SAAS8xC,IACP,IAL4BjpD,EAAGmpB,EAK3Br3B,EAAO22D,IACPS,EAAcC,EAAWr3D,GAE7B,GAAIA,IAASo3D,EAEXR,EAAgBQ,OACX,CACL,IAAI/1D,EAAWw1D,IAEf,IAAKS,KAdqBppD,EAaPua,EAAQpnB,UAZpB2zD,YADsB39B,EAc2Bh2B,GAblC2zD,UAAY9mD,EAAE4iB,SAAWuG,EAAEvG,QAAU5iB,EAAEoa,OAAS+O,EAAE/O,MAaL,OAEnE,GAAIivC,IAAe/B,EAAWn0D,GAAW,OAEzCk2D,EAAa,KAKjB,SAAmBl2D,GACjB,GAAIi2D,EACFA,GAAe,EACfhyC,QACK,CAEL4xC,EAAkBf,oBAAoB90D,EADzB,MAC2C+0D,GAAqB,SAAUoB,GACjFA,EACFlyC,EAAS,CACPD,OAJO,MAKPhkB,SAAUA,IASpB,SAAmBo2D,GACjB,IAIIC,EAAUC,EAASC,YAAYpC,EAJlB/sC,EAAQpnB,YAKR,IAAbq2D,IAAgBA,EAAU,GAC9B,IAAI7mC,EAAY8mC,EAASC,YAAYpC,EAAWiC,KAC7B,IAAf5mC,IAAkBA,EAAY,GAClC,IAAIgnC,EAAQH,EAAU7mC,EAElBgnC,IACFP,GAAe,EACfQ,EAAGD,IAnBCE,CAAU12D,OAjBd22D,CAAU32D,IAoHd,SAASy2D,EAAGv/D,GAEV0+D,EAAca,GAAGv/D,GAanB,SAAS0/D,EAAkBJ,GAGH,KAFtBK,GAAiBL,IAEoB,IAAVA,EACzBh/D,OAAO6W,iBAxOW,aAwOyBynD,GAChB,IAAlBe,GACTr/D,OAAO8xC,oBA1OW,aA0O4BwsB,QAhMpC,IAAV5/C,IACFA,EAAQ,IAGT4gD,GAAmGC,GAAU,GAC9G,IAAInB,EAAgBp+D,OAAO4vB,QAGvB4vC,GApUGx/D,OAAOmwC,UAAUC,UAAU18B,QAAQ,WAmU7BgL,EACsB6+C,qBAC/BA,OAAgD,IAA1BiC,EAAmC7B,EAAkB6B,EAC3EC,EAHS/gD,EAGgBghD,SACzBA,OAA+B,IAApBD,EAA6B,QAAUA,EAClDvB,EAAWx/C,EAAMw/C,SAAWxB,EAAmBJ,EAAgB59C,EAAMw/C,WAAa,GAClFyB,EAAwBC,EAAeF,GACvClB,EAAamB,EAAsBnB,WACnCP,EAAa0B,EAAsB1B,WASnCI,EAAoBnB,IASpBuB,GAAe,EACfC,EAAa,KA8Dbv3D,EAAO22D,IACPS,EAAcC,EAAWr3D,GACzBA,IAASo3D,GAAaR,EAAgBQ,GAC1C,IAAIsB,EAAkB7B,IAClBc,EAAW,CAACnC,EAAWkD,IAoFvBR,EAAgB,EAYhBS,GAAY,EAiCZlwC,EAAU,CACZ11B,OAAQkkE,EAAclkE,OACtBsyB,OAAQ,MACRhkB,SAAUq3D,EACVE,WAnIF,SAAoBv3D,GAClB,IAAIw3D,EAAUpkE,SAASg1C,cAAc,QACjCp1C,EAAO,GAMX,OAJIwkE,GAAWA,EAAQhkE,aAAa,UAClCR,EAAOqiE,EAAU79D,OAAOwI,SAAShN,OAG5BA,EAAO,IAAMgjE,EAAWN,EAAWvB,EAAWn0D,KA4HrDhO,KAzHF,SAAc2M,GAEZ,IACIqB,EAAWo0D,EAAez1D,OAAMhJ,OAAWA,EAAWyxB,EAAQpnB,UAClE61D,EAAkBf,oBAAoB90D,EAFzB,OAE2C+0D,GAAqB,SAAUoB,GACrF,GAAKA,EAAL,CACA,IAAIx3D,EAAOw1D,EAAWn0D,GAClB+1D,EAAcC,EAAWN,EAAW/2D,GAGxC,GAFkB22D,MAAkBS,EAEnB,CAIfG,EAAav3D,EAxIrB,SAAsBA,GACpBnH,OAAOwI,SAASinB,KAAOtoB,EAwIjB84D,CAAa1B,GACb,IAAI2B,EAAYpB,EAASC,YAAYpC,EAAW/sC,EAAQpnB,WACpD23D,EAAYrB,EAAS5+D,MAAM,EAAGggE,EAAY,GAC9CC,EAAU3lE,KAAK2M,GACf23D,EAAWqB,EACX1zC,EAAS,CACPD,OAnBO,OAoBPhkB,SAAUA,SAIZikB,SAgGJ7lB,QA3FF,SAAiBO,GAEf,IACIqB,EAAWo0D,EAAez1D,OAAMhJ,OAAWA,EAAWyxB,EAAQpnB,UAClE61D,EAAkBf,oBAAoB90D,EAFzB,UAE2C+0D,GAAqB,SAAUoB,GACrF,GAAKA,EAAL,CACA,IAAIx3D,EAAOw1D,EAAWn0D,GAClB+1D,EAAcC,EAAWN,EAAW/2D,GACtB22D,MAAkBS,IAMlCG,EAAav3D,EACb42D,EAAgBQ,IAGlB,IAAI2B,EAAYpB,EAASprD,QAAQipD,EAAW/sC,EAAQpnB,YACjC,IAAf03D,IAAkBpB,EAASoB,GAAa/4D,GAC5CslB,EAAS,CACPD,OAnBS,UAoBThkB,SAAUA,SAsEdy2D,GAAIA,EACJmB,OA7DF,WACEnB,GAAI,IA6DJoB,UA1DF,WACEpB,EAAG,IA0DH5qD,MAzCF,SAAe8oD,QACE,IAAXA,IACFA,GAAS,GAGX,IAAImD,EAAUjC,EAAkBjB,UAAUD,GAO1C,OALK2C,IACHV,EAAkB,GAClBU,GAAY,GAGP,WAML,OALIA,IACFA,GAAY,EACZV,GAAmB,IAGdkB,MAwBT/mC,OApBF,SAAgBsY,GACd,IAAI0uB,EAAWlC,EAAkBb,eAAe3rB,GAEhD,OADAutB,EAAkB,GACX,WACLA,GAAmB,GACnBmB,OAiBJ,OAAO3wC,E,kCD1rBMqtC,MA5Df,SAAyBtK,EAAIlyC,QACdtiB,IAATsiB,IAAoBA,EAAO,IAE/B,IAkBI+/C,EAlBAC,EAAW9N,GAAMA,EAAGnjD,MAAM,MAAS,GACnCkxD,EAAajgD,GAAQA,EAAKjR,MAAM,MAAS,GAEzCmxD,EAAUhO,GAAMuJ,EAAWvJ,GAC3BiO,EAAYngD,GAAQy7C,EAAWz7C,GAC/BogD,EAAaF,GAAWC,EAW5B,GATIjO,GAAMuJ,EAAWvJ,GAEnB+N,EAAYD,EACHA,EAAQvmE,SAEjBwmE,EAAU7qD,MACV6qD,EAAYA,EAAUr7D,OAAOo7D,KAG1BC,EAAUxmE,OAAQ,MAAO,IAG9B,GAAIwmE,EAAUxmE,OAAQ,CACpB,IAAI4mE,EAAOJ,EAAUA,EAAUxmE,OAAS,GACxCsmE,EAA4B,MAATM,GAAyB,OAATA,GAA0B,KAATA,OAEpDN,GAAmB,EAIrB,IADA,IAAIO,EAAK,EACA/mE,EAAI0mE,EAAUxmE,OAAQF,GAAK,EAAGA,IAAK,CAC1C,IAAIgnE,EAAON,EAAU1mE,GAER,MAATgnE,EACF5E,EAAUsE,EAAW1mE,GACH,OAATgnE,GACT5E,EAAUsE,EAAW1mE,GACrB+mE,KACSA,IACT3E,EAAUsE,EAAW1mE,GACrB+mE,KAIJ,IAAKF,EAAY,KAAOE,IAAMA,EAAIL,EAAUO,QAAQ,OAGlDJ,GACiB,KAAjBH,EAAU,IACRA,EAAU,IAAOxE,EAAWwE,EAAU,KAExCA,EAAUO,QAAQ,IAEpB,IAAIh5D,EAASy4D,EAAU5wD,KAAK,KAI5B,OAFI0wD,GAA0C,MAAtBv4D,EAAO2K,QAAQ,KAAY3K,GAAU,KAEtDA,GE3DMs3D,EAVf,SAAmB2B,GACf,IAAIA,EAIA,MAAM,IAAIrkE,MANL,qBDuLTyiE,IAAiC,oBAAXt/D,SAA0BA,OAAOpE,WAAYoE,OAAOpE,SAASQ,eAiTnFwjE,EAAiB,CACnBuB,SAAU,CACR3C,WAAY,SAAoBr3D,GAC9B,MAA0B,MAAnBA,EAAKma,OAAO,GAAana,EAAO,KAAOo1D,EAAkBp1D,IAElE82D,WAAY,SAAoB92D,GAC9B,MAA0B,MAAnBA,EAAKma,OAAO,GAAana,EAAKyL,OAAO,GAAKzL,IAGrDi6D,QAAS,CACP5C,WAAYjC,EACZ0B,WAAY3B,GAEd+E,MAAO,CACL7C,WAAYlC,EACZ2B,WAAY3B,K,iBExfhBvhE,EAAOD,QAAU,SAASsF,GAcxB,IAAIkhE,EAAW,0BACXC,EAAkB,0BAKlBC,EAAc,KAAiB,CAAC,KAAM,KAAM,KAAM,KAAM,KAAM,IAAK,IAAK,KAAM,KAAM,MAAO,MAjB5FpxD,KAAI,SAASqxD,GACZ,OAAOA,EACJjyD,MAAM,IACNY,KAAI,SAASsxD,GACZ,MAAO,KAAOA,KAEf5xD,KAAK,OAETA,KAAK,KASgG,YACpG6xD,EAAqB,OAASH,EAAc,OAE5C39D,EAAW,CACbrD,QACE,8SAIFC,SACE,+FACFF,QACE,cAGAqhE,EAAY,2HAKZ/+D,EAAc,CAChB/B,UAAW,SACXC,UAAW,EACXU,SAAU,CACR,CACEN,MAAOygE,GAET,CACEzgE,MAAO,SAAWygE,EAAY,SAKhCC,EAAgB,CAClB/gE,UAAW,WACXC,UAAW,EACXI,MAAOqgE,GAELM,EAAsB,CACxB,CACEhhE,UAAW,aACXC,UAAW,EACXI,MAAOmgE,GAETO,EACAh/D,GAGEk/D,EAAyB,CAC3B3hE,EAAKY,kBACL6gE,EACA,CACE/gE,UAAW,SACXK,MAAO,MAAQogE,EAAiB5+D,aAAa,EAC7CvB,IAAK,IACLT,SAAU,CACR,CACEG,UAAW,aACXK,MAAOogE,EACPxgE,UAAW,MAMfihE,EAAkB,CACpB,CACElhE,UAAW,SACXK,MAAO,MAAQogE,EAAiB5+D,aAAa,EAC7CvB,IAAK,IACLL,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,aACXK,MAAOogE,EACPxgE,UAAW,MAuBfkhE,EAAsB,CACxBnhE,UAAW,WACXC,UAAW,EACXT,SAAUuD,EACVpC,SAAU,CACR,CACEN,MAAO,qBAAuBmgE,EAAW,UACzClgE,IAAK,SACLuB,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXW,SAAU,CACR,CACEN,MAAOmgE,GAET,CACEngE,MArHCmgE,mMAuHH,CACEngE,MAAO,eAMjB,CACEA,MAAO,8BACPC,IAAK,QACLuB,aAAa,EACb5B,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXC,UAAW,EACXU,SAAU,CArDF,CAChBN,MAAOmgE,EACPlgE,IAAK,cACLL,UAAW,EACXJ,SAAU,CACRkhE,EACA,CACE/gE,UAAW,SACXK,MAAO,IACPC,IAAK,UACLuB,aAAa,EACb5B,UAAW,EACXJ,SAAUqhE,SA+CZ,CACE7gE,MAAO,YAAcmgE,EAAW,eAItCS,EAAuBvnE,KAAKynE,GAE5B,IAAIC,EAAmB,CACrBphE,UAAW,cACXK,MAAOogE,EAAkB,MACzBngE,IAAK,MACLV,QAAS,MACTJ,SAAUuD,EACVlD,SAAU,CACRP,EAAKY,kBACL6gE,EACA,CACE/gE,UAAW,SACXK,MAAO,MAAQmgE,KAKjBa,EAA2B,CAC7BrhE,UAAW,gBACXK,MAAO,MACPwB,aAAa,EACbrC,SAAUuD,EACVzC,IAAK,KACLL,UAAW,EACXJ,SAAU,CACRuhE,EACAL,EACA,CACE9gE,UAAW,EACXD,UAAW,cACXK,MAAOogE,KAKTa,EAAqB,CACvBthE,UAAW,gBACXR,SAAUuD,EACVlB,aAAa,EACblB,SAAU,CACR,CACEN,MAAO,OAASogE,EAAkB,QAAUD,GAE9C,CACEngE,MAAO,OAASogE,EAAkB,WAClCngE,IAAK,MACLuB,aAAa,EACbhC,SAAU,CACRshE,EACA,CACE9gE,MAAO,MACPC,IAAK,MACLQ,MAAM,IAERyD,OAAO08D,IAEX,CACE5gE,MAAO,OAASogE,EAAkB,SAClCngE,IAAK,MAGTT,SAAUohE,GAKZ,OAFAC,EAAgBxnE,KAAK4nE,GAEd,CACL1gE,QAAS,CAAC,MACVpB,SAAUuD,EACVnD,QAAS,sBACTC,SAAU,CACRP,EAAKiB,QAAQ,OAAQ,OAAQ,CAAEX,QAAS,kBACxC,CACEI,UAAW,YACXK,MAAO,qBACPT,QAAS,MACTK,UAAW,GAEbX,EAAKY,kBACL,CACEF,UAAW,UACXK,MAAO,SACPJ,UAAW,GAEb,CACED,UAAW,UACXK,MAAO,SACPC,IAAK,SACLL,UAAY,EACZJ,SAAUmhE,GAEZ,CACEhhE,UAAW,UACXK,MAAO,MACPC,IAAK,MACLL,UAAW,EACXJ,SAAUmhE,GAEZI,EACA,CACEphE,UAAW,WACXK,MAAOwgE,EACPjhE,QAAS,UACTK,UAAW,GAEb8B,EACAzC,EAAK8B,oBACLigE,EACAF,EACA,CACEnhE,UAAW,aACXK,MAAO,gBAAkBmgE,EAAW,OAASC,EAAkB,aAC/DngE,IAAK,IACLuB,aAAa,EACbrC,SAAUuD,EACV9C,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,SACXC,UAAW,EACXI,MAAOogE,GAET,CACEpgE,MAAO,IACPC,IAAK,IACLQ,MAAM,IAERyD,OAAO08D,IAEXK,M,gCCrSNjoE,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAiGlBjH,EAAQiH,QAhGO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCnGlBhH,EAAOD,QAAU,SAASsF,GACxB,IAEIiiE,EAAgB,CAClBlhE,MAHyB,WAGIC,IAFJ,WAGzBT,SAAU,CAAC,SAETw1C,EAAW,CACb/1C,EAAKiB,QAAQ,iBAAsC,KACnDjB,EAAKiB,QACH,aARuB,WAUvB,CACEV,SAAU,CAAC0hE,GACXthE,UAAW,MAIjB,MAAO,CACLqB,QAAShC,EAAKsD,oBACdpD,SAAU,CACRC,QAAS,iBACTC,QAAS,0FACTC,SAEE,qlCAeJE,SAAUw1C,EAAS9wC,OAAO,CACxB,CACEvE,UAAW,WACXG,cAAe,WAAYG,IAAK,MAChCT,SAAU,CACRP,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAAO,sDACtC,CACEL,UAAW,SACXK,MAAO,MAAOI,gBAAgB,EAC9BZ,SAAUw1C,IAEZ9wC,OAAO8wC,IAEX/1C,EAAK4B,cACL5B,EAAKS,iBACLT,EAAKY,kBACL,CACEF,UAAW,SACXK,MAzDqB,WAyDQC,IAxDR,WAyDrBT,SAAU,CAAC0hE,GACXthE,UAAW,Q,iBC5DnBhG,EAAOD,QAUP,SAASsF,GAKL,IAWIkiE,EAAW,4BAMXnsB,EAAW/1C,EAAKiB,QAAQ,KAAM,KAK9BkhE,EAAY,CAIZphE,MAAO,YAAaC,IAAK,sBAGzBV,QAfY,YAgBZC,SAAU,CACN,CAGIM,cAAe,0BACfO,YAAY,GAEhB,CAEIV,UAAW,UACXG,cAAe,wEAEnB,CACIH,UAAW,OACXK,MAAOmhE,EACP9gE,YAAY,EACZT,UAAW,KAKvB,MAAO,CACHV,kBAAkB,EAClBC,SAAU,CACNE,QACI,4bAOJD,QACI,cAERI,SAAU,CACNw1C,EAEA,CACIr1C,UAAW,SACXK,MAAO,IAAKC,IAAK,IACjBT,SAAU,CAAC,CAACQ,MAAO,KAAMJ,UAAW,KAGxC,CAEID,UAAW,SACXK,MAAO,OAEX,CAEIL,UAAW,SACXK,MA1EI,8GA2EJJ,UAAW,GAEf,CAEID,UAAW,SACXK,MAAO,IAAMmhE,GAEjB,CAEIxhE,UAAW,QACXK,MAAO,8DAA+DC,IAAK,SAC3Ed,SAAU,eACVkF,cAAc,EACd7B,YAAY,EACZjD,QAnFI,aAqFR,CAGIS,MAAO,yDAA0DC,IAAK,sCACtEd,SAAU,uDAGVqC,aAAa,EACbhC,SACA,CACIw1C,EACA,CAEIr1C,UAAW,QACXK,MAAO,4CACPC,IAAK,eACLoE,cAAc,EACd7B,YAAY,EACZjD,QAvGJ,aA2GA6hE,EACA,CAEIzhE,UAAW,OACXK,MAAO,gBAAiBC,IAAK,aAC7Bd,SAAU,SACVkF,cAAc,EACd7B,YAAY,EAEZnC,YAAY,EACZd,QArHJ,eA0HR,CAGII,UAAW,OACXK,MAAO,oBAAqBC,IAAK,OACjCd,SAAU,OACVkF,cAAc,EACd9E,QAjII,aAqIR6hE,M,gCChKZpoE,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA2FlBjH,EAAQiH,QA1FO,CACb,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,WAAY,CACV,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,KAAQ,CACN,QAAW,QACX,UAAa,OACb,WAAc,UACd,MAAS,UACT,QAAW,SAEb,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,gCC3FlB5H,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EA4FlBjH,EAAQiH,QA3FO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,OACd,MAAS,QAEX,eAAgB,CACd,MAAS,QACT,WAAc,QAEhB,oBAAqB,CACnB,MAAS,QACT,WAAc,QAEhB,eAAgB,CACd,MAAS,QACT,WAAc,QAEhB,eAAgB,CACd,MAAS,QACT,WAAc,QAEhB,YAAa,CACX,MAAS,SAEX,aAAc,CACZ,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,aAAc,CACZ,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,YAAa,CACX,MAAS,OACT,WAAc,QAEhB,iBAAkB,CAChB,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,cAAe,CACb,WAAc,QAEhB,cAAe,CACb,WAAc,QAEhB,gBAAiB,CACf,UAAa,Y,mCC9FjBhH,EAAOD,QAAU,WACf,MAAO,CACL6G,YAAa,MACbhB,SAAU,CACR,CACEQ,MAAO,KAAMC,IAAK,KAClBO,YAAa,gB,iBCNrB5G,EAAOD,QAAU,SAASsF,GACtB,IAWIiB,EAAU,CACNI,SAAU,CACRrB,EAAKiB,QAAQ,IAAK,IAAK,CAACN,UAAW,IACnCX,EAAKiB,QAAQ,MAAO,OACpBjB,EAAKiB,QAAQ,kBAAmB,mBAItCyY,EAAW,CACP3Y,MAAO,iBAGXkC,EAAS,CACLvC,UAAW,SACXW,SAAU,CAAC,CACPN,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACPQ,MAAO,KACPJ,UAAW,KAEhB,CACCI,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACPQ,MAAO,KACPJ,UAAW,OAKvByD,EAAS,CACL/C,SAAU,CAACrB,EAAKgX,mBAAoBhX,EAAK4B,gBAwEjD,MAAO,CACH3B,kBAAkB,EAClBK,QAAS,OACTJ,SAAU,CACNE,QAvHO,oPAwHPC,SA/GF,k4JAgHEF,QAnHM,8BAqHVI,SAAU,CACNU,EACAyY,EACAzW,EACAmB,EAjFW,CACX1D,UAAW,OACXK,MAAO,IACPC,IAAK,IACLd,SAAU,CAAC,eAAgB,8FAC3BK,SAAU,CAAC,CACHQ,MAAO,OACPJ,UAAW,GACZ,CACCE,cAAe,UACfX,SAAU,CAAC,eAAgB,WAC3Bc,IAAK,IACLT,SAAU,CACN0C,EAAQ,CACJvC,UAAW,cACXW,SAAU,CAAC,CACPN,MAAO,IACPC,IAAK,KACN,CACCD,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACPQ,MAAO,KACPJ,UAAW,KAEhB,CACCI,MAAO,IACPC,IAAK,IACLT,SAAU,CAAC,CACPQ,MAAO,KACPJ,UAAW,SAM/BsC,EACAhC,IAIG,CACPP,UAAW,SAKXK,MAAO,eAGA,CACPL,UAAW,WACXG,cAAe,OACfG,IAAK,IACLV,QAAS,YACTC,SAAU,CACNP,EAAKc,sBAAuB,CACxBJ,UAAW,SACXK,MAAO,MACPC,IAAK,MACLT,SAAU,CACNmZ,EACAzW,EACAmB,U,gCC5GxBrK,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAsGlBjH,EAAQiH,QArGO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,gBAAmB,UACnB,MAAS,SAEX,aAAc,CACZ,MAAS,SAEX,cAAe,CACb,MAAS,QAEX,aAAc,CACZ,MAAS,OACT,WAAc,QAEhB,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,iBAAkB,CAChB,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,oBAAqB,CACnB,MAAS,QAEX,yBAA0B,CACxB,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,aAAc,CACZ,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,cAAe,CACb,MAAS,QAEX,eAAgB,CACd,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,gBAAiB,CACf,MAAS,QAEX,YAAa,CACX,MAAS,QAEX,eAAgB,CACd,WAAc,OACd,MAAS,QAEX,oBAAqB,CACnB,WAAc,OACd,MAAS,QAEX,cAAe,CACb,WAAc,OACd,MAAS,QAEX,eAAgB,CACd,WAAc,OACd,MAAS,QAEX,gBAAiB,CACf,WAAc,OACd,MAAS,QAEX,WAAY,CACV,WAAc,OACd,MAAS,QAEX,YAAa,CACX,WAAc,OACd,MAAS,QAEX,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,sBCxGlB,6H,uCCAAhH,EAAOD,QAAU,WACf,MAAO,CACL4G,QAAS,CAAC,SACVf,SAAU,CACR,CACEG,UAAW,OACXC,UAAW,GACXU,SAAU,CACR,CAACN,MAAO,kCACR,CAACA,MAAO,+BACR,CAACA,MAAO,iCAGZ,CACEL,UAAW,UACXW,SAAU,CACR,CAACN,MAAO,UAAWC,IAAK,KACxB,CAACD,MAAO,QAASC,IAAK,KACtB,CAACD,MAAO,SAAUC,IAAK,KACvB,CAACD,MAAO,UAAWC,IAAK,KACxB,CAACD,MAAO,SAAUC,IAAK,KACvB,CAACD,MAAO,QAASC,IAAK,YAG1B,CACEN,UAAW,WACXK,MAAO,OAAQC,IAAK,KAEtB,CACEN,UAAW,WACXK,MAAO,OAAQC,IAAK,KAEtB,CACEN,UAAW,WACXK,MAAO,OAAQC,IAAK,S,iBClC5BrG,EAAOD,QAAU,SAASsF,GAExB,IAqCIiB,EAAUjB,EAAKiB,QAAQ,IAAK,KAI5Bka,EAAQnb,EAAKQ,QAAQR,EAAKwC,WAAY,CAACzB,MAF5B,4BAIX2Y,EAAW,CAAChZ,UAAW,WAAYK,MAAO,8BAE1CkC,EAAS,CACXvC,UAAW,SACXH,SAAU,CAACP,EAAK6B,iBAAkB6X,GAClCrY,SAAU,CACR,CAACN,MAAO,IAAKC,IAAK,KAClB,CAACD,MAAO,IAAKC,IAAK,OAItB,MAAO,CACLM,QAAS,CAAC,MACVf,SAAU,CACRU,EACAyY,EACAzW,EACA,CACEpC,cAAe,QAASG,IAAK,QAC7BV,QAAS,IACTC,SAAU,CAAC4a,EAAOla,IAEpB,CACEJ,cAAe,SAAUG,IAAK,KAC9BT,SAAU,CACR,CACEG,UAAW,UAAWK,MAAOf,EAAKiC,SAAUb,YAAY,KAI9D,CACEL,MAAOf,EAAKiC,SAAW,UAAWM,aAAa,EAC/CvB,IAAK,KACLT,SAAU,CACR,CACEG,UAAW,UACXK,MAAOf,EAAKiC,UAEd,CACElB,MAAO,KAAMC,IAAK,KAClBd,SAnFY,CACpBE,QAEE,2GACFD,QAEE,0xDAiBFE,SAEE,+sCA2DMM,UAAW,EACXJ,SAAU,CACR0C,EACAhC,EACA,CACEF,MAAM,mBACNwB,aAAa,EAAMvB,IAAK,KACxBT,SAAU,CACR,CACEG,UAAW,OACXK,MAAOf,EAAKiC,YAIlB,CACEvB,UAAW,SACXK,MAAO,4EACPJ,UAAW,GAEb+Y,KAIN/Y,UAAW,O,kDCnGF,iBAPf,SAAc4W,GACb,uBACC,IAAI1P,EAAS,EAAQ,QACP,mBAAP0P,GAAqBA,EAAG1P,IAC/B,8B,iBCPJlN,EAAOD,QAAU,SAASsF,GAWxB,MAAO,CACPsB,QAAQ,CAAC,IAAK,OACdpB,SAZiB,CACjBE,QACE,wCACFD,QACE,QACFE,SACE,qtBACFpE,KACE,8IAKF+F,QAAS,sBACTzB,SAAU,CACVP,EAAK8B,oBACH9B,EAAKY,kBACLZ,EAAK4B,kB,kCC8cT,SAASwgE,IAEP,IAAMz8D,EAAS,eAGf,OAFAA,EAAO08D,WAAa18D,EAAO08D,YAAc,GACzC18D,EAAO08D,WAAWC,sBAAwB38D,EAAO08D,WAAWC,uBAAyB,GAC9E38D,EAAO08D,WAAWC,sBAQrB,SAAUC,EAAwBh7D,GACtC66D,IAA2BhoE,KAAKmN,GClE5B,SAAUi7D,IACd,IAAMC,EAAU,eAKhB,OAJAA,EAAQJ,WAAaI,EAAQJ,YAAc,CACzCnvC,WAAY,GACZwvC,SAAK3kE,GAEA0kE,EAQH,SAAUE,EAASD,GACvB,IAAME,EAAWJ,IACXK,EAASC,EAAkBF,GAEjC,OADAG,EAAgBH,EAAUF,GACnBG,EAUH,SAAUG,IAEd,IAAMJ,EAAWJ,IAQjB,OALKS,EAAgBL,KAAaE,EAAkBF,GAAUM,YAzarC,IA0avBH,EAAgBH,EAAU,IAAI,IAI5B,eAsBN,SAAgCA,GAC9B,IACE,IAAMO,GAXFC,EAASZ,IAAiBH,aAEfe,EAAOlwC,YAAckwC,EAAOlwC,WAAWmwC,QAAUD,EAAOlwC,WAAWmwC,OAAOC,OAYzF,IAAKH,EACH,OAAOL,EAAkBF,GAI3B,IAAKK,EAAgBE,IAAiBL,EAAkBK,GAAcD,YA9c/C,GA8cyE,CAC9F,IAAMK,EAAsBT,EAAkBF,GAAUY,cACxDT,EAAgBI,EAAc,IAAI,GAAII,EAAoBE,OAAQ,GAAMhV,MAAM8U,EAAoBG,SAIpG,OAAOZ,EAAkBK,GACzB,MAAOhJ,GAEP,OAAO2I,EAAkBF,GA7BvB,IACEQ,EAZGO,CAAuBf,GAGzBE,EAAkBF,GA6C3B,SAASK,EAAgBR,GACvB,SAAUA,GAAWA,EAAQJ,YAAcI,EAAQJ,WAAWK,KAS1D,SAAUI,EAAkBL,GAChC,OAAIA,GAAWA,EAAQJ,YAAcI,EAAQJ,WAAWK,MACxDD,EAAQJ,WAAaI,EAAQJ,YAAc,GAC3CI,EAAQJ,WAAWK,IAAM,IAAI,IAFuCD,EAAQJ,WAAWK,IAWnF,SAAUK,EAAgBN,EAAkBC,GAChD,QAAKD,IACLA,EAAQJ,WAAaI,EAAQJ,YAAc,GAC3CI,EAAQJ,WAAWK,IAAMA,GAClB,GCxgBT,SAAS,EAAa,G,IAAgB,wDACpC,IAAM,EAAM,IACZ,GAAI,GAAO,EAAI,GAEb,OAAQ,EAAI,GAAoB,MAAxB,EAAG,aAAiC,IAE9C,MAAM,IAAI,MAAM,qBAAqB,EAAM,wDAUvC,SAAU,EAAiB,EAAgB,GAC/C,IAAI,EACJ,IACE,MAAM,IAAI,MAAM,6BAChB,MAAO,GACP,EAAqB,EAEvB,OAAO,EAAU,mBAAoB,EAAW,CAC9C,eAAc,EACd,kBAAmB,EACnB,mBAAkB,IAWhB,SAAU,EAAe,EAAiB,GAC9C,IAAI,EACJ,IACE,MAAM,IAAI,MAAM,GAChB,MAAO,GACP,EAAqB,EAKvB,IACM,EAAoC,iBAAnB,EAA8B,CAAE,eAAc,QAAK,EAE1E,OAAO,EAAU,iBAAkB,EAHK,iBAAnB,EAA8B,OAAiB,EAGnB,cAC/C,kBAAmB,EACnB,mBAAkB,GACf,IAUD,SAAU,EAAa,GAC3B,OAAO,EAAU,eAAgB,GAO7B,SAAU,EAAe,GAC7B,EAAgB,iBAAkB,GAW9B,SAAU,EAAc,GAC5B,EAAgB,gBAAiB,GAS7B,SAAU,EAAW,EAAc,GACvC,EAAgB,aAAc,EAAM,GAOhC,SAAU,EAAU,GACxB,EAAgB,YAAa,GAOzB,SAAU,EAAQ,GACtB,EAAgB,UAAW,GAQvB,SAAU,EAAS,EAAa,GACpC,EAAgB,WAAY,EAAK,GAW7B,SAAU,EAAO,EAAa,GAClC,EAAgB,SAAU,EAAK,GAQ3B,SAAU,EAAQ,GACtB,EAAgB,UAAW,GAgBvB,SAAU,EAAU,GACxB,EAAgB,YAAa,GAmCzB,SAAU,EACd,EACA,GAEA,OAAO,EAAU,mBAAkB,gBAAO,GAAW,GClJjD,SAAUkB,EAAqCjyD,GACnD,IAAMkyD,EAAiC,GAKvC,OAjEI,SAAiClyD,GACrC,IAAMmyD,EAAuBnyD,EAAQmyD,qBAAmB,aAAQnyD,EAAQmyD,sBAAyB,GAC3FC,EAAmBpyD,EAAQkyD,aAC7BA,EAA8B,GAClC,GAAIp4D,MAAMwU,QAAQ8jD,GAAmB,CACnC,IAAM,EAAwBA,EAAiB/zD,KAAI,SAAApW,GAAK,OAAAA,EAAA,QAClD,EAAoC,GAG1CkqE,EAAoBp8D,SAAQ,SAAAs8D,IAEoC,IAA5D,EAAsB1wD,QAAQ0wD,EAAmBlmE,QACa,IAA9D,EAAwBwV,QAAQ0wD,EAAmBlmE,QAEnD+lE,EAAazpE,KAAK4pE,GAClB,EAAwB5pE,KAAK4pE,EAAmBlmE,UAKpDimE,EAAiBr8D,SAAQ,SAAAu8D,IACwC,IAA3D,EAAwB3wD,QAAQ2wD,EAAgBnmE,QAClD+lE,EAAazpE,KAAK6pE,GAClB,EAAwB7pE,KAAK6pE,EAAgBnmE,cAGZ,mBAArBimE,GAChBF,EAAeE,EAAiBD,GAChCD,EAAep4D,MAAMwU,QAAQ4jD,GAAgBA,EAAe,CAACA,IAE7DA,EAAe,OAAH,KAAG,CAAIC,GAIrB,IAAMI,EAAoBL,EAAa7zD,KAAI,SAAApW,GAAK,OAAAA,EAAA,QAMhD,OAJoD,IAAhDsqE,EAAkB5wD,QADE,UAEtBuwD,EAAazpE,KAAI,MAAjBypE,EAAY,aAASA,EAAaruD,OAAO0uD,EAAkB5wD,QAFrC,SAE+D,KAGhFuwD,EAqBPM,CAAuBxyD,GAASjK,SAAQ,SAAA08D,GACtCP,EAAaO,EAAYtmE,MAAQsmE,EAlB/B,SAA2BA,IAC0B,IAArDC,GAAsB/wD,QAAQ8wD,EAAYtmE,QAG9CsmE,EAAYE,UAAU/B,EAAyBS,GAC/CqB,GAAsBjqE,KAAKgqE,EAAYtmE,MACvCymE,GAAOlrD,IAAI,0BAA0B+qD,EAAYtmE,OAa/C0mE,CAAiBJ,MAEZP,ECpBH,SAAUY,IACd,KAAM,UAAW,gBACf,OAAO,EAGT,IAIE,OAHA,IAAIC,QACJ,IAAIC,QAAQ,IACZ,IAAIC,UACG,EACP,MAAO7pE,GACP,OAAO,GAOX,SAAS8pE,EAAc16C,GACrB,OAAOA,GAAQ,mDAAmDrc,KAAKqc,EAAK5jB,YA6DxE,SAAUu+D,IAMd,IAAKL,IACH,OAAO,EAGT,IAIE,OAHA,IAAIE,QAAQ,IAAK,CACfI,eAAgB,YAEX,EACP,MAAOhqE,GACP,OAAO,GChGL,SAAUiqE,EAAkBC,GAChC,IAAI92B,EAAQ,KACR+2B,EAAU,EAEVD,IAC4B,iBAAnBA,EAAGE,YACZD,EAAUD,EAAGE,YACJC,GAAoBt3D,KAAKm3D,EAAGpnE,WACrCqnE,EAAU,IAId,IAKE,GADA/2B,EAgHJ,SAA6C82B,GAC3C,IAAKA,IAAOA,EAAGI,WACb,OAAO,KAYT,IAPA,IAKIxyB,EAJEyyB,EAAe,8DACfC,EAAe,sGACf9V,EAHawV,EAAGI,WAGGj2D,MAAM,MACzB++B,EAAQ,GAGL2M,EAAO,EAAGA,EAAO2U,EAAM31D,OAAQghD,GAAQ,EAAG,CACjD,IAAIl3B,EAAU,MACTivB,EAAQyyB,EAAa73D,KAAKgiD,EAAM3U,KACnCl3B,EAAU,CACRhd,IAAKisC,EAAM,GACX1oB,KAAM0oB,EAAM,GACZrnC,KAAM,GACNsvC,MAAOjI,EAAM,GACb2yB,OAAQ,OAEA3yB,EAAQ0yB,EAAa93D,KAAKgiD,EAAM3U,OAC1Cl3B,EAAU,CACRhd,IAAKisC,EAAM,GACX1oB,KAAM0oB,EAAM,IAAMA,EAAM,GACxBrnC,KAAMqnC,EAAM,GAAKA,EAAM,GAAGzjC,MAAM,KAAO,GACvC0rC,MAAOjI,EAAM,GACb2yB,QAAS3yB,EAAM,KAIfjvB,KACGA,EAAQuG,MAAQvG,EAAQk3B,OAC3Bl3B,EAAQuG,KApLS,KAsLnBgkB,EAAM/zC,KAAKwpB,IAIf,IAAKuqB,EAAMr0C,OACT,OAAO,KAGT,MAAO,CACL+D,QAAS4nE,EAAeR,GACxBnnE,KAAMmnE,EAAGnnE,KACTqwC,MAAK,GAjKGu3B,CAAoCT,GAE1C,OAAOU,EAAUx3B,EAAO+2B,GAE1B,MAAOnqE,IAIT,IAEE,GADAozC,EAkBJ,SAAwC82B,GACtC,IAAKA,IAAOA,EAAG92B,MACb,OAAO,KAUT,IAPA,IAGIiK,EACAvF,EACAjvB,EALEuqB,EAAQ,GACRshB,EAAQwV,EAAG92B,MAAM/+B,MAAM,MAMpBxV,EAAI,EAAGA,EAAI61D,EAAM31D,SAAUF,EAAG,CACrC,GAAKi5C,EAAQ,GAAOplC,KAAKgiD,EAAM71D,IAAM,CACnC,IAAMgsE,EAAW/yB,EAAM,IAAqC,IAA/BA,EAAM,GAAGv/B,QAAQ,UACrCu/B,EAAM,IAAmC,IAA7BA,EAAM,GAAGv/B,QAAQ,UACvB8kC,EAAWytB,GAAWp4D,KAAKolC,EAAM,OAE9CA,EAAM,GAAKuF,EAAS,GACpBvF,EAAM,GAAKuF,EAAS,GACpBvF,EAAM,GAAKuF,EAAS,IAEtBx0B,EAAU,CAGRhd,IAAKisC,EAAM,IAA0C,IAApCA,EAAM,GAAGv/B,QAAQ,eAAuBu/B,EAAM,GAAGrgC,OAAO,cAAc1Y,QAAU+4C,EAAM,GACvG1oB,KAAM0oB,EAAM,IArFK,IAsFjBrnC,KAAMo6D,EAAW,CAAC/yB,EAAM,IAAM,GAC9BiI,KAAMjI,EAAM,IAAMA,EAAM,GAAK,KAC7B2yB,OAAQ3yB,EAAM,IAAMA,EAAM,GAAK,WAE5B,GAAKA,EAAQizB,GAAMr4D,KAAKgiD,EAAM71D,IACnCgqB,EAAU,CACRhd,IAAKisC,EAAM,GACX1oB,KAAM0oB,EAAM,IA7FK,IA8FjBrnC,KAAM,GACNsvC,MAAOjI,EAAM,GACb2yB,OAAQ3yB,EAAM,IAAMA,EAAM,GAAK,UAE5B,MAAKA,EAAQkzB,GAAMt4D,KAAKgiD,EAAM71D,KAuBnC,SAtBSi5C,EAAM,IAAMA,EAAM,GAAGv/B,QAAQ,YAAc,IACrC8kC,EAAW4tB,GAAUv4D,KAAKolC,EAAM,MAE7CA,EAAM,GAAKA,EAAM,IAAM,OACvBA,EAAM,GAAKuF,EAAS,GACpBvF,EAAM,GAAKuF,EAAS,GACpBvF,EAAM,GAAK,IACI,IAANj5C,GAAYi5C,EAAM,SAA0B,IAApBoyB,EAAGgB,eAKpC93B,EAAM,GAAGq3B,OAAUP,EAAGgB,aAA0B,GAElDriD,EAAU,CACRhd,IAAKisC,EAAM,GACX1oB,KAAM0oB,EAAM,IAnHK,IAoHjBrnC,KAAMqnC,EAAM,GAAKA,EAAM,GAAGzjC,MAAM,KAAO,GACvC0rC,KAAMjI,EAAM,IAAMA,EAAM,GAAK,KAC7B2yB,OAAQ3yB,EAAM,IAAMA,EAAM,GAAK,OAM9BjvB,EAAQuG,MAAQvG,EAAQk3B,OAC3Bl3B,EAAQuG,KA7HW,KAgIrBgkB,EAAM/zC,KAAKwpB,GAGb,IAAKuqB,EAAMr0C,OACT,OAAO,KAGT,MAAO,CACL+D,QAAS4nE,EAAeR,GACxBnnE,KAAMmnE,EAAGnnE,KACTqwC,MAAK,GAjGG+3B,CAA+BjB,GAErC,OAAOU,EAAUx3B,EAAO+2B,GAE1B,MAAOnqE,IAIT,MAAO,CACL8C,QAAS4nE,EAAeR,GACxBnnE,KAAMmnE,GAAMA,EAAGnnE,KACfqwC,MAAO,GACPg4B,QAAQ,GAiJZ,SAASR,EAAUN,EAAwBH,GACzC,IACE,oCACKG,GAAU,CACbl3B,MAAOk3B,EAAWl3B,MAAMruC,MAAMolE,KAEhC,MAAOnqE,GACP,OAAOsqE,GAUX,SAASI,EAAeR,GACtB,IAAMpnE,EAAUonE,GAAMA,EAAGpnE,QACzB,OAAKA,EAGDA,EAAQL,OAA0C,iBAA1BK,EAAQL,MAAMK,QACjCA,EAAQL,MAAMK,QAEhBA,EALE,mBCvPL,SAAUuoE,EAAwBf,GACtC,IAAMgB,EAASC,EAAsBjB,EAAWl3B,OAE1ChnC,EAAuB,CAC3BlL,KAAMopE,EAAWvnE,KACjBgB,MAAOumE,EAAWxnE,SAWpB,OARIwoE,GAAUA,EAAOvsE,SACnBqN,EAAUk+D,WAAa,CAAEgB,OAAM,SAGVtoE,IAAnBoJ,EAAUlL,MAA0C,KAApBkL,EAAUrI,QAC5CqI,EAAUrI,MAAQ,8BAGbqI,EAyCH,SAAUo/D,EAAoBlB,GAGlC,MAAO,CACLl+D,UAAW,CACTC,OAAQ,CAJMg/D,EAAwBf,MAYtC,SAAUiB,EAAsBn4B,GACpC,IAAKA,IAAUA,EAAMr0C,OACnB,MAAO,GAGT,IAAI0sE,EAAar4B,EAEXs4B,EAAqBD,EAAW,GAAGr8C,MAAQ,GAC3Cu8C,EAAoBF,EAAWA,EAAW1sE,OAAS,GAAGqwB,MAAQ,GAapE,OAVsD,IAAlDs8C,EAAmBnzD,QAAQ,oBAAgF,IAApDmzD,EAAmBnzD,QAAQ,sBACpFkzD,EAAaA,EAAW1mE,MAAM,KAIoB,IAAhD4mE,EAAkBpzD,QAAQ,mBAC5BkzD,EAAaA,EAAW1mE,MAAM,GAAI,IAI7B0mE,EACJ1mE,MAAM,EAnGc,IAoGpBkQ,KACC,SAAC22D,GAA0C,MAAC,CAC1C5rB,MAAwB,OAAjB4rB,EAAMnB,YAAkBznE,EAAY4oE,EAAMnB,OACjDoB,SAAUD,EAAM//D,KAAO4/D,EAAW,GAAG5/D,IACrCigE,SAAUF,EAAMx8C,MAAQ,IACxB28C,QAAQ,EACRC,OAAuB,OAAfJ,EAAM7rB,UAAgB/8C,EAAY4oE,EAAM7rB,SAGnDvlC,UC9FC,SAAUyxD,EAAmBr1D,EAAkBxK,EAAoB8/D,GACvE,IACM7qE,EAAQ8qE,EAAsB//D,EADR8/D,GAAQA,EAAKE,yBAAuBppE,EACG,CACjEqpE,iBAAkBz1D,EAAQy1D,mBAU5B,OARA,aAAsBhrE,EAAO,CAC3B+sD,SAAS,EACTltD,KAAM,YAERG,EAAMuL,MAAQ0/D,GAAS5qE,MACnBwqE,GAAQA,EAAK5/D,WACfjL,EAAMiL,SAAW4/D,EAAK5/D,UAEjB,GAAYnM,QAAQkB,GAOvB,SAAUkrE,EACd31D,EACA9T,EACA8J,EACAs/D,QADA,IAAAt/D,MAAkB0/D,GAASE,MAG3B,IACMnrE,EAAQorE,EAAgB3pE,EADFopE,GAAQA,EAAKE,yBAAuBppE,EACL,CACzDqpE,iBAAkBz1D,EAAQy1D,mBAM5B,OAJAhrE,EAAMuL,MAAQA,EACVs/D,GAAQA,EAAK5/D,WACfjL,EAAMiL,SAAW4/D,EAAK5/D,UAEjB,GAAYnM,QAAQkB,GAMvB,SAAU8qE,EACd//D,EACAggE,EACAx1D,GAKA,IAAIvV,EAEJ,QAPA,IAAAuV,MAAA,IAOI,OAAAq2C,GAAA,GAAa7gD,IAA6BA,EAAyB3J,MAMrE,OADApB,EAAQmqE,EAAoBvB,EAD5B79D,EAFmBA,EAEI3J,QAIzB,GAAI,OAAAwqD,GAAA,GAAW7gD,IAA0B,OAAA6gD,GAAA,GAAe7gD,GAA4B,CAKlF,IAAMsgE,EAAetgE,EACf,EAAOsgE,EAAa3pE,OAAS,OAAAkqD,GAAA,GAAWyf,GAAgB,WAAa,gBACrE5pE,EAAU4pE,EAAa5pE,QAAa,EAAI,KAAK4pE,EAAa5pE,QAAY,EAQ5E,OANAzB,EAAQorE,EAAgB3pE,EAASspE,EAAoBx1D,GACrD,aAAsBvV,EAAOyB,GACzB,SAAU4pE,IACZrrE,EAAMsrE,KAAI,6BAAQtrE,EAAMsrE,MAAI,CAAE,oBAAqB,GAAGD,EAAa/qE,QAG9DN,EAET,OAAI,OAAA4rD,GAAA,GAAQ7gD,GAEV/K,EAAQmqE,EAAoBvB,EAAkB79D,IAG5C,OAAA6gD,GAAA,GAAc7gD,IAAc,OAAA6gD,GAAA,GAAQ7gD,IAKtC/K,EDvEE,SACJ+K,EACAggE,EACAQ,GAEA,IAAMvrE,EAAe,CACnB+K,UAAW,CACTC,OAAQ,CACN,CACEnL,KAAM,OAAA+rD,GAAA,GAAQ7gD,GAAaA,EAAU0X,YAAY/gB,KAAO6pE,EAAY,qBAAuB,QAC3F7oE,MAAO,cACL6oE,EAAY,oBAAsB,aAAW,wBACvB,aAA+BxgE,MAI7DikC,MAAO,CACLw8B,eAAgB,aAAgBzgE,KAIpC,GAAIggE,EAAoB,CACtB,IACM,EAASb,EADItB,EAAkBmC,GACWh5B,OAChD/xC,EAAMipE,WAAa,CACjBgB,OAAM,GAIV,OAAOjqE,EC0CGyrE,CADgB1gE,EACsBggE,EAAoBx1D,EAAQg2D,WAC1E,aAAsBvrE,EAAO,CAC3B0rE,WAAW,IAEN1rE,IAYTA,EAAQorE,EAAgBrgE,EAAqBggE,EAAoBx1D,GACjE,aAAsBvV,EAAO,GAAG+K,OAAapJ,GAC7C,aAAsB3B,EAAO,CAC3B0rE,WAAW,IAGN1rE,GAMH,SAAUorE,EACdpsB,EACA+rB,EACAx1D,QAAA,IAAAA,MAAA,IAIA,IAAMvV,EAAe,CACnByB,QAASu9C,GAGX,GAAIzpC,EAAQy1D,kBAAoBD,EAAoB,CAClD,IACM,EAASb,EADItB,EAAkBmC,GACWh5B,OAChD/xC,EAAMipE,WAAa,CACjBgB,OAAM,GAIV,OAAOjqE,ECnJH,SAAU2rE,EAAuBC,EAAkBC,GAQvD,MAAO,CACL9U,KARsBp6C,KAAKC,UAAU,CACrCkvD,SAAS,IAAIr/D,MAAOs/D,gBAOI,KALNpvD,KAAKC,UAAU,CACjC/c,KAAM,YAIkC,KAAK8c,KAAKC,UAAUgvD,GAC5D/rE,KAAM,UACN2K,IAAKqhE,EAAIG,yCAKP,SAAUC,EAAqBjsE,EAAc6rE,GAEjD,IAAM,aAAE,IAAAK,wBAAyC,IAAAC,oBAAiC,oEAClFnsE,EAAMsrE,KAAOc,EAEb,IAAMC,EAA6B,gBAAfrsE,EAAMH,KAEpBysE,EAAqB,CACzBvV,KAAMp6C,KAAKC,UAAU5c,GACrBH,KAAMG,EAAMH,MAAQ,QACpB2K,IAAK6hE,EAAcR,EAAIG,wCAA0CH,EAAIU,sCASvE,GAAIF,EAAa,CACf,IAAMG,EAAkB7vD,KAAKC,UAAU,CACrC3R,SAAUjL,EAAMiL,SAChB6gE,SAAS,IAAIr/D,MAAOs/D,gBAEhBU,EAAc9vD,KAAKC,UAAU,CACjC/c,KAAMG,EAAMH,KAIZ6sE,aAAc,CAAC,CAAEn3C,GAAIo3C,EAAgBC,KAAMC,MAqB7CP,EAAIvV,KADgByV,EAAe,KAAKC,EAAW,KAAKH,EAAIvV,KAI9D,OAAOuV,E,+MCjEH,SAAUQ,IACd,OAAOC,GAAgB,EAMnB,SAAUC,IAEdD,IAAiB,EACjBnrE,YAAW,WACTmrE,IAAiB,KAYf,SAAUne,EACdtkB,EACA/0B,EAGA03D,GAGA,QANA,IAAA13D,MAAA,IAMkB,mBAAP+0B,EACT,OAAOA,EAGT,IAEE,GAAIA,EAAG4iC,WACL,OAAO5iC,EAIT,GAAIA,EAAG6iC,mBACL,OAAO7iC,EAAG6iC,mBAEZ,MAAOxuE,GAIP,OAAO2rC,EAKT,IAAM8iC,EAAiC,WACrC,IAAMh+D,EAAOC,MAAMzR,UAAU8F,MAAM5F,KAAKwR,WAExC,IACM29D,GAA4B,mBAAXA,GACnBA,EAAO19D,MAAMpB,KAAMmB,WAIrB,IAAM+9D,EAAmBj+D,EAAKwE,KAAI,SAACmI,GAAa,OAAA6yC,EAAK7yC,EAAL,MAEhD,OAAIuuB,EAAGgjC,YAMEhjC,EAAGgjC,YAAY/9D,MAAMpB,KAAMk/D,GAM7B/iC,EAAG/6B,MAAMpB,KAAMk/D,GACtB,MAAOxE,GAuBP,MAtBAmE,IAEAO,GAAU,SAACjG,GACTA,EAAMkG,mBAAkB,SAACxtE,GACvB,IAAMytE,EAAiB,OAAH,KAAG,CAAH,GAAQztE,GAY5B,OAVIuV,EAAQ1J,YACV,aAAsB4hE,OAAgB9rE,OAAWA,GACjD,aAAsB8rE,EAAgBl4D,EAAQ1J,YAGhD4hE,EAAez+B,MAAK,6BACfy+B,EAAez+B,OAAK,CACvB1/B,UAAWF,IAGNq+D,KAGTC,EAAiB7E,MAGbA,IAOV,IACE,IAAK,IAAMzlE,KAAYknC,EACjB3sC,OAAOC,UAAUC,eAAeC,KAAKwsC,EAAIlnC,KAC3CgqE,EAAchqE,GAAYknC,EAAGlnC,IAGjC,MAAO0I,IAETw+B,EAAG1sC,UAAY0sC,EAAG1sC,WAAa,GAC/BwvE,EAAcxvE,UAAY0sC,EAAG1sC,UAE7BD,OAAOyE,eAAekoC,EAAI,qBAAsB,CAC9CjoC,YAAY,EACZK,MAAO0qE,IAKTzvE,OAAO0lB,iBAAiB+pD,EAAe,CACrCF,WAAY,CACV7qE,YAAY,EACZK,OAAO,GAET8I,oBAAqB,CACnBnJ,YAAY,EACZK,MAAO4nC,KAKX,IACqB3sC,OAAOulB,yBAAyBkqD,EAAe,QACnDzqD,cACbhlB,OAAOyE,eAAegrE,EAAe,OAAQ,CAC3C9qE,IAAA,WACE,OAAOgoC,EAAG5oC,QAKhB,MAAOoK,IAET,OAAOshE,EAmCH,SAAUO,EAAmBp4D,GACjC,QADiC,IAAAA,MAAA,IAC5BA,EAAQyd,QAIb,GAAKzd,EAAQod,IAAb,CAKA,IAAM7xB,EAAS1B,SAASQ,cAAc,UACtCkB,EAAO4+C,OAAQ,EACf5+C,EAAOX,IAAM,IAAI,GAAIoV,EAAQod,KAAKi7C,wBAAwBr4D,GAEtDA,EAAQs4D,SAEV/sE,EAAOhB,OAASyV,EAAQs4D,SAGzBzuE,SAASyC,MAAQzC,SAAS23D,MAAMt2D,YAAYK,QAb3CqnE,GAAO/mE,MAAM,oDAJb+mE,GAAO/mE,MAAM,mDCxJjB,SAAS0sE,EAAWjuE,GAClB,IAAIkuE,GAAaluE,GAMjB,OAFAkuE,GAAaluE,IAAQ,EAEbA,GACN,IAAK,WA4DT,WACE,KAAM,YAAa,IACjB,OAGF,CAAC,QAAS,OAAQ,OAAQ,QAAS,MAAO,UAAUyL,SAAQ,SAASC,GAC7DA,KAAS,GAAOjI,SAItB,aAAK,GAAOA,QAASiI,GAAO,SAASyiE,GACnC,OAAO,W,IAAS,sDACdC,EAAgB,UAAW,CAAE7+D,KAAI,EAAE7D,MAAK,IAGpCyiE,GACFpW,SAASh6D,UAAU2R,MAAMzR,KAAKkwE,EAAsB,GAAO1qE,QAAS8L,UA3ExE8+D,GACA,MACF,IAAK,OAiTT,WACE,KAAM,aAAc,IAClB,OAKF,GAAO9uE,SAASib,iBAAiB,QAAS8zD,EAAgB,QAASF,EAAgBhrE,KAAK,KAAM,SAAS,GACvG,GAAO7D,SAASib,iBAAiB,WAAY+zD,EAAqBH,EAAgBhrE,KAAK,KAAM,SAAS,GAGtG,CAAC,cAAe,QAAQqI,SAAQ,SAACpL,GAE/B,IAAMmuE,EAAS,GAAenuE,IAAY,GAAeA,GAAQtC,UAG5DywE,GAAUA,EAAMxwE,gBAAmBwwE,EAAMxwE,eAAe,sBAK7D,aAAKwwE,EAAO,oBAAoB,SAC9B91D,GAMA,OAAO,SAEL+1D,EACAhkC,EACA/0B,GA4BA,OA1BI+0B,GAAOA,EAA2BgjC,aAClB,UAAdgB,GACF,aAAKhkC,EAAI,eAAe,SAASikC,GAC/B,OAAO,SAAoBvuE,GAEzB,OADAmuE,EAAgB,QAASF,EAAgBhrE,KAAK,KAAM,OAApDkrE,CAA4DnuE,GACrDuuE,EAAczwE,KAAKqQ,KAAMnO,OAIpB,aAAdsuE,GACF,aAAKhkC,EAAI,eAAe,SAASikC,GAC/B,OAAO,SAAoBvuE,GAEzB,OADAouE,EAAqBH,EAAgBhrE,KAAK,KAAM,OAAhDmrE,CAAwDpuE,GACjDuuE,EAAczwE,KAAKqQ,KAAMnO,SAKpB,UAAdsuE,GACFH,EAAgB,QAASF,EAAgBhrE,KAAK,KAAM,QAAQ,EAA5DkrE,CAAkEhgE,MAElD,aAAdmgE,GACFF,EAAqBH,EAAgBhrE,KAAK,KAAM,OAAhDmrE,CAAwDjgE,OAIrDoK,EAASza,KAAKqQ,KAAMmgE,EAAWhkC,EAAI/0B,OAI9C,aAAK84D,EAAO,uBAAuB,SACjC91D,GAOA,OAAO,SAEL+1D,EACAhkC,EACA/0B,GAEA,IACEgD,EAASza,KAAKqQ,KAAMmgE,EAAahkC,EAAmC6iC,mBAAoB53D,GACxF,MAAO5W,IAGT,OAAO4Z,EAASza,KAAKqQ,KAAMmgE,EAAWhkC,EAAI/0B,WAnY5Ci5D,GACA,MACF,IAAK,OAkKT,WACE,KAAM,mBAAoB,IACxB,OAIF,IAAMC,EAAgC,GAChCC,EAA8B,GAC9BC,EAAWC,eAAehxE,UAEhC,aAAK+wE,EAAU,QAAQ,SAASE,GAC9B,OAAO,W,IAA4C,sDAEjD,IAAMC,EAAM3gE,KACN3D,EAAM4E,EAAK,GACjB0/D,EAAIC,eAAiB,CAEnBC,OAAQ,OAAApjB,GAAA,GAASx8C,EAAK,IAAMA,EAAK,GAAGyN,cAAgBzN,EAAK,GACzD5E,IAAK4E,EAAK,IAKR,OAAAw8C,GAAA,GAASphD,IAAsC,SAA9BskE,EAAIC,eAAeC,QAAqBxkE,EAAIC,MAAM,gBACrEqkE,EAAIG,wBAAyB,GAG/B,IAAMC,EAA4B,WAChC,GAAuB,IAAnBJ,EAAI15B,WAAkB,CACxB,IAGM05B,EAAIC,iBACND,EAAIC,eAAeI,YAAcL,EAAIM,QAEvC,MAAOzwE,IAIT,IACE,IAAM0wE,EAAaZ,EAAYv3D,QAAQ43D,GACvC,IAAoB,IAAhBO,EAAmB,CAErBZ,EAAYr1D,OAAOi2D,GACnB,IAAM,EAAOX,EAAct1D,OAAOi2D,GAAY,GAC1CP,EAAIC,qBAA8BptE,IAAZ,EAAK,KAC7BmtE,EAAIC,eAAehY,KAAO,EAAK,KAGnC,MAAOp4D,IAITsvE,EAAgB,MAAO,CACrB7+D,KAAI,EACJkgE,aAAc7iE,KAAKN,MACnBojE,eAAgB9iE,KAAKN,MACrB2iE,IAAG,MAgBT,MAXI,uBAAwBA,GAAyC,mBAA3BA,EAAIU,mBAC5C,aAAKV,EAAK,sBAAsB,SAASv2D,GACvC,OAAO,W,IAAS,sDAEd,OADA22D,IACO32D,EAAShJ,MAAMu/D,EAAKW,OAI/BX,EAAIz0D,iBAAiB,mBAAoB60D,GAGpCL,EAAat/D,MAAMu/D,EAAK1/D,OAInC,aAAKu/D,EAAU,QAAQ,SAASe,GAC9B,OAAO,W,IAA4C,sDAUjD,OATAjB,EAAYzwE,KAAKmQ,MACjBugE,EAAc1wE,KAAKoR,GAEnB6+D,EAAgB,MAAO,CACrB7+D,KAAI,EACJmgE,eAAgB9iE,KAAKN,MACrB2iE,IAAK3gE,OAGAuhE,EAAangE,MAAMpB,KAAMiB,OAzPhCugE,GACA,MACF,IAAK,SA2ET,WACE,INpDI,WACJ,IAAKtH,IACH,OAAO,EAGT,IAAM9+D,EAAS,eAIf,GAAIk/D,EAAcl/D,EAAOqmE,OACvB,OAAO,EAKT,IAAInkE,GAAS,EACPozB,EAAMt1B,EAAOnK,SAEnB,GAAIy/B,GAAiD,mBAAlCA,EAAIj/B,cACrB,IACE,IAAMiwE,EAAUhxC,EAAIj/B,cAAc,UAClCiwE,EAAQC,QAAS,EACjBjxC,EAAIh9B,KAAKpB,YAAYovE,GACjBA,EAAQE,eAAiBF,EAAQE,cAAcH,QAEjDnkE,EAASg9D,EAAcoH,EAAQE,cAAcH,QAE/C/wC,EAAIh9B,KAAKrB,YAAYqvE,GACrB,MAAOzvE,GACP+nE,GAAOruC,KAAK,kFAAmF15B,GAInG,OAAOqL,EMmBFukE,GACH,OAGF,aAAK,GAAQ,SAAS,SAASC,GAC7B,OAAO,W,IAAS,sDACd,IAAMC,EAAc,CAClB9gE,KAAI,EACJ+gE,UAAW,CACTnB,OAAQoB,EAAehhE,GACvB5E,IAAK6lE,EAAYjhE,IAEnBmgE,eAAgB9iE,KAAKN,OAQvB,OALA8hE,EAAgB,QAAO,gBAClBiC,IAIED,EAAc1gE,MAAM,GAAQH,GAAM1O,MACvC,SAAC4vE,GAMC,OALArC,EAAgB,QAAO,6BAClBiC,GAAW,CACdZ,aAAc7iE,KAAKN,MACnBmkE,SAAQ,KAEHA,KAET,SAAClvE,GASC,MARA6sE,EAAgB,QAAO,6BAClBiC,GAAW,CACdZ,aAAc7iE,KAAKN,MACnB/K,MAAK,KAKDA,SAjHVmvE,GACA,MACF,IAAK,WA4PT,WAqBE,SAASC,EAA2BC,GAClC,OAAO,W,IAAwB,sDAC7B,IAAMjmE,EAAM4E,EAAK1R,OAAS,EAAI0R,EAAK,QAAKzN,EACxC,GAAI6I,EAAK,CAEP,IAAMyZ,EAAOysD,GACPva,EAAK1hD,OAAOjK,GAElBkmE,GAAWva,EACX8X,EAAgB,UAAW,CACzBhqD,KAAI,EACJkyC,GAAE,IAGN,OAAOsa,EAAwBlhE,MAAMpB,KAAMiB,IAlC/C,GNtJM7F,EAAS,eAGTonE,EAAUpnE,EAAeonE,OACHA,GAAUA,EAAO1Z,KAAO0Z,EAAO1Z,IAAI2Z,WAEzC,YAAarnE,KAAYA,EAAO6pB,QAAQy9C,YAAetnE,EAAO6pB,QAAQ09C,aMiJ1F,ON3JE,IAIEvnE,EAGAonE,EMuJN,IAAMI,EAAgB,GAAOC,WAC7B,GAAOA,WAAa,W,IAAoC,sDACtD,IAAM7a,EAAK,GAAOnqD,SAAShN,KAErBilB,EAAOysD,GAMb,GALAA,GAAWva,EACX8X,EAAgB,UAAW,CACzBhqD,KAAI,EACJkyC,GAAE,IAEA4a,EACF,OAAOA,EAAcxhE,MAAMpB,KAAMiB,IAuBrC,aAAK,GAAOgkB,QAAS,YAAao9C,GAClC,aAAK,GAAOp9C,QAAS,eAAgBo9C,GAnSjCS,GACA,MACF,IAAK,QAsdPC,GAAqB,GAAOnxE,QAE5B,GAAOA,QAAU,SAASq8B,EAAU5xB,EAAUk0C,EAAW0qB,EAAahoE,GASpE,OARA6sE,EAAgB,QAAS,CACvB7E,OAAM,EACNhoE,MAAK,EACLs9C,KAAI,EACJtiB,IAAG,EACH5xB,IAAG,MAGD0mE,IAEKA,GAAmB3hE,MAAMpB,KAAMmB,YAjetC,MACF,IAAK,qBA0eP6hE,GAAkC,GAAOC,qBAEzC,GAAOA,qBAAuB,SAASzyE,GAGrC,OAFAsvE,EAAgB,qBAAsBtvE,IAElCwyE,IAEKA,GAAgC5hE,MAAMpB,KAAMmB,YA/enD,MACF,QACE64D,GAAOruC,KAAK,gCAAiCj6B,IAS7C,SAAUwxE,EAA0BC,GACnCA,GAAmC,iBAAjBA,EAAQzxE,MAAiD,mBAArByxE,EAAQnmE,WAGnEomE,GAASD,EAAQzxE,MAAQ0xE,GAASD,EAAQzxE,OAAS,GAClD0xE,GAASD,EAAQzxE,MAAsC7B,KAAKszE,EAAQnmE,UACrE2iE,EAAWwD,EAAQzxE,OAIrB,SAASouE,EAAgBpuE,EAA6B1C,G,QACpD,GAAK0C,GAAS0xE,GAAS1xE,G,IAIvB,IAAsB,mBAAA0xE,GAAS1xE,IAAS,IAAE,8BAAE,CAAvC,IAAMyxE,EAAO,QAChB,IACEA,EAAQn0E,GACR,MAAOwB,GACPwpE,GAAO/mE,MACL,0DAA0DvB,EAAI,WAAW,aACvEyxE,GACD,YAAY3yE,K,kGA4FrB,SAASyxE,EAAeoB,GACtB,YADsB,IAAAA,MAAA,IAClB,YAAa,IAAU,OAAA5lB,GAAA,GAAa4lB,EAAU,GAAIjJ,UAAYiJ,EAAU,GAAGxC,OACtEv6D,OAAO+8D,EAAU,GAAGxC,QAAQnyD,cAEjC20D,EAAU,IAAMA,EAAU,GAAGxC,OACxBv6D,OAAO+8D,EAAU,GAAGxC,QAAQnyD,cAE9B,MAIT,SAASwzD,EAAYmB,GACnB,YADmB,IAAAA,MAAA,IACS,iBAAjBA,EAAU,GACZA,EAAU,GAEf,YAAa,IAAU,OAAA5lB,GAAA,GAAa4lB,EAAU,GAAIjJ,SAC7CiJ,EAAU,GAAGhnE,IAEfiK,OAAO+8D,EAAU,IAuP1B,SAASrD,EAAgBzsE,EAAc4vE,EAAmBG,GACxD,YADwD,IAAAA,OAAA,GACjD,SAACzxE,GAIN0xE,QAAkB/vE,EAIb3B,GAAS2xE,KAAsB3xE,IAIpC2xE,GAAoB3xE,EAEhB4xE,IACFvwE,aAAauwE,IAGXH,EACFG,GAAgBhwE,YAAW,WACzB0vE,EAAQ,CAAEtxE,MAAK,EAAE0B,KAAI,OAGvB4vE,EAAQ,CAAEtxE,MAAK,EAAE0B,KAAI,MAW3B,SAAS0sE,EAAqBkD,GAI5B,OAAO,SAACtxE,GACN,IAAIE,EAEJ,IACEA,EAASF,EAAME,OACf,MAAOvB,GAGP,OAGF,IAAM22B,EAAUp1B,GAAWA,EAAuBo1B,QAK7CA,IAAwB,UAAZA,GAAmC,aAAZA,GAA4Bp1B,EAAuB2xE,qBAMtFH,IACHvD,EAAgB,QAASmD,EAAzBnD,CAAkCnuE,GAEpCqB,aAAaqwE,IAEbA,GAAmB9vE,YAAW,WAC5B8vE,QAAkB/vE,IAhFS,OCtX3B,SAAUguB,EAAKpa,GAInB,QAJmB,IAAAA,MAAA,SACiB5T,IAAhC4T,EAAQmyD,sBACVnyD,EAAQmyD,oBAAsB,SAER/lE,IAApB4T,EAAQqd,QAAuB,CACjC,IAAM,EAAS,eAEX,EAAOk/C,gBAAkB,EAAOA,eAAev8C,KACjDhgB,EAAQqd,QAAU,EAAOk/C,eAAev8C,SAGR5zB,IAAhC4T,EAAQw8D,sBACVx8D,EAAQw8D,qBAAsB,GAzE5B,SAA2D,EAAgC,IACzE,IAAlB,EAAQ,OACV,GAAO,SAET,IAAM,EAAM,IACN,EAAS,IAAI,EAAY,GAC/B,EAAI,WAAW,GAsEfC,CAAY,GAAez8D,GAEvBA,EAAQw8D,qBAwFd,WACE,IAAMvuE,EAAS,eACT8iE,EAAMM,IAMRqL,EAAuC,aAAxB7yE,SAASg2C,WACxB88B,GAAc,EACZC,EAAqB,WACrBD,GAAeD,GACjB3L,EAAI8L,cASR9L,EAAI+L,eAECJ,GAGHzuE,EAAO6W,iBAAiB,QAXE,SAAtBi4D,IACJL,GAAe,EACfE,IACA3uE,EAAO8xC,oBAAoB,OAAQg9B,MAWrC,IACE,IAAMC,EAAK,IAAIC,qBAAoB,SAACC,EAAWF,GAC7CE,EAAUC,aAAapnE,SAAQ,SAAAqnE,GACV,2BAAfA,EAAMjxE,MAAqCixE,EAAMC,UAAY,IAC/DL,EAAGM,aACHX,GAAc,EACdC,WAOF,EAA+C,WAA7B/yE,SAAS0zE,gBAA+B,EAAI9T,IAClE5/D,SAASib,iBACP,oBACA,SAAAra,GACE,EAAkBqK,KAAKy0C,IAAI,EAAiB9+C,EAAM+yE,aAEpD,CAAE/iE,MAAM,IAGVuiE,EAAGS,QAAQ,CACTnzE,KAAM,QACNozE,UAAU,IAEZ,MAAOt0E,GACPuzE,GAAc,EACdC,KAhJAe,GASE,SAAUngD,GAAiBxd,QAAA,IAAAA,MAAA,IAC1BA,EAAQyd,UACXzd,EAAQyd,QAAU4zC,IAAgBuM,eAEpC,IAAM9L,EAAST,IAAgBwM,YAC3B/L,GACFA,EAAOt0C,iBAAiBxd,GAStB,SAAU49D,KACd,OAAOvM,IAAgBuM,cAOnB,SAAUE,MAQV,SAAUxF,GAAO1iE,GACrBA,IASI,SAAUmoE,GAAMtyE,GACpB,IAAMqmE,EAAST,IAAgBwM,YAC/B,OAAI/L,EACKA,EAAOiM,MAAMtyE,GAEf,GAAYjC,QAAO,GAStB,SAAU,GAAMiC,GACpB,IAAMqmE,EAAST,IAAgBwM,YAC/B,OAAI/L,EACKA,EAAOvuD,MAAM9X,GAEf,GAAYjC,QAAO,GAWtB,SAAU,GAAKurC,GACnB,OAAO,EAAaA,EAAb,G,0qEC5KG2gC,GCAAsI,G,cDAZ,SAAYtI,GAEV,gBAEA,gBAEA,oBAEA,YAEA,cAEA,gBAEA,sBAdF,CAAYA,QAAQ,KAkBpB,SAAiBA,GAOC,EAAAuI,WAAhB,SAA2BjoE,GACzB,OAAQA,GACN,IAAK,QACH,OAAO0/D,EAASwI,MAClB,IAAK,OACH,OAAOxI,EAASE,KAClB,IAAK,OACL,IAAK,UACH,OAAOF,EAASyI,QAClB,IAAK,QACH,OAAOzI,EAAS5qE,MAClB,IAAK,QACH,OAAO4qE,EAAS0I,MAClB,IAAK,WACH,OAAO1I,EAAS2I,SAClB,IAAK,MACL,QACE,OAAO3I,EAAS4I,MAxBxB,CAAiB5I,QAAQ,KClBzB,SAAYsI,GAEV,oBAEA,oBAEA,oBAEA,yBAEA,oBAEA,kBAZF,CAAYA,QAAM,KAgBlB,SAAiBA,GAOC,EAAAO,aAAhB,SAA6BxzE,GAC3B,OAAIA,GAAQ,KAAOA,EAAO,IACjBizE,EAAOQ,QAGH,MAATzzE,EACKizE,EAAOS,UAGZ1zE,GAAQ,KAAOA,EAAO,IACjBizE,EAAOU,QAGZ3zE,GAAQ,IACHizE,EAAOW,OAGTX,EAAOY,SAxBlB,CAAiBZ,QAAM,K,ICXlBa,G,2BAAL,SAAKA,GAEH,oBAEA,sBAEA,sBANF,CAAKA,QAAM,KAaX,kBASE,WACEC,GADF,WARQ,KAAAxoC,OAAiBuoC,GAAOvzB,QACxB,KAAAyzB,UAIH,GAgJY,KAAAC,SAAW,SAAC7xE,GAC3B,EAAK8xE,WAAWJ,GAAOK,SAAU/xE,IAIlB,KAAAgyE,QAAU,SAACxoC,GAC1B,EAAKsoC,WAAWJ,GAAOO,SAAUzoC,IAIlB,KAAAsoC,WAAa,SAACtkD,EAAextB,GACxC,EAAKmpC,SAAWuoC,GAAOvzB,UAIvB,OAAA+K,GAAA,GAAWlpD,GACZA,EAAyBhC,KAAK,EAAK6zE,SAAU,EAAKG,UAIrD,EAAK7oC,OAAS3b,EACd,EAAK0kD,OAASlyE,EAEd,EAAKmyE,sBAKU,KAAAC,eAAiB,SAACxD,GAQjC,EAAKgD,UAAY,EAAKA,UAAUzrE,OAAOyoE,GACvC,EAAKuD,oBAIU,KAAAA,iBAAmB,WAClC,GAAI,EAAKhpC,SAAWuoC,GAAOvzB,QAA3B,CAIA,IAAMk0B,EAAiB,EAAKT,UAAU5wE,QACtC,EAAK4wE,UAAY,GAEjBS,EAAezpE,SAAQ,SAAAgmE,GACjBA,EAAQj/C,OAIR,EAAKwZ,SAAWuoC,GAAOK,UACrBnD,EAAQ0D,aAEV1D,EAAQ0D,YAAa,EAAKJ,QAI1B,EAAK/oC,SAAWuoC,GAAOO,UACrBrD,EAAQ2D,YACV3D,EAAQ2D,WAAW,EAAKL,QAI5BtD,EAAQj/C,MAAO,QA7MjB,IACEgiD,EAASlmE,KAAKomE,SAAUpmE,KAAKumE,SAC7B,MAAO/1E,GACPwP,KAAKumE,QAAQ/1E,IA6MnB,OAxMgB,EAAAG,QAAd,SAAyB4D,GACvB,OAAO,IAAIwyE,GAAY,SAAAp2E,GACrBA,EAAQ4D,OAKE,EAAA3D,OAAd,SAAgCmtC,GAC9B,OAAO,IAAIgpC,GAAY,SAACr3B,EAAG9+C,GACzBA,EAAOmtC,OAKG,EAAApqC,IAAd,SAA2BqzE,GACzB,OAAO,IAAID,GAAiB,SAACp2E,EAASC,GACpC,GAAKsQ,MAAMwU,QAAQsxD,GAKnB,GAA0B,IAAtBA,EAAWz3E,OAAf,CAKA,IAAI03E,EAAUD,EAAWz3E,OACnB23E,EAA0B,GAEhCF,EAAW7pE,SAAQ,SAACi6B,EAAMj0B,GACxB4jE,EAAYp2E,QAAQymC,GACjB7kC,MAAK,SAAAgC,GACJ2yE,EAAmB/jE,GAAS5O,EAGZ,KAFhB0yE,GAAW,IAKXt2E,EAAQu2E,MAET30E,KAAK,KAAM3B,WAlBdD,EAAQ,SALRC,EAAO,IAAIolB,UAAU,gDA6BpB,YAAAzjB,KAAP,SACE,EACA,GAFF,WAIE,OAAO,IAAIw0E,GAAY,SAACp2E,EAASC,GAC/B,EAAK+1E,eAAe,CAClBziD,MAAM,EACN2iD,YAAa,SAAAvpE,GACX,GAAK,EAML,IAEE,YADA3M,EAAQ,EAAY2M,IAEpB,MAAO9M,GAEP,YADAI,EAAOJ,QAPPG,EAAQ2M,IAWZwpE,WAAY,SAAA/oC,GACV,GAAK,EAIL,IAEE,YADAptC,EAAQ,EAAWotC,IAEnB,MAAOvtC,GAEP,YADAI,EAAOJ,QAPPI,EAAOmtC,UAgBV,YAAA2J,MAAP,SACEo/B,GAEA,OAAO9mE,KAAKzN,MAAK,SAAAikB,GAAO,OAAAA,IAAKswD,IAIxB,YAAAK,QAAP,SAAwBC,GAAxB,WACE,OAAO,IAAIL,GAAqB,SAACp2E,EAASC,GACxC,IAAI4lB,EACA6wD,EAEJ,OAAO,EAAK90E,MACV,SAAAgC,GACE8yE,GAAa,EACb7wD,EAAMjiB,EACF6yE,GACFA,OAGJ,SAAArpC,GACEspC,GAAa,EACb7wD,EAAMunB,EACFqpC,GACFA,OAGJ70E,MAAK,WACD80E,EACFz2E,EAAO4lB,GAIT7lB,EAAS6lB,UAMR,YAAAxa,SAAP,WACE,MAAO,wBA0EX,EA5NA,G,adOA,2BAEY,KAAAsrE,qBAA+B,EAG/B,KAAAC,gBAAiD,GAGjD,KAAAC,iBAAqC,GAGrC,KAAAC,aAA6B,GAG7B,KAAAC,MAAc,GAGd,KAAAC,MAAsC,GAGtC,KAAAC,OAAiB,GAGjB,KAAAC,UAAsB,GAyalC,OApZgB,EAAA3jB,MAAd,SAAoBiV,GAClB,IAAM2O,EAAW,IAAIC,EAcrB,OAbI5O,IACF2O,EAASL,aAAY,aAAOtO,EAAMsO,cAClCK,EAASH,MAAK,gBAAQxO,EAAMwO,OAC5BG,EAASF,OAAM,gBAAQzO,EAAMyO,QAC7BE,EAASD,UAAS,gBAAQ1O,EAAM0O,WAChCC,EAASJ,MAAQvO,EAAMuO,MACvBI,EAASE,OAAS7O,EAAM6O,OACxBF,EAASG,MAAQ9O,EAAM8O,MACvBH,EAASI,SAAW/O,EAAM+O,SAC1BJ,EAASK,iBAAmBhP,EAAMgP,iBAClCL,EAASM,aAAejP,EAAMiP,aAC9BN,EAASN,iBAAgB,aAAOrO,EAAMqO,mBAEjCM,GAOF,YAAAO,iBAAP,SAAwBrrE,GACtBgD,KAAKunE,gBAAgB13E,KAAKmN,IAMrB,YAAAqiE,kBAAP,SAAyBriE,GAEvB,OADAgD,KAAKwnE,iBAAiB33E,KAAKmN,GACpBgD,MAMF,YAAAsoE,QAAP,SAAeC,GAMb,OALAvoE,KAAK0nE,MAAQa,GAAQ,GACjBvoE,KAAKkoE,UACPloE,KAAKkoE,SAASlpB,OAAO,CAAEupB,KAAI,IAE7BvoE,KAAKwoE,wBACExoE,MAMF,YAAAyoE,QAAP,WACE,OAAOzoE,KAAK0nE,OAMP,YAAAgB,QAAP,SAAevL,GAMb,OALAn9D,KAAK2nE,MAAK,6BACL3nE,KAAK2nE,OACLxK,GAELn9D,KAAKwoE,wBACExoE,MAMF,YAAA2oE,OAAP,SAAc9zE,EAAaN,G,MAGzB,OAFAyL,KAAK2nE,MAAK,6BAAQ3nE,KAAK2nE,SAAK,MAAG9yE,GAAMN,EAAK,IAC1CyL,KAAKwoE,wBACExoE,MAMF,YAAA4oE,UAAP,SAAiBC,GAMf,OALA7oE,KAAK4nE,OAAM,6BACN5nE,KAAK4nE,QACLiB,GAEL7oE,KAAKwoE,wBACExoE,MAMF,YAAA8oE,SAAP,SAAgBj0E,EAAagsC,G,MAG3B,OAFA7gC,KAAK4nE,OAAM,6BAAQ5nE,KAAK4nE,UAAM,MAAG/yE,GAAMgsC,EAAK,IAC5C7gC,KAAKwoE,wBACExoE,MAMF,YAAA+oE,eAAP,SAAsBC,GAGpB,OAFAhpE,KAAKooE,aAAeY,EACpBhpE,KAAKwoE,wBACExoE,MAMF,YAAAipE,SAAP,SAAgB7rE,GAGd,OAFA4C,KAAKgoE,OAAS5qE,EACd4C,KAAKwoE,wBACExoE,MAMF,YAAAkpE,mBAAP,SAA0B31E,GAGxB,OAFAyM,KAAKmoE,iBAAmB50E,EACxByM,KAAKwoE,wBACExoE,MAOF,YAAAmpE,eAAP,SAAsB51E,GACpB,OAAOyM,KAAKkpE,mBAAmB31E,IAM1B,YAAA61E,WAAP,SAAkBv0E,EAAa0tB,G,MAS7B,OARgB,OAAZA,SAEKviB,KAAK6nE,UAAUhzE,GAEtBmL,KAAK6nE,UAAS,6BAAQ7nE,KAAK6nE,aAAS,MAAGhzE,GAAM0tB,EAAO,IAGtDviB,KAAKwoE,wBACExoE,MAMF,YAAAqpE,QAAP,SAAehzC,GAGb,OAFAr2B,KAAKioE,MAAQ5xC,EACbr2B,KAAKwoE,wBACExoE,MAMF,YAAAspE,QAAP,WACE,OAAOtpE,KAAKioE,OAMP,YAAAsB,eAAP,W,YAEQlzC,EAAOr2B,KAAKspE,UAGlB,OAAQ,QAAR,EAAIjzC,SAAI,eAAEmzC,aACG,QAAX,EAAOnzC,SAAI,eAAEmzC,aAIO,QAAtB,EAAQ,QAAR,EAAInzC,SAAI,eAAEozC,oBAAY,eAAEC,MAAM,IACrBrzC,EAAKozC,aAAaC,MAAM,QADjC,GAWK,YAAAC,WAAP,SAAkBlM,GAOhB,OANKA,EAGHz9D,KAAKkoE,SAAWzK,SAFTz9D,KAAKkoE,SAIdloE,KAAKwoE,wBACExoE,MAMF,YAAA4pE,WAAP,WACE,OAAO5pE,KAAKkoE,UAMP,YAAAlpB,OAAP,SAAc6qB,GACZ,IAAKA,EACH,OAAO7pE,KAGT,GAA8B,mBAAnB6pE,EAA+B,CACxC,IAAMC,EAAgBD,EAAsC7pE,MAC5D,OAAO8pE,aAAwB/B,EAAQ+B,EAAe9pE,KAiCxD,OA9BI6pE,aAA0B9B,GAC5B/nE,KAAK2nE,MAAK,6BAAQ3nE,KAAK2nE,OAAUkC,EAAelC,OAChD3nE,KAAK4nE,OAAM,6BAAQ5nE,KAAK4nE,QAAWiC,EAAejC,QAClD5nE,KAAK6nE,UAAS,6BAAQ7nE,KAAK6nE,WAAcgC,EAAehC,WACpDgC,EAAenC,OAASl4E,OAAO+N,KAAKssE,EAAenC,OAAOn4E,SAC5DyQ,KAAK0nE,MAAQmC,EAAenC,OAE1BmC,EAAe7B,SACjBhoE,KAAKgoE,OAAS6B,EAAe7B,QAE3B6B,EAAezB,eACjBpoE,KAAKooE,aAAeyB,EAAezB,eAE5B,OAAA3qB,GAAA,GAAcosB,KAEvBA,EAAiBA,EACjB7pE,KAAK2nE,MAAK,6BAAQ3nE,KAAK2nE,OAAUkC,EAAe1M,MAChDn9D,KAAK4nE,OAAM,6BAAQ5nE,KAAK4nE,QAAWiC,EAAehpC,OAClD7gC,KAAK6nE,UAAS,6BAAQ7nE,KAAK6nE,WAAcgC,EAAeE,UACpDF,EAAetB,OACjBvoE,KAAK0nE,MAAQmC,EAAetB,MAE1BsB,EAAezsE,QACjB4C,KAAKgoE,OAAS6B,EAAezsE,OAE3BysE,EAAeb,cACjBhpE,KAAKooE,aAAeyB,EAAeb,cAIhChpE,MAMF,YAAAgqE,MAAP,WAYE,OAXAhqE,KAAKynE,aAAe,GACpBznE,KAAK2nE,MAAQ,GACb3nE,KAAK4nE,OAAS,GACd5nE,KAAK0nE,MAAQ,GACb1nE,KAAK6nE,UAAY,GACjB7nE,KAAKgoE,YAASx0E,EACdwM,KAAKmoE,sBAAmB30E,EACxBwM,KAAKooE,kBAAe50E,EACpBwM,KAAKioE,WAAQz0E,EACbwM,KAAKkoE,cAAW10E,EAChBwM,KAAKwoE,wBACExoE,MAMF,YAAAiqE,cAAP,SAAqBC,EAAwBC,GAC3C,IAAMC,EAAmB,OAAH,KAAG,CAAH,CACpBC,UAAW,gBACRH,GAQL,OALAlqE,KAAKynE,kBACgBj0E,IAAnB22E,GAAgCA,GAAkB,EAC9C,aAAInqE,KAAKynE,aAAY,CAAE2C,IAAkB70E,OAAO40E,GACjD,aAAKnqE,KAAKynE,aAAY,CAAE2C,IAC7BpqE,KAAKwoE,wBACExoE,MAMF,YAAAsqE,iBAAP,WAGE,OAFAtqE,KAAKynE,aAAe,GACpBznE,KAAKwoE,wBACExoE,MAWF,YAAAuqE,aAAP,SAAoB14E,EAAc6qE,G,MAsBhC,GArBI18D,KAAK4nE,QAAUp4E,OAAO+N,KAAKyC,KAAK4nE,QAAQr4E,SAC1CsC,EAAMgvC,MAAK,6BAAQ7gC,KAAK4nE,QAAW/1E,EAAMgvC,QAEvC7gC,KAAK2nE,OAASn4E,OAAO+N,KAAKyC,KAAK2nE,OAAOp4E,SACxCsC,EAAMsrE,KAAI,6BAAQn9D,KAAK2nE,OAAU91E,EAAMsrE,OAErCn9D,KAAK0nE,OAASl4E,OAAO+N,KAAKyC,KAAK0nE,OAAOn4E,SACxCsC,EAAM02E,KAAI,6BAAQvoE,KAAK0nE,OAAU71E,EAAM02E,OAErCvoE,KAAK6nE,WAAar4E,OAAO+N,KAAKyC,KAAK6nE,WAAWt4E,SAChDsC,EAAMk4E,SAAQ,6BAAQ/pE,KAAK6nE,WAAch2E,EAAMk4E,WAE7C/pE,KAAKgoE,SACPn2E,EAAMuL,MAAQ4C,KAAKgoE,QAEjBhoE,KAAKmoE,mBACPt2E,EAAM23E,YAAcxpE,KAAKmoE,kBAKvBnoE,KAAKioE,MAAO,CACdp2E,EAAMk4E,SAAQ,cAAKS,MAAOxqE,KAAKioE,MAAMwC,mBAAsB54E,EAAMk4E,UACjE,IAAMW,EAAwC,QAAzB,EAAG1qE,KAAKioE,MAAMuB,mBAAW,eAAEj2E,KAC5Cm3E,IACF74E,EAAMsrE,KAAI,cAAKqM,YAAakB,GAAoB74E,EAAMsrE,OAS1D,OALAn9D,KAAK2qE,kBAAkB94E,GAEvBA,EAAM+4E,YAAW,aAAQ/4E,EAAM+4E,aAAe,GAAQ5qE,KAAKynE,cAC3D51E,EAAM+4E,YAAc/4E,EAAM+4E,YAAYr7E,OAAS,EAAIsC,EAAM+4E,iBAAcp3E,EAEhEwM,KAAK6qE,uBAAsB,aAAKhT,IAA+B73D,KAAKwnE,kBAAmB31E,EAAO6qE,IAM7F,YAAAmO,uBAAV,SACEC,EACAj5E,EACA6qE,EACAv5D,GAJF,WAME,YAFA,IAAAA,MAAA,GAEO,IAAI,IAA0B,SAACxS,EAASC,GAC7C,IAAMm6E,EAAYD,EAAW3nE,GAC7B,GAAc,OAAVtR,GAAuC,mBAAdk5E,EAC3Bp6E,EAAQkB,OACH,CACL,IAAMyL,EAASytE,EAAU,OAAD,KAAC,CAAD,GAAMl5E,GAAS6qE,GACnC,OAAAjf,GAAA,GAAWngD,GACZA,EACE/K,MAAK,SAAAy4E,GAAS,SAAKH,uBAAuBC,EAAYE,EAAOtO,EAAMv5D,EAAQ,GAAG5Q,KAAhE,MACdA,KAAK,KAAM3B,GAEd,EAAKi6E,uBAAuBC,EAAYxtE,EAAQo/D,EAAMv5D,EAAQ,GAC3D5Q,KAAK5B,GACL4B,KAAK,KAAM3B,QASZ,YAAA43E,sBAAV,sBAIOxoE,KAAKsnE,sBACRtnE,KAAKsnE,qBAAsB,EAC3BtnE,KAAKunE,gBAAgBpqE,SAAQ,SAAAH,GAC3BA,EAAS,MAEXgD,KAAKsnE,qBAAsB,IAQvB,YAAAqD,kBAAR,SAA0B94E,GAExBA,EAAMm3E,YAAcn3E,EAAMm3E,YACtB9nE,MAAMwU,QAAQ7jB,EAAMm3E,aAClBn3E,EAAMm3E,YACN,CAACn3E,EAAMm3E,aACT,GAGAhpE,KAAKooE,eACPv2E,EAAMm3E,YAAcn3E,EAAMm3E,YAAYtuE,OAAOsF,KAAKooE,eAIhDv2E,EAAMm3E,cAAgBn3E,EAAMm3E,YAAYz5E,eACnCsC,EAAMm3E,aAGnB,EAhcA,GevBM,GAAS,eAGTiC,GAAS,iBAGf,cAKE,aACEjrE,KAAKkrE,UAAW,EA0CpB,OAtCS,YAAAC,QAAP,WACEnrE,KAAKkrE,UAAW,GAIX,YAAAE,OAAP,WACEprE,KAAKkrE,UAAW,GAIX,YAAAp8D,IAAP,W,IAAW,sDACJ9O,KAAKkrE,UAGV,cAAe,WACb,GAAO/1E,QAAQ2Z,IAAOm8D,GAAM,UAAUhqE,EAAKkE,KAAK,UAK7C,YAAAwmB,KAAP,W,IAAY,sDACL3rB,KAAKkrE,UAGV,cAAe,WACb,GAAO/1E,QAAQw2B,KAAQs/C,GAAM,WAAWhqE,EAAKkE,KAAK,UAK/C,YAAAlS,MAAP,W,IAAa,sDACN+M,KAAKkrE,UAGV,cAAe,WACb,GAAO/1E,QAAQlC,MAASg4E,GAAM,YAAYhqE,EAAKkE,KAAK,UAG1D,EAhDA,GAmDA,GAAO2yD,WAAa,GAAOA,YAAc,GACzC,ICVY,GDUNkC,GAAU,GAAOlC,WAAWkC,SAAsB,GAAOlC,WAAWkC,OAAS,IAAI,I,cCVvF,SAAY,GAER,EAAF,QAEE,EAAF,gBAEE,EAAF,kBAEE,EAAF,oBARF,CAAY,QAAa,K,INqQrBuI,GA0IAgB,GACAC,GOlcA6H,G,aDIJ,cAaE,WAAY9oD,GAXL,KAAA+oD,OAAiB,EAEjB,KAAAC,IAAc,eAEd,KAAAlB,UAAoB/rE,KAAKN,MACzB,KAAAwtE,QAAkBltE,KAAKN,MACvB,KAAAytE,SAAmB,EACnB,KAAAxK,OAAwByK,GAAcC,GAKvCppD,GACFviB,KAAKg/C,OAAOz8B,GAmGlB,OA7FE,YAAAy8B,OAAA,SAAOz8B,QAAA,IAAAA,MAAA,IACDA,EAAQgmD,OACNhmD,EAAQgmD,KAAKqD,aACf5rE,KAAK6rE,UAAYtpD,EAAQgmD,KAAKqD,YAG3BrpD,EAAQupD,MACX9rE,KAAK8rE,IAAMvpD,EAAQgmD,KAAKnhD,IAAM7E,EAAQgmD,KAAKwD,OAASxpD,EAAQgmD,KAAK91C,WAIrEzyB,KAAKqqE,UAAY9nD,EAAQ8nD,WAAa/rE,KAAKN,MAEvCukB,EAAQgpD,MAEVvrE,KAAKurE,IAA6B,KAAvBhpD,EAAQgpD,IAAIh8E,OAAgBgzB,EAAQgpD,IAAM,gBAEnDhpD,EAAQupD,MACV9rE,KAAK8rE,IAAM,GAAGvpD,EAAQupD,KAEO,iBAApBvpD,EAAQipD,UACjBxrE,KAAKwrE,QAAUjpD,EAAQipD,SAGvBxrE,KAAKyrE,SADyB,iBAArBlpD,EAAQkpD,SACDlpD,EAAQkpD,SAERzrE,KAAKqqE,UAAYrqE,KAAKwrE,QAEpCjpD,EAAQkC,UACVzkB,KAAKykB,QAAUlC,EAAQkC,SAErBlC,EAAQmC,cACV1kB,KAAK0kB,YAAcnC,EAAQmC,aAEzBnC,EAAQspD,YACV7rE,KAAK6rE,UAAYtpD,EAAQspD,WAEvBtpD,EAAQkjB,YACVzlC,KAAKylC,UAAYljB,EAAQkjB,WAEG,iBAAnBljB,EAAQ+oD,SACjBtrE,KAAKsrE,OAAS/oD,EAAQ+oD,QAEpB/oD,EAAQ0+C,SACVjhE,KAAKihE,OAAS1+C,EAAQ0+C,SAK1B,YAAAt2D,MAAA,SAAMs2D,GACAA,EACFjhE,KAAKg/C,OAAO,CAAEiiB,OAAM,IACXjhE,KAAKihE,SAAWyK,GAAcC,GACvC3rE,KAAKg/C,OAAO,CAAEiiB,OAAQyK,GAAcM,SAEpChsE,KAAKg/C,UAKT,YAAA+R,OAAA,WAgBE,OAAO,aAAkB,CACvBwa,IAAK,GAAGvrE,KAAKurE,IACb/pD,MAAM,EACNgqD,QAAS,IAAIltE,KAAK0B,KAAKwrE,SAAS5N,cAChCyM,UAAW,IAAI/rE,KAAK0B,KAAKqqE,WAAWzM,cACpCqD,OAAQjhE,KAAKihE,OACbqK,OAAQtrE,KAAKsrE,OACbQ,IAAyB,iBAAb9rE,KAAK8rE,KAAwC,iBAAb9rE,KAAK8rE,IAAmB,GAAG9rE,KAAK8rE,SAAQt4E,EACpFi4E,SAAUzrE,KAAKyrE,SACflyD,MAAO,aAAkB,CACvBkL,QAASzkB,KAAKykB,QACdC,YAAa1kB,KAAK0kB,YAClBknD,WAAY5rE,KAAK6rE,UACjBI,WAAYjsE,KAAKylC,eAIzB,EAlHA,Gf+CA,cAeE,WAAmByzB,EAAiBC,EAA6C+S,QAA7C,IAAA/S,MAAA,IAAmB,SAA0B,IAAA+S,MAhCxD,GAgCwD,KAAAA,WAbhE,KAAAC,OAAkB,CAAC,IAclCnsE,KAAKi5D,cAAcE,MAAQA,EAC3Bn5D,KAAKosE,WAAWlT,GAmWpB,OA7VS,YAAAP,YAAP,SAAmBl3D,GACjB,OAAOzB,KAAKksE,SAAWzqE,GAMlB,YAAA2qE,WAAP,SAAkBlT,GACJl5D,KAAKi5D,cACbC,OAASA,EACTA,GAAUA,EAAOG,mBACnBH,EAAOG,qBAOJ,YAAAgT,UAAP,WAEE,IAAMlT,EAAQ,GAAMjV,MAAMlkD,KAAKssE,YAK/B,OAJAtsE,KAAKusE,WAAW18E,KAAK,CACnBqpE,OAAQl5D,KAAKilE,YACb9L,MAAK,IAEAA,GAMF,YAAAqT,SAAP,WACE,QAAIxsE,KAAKusE,WAAWh9E,QAAU,MACrByQ,KAAKusE,WAAWrhE,OAMpB,YAAAk0D,UAAP,SAAiBpiE,GACf,IAAMm8D,EAAQn5D,KAAKqsE,YACnB,IACErvE,EAASm8D,GADX,QAGEn5D,KAAKwsE,aAOF,YAAAvH,UAAP,WACE,OAAOjlE,KAAKi5D,cAAcC,QAIrB,YAAAoT,SAAP,WACE,OAAOtsE,KAAKi5D,cAAcE,OAIrB,YAAAoT,SAAP,WACE,OAAOvsE,KAAKmsE,QAIP,YAAAlT,YAAP,WACE,OAAOj5D,KAAKmsE,OAAOnsE,KAAKmsE,OAAO58E,OAAS,IAOnC,YAAAgwE,iBAAP,SAAwB3iE,EAAgB8/D,GACtC,IAAM73C,EAAW7kB,KAAKysE,aAAe,eACjCC,EAAYhQ,EAMhB,IAAKA,EAAM,CACT,IAAIE,OAAkB,EACtB,IACE,MAAM,IAAI1qE,MAAM,6BAChB,MAAO0K,GACPggE,EAAqBhgE,EAEvB8vE,EAAY,CACVC,kBAAmB/vE,EACnBggE,mBAAkB,GAQtB,OAJA58D,KAAK4sE,cAAc,mBAAoBhwE,EAAS,6BAC3C8vE,GAAS,CACZ5vE,SAAU+nB,KAELA,GAMF,YAAAgoD,eAAP,SAAsBv5E,EAAiB8J,EAAkBs/D,GACvD,IAAM73C,EAAW7kB,KAAKysE,aAAe,eACjCC,EAAYhQ,EAMhB,IAAKA,EAAM,CACT,IAAIE,OAAkB,EACtB,IACE,MAAM,IAAI1qE,MAAMoB,GAChB,MAAOsJ,GACPggE,EAAqBhgE,EAEvB8vE,EAAY,CACVC,kBAAmBr5E,EACnBspE,mBAAkB,GAQtB,OAJA58D,KAAK4sE,cAAc,iBAAkBt5E,EAAS8J,EAAK,6BAC9CsvE,GAAS,CACZ5vE,SAAU+nB,KAELA,GAMF,YAAAioD,aAAP,SAAoBj7E,EAAc6qE,GAChC,IAAM73C,EAAW7kB,KAAKysE,aAAe,eAKrC,OAJAzsE,KAAK4sE,cAAc,eAAgB/6E,EAAK,6BACnC6qE,GAAI,CACP5/D,SAAU+nB,KAELA,GAMF,YAAAmgD,YAAP,WACE,OAAOhlE,KAAKysE,cAMP,YAAAxC,cAAP,SAAqBC,EAAwBxN,GACrC,yBAAEvD,EAAA,EAAAA,MAAOD,EAAA,EAAAA,OAEf,GAAKC,GAAUD,EAAf,CAGM,uCAAE,IAAA6T,wBAAA,IAAmB,EAAnB,OAAyB,IAAA5C,sBAAA,IAAiB,EAnM1B,IAmMS,EAGjC,KAAIA,GAAkB,GAAtB,CAEA,IAAME,EAAY,eACZD,EAAmB,OAAH,KAAG,CAAH,CAAKC,UAAS,GAAKH,GACnC8C,EAAkBD,EACnB,cAAe,WAAM,OAAAA,EAAiB3C,EAAjB,MACtBA,EAEoB,OAApB4C,GAEJ7T,EAAM8Q,cAAc+C,EAAiB9wE,KAAKy0C,IAAIw5B,EA1M1B,SAgNf,YAAA7B,QAAP,SAAeC,GACb,IAAMpP,EAAQn5D,KAAKssE,WACfnT,GAAOA,EAAMmP,QAAQC,IAMpB,YAAAG,QAAP,SAAevL,GACb,IAAMhE,EAAQn5D,KAAKssE,WACfnT,GAAOA,EAAMuP,QAAQvL,IAMpB,YAAAyL,UAAP,SAAiBC,GACf,IAAM1P,EAAQn5D,KAAKssE,WACfnT,GAAOA,EAAMyP,UAAUC,IAMtB,YAAAF,OAAP,SAAc9zE,EAAaN,GACzB,IAAM4kE,EAAQn5D,KAAKssE,WACfnT,GAAOA,EAAMwP,OAAO9zE,EAAKN,IAMxB,YAAAu0E,SAAP,SAAgBj0E,EAAagsC,GAC3B,IAAMs4B,EAAQn5D,KAAKssE,WACfnT,GAAOA,EAAM2P,SAASj0E,EAAKgsC,IAO1B,YAAAuoC,WAAP,SAAkB71E,EAAcgvB,GAC9B,IAAM42C,EAAQn5D,KAAKssE,WACfnT,GAAOA,EAAMiQ,WAAW71E,EAAMgvB,IAM7B,YAAA0qD,eAAP,SAAsBjwE,GACd,yBAAEm8D,EAAA,EAAAA,MACJA,GADW,EAAAD,QAEbl8D,EAASm8D,IAON,YAAA34D,IAAP,SAAWxD,GACT,IAAMs7D,EAASF,EAASp4D,MACxB,IACEhD,EAASgD,MADX,QAGEo4D,EAASE,KAON,YAAA4U,eAAP,SAA6CrT,GAC3C,IAAMX,EAASl5D,KAAKilE,YACpB,IAAK/L,EAAQ,OAAO,KACpB,IACE,OAAOA,EAAOgU,eAAerT,GAC7B,MAAOl8D,GAEP,OADAq8D,GAAOruC,KAAK,+BAA+BkuC,EAAYzyC,GAAE,yBAClD,OAOJ,YAAA+lD,UAAP,SAAiB5qD,GACf,OAAOviB,KAAKotE,qBAAqB,YAAa7qD,IAMzC,YAAA8qD,iBAAP,SAAwB9qD,EAA6B+qD,GACnD,OAAOttE,KAAKotE,qBAAqB,mBAAoB7qD,EAAS+qD,IAMzD,YAAAC,aAAP,WACE,OAAOvtE,KAAKotE,qBAAgD,iBAMvD,YAAAlJ,aAAP,SAAoB3hD,GAElBviB,KAAKikE,aAEC,yBAAE9K,EAAA,EAAAA,MAAOD,EAAA,EAAAA,OACT,wBAAEz0C,EAAA,EAAAA,QAASC,EAAA,EAAAA,YACX+4C,EAAU,IAAI,GAAO,2BACzBh5C,QAAO,EACPC,YAAW,GACPy0C,GAAS,CAAEoP,KAAMpP,EAAMsP,YACxBlmD,IAKL,OAHI42C,GACFA,EAAMwQ,WAAWlM,GAEZA,GAMF,YAAAwG,WAAP,WACQ,yBAAE9K,EAAA,EAAAA,MAAOD,EAAA,EAAAA,OACf,GAAKC,EAAL,CAEA,IAAMsE,EAAUtE,EAAMyQ,YAAczQ,EAAMyQ,aACtCnM,IACFA,EAAQ9yD,QACJuuD,GAAUA,EAAOsU,gBACnBtU,EAAOsU,eAAe/P,GAExBtE,EAAMwQ,gBAWF,YAAAiD,cAAR,SAA8C/L,G,UAAW,oDACjD,yBAAE1H,EAAA,EAAAA,MAAOD,EAAA,EAAAA,OACXA,GAAUA,EAAO2H,KAEnB,EAAC3H,GAAe2H,GAAO,qBAAI5/D,EAAI,CAAEk4D,MAS7B,YAAAiU,qBAAR,SAAgCvM,G,IAAgB,wDAC9C,IAAM3I,EAAUD,IACVY,EAASX,EAAQJ,WACvB,GAAIe,GAAUA,EAAOlwC,YAAmD,mBAA9BkwC,EAAOlwC,WAAWk4C,GAC1D,OAAOhI,EAAOlwC,WAAWk4C,GAAQz/D,MAAMpB,KAAMiB,GAE/C+4D,GAAOruC,KAAK,oBAAoBk1C,EAAM,uCAE1C,EApXA,GiBrDazxB,GACX5/C,OAAO4/C,iBAAmB,CAAEC,UAAW,cAAgBnuC,MAMzD,SAAoDwC,EAAcw8D,GAGhE,OADAx8D,EAAI2rC,UAAY6wB,EACTx8D,GAOT,SAAyDA,EAAcw8D,GACrE,IAAK,IAAMzpD,KAAQypD,EAEZx8D,EAAIhU,eAAe+mB,KAEtB/S,EAAI+S,GAAQypD,EAAMzpD,IAItB,OAAO/S,ICvBT,eAIE,WAA0BpQ,G,uBAA1B,EACE,YAAMA,IAAQ,K,OADU,EAAAA,UAGxB,EAAKC,KAAO,EAAW9D,UAAU6kB,YAAY/gB,KAC7C67C,GAAe,EAAM,EAAW3/C,W,EAEpC,OAViC,kBAUjC,EAVA,CAAiCyC,OCE3Bu7E,GAAY,iEAMlB,cAiBE,WAAmB33D,GACG,iBAATA,EACT9V,KAAK0tE,YAAY53D,GAEjB9V,KAAK2tE,gBAAgB73D,GAGvB9V,KAAK4tE,YA+ET,OAnES,YAAA5xE,SAAP,SAAgB6xE,QAAA,IAAAA,OAAA,GACR,WAAQrxE,EAAA,EAAAA,KAAMsxE,EAAA,EAAAA,KAAMC,EAAA,EAAAA,KAC1B,OAD2C,EAAAtxE,SAE9B,MAFwC,EAAA8rE,MAE3BsF,GAAgBC,EAAO,IAAIA,EAAS,IAC5D,IAHM,EAAAvxE,MAGKwxE,EAAO,IAAIA,EAAS,IAAE,KAAIvxE,EAAUA,EAAI,IAAMA,GAH3B,EAAAwxE,WAQ1B,YAAAN,YAAR,SAAoB9oE,GAClB,IAAMtI,EAAQmxE,GAAUvqE,KAAK0B,GAE7B,IAAKtI,EACH,MAAM,IAAI,GApDM,eAuDZ,iCAACG,EAAA,KAAU8rE,EAAA,KAAM,OAAAuF,OAAA,IAAO,EAAP,KAAWvxE,EAAA,KAAM,OAAAwxE,OAAA,IAAO,EAAP,KACpCvxE,EAAO,GACPwxE,EAF+C,KAI7CnpE,EAAQmpE,EAAUnpE,MAAM,KAM9B,GALIA,EAAMtV,OAAS,IACjBiN,EAAOqI,EAAMtP,MAAM,GAAI,GAAG4P,KAAK,KAC/B6oE,EAAYnpE,EAAMqG,OAGhB8iE,EAAW,CACb,IAAMC,EAAeD,EAAU1xE,MAAM,QACjC2xE,IACFD,EAAYC,EAAa,IAI7BjuE,KAAK2tE,gBAAgB,CAAEpxE,KAAI,EAAEuxE,KAAI,EAAEtxE,KAAI,EAAEwxE,UAAS,EAAED,KAAI,EAAEtxE,SAAUA,EAAyB8rE,KAAI,KAI3F,YAAAoF,gBAAR,SAAwBO,GACtBluE,KAAKvD,SAAWyxE,EAAWzxE,SAC3BuD,KAAKuoE,KAAO2F,EAAW3F,KACvBvoE,KAAK8tE,KAAOI,EAAWJ,MAAQ,GAC/B9tE,KAAKzD,KAAO2xE,EAAW3xE,KACvByD,KAAK+tE,KAAOG,EAAWH,MAAQ,GAC/B/tE,KAAKxD,KAAO0xE,EAAW1xE,MAAQ,GAC/BwD,KAAKguE,UAAYE,EAAWF,WAItB,YAAAJ,UAAR,sBAOE,GANA,CAAC,WAAY,OAAQ,OAAQ,aAAazwE,SAAQ,SAAA2lB,GAChD,IAAK,EAAKA,GACR,MAAM,IAAI,GAAeqrD,gBAAkBrrD,EAAS,gBAInD9iB,KAAKguE,UAAU1xE,MAAM,SACxB,MAAM,IAAI,GAAe6xE,kCAAoCnuE,KAAKguE,WAGpE,GAAsB,SAAlBhuE,KAAKvD,UAAyC,UAAlBuD,KAAKvD,SACnC,MAAM,IAAI,GAAe0xE,iCAAmCnuE,KAAKvD,UAGnE,GAAIuD,KAAK+tE,MAAQ3vE,MAAMD,SAAS6B,KAAK+tE,KAAM,KACzC,MAAM,IAAI,GAAeI,6BAA+BnuE,KAAK+tE,OAGnE,EAvGA,G,ajBPajU,GAAkC,GkBwD/C,cA0BE,WAAsBsU,EAAkChnE,GAX9C,KAAAinE,cAAkC,GAGlC,KAAAC,YAAsB,EAS9BtuE,KAAKuuE,SAAW,IAAIH,EAAahnE,GACjCpH,KAAKwuE,SAAWpnE,EAEZA,EAAQod,MACVxkB,KAAKyuE,KAAO,IAAI,GAAIrnE,EAAQod,MA8dlC,OAtdS,YAAA+6C,iBAAP,SAAwB3iE,EAAgB8/D,EAAkBvD,GAA1D,WACMt0C,EAA8B63C,GAAQA,EAAK5/D,SAW/C,OATAkD,KAAK0uE,SACH1uE,KAAK2uE,cACFlS,mBAAmB7/D,EAAW8/D,GAC9BnqE,MAAK,SAAAV,GAAS,SAAK+8E,cAAc/8E,EAAO6qE,EAA1B,MACdnqE,MAAK,SAAA+K,GACJunB,EAAUvnB,MAITunB,GAMF,YAAAgoD,eAAP,SAAsBv5E,EAAiB8J,EAAkBs/D,EAAkBvD,GAA3E,WACMt0C,EAA8B63C,GAAQA,EAAK5/D,SAEzC+xE,EAAgB,OAAApxB,GAAA,GAAYnqD,GAC9B0M,KAAK2uE,cAAc5R,iBAAiBz2D,OAAOhT,GAAU8J,EAAOs/D,GAC5D18D,KAAK2uE,cAAclS,mBAAmBnpE,EAASopE,GAUnD,OARA18D,KAAK0uE,SACHG,EACGt8E,MAAK,SAAAV,GAAS,SAAK+8E,cAAc/8E,EAAO6qE,EAA1B,MACdnqE,MAAK,SAAA+K,GACJunB,EAAUvnB,MAITunB,GAMF,YAAAioD,aAAP,SAAoBj7E,EAAc6qE,EAAkBvD,GAClD,IAAIt0C,EAA8B63C,GAAQA,EAAK5/D,SAQ/C,OANAkD,KAAK0uE,SACH1uE,KAAK4uE,cAAc/8E,EAAO6qE,EAAMvD,GAAO5mE,MAAK,SAAA+K,GAC1CunB,EAAUvnB,MAIPunB,GAMF,YAAA2oD,eAAP,SAAsB/P,GACfA,EAAQh5C,QAGXzkB,KAAK8uE,aAAarR,GAFlBzD,GAAOruC,KAAK,iDAST,YAAAojD,OAAP,WACE,OAAO/uE,KAAKyuE,MAMP,YAAA7jD,WAAP,WACE,OAAO5qB,KAAKwuE,UAMP,YAAArJ,MAAP,SAAatyE,GAAb,WACE,OAAOmN,KAAKgvE,oBAAoBn8E,GAASN,MAAK,SAAA08E,GAC5C,OAAO,EAAKN,cACTO,eACAvkE,MAAM9X,GACNN,MAAK,SAAA48E,GAAoB,OAAAF,GAAA,SAOzB,YAAAtkE,MAAP,SAAa9X,GAAb,WACE,OAAOmN,KAAKmlE,MAAMtyE,GAASN,MAAK,SAAA+K,GAE9B,OADA,EAAKstB,aAAawkD,SAAU,EACrB9xE,MAOJ,YAAA+7D,kBAAP,WACMr5D,KAAKqvE,eACPrvE,KAAKquE,cAAgBhV,EAAkBr5D,KAAKwuE,YAOzC,YAAAtB,eAAP,SAA6CrT,GAC3C,IACE,OAAQ75D,KAAKquE,cAAcxU,EAAYzyC,KAAa,KACpD,MAAOzpB,GAEP,OADAq8D,GAAOruC,KAAK,+BAA+BkuC,EAAYzyC,GAAE,4BAClD,OAKD,YAAAkoD,wBAAV,SAAkC7R,EAAkB5rE,G,QAG9C4zC,EAFA8pC,GAAU,EACVC,GAAU,EAERC,EAAa59E,EAAM+K,WAAa/K,EAAM+K,UAAUC,OAEtD,GAAI4yE,EAAY,CACdD,GAAU,E,IAEV,IAAiB,mBAAAC,GAAU,8BAAE,CAAxB,IACG/xE,EADK,QACUA,UACrB,GAAIA,IAAmC,IAAtBA,EAAUkhD,QAAmB,CAC5C2wB,GAAU,EACV,Q,kGAKN,IAAMhH,EAAO12E,EAAM02E,KACnB,IAAK9K,EAAQh4B,UAAW,CACtB,IAAMtM,EAAUtnC,EAAMC,QAAUD,EAAMC,QAAQqnC,QAAU,GACxD,IAAK,IAAMtkC,KAAOskC,EAChB,GAA0B,eAAtBtkC,EAAIiO,cAAgC,CACtC2iC,EAAYtM,EAAQtkC,GACpB,OAKN4oE,EAAQze,OAAM,6BACRuwB,GAAW,CAAEtO,OAAQyK,GAAcgE,UAAU,CACjDnH,KAAI,EACJ9iC,UAAS,EACT6lC,OAAQ7N,EAAQ6N,OAAStmE,OAAOwqE,GAAWD,OAKrC,YAAAT,aAAV,SAAuBrR,GACrBz9D,KAAK2uE,cAAcgB,YAAYlS,IAIvB,YAAAuR,oBAAV,SAA8Bn8E,GAA9B,WACE,OAAO,IAAI,IAAY,SAAAlC,GACrB,IAAIi/E,EAAiB,EAGfC,EAAWtoB,aAAY,WACH,GAApB,EAAK+mB,aACP7mB,cAAcooB,GACdl/E,GAAQ,KAERi/E,GAPiB,EAQb/8E,GAAW+8E,GAAU/8E,IACvB40D,cAAcooB,GACdl/E,GAAQ,OAVO,OAkBf,YAAAg+E,YAAV,WACE,OAAO3uE,KAAKuuE,UAIJ,YAAAc,WAAV,WACE,OAAqC,IAA9BrvE,KAAK4qB,aAAawkD,cAAmC57E,IAAdwM,KAAKyuE,MAiB3C,YAAAqB,cAAV,SAAwBj+E,EAAcsnE,EAAeuD,GAArD,WACU,oBAAAqT,sBAAA,UACFC,EAAQ,6BACTn+E,GAAK,CACRiL,SAAUjL,EAAMiL,WAAa4/D,GAAQA,EAAK5/D,SAAW4/D,EAAK5/D,SAAW,gBACrEutE,UAAWx4E,EAAMw4E,WAAa,iBAGhCrqE,KAAKiwE,oBAAoBD,GACzBhwE,KAAKkwE,2BAA2BF,GAIhC,IAAIG,EAAahX,EACbuD,GAAQA,EAAKmN,iBACfsG,EAAa,GAAMjsB,MAAMisB,GAAYnxB,OAAO0d,EAAKmN,iBAInD,IAAIvsE,EAAS,GAAY3M,QAAsBq/E,GAS/C,OALIG,IAEF7yE,EAAS6yE,EAAW5F,aAAayF,EAAUtT,IAGtCp/D,EAAO/K,MAAK,SAAA69E,GACjB,MAA8B,iBAAnBL,GAA+BA,EAAiB,EAClD,EAAKM,gBAAgBD,EAAKL,GAE5BK,MAcD,YAAAC,gBAAV,SAA0Bx+E,EAAqB0+D,GAC7C,IAAK1+D,EACH,OAAO,KAGT,IAAMoxC,EAAa,OAAH,KAAG,CAAH,uDACXpxC,GACCA,EAAM+4E,aAAe,CACvBA,YAAa/4E,EAAM+4E,YAAYnlE,KAAI,SAAAouB,GAAK,oCACnCA,GACCA,EAAE7kC,MAAQ,CACZA,KAAM,aAAU6kC,EAAE7kC,KAAMuhE,UAI1B1+D,EAAM02E,MAAQ,CAChBA,KAAM,aAAU12E,EAAM02E,KAAMhY,KAE1B1+D,EAAMk4E,UAAY,CACpBA,SAAU,aAAUl4E,EAAMk4E,SAAUxZ,KAElC1+D,EAAMgvC,OAAS,CACjBA,MAAO,aAAUhvC,EAAMgvC,MAAO0vB,KAclC,OAJI1+D,EAAMk4E,UAAYl4E,EAAMk4E,SAASS,QAEnCvnC,EAAW8mC,SAASS,MAAQ34E,EAAMk4E,SAASS,OAEtCvnC,GASC,YAAAgtC,oBAAV,SAA8Bp+E,GAC5B,IAAMuV,EAAUpH,KAAK4qB,aACAnG,EAAA,EAAAA,QAAS6rD,EAAA,EAAAA,KAAM,IAAAC,sBAAA,IAAiB,EAAjB,MAE9B,gBAAiB1+E,IACrBA,EAAM6yB,YAAc,gBAAiBtd,EAH/B,EAAAsd,YAGuD,mBAGzClxB,IAAlB3B,EAAM4yB,cAAqCjxB,IAAZixB,IACjC5yB,EAAM4yB,QAAUA,QAGCjxB,IAAf3B,EAAMy+E,WAA+B98E,IAAT88E,IAC9Bz+E,EAAMy+E,KAAOA,GAGXz+E,EAAMyB,UACRzB,EAAMyB,QAAU,aAASzB,EAAMyB,QAASi9E,IAG1C,IAAM3zE,EAAY/K,EAAM+K,WAAa/K,EAAM+K,UAAUC,QAAUhL,EAAM+K,UAAUC,OAAO,GAClFD,GAAaA,EAAUrI,QACzBqI,EAAUrI,MAAQ,aAASqI,EAAUrI,MAAOg8E,IAG9C,IAAMz+E,EAAUD,EAAMC,QAClBA,GAAWA,EAAQuK,MACrBvK,EAAQuK,IAAM,aAASvK,EAAQuK,IAAKk0E,KAQ9B,YAAAL,2BAAV,SAAqCr+E,GACnC,IAAM2+E,EAAU3+E,EAAM4+E,IAChBC,EAAoBlhF,OAAO+N,KAAKyC,KAAKquE,eACvCmC,GAAWE,EAAkBnhF,OAAS,IACxCihF,EAAQlX,aAAeoX,IAQjB,YAAAC,WAAV,SAAqB9+E,GACnBmO,KAAK2uE,cAAciC,UAAU/+E,IASrB,YAAA+8E,cAAV,SAAwB/8E,EAAc6qE,EAAkBvD,GACtD,OAAOn5D,KAAK6wE,cAAch/E,EAAO6qE,EAAMvD,GAAO5mE,MAC5C,SAAAu+E,GACE,OAAOA,EAAWh0E,YAEpB,SAAAihC,GACEi8B,GAAO/mE,MAAM8qC,OAmBT,YAAA8yC,cAAV,SAAwBh/E,EAAc6qE,EAAkBvD,GAAxD,WAEQ,oBAAEx0C,EAAA,EAAAA,WAAY+5C,EAAA,EAAAA,WAEpB,IAAK1+D,KAAKqvE,aACR,OAAO,GAAYz+E,OAAO,IAAI,GAAY,0CAG5C,IAAMmgF,EAA+B,gBAAfl/E,EAAMH,KAI5B,OAAKq/E,GAAuC,iBAAfrS,GAA2BxiE,KAAKC,SAAWuiE,EAC/D,GAAY9tE,OACjB,IAAI,GACF,oFAAoF8tE,EAAU,MAK7F1+D,KAAK8vE,cAAcj+E,EAAOsnE,EAAOuD,GACrCnqE,MAAK,SAAAy9E,GACJ,GAAiB,OAAbA,EACF,MAAM,IAAI,GAAY,0DAIxB,GAD4BtT,GAAQA,EAAK1tE,OAA8D,IAArD0tE,EAAK1tE,KAAiC+vE,YAC7DgS,IAAkBpsD,EAC3C,OAAOqrD,EAGT,IAAMgB,EAAmBrsD,EAAWqrD,EAAUtT,GAC9C,QAAgC,IAArBsU,EACT,MAAM,IAAI,GAAY,8DACjB,OAAI,OAAAvzB,GAAA,GAAWuzB,GACZA,EAA+Cz+E,MACrD,SAAAV,GAAS,OAAAA,KACT,SAAArB,GACE,MAAM,IAAI,GAAY,4BAA4BA,MAIjDwgF,KAERz+E,MAAK,SAAA+sE,GACJ,GAAuB,OAAnBA,EACF,MAAM,IAAI,GAAY,sDAGxB,IAAM7B,EAAUtE,GAASA,EAAMyQ,YAAczQ,EAAMyQ,aAMnD,OALKmH,GAAiBtT,GACpB,EAAK6R,wBAAwB7R,EAAS6B,GAGxC,EAAKqR,WAAWrR,GACTA,KAER/sE,KAAK,MAAM,SAAAwrC,GACV,GAAIA,aAAkB,GACpB,MAAMA,EASR,MANA,EAAKwhC,iBAAiBxhC,EAAQ,CAC5B/uC,KAAM,CACJ+vE,YAAY,GAEd4N,kBAAmB5uC,IAEf,IAAI,GACR,8HAA8HA,OAQ5H,YAAA2wC,SAAV,SAAsBj8E,GAAtB,WACEuN,KAAKsuE,aAAe,EACpB77E,EAAQF,MACN,SAAAgC,GAEE,OADA,EAAK+5E,aAAe,EACb/5E,KAET,SAAAwpC,GAEE,OADA,EAAKuwC,aAAe,EACbvwC,MAIf,EA7fA,GCxDA,4BAiBA,OAbS,YAAA6yC,UAAP,WACE,OAAO,GAAYjgF,QAAQ,CACzBotC,OAAQ,sEACRkjC,OAAQmE,GAAO6L,WAOZ,YAAAtmE,MAAP,WACE,OAAO,GAAYha,SAAQ,IAE/B,EAjBA,GCsDA,cAQE,WAAmByW,GACjBpH,KAAKwuE,SAAWpnE,EACXpH,KAAKwuE,SAAShqD,KACjBw1C,GAAOruC,KAAK,kDAEd3rB,KAAKkxE,WAAalxE,KAAKmxE,kBAsD3B,OA/CS,YAAA1U,mBAAP,WACE,MAAM,IAAI,GAAY,yDAMjB,YAAAM,iBAAP,WACE,MAAM,IAAI,GAAY,uDAMjB,YAAA6T,UAAP,SAAiB/+E,GACfmO,KAAKkxE,WAAWN,UAAU/+E,GAAOU,KAAK,MAAM,SAAAwrC,GAC1Ci8B,GAAO/mE,MAAM,8BAA8B8qC,OAOxC,YAAA4xC,YAAP,SAAmBlS,GACZz9D,KAAKkxE,WAAWvB,YAKrB3vE,KAAKkxE,WAAWvB,YAAYlS,GAASlrE,KAAK,MAAM,SAAAwrC,GAC9Ci8B,GAAO/mE,MAAM,gCAAgC8qC,MAL7Ci8B,GAAOruC,KAAK,4EAYT,YAAAujD,aAAP,WACE,OAAOlvE,KAAKkxE,YAMJ,YAAAC,gBAAV,WACE,OAAO,IAAI,IAEf,EAnEA,GlBdM,GAAS,6JAIT3V,GAAQ,kMACRD,GAAQ,gHACRE,GAAY,gDACZH,GAAa,gCAEbT,GAAsB,8BmB/C5B,cAIE,WAA0Br2C,GAAA,KAAAA,MACxBxkB,KAAKoxE,WAAa,IAAI,GAAI5sD,GA6H9B,OAzHS,YAAAuqD,OAAP,WACE,OAAO/uE,KAAKoxE,YAIP,YAAAC,mBAAP,WACE,IAAM7sD,EAAMxkB,KAAKoxE,WAGjB,OAFiB5sD,EAAI/nB,SAAc+nB,EAAI/nB,SAAQ,IAAM,IAEnC,KAAK+nB,EAAIjoB,MADdioB,EAAIupD,KAAO,IAAIvpD,EAAIupD,KAAS,KACAvpD,EAAIhoB,KAAO,IAAIgoB,EAAIhoB,KAAS,IAAE,SAIlE,YAAA80E,iBAAP,WACE,OAAOtxE,KAAKuxE,mBAAmB,UAQ1B,YAAAnT,mCAAP,WACE,OAAUp+D,KAAKsxE,mBAAkB,IAAItxE,KAAKwxE,gBAQrC,YAAA3T,sCAAP,WACE,OAAU79D,KAAKyxE,uBAAsB,IAAIzxE,KAAKwxE,gBAIzC,YAAAE,qBAAP,WACE,IAAMltD,EAAMxkB,KAAKoxE,WACjB,OAAU5sD,EAAIhoB,KAAO,IAAIgoB,EAAIhoB,KAAS,IAAE,QAAQgoB,EAAIwpD,UAAS,WAOxD,YAAA2D,kBAAP,SAAyBC,EAAoBC,GAC3C,IAAMrtD,EAAMxkB,KAAKoxE,WACXnzE,EAAS,CAAC,2BAMhB,OALAA,EAAOpO,KAAK,iBAAiB+hF,EAAU,IAAIC,GAC3C5zE,EAAOpO,KAAK,cAAc20B,EAAI+jD,MAC1B/jD,EAAIspD,MACN7vE,EAAOpO,KAAK,iBAAiB20B,EAAIspD,MAE5B,CACL,eAAgB,mBAChB,gBAAiB7vE,EAAOkH,KAAK,QAK1B,YAAAs6D,wBAAP,SACEqS,QAAA,IAAAA,MAAA,IAMA,IAAMttD,EAAMxkB,KAAKoxE,WACXW,EAAc/xE,KAAKqxE,qBAAoB,oBAEvCW,EAAiB,GAEvB,IAAK,IAAMn9E,KADXm9E,EAAeniF,KAAK,OAAO20B,EAAIxoB,YACb81E,EAChB,GAAY,QAARj9E,EAIJ,GAAY,SAARA,EAAgB,CAClB,IAAKi9E,EAAcvJ,KACjB,SAEEuJ,EAAcvJ,KAAKh1E,MACrBy+E,EAAeniF,KAAK,QAAQigE,mBAAmBgiB,EAAcvJ,KAAKh1E,OAEhEu+E,EAAcvJ,KAAKwD,OACrBiG,EAAeniF,KAAK,SAASigE,mBAAmBgiB,EAAcvJ,KAAKwD,aAGrEiG,EAAeniF,KAAQigE,mBAAmBj7D,GAAI,IAAIi7D,mBAAmBgiB,EAAcj9E,KAGvF,OAAIm9E,EAAeziF,OACPwiF,EAAQ,IAAIC,EAAe7sE,KAAK,KAGrC4sE,GAID,YAAAN,qBAAR,WACE,OAAOzxE,KAAKuxE,mBAAmB,aAIzB,YAAAA,mBAAR,SAA2Bx/E,GAGzB,MAAO,GAFMiO,KAAKqxE,qBACNrxE,KAAKoxE,WACIpD,UAAS,IAAIj8E,EAAM,KAIlC,YAAAy/E,aAAR,WACE,IACMS,EAAO,CAGXC,WAJUlyE,KAAKoxE,WAIC7I,KAChB4J,eAjIqB,KAmIvB,OAAO,aAAUF,IAErB,EAlIA,GCFA,cAIE,WAA6BG,GAAA,KAAAA,SAFZ,KAAAC,QAAiC,GA4EpD,OArES,YAAAC,QAAP,WACE,YAAuB9+E,IAAhBwM,KAAKoyE,QAAwBpyE,KAAKzQ,SAAWyQ,KAAKoyE,QASpD,YAAA7kE,IAAP,SAAWglE,GAAX,WACE,OAAKvyE,KAAKsyE,YAG0B,IAAhCtyE,KAAKqyE,QAAQtpE,QAAQwpE,IACvBvyE,KAAKqyE,QAAQxiF,KAAK0iF,GAEpBA,EACGhgF,MAAK,WAAM,SAAKigF,OAAL,MACXjgF,KAAK,MAAM,WACV,SAAKigF,OAAOD,GAAMhgF,KAAK,MAAM,kBAK1BggF,GAbE,GAAY3hF,OAAO,IAAI,GAAY,qDAsBvC,YAAA4hF,OAAP,SAAcD,GAEZ,OADoBvyE,KAAKqyE,QAAQpnE,OAAOjL,KAAKqyE,QAAQtpE,QAAQwpE,GAAO,GAAG,IAOlE,YAAAhjF,OAAP,WACE,OAAOyQ,KAAKqyE,QAAQ9iF,QASf,YAAAkjF,MAAP,SAAa5/E,GAAb,WACE,OAAO,IAAI,IAAqB,SAAAlC,GAC9B,IAAM+hF,EAAqBj/E,YAAW,WAChCZ,GAAWA,EAAU,GACvBlC,GAAQ,KAETkC,GACH,GAAYc,IAAI,EAAK0+E,SAClB9/E,MAAK,WACJW,aAAaw/E,GACb/hF,GAAQ,MAET4B,KAAK,MAAM,WACV5B,GAAQ,UAIlB,EA9EA,GCQA,cAeE,WAA0ByW,GAAA,KAAAA,UALP,KAAAirE,QAAyC,IAAI,GAAc,IAG3D,KAAAM,YAAoC,GAGrD3yE,KAAK4yE,KAAO,IAAI,GAAI5yE,KAAKoH,QAAQod,KAEjCxkB,KAAK3D,IAAM2D,KAAK4yE,KAAKxU,qCAiGzB,OA3FS,YAAAwS,UAAP,WACE,MAAM,IAAI,GAAY,wDAMjB,YAAAjmE,MAAP,SAAa9X,GACX,OAAOmN,KAAKqyE,QAAQI,MAAM5/E,IAMlB,YAAAggF,gBAAV,SAA0B,G,IACxBC,EAAA,EAAAA,YACA3Q,EAAA,EAAAA,SACAhpC,EAAA,EAAAA,QACAxoC,EAAA,EAAAA,QACAC,EAAA,EAAAA,OAQMqwE,EAASmE,GAAOO,aAAaxD,EAASlB,QAK5BjhE,KAAK+yE,iBAAiB55C,IACzB6gC,GAAOruC,KAAK,yCAAyC3rB,KAAKgzE,eAAeF,IAElF7R,IAAWmE,GAAOQ,QAKtBh1E,EAAOuxE,GAJLxxE,EAAQ,CAAEswE,OAAM,KAUV,YAAA+R,eAAV,SAAyBC,GACvB,OAAOjzE,KAAK2yE,YAAYM,IAAajzE,KAAK2yE,YAAYh/E,KAM9C,YAAAu/E,eAAV,SAAyBD,GACvB,OAAOjzE,KAAKgzE,eAAeC,GAAY,IAAI30E,KAAKA,KAAKN,QAM7C,YAAA+0E,iBAAV,SAA2B55C,G,YACnBn7B,EAAMM,KAAKN,MACXm1E,EAAWh6C,EAAQ,wBACnBi6C,EAAWj6C,EAAQ,eAEzB,GAAIg6C,EAAU,C,IAWZ,IAAoB,mBAAAA,EAAS5nE,OAAO1G,MAAM,MAAI,8BAAE,CAA3C,IACGwuE,EADQ,QACWxuE,MAAM,IAAK,GAC9B3G,EAAcC,SAASk1E,EAAW,GAAI,IACtCC,EAAmD,KAAzCl1E,MAAMF,GAA6B,GAAdA,G,IACrC,IAAuB,6BAAAm1E,EAAW,GAAGxuE,MAAM,OAAI,8BAAE,CAC/C7E,KAAK2yE,YADY,SACY,OAAS,IAAIr0E,KAAKN,EAAMs1E,I,oMAGzD,OAAO,EACF,QAAIF,IACTpzE,KAAK2yE,YAAYh/E,IAAM,IAAI2K,KAAKN,EAAM,aAAsBA,EAAKo1E,KAC1D,IAIb,EAnHA,GCNM,GAAS,eAGf,4B,+CAkEA,OAlEoC,kBAI3B,YAAAxC,UAAP,SAAiB/+E,GACf,OAAOmO,KAAKuzE,aAAazV,EAAqBjsE,EAAOmO,KAAK4yE,MAAO/gF,IAM5D,YAAA89E,YAAP,SAAmBlS,GACjB,OAAOz9D,KAAKuzE,aAAa/V,EAAuBC,EAASz9D,KAAK4yE,MAAOnV,IAO/D,YAAA8V,aAAR,SAAqBC,EAA8BC,GAAnD,WACE,GAAIzzE,KAAKkzE,eAAeM,EAAc9hF,MACpC,OAAOhB,QAAQE,OAAO,CACpBiB,MAAO4hF,EACP/hF,KAAM8hF,EAAc9hF,KACpBqsC,OAAQ,yBAAyB/9B,KAAKgzE,eAAeQ,EAAc9hF,MAAK,6BACxEuvE,OAAQ,MAIZ,IAAM75D,EAAuB,CAC3BwhD,KAAM4qB,EAAc5qB,KACpBiY,OAAQ,OAKRrG,eAAiBD,IAA2B,SAAW,IASzD,YAPqC/mE,IAAjCwM,KAAKoH,QAAQssE,iBACf,EAActsE,EAASpH,KAAKoH,QAAQssE,sBAETlgF,IAAzBwM,KAAKoH,QAAQ+xB,UACf/xB,EAAQ+xB,QAAUn5B,KAAKoH,QAAQ+xB,SAG1Bn5B,KAAKqyE,QAAQ9kE,IAClB,IAAI,IAAsB,SAAC5c,EAASC,GAClC,GACG6wE,MAAM+R,EAAcn3E,IAAK+K,GACzB7U,MAAK,SAAA4vE,GACJ,IAAMhpC,EAAU,CACd,uBAAwBgpC,EAAShpC,QAAQhlC,IAAI,wBAC7C,cAAeguE,EAAShpC,QAAQhlC,IAAI,gBAEtC,EAAK0+E,gBAAgB,CACnBC,YAAaU,EAAc9hF,KAC3BywE,SAAQ,EACRhpC,QAAO,EACPxoC,QAAO,EACPC,OAAM,OAGT82C,MAAM92C,QAIjB,EAlEA,CAAoC,ICFpC,4B,+CAqDA,OArDkC,kBAIzB,YAAAggF,UAAP,SAAiB/+E,GACf,OAAOmO,KAAKuzE,aAAazV,EAAqBjsE,EAAOmO,KAAK4yE,MAAO/gF,IAM5D,YAAA89E,YAAP,SAAmBlS,GACjB,OAAOz9D,KAAKuzE,aAAa/V,EAAuBC,EAASz9D,KAAK4yE,MAAOnV,IAO/D,YAAA8V,aAAR,SAAqBC,EAA8BC,GAAnD,WACE,OAAIzzE,KAAKkzE,eAAeM,EAAc9hF,MAC7BhB,QAAQE,OAAO,CACpBiB,MAAO4hF,EACP/hF,KAAM8hF,EAAc9hF,KACpBqsC,OAAQ,yBAAyB/9B,KAAKgzE,eAAeQ,EAAc9hF,MAAK,6BACxEuvE,OAAQ,MAILjhE,KAAKqyE,QAAQ9kE,IAClB,IAAI,IAAsB,SAAC5c,EAASC,GAClC,IAAMkB,EAAU,IAAI2uE,eAapB,IAAK,IAAMxiE,KAXXnM,EAAQuvE,mBAAqB,WAC3B,GAA2B,IAAvBvvE,EAAQm1C,WAAkB,CAC5B,IAAM9N,EAAU,CACd,uBAAwBrnC,EAAQ6hF,kBAAkB,wBAClD,cAAe7hF,EAAQ6hF,kBAAkB,gBAE3C,EAAKd,gBAAgB,CAAEC,YAAaU,EAAc9hF,KAAMywE,SAAUrwE,EAASqnC,QAAO,EAAExoC,QAAO,EAAEC,OAAM,MAIvGkB,EAAQyY,KAAK,OAAQipE,EAAcn3E,KACd,EAAK+K,QAAQ+xB,QAC5B,EAAK/xB,QAAQ+xB,QAAQzpC,eAAeuO,IACtCnM,EAAQ8hF,iBAAiB31E,EAAQ,EAAKmJ,QAAQ+xB,QAAQl7B,IAG1DnM,EAAQ+hF,KAAKL,EAAc5qB,WAInC,EArDA,CAAkC,ICoClC,4B,+CAoCA,OApCoC,kBAI3B,YAAA6T,mBAAP,SAA0B7/D,EAAoB8/D,GAC5C,OAAOD,EAAmBz8D,KAAKwuE,SAAU5xE,EAAW8/D,IAK/C,YAAAK,iBAAP,SAAwBzpE,EAAiB8J,EAAiCs/D,GACxE,YADuC,IAAAt/D,MAAkB0/D,GAASE,MAC3DD,EAAiB/8D,KAAKwuE,SAAUl7E,EAAS8J,EAAOs/D,IAM/C,YAAAyU,gBAAV,WACE,IAAKnxE,KAAKwuE,SAAShqD,IAEjB,OAAO,YAAM2sD,gBAAe,WAG9B,IAAM2C,EAAmB,OAAH,KAAG,CAAH,gBACjB9zE,KAAKwuE,SAASsF,kBAAgB,CACjCtvD,IAAKxkB,KAAKwuE,SAAShqD,MAGrB,OAAIxkB,KAAKwuE,SAASuF,UACT,IAAI/zE,KAAKwuE,SAASuF,UAAUD,GAEjC5Z,IACK,IAAI,GAAe4Z,GAErB,IAAI,GAAaA,IAE5B,EApCA,CAAoC,IpBvChClV,GAAwB,E,aCOtB,GAAS,eA6BTwE,GAA6E,GAC7ExD,GAA6D,GAyZ/D6D,GAAwB,EAoFxBV,GAA0C,KAuB1CC,GAA6D,K,aoBlhBjE,cAiBE,WAAmB57D,GARZ,KAAA7T,KAAeygF,EAAY5sD,GAShCpnB,KAAKwuE,SAAQ,cACXr5E,SAAS,EACT+8C,KAAK,EACLuvB,OAAO,EACPx8C,SAAS,EACT4zC,QAAQ,EACR8H,KAAK,GACFv5D,GA2PT,OApPS,YAAA6sE,oBAAP,SAA2BpiF,GACpBmO,KAAKwuE,SAAS3V,QAGnBJ,IAAgBwR,cACd,CACEgJ,SAAU,WAAyB,gBAAfphF,EAAMH,KAAyB,cAAgB,SACnEoL,SAAUjL,EAAMiL,SAChBM,MAAOvL,EAAMuL,MACb9J,QAAS,aAAoBzB,IAE/B,CACEA,MAAK,KAaJ,YAAAkoE,UAAP,sBACM/5D,KAAKwuE,SAASr5E,SAChB+tE,EAA0B,CACxBlmE,SAAU,W,IAAC,sDACT,EAAKk3E,mBAAkB,MAAvB,EAAI,aAAuBjzE,KAE7BvP,KAAM,YAGNsO,KAAKwuE,SAASt8B,KAChBgxB,EAA0B,CACxBlmE,SAAU,W,IAAC,sDACT,EAAKm3E,eAAc,MAAnB,EAAI,aAAmBlzE,KAEzBvP,KAAM,QAGNsO,KAAKwuE,SAAS7N,KAChBuC,EAA0B,CACxBlmE,SAAU,W,IAAC,sDACT,EAAKo3E,eAAc,MAAnB,EAAI,aAAmBnzE,KAEzBvP,KAAM,QAGNsO,KAAKwuE,SAAS/M,OAChByB,EAA0B,CACxBlmE,SAAU,W,IAAC,sDACT,EAAKq3E,iBAAgB,MAArB,EAAI,aAAqBpzE,KAE3BvP,KAAM,UAGNsO,KAAKwuE,SAASvpD,SAChBi+C,EAA0B,CACxBlmE,SAAU,W,IAAC,sDACT,EAAKs3E,mBAAkB,MAAvB,EAAI,aAAuBrzE,KAE7BvP,KAAM,aASJ,YAAAwiF,mBAAR,SAA2BnS,GACzB,IAAMmI,EAAa,CACjB+I,SAAU,UACVjkF,KAAM,CACJmS,UAAW4gE,EAAY9gE,KACvB+4D,OAAQ,WAEV58D,MAAO0/D,GAASuI,WAAWtD,EAAY3kE,OACvC9J,QAAS,aAASyuE,EAAY9gE,KAAM,MAGtC,GAA0B,WAAtB8gE,EAAY3kE,MAAoB,CAClC,IAA4B,IAAxB2kE,EAAY9gE,KAAK,GAKnB,OAJAipE,EAAW52E,QAAU,sBAAqB,aAASyuE,EAAY9gE,KAAK1L,MAAM,GAAI,MAAQ,kBACtF20E,EAAWl7E,KAAKmS,UAAY4gE,EAAY9gE,KAAK1L,MAAM,GAOvDkjE,IAAgBwR,cAAcC,EAAY,CACxCr5B,MAAOkxB,EAAY9gE,KACnB7D,MAAO2kE,EAAY3kE,SAQf,YAAA+2E,eAAR,SAAuBpS,GACrB,IAAIhwE,EAGJ,IACEA,EAASgwE,EAAYlwE,MAAME,OACvB,aAAiBgwE,EAAYlwE,MAAME,QACnC,aAAkBgwE,EAAYlwE,OAClC,MAAOrB,GACPuB,EAAS,YAGW,IAAlBA,EAAOxC,QAIXkpE,IAAgBwR,cACd,CACEgJ,SAAU,MAAMlR,EAAYxuE,KAC5BD,QAASvB,GAEX,CACEF,MAAOkwE,EAAYlwE,MACnB0B,KAAMwuE,EAAYxuE,QAShB,YAAA6gF,eAAR,SAAuBrS,GACrB,GAAIA,EAAYZ,aAAhB,CAEE,GAAIY,EAAYpB,IAAIG,uBAClB,OAGI,+BAAED,EAAA,EAAAA,OAAQxkE,EAAA,EAAAA,IAAK2kE,EAAA,EAAAA,YAAapY,EAAA,EAAAA,KAElC6P,IAAgBwR,cACd,CACEgJ,SAAU,MACVjkF,KAAM,CACJ6xE,OAAM,EACNxkE,IAAG,EACH2kE,YAAW,GAEbtvE,KAAM,QAER,CACEivE,IAAKoB,EAAYpB,IACjB9vB,MAAO+X,WAYP,YAAAyrB,iBAAR,SAAyBtS,GAElBA,EAAYZ,eAIbY,EAAYC,UAAU3lE,IAAIC,MAAM,eAAkD,SAAjCylE,EAAYC,UAAUnB,SAKvEkB,EAAY9uE,MACdwlE,IAAgBwR,cACd,CACEgJ,SAAU,QACVjkF,KAAM+yE,EAAYC,UAClB5kE,MAAO0/D,GAAS5qE,MAChBR,KAAM,QAER,CACE1C,KAAM+yE,EAAY9uE,MAClB49C,MAAOkxB,EAAY9gE,OAIvBw3D,IAAgBwR,cACd,CACEgJ,SAAU,QACVjkF,KAAM,OAAF,KAAE,CAAF,gBACC+yE,EAAYC,WAAS,CACxBhB,YAAae,EAAYI,SAASlB,SAEpCvvE,KAAM,QAER,CACEm/C,MAAOkxB,EAAY9gE,KACnBkhE,SAAUJ,EAAYI,cAUtB,YAAAmS,mBAAR,SAA2BvS,GACzB,IAAM3mE,EAAS,eACX0a,EAAOisD,EAAYjsD,KACnBkyC,EAAK+Z,EAAY/Z,GACfusB,EAAY,aAASn5E,EAAOyC,SAAShN,MACvC2jF,EAAa,aAAS1+D,GACpB2+D,EAAW,aAASzsB,GAGrBwsB,EAAWh4E,OACdg4E,EAAaD,GAKXA,EAAU93E,WAAag4E,EAASh4E,UAAY83E,EAAUh4E,OAASk4E,EAASl4E,OAC1EyrD,EAAKysB,EAAS/3E,UAEZ63E,EAAU93E,WAAa+3E,EAAW/3E,UAAY83E,EAAUh4E,OAASi4E,EAAWj4E,OAC9EuZ,EAAO0+D,EAAW93E,UAGpB+7D,IAAgBwR,cAAc,CAC5BgJ,SAAU,aACVjkF,KAAM,CACJ8mB,KAAI,EACJkyC,GAAE,MA5QM,EAAA5gC,GAAa,cAgR7B,EApRA,GC3BastD,GAAW,4BACXC,GAAc,SCc3B,eAME,WAAmBvtE,G,YAAA,IAAAA,MAAA,IACjB,YAAM,GAAgBA,IAAQ,KAyDlC,OAhEmC,kBAe1B,YAAAwd,iBAAP,SAAwBxd,QAAA,IAAAA,MAAA,IAEL,eAA0BnW,WAKtC+O,KAAKqvE,aAKV7P,EAAmB,OAAD,KAAC,CAAD,gBACbp4D,GAAO,CACVod,IAAKpd,EAAQod,KAAOxkB,KAAK+uE,YANzB/U,GAAO/mE,MAAM,iEAaP,YAAA68E,cAAV,SAAwBj+E,EAAcsnE,EAAeuD,GAenD,OAdA7qE,EAAM+iF,SAAW/iF,EAAM+iF,UAAY,aACnC/iF,EAAM4+E,IAAG,6BACJ5+E,EAAM4+E,KAAG,CACZl9E,KAAMmhF,GACNG,SAAU,OAAF,KAAE,CACHhjF,EAAM4+E,KAAO5+E,EAAM4+E,IAAIoE,UAAa,GAAG,CAC5C,CACEthF,KAAM,sBACNkO,QAASkzE,MAGblzE,QAASkzE,KAGJ,YAAM7E,cAAa,UAACj+E,EAAOsnE,EAAOuD,IAMjC,YAAAiU,WAAV,SAAqB9+E,GACnB,IAAMgoE,EAAc75D,KAAKktE,eAAe,IACpCrT,GACFA,EAAYoa,oBAAoBpiF,GAElC,YAAM8+E,WAAU,UAAC9+E,IAErB,EAhEA,CAAmC,IfVnC,2BASS,KAAA0B,KAAeuhF,EAAiB1tD,GAezC,OAVS,YAAA2yC,UAAP,WAEEsR,GAA2B5hB,SAASh6D,UAAUuM,SAG9CytD,SAASh6D,UAAUuM,SAAW,W,IAAgC,sDAC5D,IAAMumB,EAAUviB,KAAK3C,qBAAuB2C,KAC5C,OAAOqrE,GAAyBjqE,MAAMmhB,EAASthB,KAjBrC,EAAAmmB,GAAa,mBAoB7B,EAxBA,GgBCM2tD,GAAwB,CAAC,oBAAqB,iDAgBpD,cAWE,WAAoCvG,QAAA,IAAAA,MAAA,SAAAA,WAF7B,KAAAj7E,KAAeyhF,EAAe5tD,GA4KvC,OArKS,YAAA2yC,UAAP,WACE/B,GAAwB,SAACnmE,GACvB,IAAMsmE,EAAMM,IACZ,IAAKN,EACH,OAAOtmE,EAET,IAAMwJ,EAAO88D,EAAI+U,eAAe8H,GAChC,GAAI35E,EAAM,CACR,IAAM69D,EAASf,EAAI8M,YACbgQ,EAAgB/b,EAASA,EAAOtuC,aAAe,GAC/CxjB,EAAU/L,EAAK65E,cAAcD,GACnC,GAAI55E,EAAK85E,iBAAiBtjF,EAAOuV,GAC/B,OAAO,KAGX,OAAOvV,MAKH,YAAAsjF,iBAAR,SAAyBtjF,EAAcuV,GACrC,OAAIpH,KAAKo1E,eAAevjF,EAAOuV,IAC7B4yD,GAAOruC,KAAK,6DAA6D,aAAoB95B,KACtF,GAELmO,KAAKq1E,gBAAgBxjF,EAAOuV,IAC9B4yD,GAAOruC,KACL,wEAA0E,aAAoB95B,KAEzF,GAELmO,KAAKs1E,aAAazjF,EAAOuV,IAC3B4yD,GAAOruC,KACL,oEAAsE,aACpE95B,GACD,WAAWmO,KAAKu1E,mBAAmB1jF,KAE/B,IAEJmO,KAAKw1E,cAAc3jF,EAAOuV,KAC7B4yD,GAAOruC,KACL,yEAA2E,aACzE95B,GACD,WAAWmO,KAAKu1E,mBAAmB1jF,KAE/B,IAMH,YAAAujF,eAAR,SAAuBvjF,EAAcuV,GACnC,IAAKA,EAAQquE,eACX,OAAO,EAGT,IACE,OACG5jF,GACCA,EAAM+K,WACN/K,EAAM+K,UAAUC,QAChBhL,EAAM+K,UAAUC,OAAO,IACY,gBAAnChL,EAAM+K,UAAUC,OAAO,GAAGnL,OAC5B,EAEF,MAAOiM,GACP,OAAO,IAKH,YAAA03E,gBAAR,SAAwBxjF,EAAcuV,GACpC,SAAKA,EAAQsuE,eAAiBtuE,EAAQsuE,aAAanmF,SAI5CyQ,KAAK21E,0BAA0B9jF,GAAOwxB,MAAK,SAAA/vB,GAEhD,OAAC8T,EAAQsuE,aAAwCryD,MAAK,SAAA2tB,GAAW,oBAAkB19C,EAAlB,UAK7D,YAAAgiF,aAAR,SAAqBzjF,EAAcuV,GAEjC,IAAKA,EAAQwuE,WAAaxuE,EAAQwuE,SAASrmF,OACzC,OAAO,EAET,IAAM8M,EAAM2D,KAAKu1E,mBAAmB1jF,GACpC,QAAQwK,GAAc+K,EAAQwuE,SAASvyD,MAAK,SAAA2tB,GAAW,oBAAkB30C,EAAlB,OAIjD,YAAAm5E,cAAR,SAAsB3jF,EAAcuV,GAElC,IAAKA,EAAQyuE,YAAczuE,EAAQyuE,UAAUtmF,OAC3C,OAAO,EAET,IAAM8M,EAAM2D,KAAKu1E,mBAAmB1jF,GACpC,OAAQwK,GAAa+K,EAAQyuE,UAAUxyD,MAAK,SAAA2tB,GAAW,oBAAkB30C,EAAlB,OAIjD,YAAA64E,cAAR,SAAsBD,GACpB,YADoB,IAAAA,MAAA,IACb,CACLY,UAAW,OAAF,KAAE,CAEL71E,KAAKwuE,SAASsH,eAAiB,GAC/B91E,KAAKwuE,SAASqH,WAAa,GAE3BZ,EAAca,eAAiB,GAC/Bb,EAAcY,WAAa,IAEjCD,SAAU,OAAF,KAAE,CAEJ51E,KAAKwuE,SAASuH,eAAiB,GAC/B/1E,KAAKwuE,SAASoH,UAAY,GAE1BX,EAAcc,eAAiB,GAC/Bd,EAAcW,UAAY,IAEhCF,aAAc,OAAF,KAAE,CACR11E,KAAKwuE,SAASkH,cAAgB,GAC9BT,EAAcS,cAAgB,GAC/BX,IAELU,oBAAwD,IAAjCz1E,KAAKwuE,SAASiH,gBAAiCz1E,KAAKwuE,SAASiH,iBAKhF,YAAAE,0BAAR,SAAkC9jF,GAChC,GAAIA,EAAMyB,QACR,MAAO,CAACzB,EAAMyB,SAEhB,GAAIzB,EAAM+K,UACR,IACQ,oDAAE,IAAAlL,KAAW,IAAA6C,aAAA,IAAQ,EAAR,KACnB,MAAO,CAAC,GAAGA,QADH,IAAO,EAAP,MACmB,KAAKA,GAChC,MAAOuJ,GAEP,OADAk8D,GAAO/mE,MAAM,oCAAoC,aAAoBpB,IAC9D,GAGX,MAAO,IAID,YAAA0jF,mBAAR,SAA2B1jF,GACzB,IACE,GAAIA,EAAMipE,WAAY,CACpB,IAAM,EAASjpE,EAAMipE,WAAWgB,OAChC,OAAQ,GAAU,EAAO,EAAOvsE,OAAS,GAAG8sE,UAAa,KAE3D,GAAIxqE,EAAM+K,UAAW,CACnB,IAAM,EACJ/K,EAAM+K,UAAUC,QAAUhL,EAAM+K,UAAUC,OAAO,GAAGi+D,YAAcjpE,EAAM+K,UAAUC,OAAO,GAAGi+D,WAAWgB,OACzG,OAAQ,GAAU,EAAO,EAAOvsE,OAAS,GAAG8sE,UAAa,KAE3D,OAAO,KACP,MAAOv+D,GAEP,OADAk8D,GAAO/mE,MAAM,gCAAgC,aAAoBpB,IAC1D,OA9KG,EAAAu1B,GAAa,iBAiL7B,EArLA,GCjBM4uD,GAAuB,CAC3B,cACA,SACA,OACA,mBACA,iBACA,oBACA,kBACA,cACA,aACA,qBACA,cACA,aACA,iBACA,eACA,kBACA,cACA,cACA,eACA,qBACA,SACA,YACA,eACA,gBACA,YACA,kBACA,SACA,iBACA,4BACA,wBAeF,cAiBE,WAAmB5uE,GARZ,KAAA7T,KAAe0iF,EAAS7uD,GAS7BpnB,KAAKwuE,SAAQ,cACX/N,gBAAgB,EAChByV,aAAa,EACblyD,uBAAuB,EACvBujC,aAAa,EACb9zD,YAAY,GACT2T,GAkNT,OA1MS,YAAA2yD,UAAP,WACE,IAAM3+D,EAAS,gBAEX4E,KAAKwuE,SAAS/6E,YAChB,aAAK2H,EAAQ,aAAc4E,KAAKm2E,kBAAkBrhF,KAAKkL,OAGrDA,KAAKwuE,SAASjnB,aAChB,aAAKnsD,EAAQ,cAAe4E,KAAKm2E,kBAAkBrhF,KAAKkL,OAGtDA,KAAKwuE,SAASxqD,uBAChB,aAAK5oB,EAAQ,wBAAyB4E,KAAKo2E,SAASthF,KAAKkL,OAGvDA,KAAKwuE,SAAS/N,gBAAkB,mBAAoBrlE,GACtD,aAAKqlE,eAAehxE,UAAW,OAAQuQ,KAAKq2E,SAASvhF,KAAKkL,OAGxDA,KAAKwuE,SAAS0H,eACIh1E,MAAMwU,QAAQ1V,KAAKwuE,SAAS0H,aAAel2E,KAAKwuE,SAAS0H,YAAcF,IAC/E74E,QAAQ6C,KAAKs2E,iBAAiBxhF,KAAKkL,QAK3C,YAAAm2E,kBAAR,SAA0B/rE,GAExB,OAAO,W,IAAoB,sDACzB,IAAMmsE,EAAmBt1E,EAAK,GAQ9B,OAPAA,EAAK,GAAKw/C,EAAK81B,EAAkB,CAC/B74E,UAAW,CACT1O,KAAM,CAAEstE,SAAU,aAAgBlyD,IAClCw0C,SAAS,EACTltD,KAAM,gBAGH0Y,EAAShJ,MAAMpB,KAAMiB,KAMxB,YAAAm1E,SAAR,SAAiBhsE,GAEf,OAAO,SAAoBpN,GAEzB,OAAOoN,EAASza,KACdqQ,KACAygD,EAAKzjD,EAAU,CACbU,UAAW,CACT1O,KAAM,CACJstE,SAAU,wBACV6G,QAAS,aAAgB/4D,IAE3Bw0C,SAAS,EACTltD,KAAM,mBAQR,YAAA4kF,iBAAR,SAAyBvkF,GAEvB,IAAMqJ,EAAS,eAET8kE,EAAQ9kE,EAAOrJ,IAAWqJ,EAAOrJ,GAAQtC,UAG1CywE,GAAUA,EAAMxwE,gBAAmBwwE,EAAMxwE,eAAe,sBAI7D,aAAKwwE,EAAO,oBAAoB,SAC9B91D,GAEA,OAAO,SAGL+1D,EACAhkC,EACA/0B,GAEA,IACgC,mBAAnB+0B,EAAGgjC,cACZhjC,EAAGgjC,YAAc1e,EAAKtkB,EAAGgjC,YAAYrqE,KAAKqnC,GAAK,CAC7Cz+B,UAAW,CACT1O,KAAM,CACJstE,SAAU,cACV6G,QAAS,aAAgBhnC,GACzBpqC,OAAM,GAER6sD,SAAS,EACTltD,KAAM,iBAIZ,MAAOO,IAIT,OAAOmY,EAASza,KACdqQ,KACAmgE,EAEA1f,EAAMtkB,EAA+B,CACnCz+B,UAAW,CACT1O,KAAM,CACJstE,SAAU,mBACV6G,QAAS,aAAgBhnC,GACzBpqC,OAAM,GAER6sD,SAAS,EACTltD,KAAM,gBAGV0V,OAKN,aAAK84D,EAAO,uBAAuB,SACjCsW,GAGA,OAAO,SAGLrW,EACAhkC,EACA/0B,G,MAmBMqvE,EAAuBt6C,EAC7B,IACE,IAAMu6C,EAA0C,QAAtB,EAAGD,SAAmB,eAAEzX,mBAC9C0X,GACFF,EAA4B7mF,KAAKqQ,KAAMmgE,EAAWuW,EAAsBtvE,GAE1E,MAAO5W,IAGT,OAAOgmF,EAA4B7mF,KAAKqQ,KAAMmgE,EAAWsW,EAAqBrvE,SAM5E,YAAAivE,SAAR,SAAiB9U,GAEf,OAAO,W,IAA+B,sDAEpC,IAAMZ,EAAM3gE,KACN22E,EAA4C,CAAC,SAAU,UAAW,aAAc,sBA4BtF,OA1BAA,EAAoBx5E,SAAQ,SAAAsZ,GACtBA,KAAQkqD,GAA4B,mBAAdA,EAAIlqD,IAE5B,aAAKkqD,EAAKlqD,GAAM,SAASrM,GACvB,IAAMwsE,EAAc,CAClBl5E,UAAW,CACT1O,KAAM,CACJstE,SAAU7lD,EACV0sD,QAAS,aAAgB/4D,IAE3Bw0C,SAAS,EACTltD,KAAM,eAUV,OALI0Y,EAAS/M,sBACXu5E,EAAYl5E,UAAU1O,KAAKm0E,QAAU,aAAgB/4D,EAAS/M,sBAIzDojD,EAAKr2C,EAAUwsE,SAKrBrV,EAAangE,MAAMpB,KAAMiB,KAnOtB,EAAAmmB,GAAa,WAsO7B,EA1OA,GC1BA,cAqBE,WAAmBhgB,GAZZ,KAAA7T,KAAesjF,EAAezvD,GAM7B,KAAA0vD,0BAAoC,EAGpC,KAAAC,uCAAiD,EAIvD/2E,KAAKwuE,SAAQ,cACX58E,SAAS,EACTqxE,sBAAsB,GACnB77D,GAiNT,OA3MS,YAAA2yD,UAAP,WACE7nE,MAAM8kF,gBAAkB,GAEpBh3E,KAAKwuE,SAAS58E,UAChBooE,GAAOlrD,IAAI,oCACX9O,KAAKi3E,gCAGHj3E,KAAKwuE,SAASvL,uBAChBjJ,GAAOlrD,IAAI,iDACX9O,KAAKk3E,8CAKD,YAAAD,6BAAR,sBACMj3E,KAAK82E,2BAIT5T,EAA0B,CAExBlmE,SAAU,SAAChO,GACT,IAAMiE,EAAQjE,EAAKiE,MACbkkF,EAAa1e,IACb2e,EAAiBD,EAAWjK,eAAe2J,GAC3CQ,EAAsBpkF,IAA0C,IAAjCA,EAAM6tE,uBAE3C,GAAKsW,IAAkBzY,MAAyB0Y,EAAhD,CAIA,IAAMne,EAASie,EAAWlS,YACpBpzE,EAAQ,OAAA4rD,GAAA,GAAYxqD,GACtB,EAAKqkF,4BAA4BtoF,EAAKi/B,IAAKj/B,EAAKqN,IAAKrN,EAAKuhD,KAAMvhD,EAAKisE,QACrE,EAAKsc,8BACH5a,EAAsB1pE,OAAOO,EAAW,CACtCqpE,iBAAkB3D,GAAUA,EAAOtuC,aAAaiyC,iBAChDO,WAAW,IAEbpuE,EAAKqN,IACLrN,EAAKuhD,KACLvhD,EAAKisE,QAGX,aAAsBppE,EAAO,CAC3B+sD,SAAS,EACTltD,KAAM,YAGRylF,EAAWrK,aAAaj7E,EAAO,CAC7B86E,kBAAmB15E,MAGvBvB,KAAM,UAGRsO,KAAK82E,0BAA2B,IAI1B,YAAAI,0CAAR,sBACMl3E,KAAK+2E,wCAIT7T,EAA0B,CAExBlmE,SAAU,SAACxM,GACT,IAAIyC,EAAQzC,EAGZ,IAGM,WAAYA,EACdyC,EAAQzC,EAAEutC,OAOH,WAAYvtC,GAAK,WAAYA,EAAE0/D,SACtCj9D,EAAQzC,EAAE0/D,OAAOnyB,QAEnB,MAAOpgC,IAIT,IAAMw5E,EAAa1e,IACb2e,EAAiBD,EAAWjK,eAAe2J,GAC3CQ,EAAsBpkF,IAA0C,IAAjCA,EAAM6tE,uBAE3C,IAAKsW,GAAkBzY,KAAyB0Y,EAC9C,OAAO,EAGT,IAAMne,EAASie,EAAWlS,YACpBpzE,EAAQ,OAAA4rD,GAAA,GAAYxqD,GACtB,EAAKukF,iCAAiCvkF,GACtC0pE,EAAsB1pE,OAAOO,EAAW,CACtCqpE,iBAAkB3D,GAAUA,EAAOtuC,aAAaiyC,iBAChDO,WAAW,IAGjBvrE,EAAMuL,MAAQ0/D,GAAS5qE,MAEvB,aAAsBL,EAAO,CAC3B+sD,SAAS,EACTltD,KAAM,yBAGRylF,EAAWrK,aAAaj7E,EAAO,CAC7B86E,kBAAmB15E,KAKvBvB,KAAM,uBAGRsO,KAAK+2E,uCAAwC,IAOvC,YAAAO,4BAAR,SAAoCrpD,EAAU5xB,EAAUk0C,EAAW0qB,GACjE,IAII1nE,EADAD,EAAU,OAAAmqD,GAAA,GAAaxvB,GAAOA,EAAI36B,QAAU26B,EAGhD,GAAI,OAAAwvB,GAAA,GAASnqD,GAAU,CACrB,IAAMmkF,EAASnkF,EAAQgJ,MAPF,4GAQjBm7E,IACFlkF,EAAOkkF,EAAO,GACdnkF,EAAUmkF,EAAO,IAerB,OAAOz3E,KAAKu3E,8BAXE,CACZ36E,UAAW,CACTC,OAAQ,CACN,CACEnL,KAAM6B,GAAQ,QACdgB,MAAOjB,MAMkC+I,EAAKk0C,EAAM0qB,IAStD,YAAAuc,iCAAR,SAAyCz5C,GACvC,MAAO,CACLnhC,UAAW,CACTC,OAAQ,CACN,CACEnL,KAAM,qBAEN6C,MAAO,oDAAoD+R,OAAOy3B,QASpE,YAAAw5C,8BAAR,SAAsC1lF,EAAcwK,EAAUk0C,EAAW0qB,GACvEppE,EAAM+K,UAAY/K,EAAM+K,WAAa,GACrC/K,EAAM+K,UAAUC,OAAShL,EAAM+K,UAAUC,QAAU,GACnDhL,EAAM+K,UAAUC,OAAO,GAAKhL,EAAM+K,UAAUC,OAAO,IAAM,GACzDhL,EAAM+K,UAAUC,OAAO,GAAGi+D,WAAajpE,EAAM+K,UAAUC,OAAO,GAAGi+D,YAAc,GAC/EjpE,EAAM+K,UAAUC,OAAO,GAAGi+D,WAAWgB,OAASjqE,EAAM+K,UAAUC,OAAO,GAAGi+D,WAAWgB,QAAU,GAE7F,IAAMtrB,EAAQpyC,MAAMD,SAAS88D,EAAQ,UAAOznE,EAAYynE,EAClDuB,EAASp+D,MAAMD,SAASoyC,EAAM,UAAO/8C,EAAY+8C,EACjD8rB,EAAW,OAAA5e,GAAA,GAASphD,IAAQA,EAAI9M,OAAS,EAAI8M,EAAM,eAYzD,OAV2D,IAAvDxK,EAAM+K,UAAUC,OAAO,GAAGi+D,WAAWgB,OAAOvsE,QAC9CsC,EAAM+K,UAAUC,OAAO,GAAGi+D,WAAWgB,OAAOjsE,KAAK,CAC/C2gD,MAAK,EACL6rB,SAAQ,EACRC,SAAU,IACVC,QAAQ,EACRC,OAAM,IAIH3qE,GApOK,EAAAu1B,GAAa,iBAsO7B,EA1OA,GCZA,cAwBE,WAAmBhgB,QAAA,IAAAA,MAAA,IAfH,KAAA7T,KAAemkF,EAAatwD,GAgB1CpnB,KAAKypC,KAAOriC,EAAQvS,KA7BJ,QA8BhBmL,KAAKoyE,OAAShrE,EAAQkuB,OA7BJ,EAoEtB,OAjCS,YAAAykC,UAAP,WACE/B,GAAwB,SAACnmE,EAAc6qE,GACrC,IAAMrhE,EAAOo9D,IAAgByU,eAAewK,GAC5C,OAAIr8E,EACKA,EAAKs8E,SAAS9lF,EAAO6qE,GAEvB7qE,MAOH,YAAA8lF,SAAR,SAAiB9lF,EAAc6qE,GAC7B,KAAK7qE,EAAM+K,WAAc/K,EAAM+K,UAAUC,QAAW6/D,GAAS,OAAAjf,GAAA,GAAaif,EAAKiQ,kBAAmBz6E,QAChG,OAAOL,EAET,IAAM+lF,EAAe53E,KAAK63E,eAAenb,EAAKiQ,kBAAoC3sE,KAAKypC,MAEvF,OADA53C,EAAM+K,UAAUC,OAAM,aAAO+6E,EAAiB/lF,EAAM+K,UAAUC,QACvDhL,GAMD,YAAAgmF,eAAR,SAAuB5kF,EAAsB4B,EAAa+uC,GACxD,QADwD,IAAAA,MAAA,KACnD,OAAA6Z,GAAA,GAAaxqD,EAAM4B,GAAM3C,QAAU0xC,EAAMr0C,OAAS,GAAKyQ,KAAKoyE,OAC/D,OAAOxuC,EAET,IACMhnC,EAAYi/D,EADCpB,EAAkBxnE,EAAM4B,KAE3C,OAAOmL,KAAK63E,eAAe5kF,EAAM4B,GAAMA,EAAG,cAAG+H,GAAcgnC,KA3D/C,EAAAxc,GAAa,eA6D7B,EAjEA,GCPM,GAAS,eAGf,2BASS,KAAA7zB,KAAeukF,EAAU1wD,GA8BlC,OAzBS,YAAA2yC,UAAP,WACE/B,GAAwB,SAACnmE,G,UACvB,GAAI4mE,IAAgByU,eAAe4K,GAAY,CAE7C,IAAK,GAAOtyC,YAAc,GAAO3nC,WAAa,GAAO5M,SACnD,OAAOY,EAIT,IAAMwK,GAAmB,QAAb,EAAAxK,EAAMC,eAAO,eAAEuK,OAAsB,QAAnB,EAAI,GAAOwB,gBAAQ,eAAEhN,MAC3CknF,GAAA,iBAAAA,SACAtyC,GAAA,kBAAAA,UAEFtM,EAAU,OAAH,KAAG,CAAH,6BACK,QADL,EACRtnC,EAAMC,eAAO,eAAEqnC,SACd4+C,GAAY,CAAEC,QAASD,IACvBtyC,GAAa,CAAE,aAAcA,IAE7B3zC,EAAU,OAAH,KAAG,CAAH,gBAASuK,GAAO,CAAEA,IAAG,IAAG,CAAE88B,QAAO,IAE9C,oCAAYtnC,GAAK,CAAEC,QAAO,IAE5B,OAAOD,MAhCG,EAAAu1B,GAAa,YAmC7B,EAvCA,G1BCa,GAAsB,CACjC,IAAI,GAAiB4tD,eACrB,IAAI,GAAiBF,iBACrB,IAAI,GACJ,IAAI,GACJ,IAAI,GACJ,IAAI,GACJ,IAAI,ITPFmD,GAAqB,GAGnBC,GAAU,eACZA,GAAQ5zD,QAAU4zD,GAAQ5zD,OAAO6zD,eACnCF,GAAqBC,GAAQ5zD,OAAO6zD,cAGtC,IAAMC,GAAe,OAAH,KAAG,CAAH,6BACbH,IACA,IACA,K,mBoCnBL7nF,EAAOD,QAAU,SAASsF,GACxB,IAAI4iF,EAAe,CACjBxiF,QACE,8CACFD,QACE,yBACFE,SACE,2FAGAwiF,EAAY,CACdniF,UAAW,QACXK,MAAO,OACPC,IAAK,IACLd,SAAU0iF,GAoBRvnE,EAAc,CAChBrb,EAAKyC,YACLzC,EAAK0C,kBACL1C,EAAK+B,qBAXM,CACXrB,UAAW,SACXH,SAAU,CAACsiF,GACXxhF,SAAU,CACR,CAACN,MAAO,KAAMC,IAAK,MACnB,CAACD,MAAO,IAAKC,IAAK,OAfV,CACVD,MAAO,uBAAwBwB,aAAa,EAC5C5B,UAAW,EACXJ,SAAU,CACR,CACEG,UAAW,OACXK,MAAO,UAoBb,OADA8hF,EAAUtiF,SAAW8a,EACd,CACL/Z,QAAS,CAAC,SACVpB,SAAU0iF,EACVriF,SAAU8a,K,gCC3CdthB,OAAOyE,eAAe9D,EAAS,aAAc,CAC3CoE,OAAO,IAETpE,EAAQiH,aAAU,EAmHlBjH,EAAQiH,QAlHO,CACb,KAAQ,CACN,QAAW,QACX,UAAa,OACb,QAAW,QACX,WAAc,UACd,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,oBAAqB,CACnB,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,8BAA+B,CAC7B,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,eAAgB,CACd,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,mBAAoB,CAClB,MAAS,WAEX,sBAAuB,CACrB,MAAS,WAEX,iBAAkB,CAChB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,yBAA0B,CACxB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,cAAe,CACb,MAAS,WAEX,aAAc,CACZ,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,0BAA2B,CACzB,MAAS,WAEX,qBAAsB,CACpB,MAAS,WAEX,uBAAwB,CACtB,MAAS,WAEX,YAAa,CACX,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,gBAAiB,CACf,MAAS,WAEX,eAAgB,CACd,WAAc,WAEhB,gBAAiB,CACf,UAAa,UAEf,cAAe,CACb,WAAc,U,iBCrHlBhH,EAAOD,QAAU,SAASsF,GAgBxB,MAAO,CACLsB,QAAS,CAAC,MAAO,OAAQ,OACzBrB,kBAAkB,EAClB+B,QAlBoB,oBAmBpB9B,SAlBoB,CACpBE,QAAS,sBAkBTG,SAAU,CAhBO,CACjBG,UAAW,OACXK,MAAO,gBACPJ,UAAW,IAEM,CACjBD,UAAW,OACXK,MAAO,oBACPJ,UAAW,IAWTX,EAAK8B,oBACL9B,EAAK+B,qBACL/B,EAAKiB,QAAQ,WAAY,QACzBjB,EAAK4B,cACL5B,EAAKQ,QAAQR,EAAKS,iBAAkB,CAACH,QAAS,OAC9CN,EAAKQ,QAAQR,EAAKY,kBAAmB,CAACN,QAAS,OAC/C,CACEI,UAAW,SACXK,MAAO,IAAKC,IAAK,KAEnB,CACEN,UAAW,SACXW,SAAU,CACR,CACEN,MAAO,IAAKC,IAAK,OACjBV,QAAS","file":"bundle.90e6b.js","sourcesContent":[" \t// install a JSONP callback for chunk loading\n \tfunction webpackJsonpCallback(data) {\n \t\tvar chunkIds = data[0];\n \t\tvar moreModules = data[1];\n\n\n \t\t// add \"moreModules\" to the modules object,\n \t\t// then flag all \"chunkIds\" as loaded and fire callback\n \t\tvar moduleId, chunkId, i = 0, resolves = [];\n \t\tfor(;i < chunkIds.length; i++) {\n \t\t\tchunkId = chunkIds[i];\n \t\t\tif(Object.prototype.hasOwnProperty.call(installedChunks, chunkId) && installedChunks[chunkId]) {\n \t\t\t\tresolves.push(installedChunks[chunkId][0]);\n \t\t\t}\n \t\t\tinstalledChunks[chunkId] = 0;\n \t\t}\n \t\tfor(moduleId in moreModules) {\n \t\t\tif(Object.prototype.hasOwnProperty.call(moreModules, moduleId)) {\n \t\t\t\tmodules[moduleId] = moreModules[moduleId];\n \t\t\t}\n \t\t}\n \t\tif(parentJsonpFunction) parentJsonpFunction(data);\n\n \t\twhile(resolves.length) {\n \t\t\tresolves.shift()();\n \t\t}\n\n \t};\n\n\n \t// The module cache\n \tvar installedModules = {};\n\n \t// object to store loaded CSS chunks\n \tvar installedCssChunks = {\n \t\t0: 0\n \t}\n\n \t// object to store loaded and loading chunks\n \t// undefined = chunk not loaded, null = chunk preloaded/prefetched\n \t// Promise = chunk loading, 0 = chunk loaded\n \tvar installedChunks = {\n \t\t0: 0\n \t};\n\n\n\n \t// script path function\n \tfunction jsonpScriptSrc(chunkId) {\n \t\treturn __webpack_require__.p + \"\" + ({\"2\":\"route-AlgoritmiEStruttureDati\",\"3\":\"route-ApprendimentoSistemiArtificiali\",\"4\":\"route-BasiDiDati\",\"5\":\"route-CalcoloNumerico\",\"6\":\"route-Fisica\",\"7\":\"route-GestioneDellInformazione\",\"8\":\"route-Home\",\"9\":\"route-LinguaggiDinamici\",\"10\":\"route-MingwInstall\",\"11\":\"route-NetLogo\",\"12\":\"route-OttimizzazioneLineare\",\"13\":\"route-ProtocolliDiRete\",\"14\":\"route-RipassoDiAlgebraLineare\",\"15\":\"route-Statistica\",\"16\":\"route-VlDiGeometria\"}[chunkId]||chunkId) + \".chunk.\" + {\"2\":\"c3842\",\"3\":\"8ecb1\",\"4\":\"f63cb\",\"5\":\"cf22a\",\"6\":\"1e51d\",\"7\":\"122eb\",\"8\":\"9c5d6\",\"9\":\"738ae\",\"10\":\"fba30\",\"11\":\"afaa4\",\"12\":\"254bc\",\"13\":\"fd640\",\"14\":\"2200e\",\"15\":\"ea22b\",\"16\":\"06e35\"}[chunkId] + \".js\"\n \t}\n\n \t// The require function\n \tfunction __webpack_require__(moduleId) {\n\n \t\t// Check if module is in cache\n \t\tif(installedModules[moduleId]) {\n \t\t\treturn installedModules[moduleId].exports;\n \t\t}\n \t\t// Create a new module (and put it into the cache)\n \t\tvar module = installedModules[moduleId] = {\n \t\t\ti: moduleId,\n \t\t\tl: false,\n \t\t\texports: {}\n \t\t};\n\n \t\t// Execute the module function\n \t\tmodules[moduleId].call(module.exports, module, module.exports, __webpack_require__);\n\n \t\t// Flag the module as loaded\n \t\tmodule.l = true;\n\n \t\t// Return the exports of the module\n \t\treturn module.exports;\n \t}\n\n \t// This file contains only the entry chunk.\n \t// The chunk loading function for additional chunks\n \t__webpack_require__.e = function requireEnsure(chunkId) {\n \t\tvar promises = [];\n\n\n \t\t// mini-css-extract-plugin CSS loading\n \t\tvar cssChunks = {\"3\":1,\"4\":1,\"5\":1,\"6\":1,\"7\":1,\"8\":1,\"11\":1,\"12\":1,\"14\":1,\"15\":1};\n \t\tif(installedCssChunks[chunkId]) promises.push(installedCssChunks[chunkId]);\n \t\telse if(installedCssChunks[chunkId] !== 0 && cssChunks[chunkId]) {\n \t\t\tpromises.push(installedCssChunks[chunkId] = new Promise(function(resolve, reject) {\n \t\t\t\tvar href = \"\" + ({\"2\":\"route-AlgoritmiEStruttureDati\",\"3\":\"route-ApprendimentoSistemiArtificiali\",\"4\":\"route-BasiDiDati\",\"5\":\"route-CalcoloNumerico\",\"6\":\"route-Fisica\",\"7\":\"route-GestioneDellInformazione\",\"8\":\"route-Home\",\"9\":\"route-LinguaggiDinamici\",\"10\":\"route-MingwInstall\",\"11\":\"route-NetLogo\",\"12\":\"route-OttimizzazioneLineare\",\"13\":\"route-ProtocolliDiRete\",\"14\":\"route-RipassoDiAlgebraLineare\",\"15\":\"route-Statistica\",\"16\":\"route-VlDiGeometria\"}[chunkId]||chunkId) + \".chunk.\" + {\"2\":\"31d6c\",\"3\":\"91139\",\"4\":\"a1161\",\"5\":\"34a40\",\"6\":\"94df5\",\"7\":\"a1161\",\"8\":\"1743e\",\"9\":\"31d6c\",\"10\":\"31d6c\",\"11\":\"a1161\",\"12\":\"08977\",\"13\":\"31d6c\",\"14\":\"a1161\",\"15\":\"9151b\",\"16\":\"31d6c\"}[chunkId] + \".css\";\n \t\t\t\tvar fullhref = __webpack_require__.p + href;\n \t\t\t\tvar existingLinkTags = document.getElementsByTagName(\"link\");\n \t\t\t\tfor(var i = 0; i < existingLinkTags.length; i++) {\n \t\t\t\t\tvar tag = existingLinkTags[i];\n \t\t\t\t\tvar dataHref = tag.getAttribute(\"data-href\") || tag.getAttribute(\"href\");\n \t\t\t\t\tif(tag.rel === \"stylesheet\" && (dataHref === href || dataHref === fullhref)) return resolve();\n \t\t\t\t}\n \t\t\t\tvar existingStyleTags = document.getElementsByTagName(\"style\");\n \t\t\t\tfor(var i = 0; i < existingStyleTags.length; i++) {\n \t\t\t\t\tvar tag = existingStyleTags[i];\n \t\t\t\t\tvar dataHref = tag.getAttribute(\"data-href\");\n \t\t\t\t\tif(dataHref === href || dataHref === fullhref) return resolve();\n \t\t\t\t}\n \t\t\t\tvar linkTag = document.createElement(\"link\");\n \t\t\t\tlinkTag.rel = \"stylesheet\";\n \t\t\t\tlinkTag.type = \"text/css\";\n \t\t\t\tlinkTag.onload = resolve;\n \t\t\t\tlinkTag.onerror = function(event) {\n \t\t\t\t\tvar request = event && event.target && event.target.src || fullhref;\n \t\t\t\t\tvar err = new Error(\"Loading CSS chunk \" + chunkId + \" failed.\\n(\" + request + \")\");\n \t\t\t\t\terr.code = \"CSS_CHUNK_LOAD_FAILED\";\n \t\t\t\t\terr.request = request;\n \t\t\t\t\tdelete installedCssChunks[chunkId]\n \t\t\t\t\tlinkTag.parentNode.removeChild(linkTag)\n \t\t\t\t\treject(err);\n \t\t\t\t};\n \t\t\t\tlinkTag.href = fullhref;\n\n \t\t\t\tvar head = document.getElementsByTagName(\"head\")[0];\n \t\t\t\thead.appendChild(linkTag);\n \t\t\t}).then(function() {\n \t\t\t\tinstalledCssChunks[chunkId] = 0;\n \t\t\t}));\n \t\t}\n\n \t\t// JSONP chunk loading for javascript\n\n \t\tvar installedChunkData = installedChunks[chunkId];\n \t\tif(installedChunkData !== 0) { // 0 means \"already installed\".\n\n \t\t\t// a Promise means \"currently loading\".\n \t\t\tif(installedChunkData) {\n \t\t\t\tpromises.push(installedChunkData[2]);\n \t\t\t} else {\n \t\t\t\t// setup Promise in chunk cache\n \t\t\t\tvar promise = new Promise(function(resolve, reject) {\n \t\t\t\t\tinstalledChunkData = installedChunks[chunkId] = [resolve, reject];\n \t\t\t\t});\n \t\t\t\tpromises.push(installedChunkData[2] = promise);\n\n \t\t\t\t// start chunk loading\n \t\t\t\tvar script = document.createElement('script');\n \t\t\t\tvar onScriptComplete;\n\n \t\t\t\tscript.charset = 'utf-8';\n \t\t\t\tscript.timeout = 120;\n \t\t\t\tif (__webpack_require__.nc) {\n \t\t\t\t\tscript.setAttribute(\"nonce\", __webpack_require__.nc);\n \t\t\t\t}\n \t\t\t\tscript.src = jsonpScriptSrc(chunkId);\n\n \t\t\t\t// create error before stack unwound to get useful stacktrace later\n \t\t\t\tvar error = new Error();\n \t\t\t\tonScriptComplete = function (event) {\n \t\t\t\t\t// avoid mem leaks in IE.\n \t\t\t\t\tscript.onerror = script.onload = null;\n \t\t\t\t\tclearTimeout(timeout);\n \t\t\t\t\tvar chunk = installedChunks[chunkId];\n \t\t\t\t\tif(chunk !== 0) {\n \t\t\t\t\t\tif(chunk) {\n \t\t\t\t\t\t\tvar errorType = event && (event.type === 'load' ? 'missing' : event.type);\n \t\t\t\t\t\t\tvar realSrc = event && event.target && event.target.src;\n \t\t\t\t\t\t\terror.message = 'Loading chunk ' + chunkId + ' failed.\\n(' + errorType + ': ' + realSrc + ')';\n \t\t\t\t\t\t\terror.name = 'ChunkLoadError';\n \t\t\t\t\t\t\terror.type = errorType;\n \t\t\t\t\t\t\terror.request = realSrc;\n \t\t\t\t\t\t\tchunk[1](error);\n \t\t\t\t\t\t}\n \t\t\t\t\t\tinstalledChunks[chunkId] = undefined;\n \t\t\t\t\t}\n \t\t\t\t};\n \t\t\t\tvar timeout = setTimeout(function(){\n \t\t\t\t\tonScriptComplete({ type: 'timeout', target: script });\n \t\t\t\t}, 120000);\n \t\t\t\tscript.onerror = script.onload = onScriptComplete;\n \t\t\t\tdocument.head.appendChild(script);\n \t\t\t}\n \t\t}\n \t\treturn Promise.all(promises);\n \t};\n\n \t// expose the modules object (__webpack_modules__)\n \t__webpack_require__.m = modules;\n\n \t// expose the module cache\n \t__webpack_require__.c = installedModules;\n\n \t// define getter function for harmony exports\n \t__webpack_require__.d = function(exports, name, getter) {\n \t\tif(!__webpack_require__.o(exports, name)) {\n \t\t\tObject.defineProperty(exports, name, { enumerable: true, get: getter });\n \t\t}\n \t};\n\n \t// define __esModule on exports\n \t__webpack_require__.r = function(exports) {\n \t\tif(typeof Symbol !== 'undefined' && Symbol.toStringTag) {\n \t\t\tObject.defineProperty(exports, Symbol.toStringTag, { value: 'Module' });\n \t\t}\n \t\tObject.defineProperty(exports, '__esModule', { value: true });\n \t};\n\n \t// create a fake namespace object\n \t// mode & 1: value is a module id, require it\n \t// mode & 2: merge all properties of value into the ns\n \t// mode & 4: return value when already ns object\n \t// mode & 8|1: behave like require\n \t__webpack_require__.t = function(value, mode) {\n \t\tif(mode & 1) value = __webpack_require__(value);\n \t\tif(mode & 8) return value;\n \t\tif((mode & 4) && typeof value === 'object' && value && value.__esModule) return value;\n \t\tvar ns = Object.create(null);\n \t\t__webpack_require__.r(ns);\n \t\tObject.defineProperty(ns, 'default', { enumerable: true, value: value });\n \t\tif(mode & 2 && typeof value != 'string') for(var key in value) __webpack_require__.d(ns, key, function(key) { return value[key]; }.bind(null, key));\n \t\treturn ns;\n \t};\n\n \t// getDefaultExport function for compatibility with non-harmony modules\n \t__webpack_require__.n = function(module) {\n \t\tvar getter = module && module.__esModule ?\n \t\t\tfunction getDefault() { return module['default']; } :\n \t\t\tfunction getModuleExports() { return module; };\n \t\t__webpack_require__.d(getter, 'a', getter);\n \t\treturn getter;\n \t};\n\n \t// Object.prototype.hasOwnProperty.call\n \t__webpack_require__.o = function(object, property) { return Object.prototype.hasOwnProperty.call(object, property); };\n\n \t// __webpack_public_path__\n \t__webpack_require__.p = \"/\";\n\n \t// on error function for async loading\n \t__webpack_require__.oe = function(err) { console.error(err); throw err; };\n\n \tvar jsonpArray = window[\"webpackJsonp\"] = window[\"webpackJsonp\"] || [];\n \tvar oldJsonpFunction = jsonpArray.push.bind(jsonpArray);\n \tjsonpArray.push = webpackJsonpCallback;\n \tjsonpArray = jsonpArray.slice();\n \tfor(var i = 0; i < jsonpArray.length; i++) webpackJsonpCallback(jsonpArray[i]);\n \tvar parentJsonpFunction = oldJsonpFunction;\n\n\n \t// Load entry module and return exports\n \treturn __webpack_require__(__webpack_require__.s = 0);\n","module.exports = function(hljs) {\n var PARAMS = {\n className: 'params',\n begin: '\\\\(', end: '\\\\)'\n };\n\n var F_KEYWORDS = {\n literal: '.False. .True.',\n keyword: 'kind do while private call intrinsic where elsewhere ' +\n 'type endtype endmodule endselect endinterface end enddo endif if forall endforall only contains default return stop then ' +\n 'public subroutine|10 function program .and. .or. .not. .le. .eq. .ge. .gt. .lt. ' +\n 'goto save else use module select case ' +\n 'access blank direct exist file fmt form formatted iostat name named nextrec number opened rec recl sequential status unformatted unit ' +\n 'continue format pause cycle exit ' +\n 'c_null_char c_alert c_backspace c_form_feed flush wait decimal round iomsg ' +\n 'synchronous nopass non_overridable pass protected volatile abstract extends import ' +\n 'non_intrinsic value deferred generic final enumerator class associate bind enum ' +\n 'c_int c_short c_long c_long_long c_signed_char c_size_t c_int8_t c_int16_t c_int32_t c_int64_t c_int_least8_t c_int_least16_t ' +\n 'c_int_least32_t c_int_least64_t c_int_fast8_t c_int_fast16_t c_int_fast32_t c_int_fast64_t c_intmax_t C_intptr_t c_float c_double ' +\n 'c_long_double c_float_complex c_double_complex c_long_double_complex c_bool c_char c_null_ptr c_null_funptr ' +\n 'c_new_line c_carriage_return c_horizontal_tab c_vertical_tab iso_c_binding c_loc c_funloc c_associated c_f_pointer ' +\n 'c_ptr c_funptr iso_fortran_env character_storage_size error_unit file_storage_size input_unit iostat_end iostat_eor ' +\n 'numeric_storage_size output_unit c_f_procpointer ieee_arithmetic ieee_support_underflow_control ' +\n 'ieee_get_underflow_mode ieee_set_underflow_mode newunit contiguous recursive ' +\n 'pad position action delim readwrite eor advance nml interface procedure namelist include sequence elemental pure ' +\n 'integer real character complex logical dimension allocatable|10 parameter ' +\n 'external implicit|10 none double precision assign intent optional pointer ' +\n 'target in out common equivalence data ' +\n // IRPF90 special keywords\n 'begin_provider &begin_provider end_provider begin_shell end_shell begin_template end_template subst assert touch ' +\n 'soft_touch provide no_dep free irp_if irp_else irp_endif irp_write irp_read',\n built_in: 'alog alog10 amax0 amax1 amin0 amin1 amod cabs ccos cexp clog csin csqrt dabs dacos dasin datan datan2 dcos dcosh ddim dexp dint ' +\n 'dlog dlog10 dmax1 dmin1 dmod dnint dsign dsin dsinh dsqrt dtan dtanh float iabs idim idint idnint ifix isign max0 max1 min0 min1 sngl ' +\n 'algama cdabs cdcos cdexp cdlog cdsin cdsqrt cqabs cqcos cqexp cqlog cqsin cqsqrt dcmplx dconjg derf derfc dfloat dgamma dimag dlgama ' +\n 'iqint qabs qacos qasin qatan qatan2 qcmplx qconjg qcos qcosh qdim qerf qerfc qexp qgamma qimag qlgama qlog qlog10 qmax1 qmin1 qmod ' +\n 'qnint qsign qsin qsinh qsqrt qtan qtanh abs acos aimag aint anint asin atan atan2 char cmplx conjg cos cosh exp ichar index int log ' +\n 'log10 max min nint sign sin sinh sqrt tan tanh print write dim lge lgt lle llt mod nullify allocate deallocate ' +\n 'adjustl adjustr all allocated any associated bit_size btest ceiling count cshift date_and_time digits dot_product ' +\n 'eoshift epsilon exponent floor fraction huge iand ibclr ibits ibset ieor ior ishft ishftc lbound len_trim matmul ' +\n 'maxexponent maxloc maxval merge minexponent minloc minval modulo mvbits nearest pack present product ' +\n 'radix random_number random_seed range repeat reshape rrspacing scale scan selected_int_kind selected_real_kind ' +\n 'set_exponent shape size spacing spread sum system_clock tiny transpose trim ubound unpack verify achar iachar transfer ' +\n 'dble entry dprod cpu_time command_argument_count get_command get_command_argument get_environment_variable is_iostat_end ' +\n 'ieee_arithmetic ieee_support_underflow_control ieee_get_underflow_mode ieee_set_underflow_mode ' +\n 'is_iostat_eor move_alloc new_line selected_char_kind same_type_as extends_type_of' +\n 'acosh asinh atanh bessel_j0 bessel_j1 bessel_jn bessel_y0 bessel_y1 bessel_yn erf erfc erfc_scaled gamma log_gamma hypot norm2 ' +\n 'atomic_define atomic_ref execute_command_line leadz trailz storage_size merge_bits ' +\n 'bge bgt ble blt dshiftl dshiftr findloc iall iany iparity image_index lcobound ucobound maskl maskr ' +\n 'num_images parity popcnt poppar shifta shiftl shiftr this_image ' +\n // IRPF90 special built_ins\n 'IRP_ALIGN irp_here'\n };\n return {\n case_insensitive: true,\n keywords: F_KEYWORDS,\n illegal: /\\/\\*/,\n contains: [\n hljs.inherit(hljs.APOS_STRING_MODE, {className: 'string', relevance: 0}),\n hljs.inherit(hljs.QUOTE_STRING_MODE, {className: 'string', relevance: 0}),\n {\n className: 'function',\n beginKeywords: 'subroutine function program',\n illegal: '[${=\\\\n]',\n contains: [hljs.UNDERSCORE_TITLE_MODE, PARAMS]\n },\n hljs.COMMENT('!', '$', {relevance: 0}),\n hljs.COMMENT('begin_doc', 'end_doc', {relevance: 10}),\n {\n className: 'number',\n begin: '(?=\\\\b|\\\\+|\\\\-|\\\\.)(?=\\\\.\\\\d|\\\\d)(?:\\\\d+)?(?:\\\\.?\\\\d*)(?:[de][+-]?\\\\d+)?\\\\b\\\\.?',\n relevance: 0\n }\n ]\n };\n};","module.exports = function(hljs) {\n var XML_IDENT_RE = '[A-Za-z0-9\\\\._:-]+';\n var TAG_INTERNALS = {\n endsWithParent: true,\n illegal: /`]+/}\n ]\n }\n ]\n }\n ]\n };\n return {\n aliases: ['html', 'xhtml', 'rss', 'atom', 'xjb', 'xsd', 'xsl', 'plist', 'wsf'],\n case_insensitive: true,\n contains: [\n {\n className: 'meta',\n begin: '',\n relevance: 10,\n contains: [{begin: '\\\\[', end: '\\\\]'}]\n },\n hljs.COMMENT(\n '',\n {\n relevance: 10\n }\n ),\n {\n begin: '<\\\\!\\\\[CDATA\\\\[', end: '\\\\]\\\\]>',\n relevance: 10\n },\n {\n className: 'meta',\n begin: /<\\?xml/, end: /\\?>/, relevance: 10\n },\n {\n begin: /<\\?(php)?/, end: /\\?>/,\n subLanguage: 'php',\n contains: [\n // We don't want the php closing tag ?> to close the PHP block when\n // inside any of the following blocks:\n {begin: '/\\\\*', end: '\\\\*/', skip: true},\n {begin: 'b\"', end: '\"', skip: true},\n {begin: 'b\\'', end: '\\'', skip: true},\n hljs.inherit(hljs.APOS_STRING_MODE, {illegal: null, className: null, contains: null, skip: true}),\n hljs.inherit(hljs.QUOTE_STRING_MODE, {illegal: null, className: null, contains: null, skip: true})\n ]\n },\n {\n className: 'tag',\n /*\n The lookahead pattern (?=...) ensures that 'begin' only matches\n '|$)', end: '>',\n keywords: {name: 'style'},\n contains: [TAG_INTERNALS],\n starts: {\n end: '', returnEnd: true,\n subLanguage: ['css', 'xml']\n }\n },\n {\n className: 'tag',\n // See the comment in the \ No newline at end of file diff --git a/docs/manifest.json b/docs/manifest.json new file mode 100644 index 0000000..2ebcb6e --- /dev/null +++ b/docs/manifest.json @@ -0,0 +1,15 @@ +{ + "name": "Unisteffo Old", + "short_name": "Unisteffo", + "start_url": "/", + "display": "browser", + "orientation": "portrait", + "background_color": "#0d193b", + "theme_color": "#1c2b4f", + "icons": [ + { + "src": "/favicon.ico", + "type": "image/x-icon" + } + ] +} diff --git a/docs/opengraph.png b/docs/opengraph.png new file mode 100644 index 0000000000000000000000000000000000000000..19f01cef7d833ce90a784557349b0175e635885b GIT binary patch literal 197519 zcmXt9byQSe7o8afhGwKYM5LrsYCsSH=@v;5knXObQCdQfmhO;7VCe2{kdp3(;q#|{ zcdc3T*8A_?bI(3|?{nTqWyM!GnBhs)f}^AT{%b#-%me^{LFST@ z%CeG@v~~`*rsh^A002{rcZ{%1yE0+$L#~{6l~Z{@sATZYdkOUpl_KRp%uLM>ldbEy z93RG_v+D#gOHm;-VHyw;Gd(I@REZ>uAq!~!3^Xc>5BtoZr!QE{2)PEJGE@w3Bb7;EQ}}{Xjl-grcff0LWJ8V z!9ok64XmW6MJcs{mK!XVi?J=7iQ`%c^@^6H7|-5e;7c*(e+%Tc>i94%TM_;3v@XQA z=lu1$YL5npz8l0cLfhzb1iKP_%L;owDv#OacRRzh99#z0`J+w6(T2v2g-OI+z$a znY^cUHFx?z`$|?pS<4TX1OT7~$Vy45yUp#TzH!+V!hH!WyM2q2Uoml)7q3Q>AOir; zAOANcF${c6>nWO7S=sa8fL5s(rlCov~@(Z$+~OO7emdK4g_#R zC{D`pPJX?=>Hr|>=*ma*84o+o{gAT&yM)OIBYrfAL$!SxQ_r%Gt7&*>`_v`N#qB4e zF4OU_)`>SEyN8SCLS?I$7=a`aA3k^r?_C|P2ucP6{eSkeqEJSj7#SqKr%@51p9 zBJQ7kEB$+Q`CWZch>nSgIj;4``{Dllj#a!A)oJ4%{a5^k@Kvl`G(`qeYla6KFvD$d z(|^XCghYN2!L+x#dbNOiqAfDx!+E_v8QFfCd;(ap$9r+QP;h)>a^+}+I~_cK&~$(5 z3Aw`MsvDLIeWSk^Yh1octZM-4-gd-VTKc{?YcpI)^=9pzAe-$MI&GStTW8}on@bgo zFoEvV$irs#+cBK}%GCE;@7QZ`EMASENJki8qz_a}pXpHD4tk#tglMBoxt&OCv4#Ay z^6U=YhW~K(ng?nxhvc?9c$TVcS=%Bra87RJ|Ljxe31Fb7r{{{k6{59rP-Lh#6+3Ev zMZyH4$VvAe2KtsbjA%XZwS=A8KBwSdW%L&3fgPirzt_mJo&~}fZyybpcHftF*{=;! z1~h{0-B5H}l@D`k`q&1jx2spr%A`FZ<1l_5Eq6i!ZNvBV1>k^hO0uNrj(AwS*bPQK zifCnv>3b3l$o4@B;+dNnAGUEQ)CF7#%EIyej8m9_i_KOw9~x4C6+05L@MBEY{wgzM za?99Fy9)1Hsg&!Zn?ZK0)eQIi{Gk{qC;jiW#`73x_+R`u@S5K<91PRHX@?1PY86ih z_}cW9soWEt(`+x#YTV8`?^-@CQh$$nPl)zj2=4)Rl+H$=wIUTra+djVVJl5MMz~Ux zdJjHaQ@_YL@O5v?d~F27aKA?BwcJ(%h;YAhJJ++XI53L{_XRwX3Y$2H#x~JX$tZrU zW0jfuE==9ePCts)a3(=ydfm=L4-d)L9p4AzE)=`=QL%7vJeH@0&v(&QC?KlHJ6H0@ zxt>zfdHwXOXaM=|Vp5Zye5GI#%;LfENMq<5zWYfRoQg!A1LhmZL{Hj~yvmE@DC$r9u;>Pu*zm+57gl^corO8P&%l z*lfSbUdETvYtY7+itl^;@Dip?L*aoc`#0%{l46V|qOLo#=dQlgt6r&bRN|T`rpO*T zxuO3s5iB^Hm;BObdGq5&stNwdOGw-Z2RPss(uNAPtM0`InZEzMZ5Z}%0-{^3qzg4?f#Rwk))!Jx;^*lYqbp)NKDX_mM}rLJ%-nj> z18;L?rMIUTo5UNeck@G_eBgwGy>*>#^`OBq#T`a$4Sx-=9A5@7z~+-3v;AeDmx4E< zO@?2t)tG2S1~?PfmgR?O_c)JokLpXv*2vwuM+x`a>5}^`B)bI~KXWT(HZ(b;0@8Pd zn0cte_v0U|k@e$;PFSWd;lQKKbaK*zdCOS zn_?Y{^4Dq4bu9-RRHV+2e`H;~P#9Qjdn@g1Q1I)qeEAp{L>`DJ1Qz&9pjWH;`QxWx zWCf<-k0?CK<+~!8ytj12(l}3l$I|Z8$|CG~qni?E(3$%l7Gid#!jW5EY?CV9y&q(~ zj2(I#asFWU@=Mg1yB>&A%facA>&{yPhcq#G-~}T8Bf;Mw>5~4vcw$UfS-9N!x35aJ zL!9pxeLK3SC)!%b%4_evc>C)V7%ox*D2$=Yv{KD^Wwq9cuQ%(AfVHxud;nDs;pY7L zfn2H6^2m3gm$_rb?hWyt^Fvc_tmcki5*#u-{KBE0;R(r9gJyhCGSaX>d?uz8Z?$ff z!O&g^ygXgOTA{&NSx(6cf6lIyu2xm%V8c1`2w09m7H7a%USaK`<`40XHA|z|{Unj% z@p$gO)feqz=fPb(TESC+A$43FN3am94gf66ht!qp`~kk@aPXh3qJgG^kwX*rr?Zn<;;I8EsRDd4 zZ$$k!nx;DzZ~RXvd$}-FtPwX~U+wQIDZD}>P?NEsmNQxfgr$BAu^v(SvI!6wn9y1e zLxW0hq8q)vn0IQPTKO0vF5jMC~{smCN&fALCPNcQXjPs{2<$$S`heJ@uQOK%5LeEV+r*B1sn#!^pKNa znl|K@L(IWw=M>^)Ejh6S?3DD$J`@8|RFISVb6a{~AQAgdMY(cDLxO=p54EalK!Ghf zxBtgc?zgWFm0#^TwKn#><(Hg%?R&AZRqPX+pDe@PnqGvY5JzlEt67o0!#i|Ymq#7? zU4eT9iT@^4uXu72z(fRRKy5QbGk2vs6SB1V zN9tMrx(x#DvTuaL(uba+Zd%^0-uQGs;(AJx!hd*f!KxVVuy*vgg4=CmeopDT_pt7~ z#r@vVCy zh&z^J-S4oh`B)uA?);}dqrIQN`7{NozmzYJodS31EoFW6LlHlQdZY?Yhia&b(A`O( zQ1tC5*f)3dnE-EOZ})!mzXC1wmvFeL9L>9yyFjUnALSrjc9HQ;E6t-J3WxDWhsWi+ zm_3&($_(03%dTiolW~j1#k+gn<>;phxL;5TXPviK=^uy}ClO!_`H?i53|DADo0#Go zwu4yNJC+pf!MftHv^oL`o%`PpBcF%&QUtlHwTsn9x+~?N!i+TePNAi(6i4|*nl}Iw z^tKahLXql%8lH3HvtMd05Eiv(B5%(_4IOl<{h~h|Ym*ojpsy!rC;;2iP;9dAjMKKy zy3_Pry-nTwVDFZh7bKZx4;x9r&)ANBJKdHU=fCju7E^nBan6fhQFOzW$1mIe7H3zY+X#f~U) zz_FYdqkwW}aB10YP?Qak=lLySAXED`|2LIXw#oT5=+4nSs^Hdis{`rVG4mH33Xc#x{Kkkz3Z@avbcDlCW zdH^SL5sym#$qN1UmVguBB6_9OnvMsep>l-cGq;XWW^W*D=NbS{1sG`!#J!LUlA?sca+F0C< zxBUyMz;Ns-th!2ZPu>hReUR(>u zxbSM457$I4QeBn<{aFiPsnjAVn>2}}CsL1^mxLDRMi!WFx~Ha~4FW#-EV-nEi#PI^!XS?N6?0%e3bLiL4<92we@wAfP5A zwB>+ic7wW@J`*&7P-<%qQNT$!eBSpW3AB(8`1sWWZbkkvp!aa6geuH|_ineHrJzDc zI{69dPZW|)Dkg+N-bcYU-Q^!f@4wdU20Wr{uIM)X$+N?%jY`NXm8ONL{EaTagZ$F(XmdHwETT#5{aQ-)2h;k!qqcdnSq;O`smBwtQSB*e4q^6N`V-1R~#)D=eka zbQPTeh&1C;))R72)#YxBHTHfzv4!}Lp}&XtiU;WxkHKr5F+*mZG_5{!8S!fC67ZYd z;g1+m-af$eQ5?TGv%$1YY6{u{nxsqIVUu+DsUs6~gpMx%DBN?KFygK@Cl4 zgBh^Z(-2R>ca|ekkCl2{(eswuwH^POn`syvg(evRGBKX)sHqz_2W)=BT)>NyA zQ`Y=VN&O{-1pUg-A;CPtbw$Qq7Bu&7j5I1X&L(lGRU_uneV2n3ixalI6Vf@6{mXQ5 zuCaZvF5F9g(w-moB%w}*nHTf=Bq0k9I=U;0k6!Y*1qb0n^-yV5uGJ$c?#-)r~8`okEU0sCy{l8m-4?_3TgnhFgwhYtP?$!Y;3 zW^Q?=;V*nvWZq^o$6?tR+$TL!j!)?|bY3U=B8$v&mv#PaarMekQQ|PvB0{J$pPd@J z;I0_2DR*fbYWLN$RCA1Kdby&T*8{37(SnYv`r5Z$eFXu1qVZQSlf3#XF6U|I3*1K{ zwmQaH(^Vg0f<2`?SvW~FXdej|)Nw(*c*{_(1W`z6 zOuA$QWKY+UeFV)LsHWfI5Q=UsFChnfJOcy|-fh8R>Xxe?i5BHXz&zwyk}4+s;FuTB z_d9<|>Aj@I*+Gu3EG?eBq@(*|eWZW-t8B`yKHqbNSTJf9?X+-HFsvQDw%&&ojJ-?3 zeHJ0m6XJshL=intFGQU|v~-V<&7k^q$Yth>Z@ADEZ+_qJNNB3rBm+$-`m9Z;$%{WL zBi22n}j`au<5tK)}>iO;OHqDnI|g>;lMG)oE!3z2&D35p++ z#ea_Q`n3$l6rsQk-0by(8nTJAqYgcVV78p0$kx6s`?b<@)vj>QkjMV+Os(08He(C9 z`y7SfT+L4ulIU6hC?i$=W0n{Y{iV|fDa%L6QNEqM;otyDc@b2^yhL>2`Kt+)jdL{@ z3TFcd(w)8apqb&$(c&TgGWpCP5|uskZZJ!Lfc?84JsU`HCPc#r^BL~>le9gKAK;rC zcogHDh|P$edySChCp<(bm@Q?3F0IF7cdA@!I;gnx$7Ao>?9ETY53>~7OoVF$$jPT0^=NX(CeZYzw4Pm=3sbQhmtIn{WXVtAOGW-rje(c zYd6uQc}U~$3>01M{4{kcsGq6~61wNdeR>fH4@#xX%jkaUIoggOUm)0OKtekWPvHFF z+12-RJd^gpb|(GD;?aGj0J(Ej?^Wu+?$S218#>1yr3#q`#dY6KlHd6fFDa^Fl2*@L zt9+a+$!QD}tl9LN466N>}k| z^6XSYwPqF`@HmjZ2N#*`XoKqAxKo;U6E-MBt?w;Pf)o|P6elkN)>>ZZ!mTmOvEohp zm2jXc9Frt5{^bCgEpNB5@{!@EQ1V;5PTO2rBDzxrW2W59Xzvv$;wTEC=AA(XZ?&E% zXl}f<3G(A(_%X3*sp>{W%0x%|al=X#-Y<4JKBE^POW|D(hlBS)*l)I!v;y1ne=K%1 zZ4MnmMd!G)T=Yiz2qsW`e4f`~mL$F^FM~V`&EgF@(lzg&vNtD?U2T=n+&R%@{2+Ox z`{a~_wwqR})c6ZqtVS^oJPWVqZ~R+?{>EPy7r!(W`&hU(d;o?PV#JkH%7+Xe?XG!; z8sZ`fx#8=BSrGXxw87%h_KIzzcH3L{skHrA1#sL-ue{?et|N*z^9MUpQ+W+SuS-x$ z0ktWVWlRK;wFYVHU=dUFfwlINAbOn5%EfsBE=kSD)M>(#IlG)L82JGOxi_ETev`*v z1kBT%ju~px(u3d>SdaR|SgqcvT}DyTYU{y`c{Z3(-GWrY0U2Qt* zh7h!d!WIA_duu(x6OO;oR~Gpf`m`XvZ8kSk1*_|c5Jw^0I_zoQH*ZL6wZJ>P?^f?v z9|ZV71#1)Y&S?CmbXnwZyo4>DFKD{70E!>&kb_0TpSr8*Fs@R*?QCyGibSIx;$074 zN-j{B!}6!;9Y0kIp(!iT&eJ;JDDwpeK9{C>_slgJ-vDqXHznaqal*0m&kLtTDrANI z@npdd{rv{Lir=;g#nqPWt|_ct}^ zLH#Hd=1G^0T;GMwLJ70|$}OATcv`W&d)&M4zEm;wTa@B0XrKdYs{^4|;8L@#-F!em zGfnPI1JuTUKo9lsAETT5$LOeZZsEp9&cdcj{ariOyP)C$*t!daOl%{LE(~63fb{Ohlh_pY9C!;D{6Bw6bprjjLr?q}LN%Za z->x9s$R(bP2d`P-nq-Ob7fC3`;aOcrM_bpoAeO|k$3l5 z=DPYRv93qdOqX)N7W)7!&OMs^oM$V_a5R`%xdiA<# zrE8PtpG2KGr2`HZ7_r&!RvbiOGgWoExzt`+>iS!0ywK>BwB9Z!<`V~8&l)u;ZcemT zNW=oE`0Vf8^|f9+T-bh4LGydSPfR05~nt>_+FjC;PhP;i+ibRx4);@m|>WN3?UYjk%cKMHF6 z&s6HUD*ks7*i1c-k=HfVv$MfXs9pE9ce}X{}<&{BP3Jy z_uRu*40IuOfC?xVBREC2szmt)e&)@@IRX;kY2|-hTl%PbHgd7^1J+X(9*ed&+ENqD zErMYRzcuRIQaQqme1#Dcw^EmVXP{-6;bF7=D_V80J?D01Ji_&c|`6q=rTK$Ucv zAi2!Puk-G&I>Zr2Pmjq21>M`{`_a{d*f|r*Wd>$ZI`s!g!HEvhua zwC9vAszGu5p*JCB*M>`7~`voHvI9 z3N#tVpzjL3b@W0tlR``@Jl*_v~!)UH68d&`z3jBoE z^s$s2n_v#U7kF28Bfa?bhtiPbiRl1oT76-1INFD{c90NZB0^_0Sah(sS#PW4=B3+% z*`)aZmUjXKV}1PS@Kb^q=Q^j?Zd<^&N8;|Zc2i^mL);zj-bNC7NzO;KvRX_UP$j$* zwo0DrZ~sowRQvsLXzLTT{TvHhrDZmofyRcY4oj1cHZ(hl36*D%r5)}A$Qdn}igrlk zrbX;ee|v|X?w3xAISp0Q7~Mu)ZLnd0l#W)>8a3S40tQ46*Y!6cKN_&V9#Cj?9&Y_x zGYx3|Qba{NcoYo9XTRQayRGjdd!W#|#%ayleZCaEj3BpbJ+3cG z_^@>^fKNV7j)$MQkaMRB6R%$AZZ2-c+v__V{=|^vBYBz?;0>=KNlsIY8wq2Wx}k-M zUPxTiZd`d41en~Gz-^+x(FzHmSG|3SvJY1~EW|%5bdD6e{97Tsoc|@mSFgoN=9UeI zI#;yPpOVuL^jrq>zB-*ogOvPO`+nIKgPi#Pp9Qck5AtU*Nqoydi&_n2mLYmNb`HqW zfxjqtVNw75{Nrsm3)Ns*iDu;L??OEz0c;@#;SYYvY4D0Z!d_UjAKoItRsX_2svf~h zId{BwP3~!SkeVo;c2fSihhc+ zriuJGRU#80o(PJ=0Y8cH!9i7=Y>#;r{3>Q{Sid8i3q7jFp8r8=CE<@dy;k%uEs|Sa zFQc(NRad8{SvC#YbcKwS_uD^iR=cDZ&nQO8_fahZzc-P3Y?uKGz+ai2SS3Y90BMQL zjJf;gJVmzVB6f%7ulVC6uZ~x#)e(Y1L>8<+jEo=Dpdv4@%dTT#2c81ADNS=&- z4)lp<7FXXNcOEUjTvd=oT}ysTw^H*y1a2}}4*l)%zf;S~e_U#@r_XPwQve#7pfIL9G_z?`Ua%_t40o zGN8MHo1o^{gBeC*ECH$fx`}s!eav|1+m~tn>}kS#9oN+O6vyC|wWV*YJv6zIVUq2i zhSSNwD?Aap@s2O*88ti$m#<*0!sS@B8OrIRbcQ8bW^@_6Rfg5R_=PYmB<&qfVwHiy z+wMv~MKrH-A~pZ^saU#TMG- zrFe~dmmcoZEfPm^!waXeFBz>dMR9<&o;8!I0S;L&MH6Ho?1sUvOfnu1PYCTBe_A(2 z`ZtrtbM){|?~hT;pd?@PQ-4iTyA9g?q!Va09uwsEYPLcX)Mr`qP^D@DPEmME7l*$0WRaB4$I3p+Wr@NY4^>!mQRH;!R$=rBDd?gTUiq&H7alJ8?-*)P zms^B$*M>UTrMMTA@_<;%X8a?4q7H~}LB4Ft$B3V$81GR*1wp=jWZDLySY^_RNuMF* zdOa+T3Q0_aX3F?|B|25?NS5{M$Pg*dtFbJ`Unj*${=1rWr$D0@K zBRLG&@gr+p;}K^6Pf2OwSo=5TP>#%Z{{>$<;;*2vz0>j8Qe38!4<~#(K)~3!@H~+Z zbR4Cx>e;#ZY$-POd`C*Y^d>4h`4<$4x)Q~>^X&7NIrAlr6{XLp7|1{%Tz;0HGg`eN z-;UJUMpB{ihsRA1>r@*Sd=Ck9`59fY+v=rL@u8L&&Ebvam|CX6>zCy6u`1$q5%~V&A8DU3$sd`Rh$@k4`4w2u-3m-GfjEnkN zOfMr#_@?!Wxh&$q9teK-jo|d%^k%2?!ob3T$yqD$>B?+1fOy}*9Z&`wiM0AW5E3b136XsmHj$TN-OgFDmR!;XT#Fzm*c9AgrQi45YKIL2~ zV@5h(%o4M1nSjQ$&*f$(A=T9%E?$>TM;OnexYYWLSIi)A>qXQ92 z_2K5g%P0J1Cn3HRcfw=fPD6TW5*4<3x)|<2R+d+qe$&pIs11cwH~3AzpsQRj4fKWB zh<7imO-Hw-M;#ezcJ0f34oU6GP``x7R8(@5GS097R+}MP8T921v^Lno7#WhDtJ?{E z|KV)U)sMd{Jtn4tbMka)iXHJzmISGAW5SOpE8#&yQJeeSL~{fC8|j@68;E@f6keIv zpGZfOW~|v3^xU7UU3KjGY45x&h%=)Eh(s)7!dZ3`jKXYgDxUSu1_U|Tf9bv?d-YB5qToaXi2-C{WYnKny?q^Py1tu@GszVA7nxHkS}PhY`%@&#NLu9 z*6y%vXRt0&7ucF6=%es7GfuE@>$c;|mP3JeFVO+E4HSEeejvZSyA=1E8Sm>a zpH?3WuKkoD=Y&{O9lO~+m%lA^A+Vi-`OgelF2~~Gg+oA0>@60M-ibuSF62+&QM&8> zUnbKd$SJv+bBPtbYeTN!-Wfa-4q3PtA$jLW%hnRB>}e-T){iS$wJt7g`&Qo~OKYjf zxCnccAhP7`obwdAlxJEX>rt;M={IQe<%Qv@ROW-q+JHY}{lZUZ-4^hHFb5y&B5_d8 zzOkLM_c_LyI2L<-?<$+iBcZO{o_L-7jmet;Z8RXL)8Q9C8S5ygM?oX^)XkNZ&S7M{HRnfajzjQ_#ccd`0pY!d?aUrK72mAC%Nd0K>@6d+VSo?-6ibzRRy#WM)IFeb-+4PN684Iog^vI}~#KFC@PDnY5p>sUaN6+RfUQ)X6u4nD#Y z5ZPkvmR4%qm(Vx1oR|=`YE9>-{OtW{pSx-p+%t?hJDWS{4TN^cJpUy}v~_XcYoPmI z|Cqa(|L^|qMiXC#yNK2@HOr2lg;Q9O+ikcI|3bZPTU!5gX?~rH7N`gehT9867c>M7 zr(&HLTOw8R_MPu>m<|lN{NZou`Dm5pzqw;-R)N7o>%M4cLw+qW_|bt4n_aS5cABdn z?>lnK1^ETV?3btzn7bc#Bm`vK7=7AUfR~=E2%3EFCR?Bc^2rma4AO}dG_kAkjoCSh zfawLXr#O#isaU?+F)K5q)|K2SEudT=KD%NM{N@0Y5%%kjVC0sJ@%p0x*!8m_3t8TM z_FEhK7Z9iA6GA_n4lGqaiB$EUiu8-;1Fc0gFaAV)nes2f;EI>q3XXnBJ;g<&pg^dp z_8ru<^EM6gmGK6wcMeO>B;(f$HhxIpqNCCtn+Aqie43ZHae1M&x=3)>J1q>(#z9&` z?dBtE_i4om8yzp}c~|nM<{lkwNwg?4@S)reB@~{(KPXca*WMEmXdWCKX`F7i3hOV5 zoaP4l6N7?bsCPwn<)tXm?u#!Zv4~hhB(hHYOGJNhvpJ3V&WmBYhM(WctzCpkJcv(h zXD;|qm>7ukc*SVrA&qi5@Ww9OjqKRZCXc>Dj=e1xqxi0jUk&OU#>?XbztLpy9~6V~ z-=LPITGF@-IVwd6h!+2iHq$?g_P8_gaOSLfrlPk_!}imemRbGRD(mXo>`Ge$1v{Y} zP+Z^hk^=(9Cq@}T{v({w9}mqrci-BC%au1sljM`TYDzK?G|YU^Fdg{J5)*Ctoqq1x zBLz~$&-eAd*q~MMKsDOv?77{v-VLKN++rX$bsA=5MRcq+=i2pdMdk&vt(-nd?Bh`$ zfXZ_Z}9#yGrjQ9rwZDBg>QO$mJ3#4c6nC6RnJSU>OM~# zk>3_FqxNN3lHV9vdd%s8e7CwU({sQ_9XvNxIT*hZZBm0}CKUx@@WZZh<$l0ZSn381 zAHd*#OMe1*BrwSwV1lvu=P=m+IkhcprRqQr_qX;Eu-e4?G<@u&rJOsy#7`rku0%?x zZul4WYiK`MA(=I+AVzHf?$gS0i2;jQKbSll*sIx8f$uWiR0#*0kmq=IPud2y+;lG_S@IMGHg_vEh0Iu_2N8y`0dL>m zyz}#Um%2!rJ@jSPRWUVX?80=)LALhPE%Xa}@2VK}kH zCUqjTtHQ#`f)2J$lu4^?J%-@Klz`n zM!)udx*2rX=JjhZ_7(|Gz2NpsCtzC&=cp;5DMUL;YG7TZ`P9pSNl0jpz&x-f5Oq=Y zZ`JUg$Oo9C1AIe&8RahzyXal`PR9tAAH^T3)sFYxK1#9|ghEX}&mt8|Zbs?k&=*4e zX7wE%LxLsQ*}txxtP*YEc`aP=C|mIlHL6&PL+O9Ep?CN6S z=Oe{^Hp$%b*qVF}9UO_TY;B;IPuZ}*gX_0lOs!105NLA`TeuDNo^1Y0A^(jriaj~t z1;2T{oYVX$bZyvZ3tKn0=SL1;x|h`Uc7_PffLU?I1Eqf3)Utn$ zmq-l)An%}})WZfM=rfk293~3-5Il-hOS$!RGx{#~0D?#RWA8fE?9o8bkXIJ2Tzv@#71eaV6tlBz_1@KY?d0(z_;8 znijJaWDeL@wEb#cs0FPJT{Kmgj~*pt&v(`9#Qu1_np`uCC%(BMvl$;|Xmo9?yH!KW{k!@$(Kn6Ji(NAlQC3s&Jg&nE?zsvmsL{@lb6)|@p8F=` zrlgpBJ1l(NI<~s^CYg37d@HJRI()V<9iuhu<1I-&@HJ1$E`T=P-r6u7IEr(I1vkI~ zF=BsEgd3(U7#Lqj;O09L!mZ?4pBGnF-E79ig#e67t$Cq>-qO0u~57#J`#BIb+^h|lq;YqF!aA8Y57NVbgy%g z4wnY)(cPTCa>WrU%U4y|WMu=tTvKKNeV=V9Ho6CAfu1R6BoZAFTwt6p~@Xg7mP-mTNuli)A=l}8GG&jDvukzKU4Re5CA`d(F5vWSi0v1 zC}jKYzdTL-(!HiDt4+S+>5lODF$=70!o`I%R3xaa^u!x+p8Eo{d#pE6BnN~1LM3Ry zQhUJGDFxC-d0|3i#W39edTb%rq49B+;F=gPsTf6jP&}Kw zpb+3Io?K|F_HYlq7vaCEwLT5>m2$fq!J|IQz(N0fr6+;dGKVFm@UEo(v_W&nu}@ZBJq%a$TY37}p~ek)HTv zwfGGp2-#Cj+B)w=h_8gG_=&nNP#2pnqk!bYjm{dTm2da&IUBb_8MjLA>MbV%8#XNz}D*zzb#%RZmKKfgoSo4d?VDGZD;XTU7be|-{TPY~4T z42)3Y^uIjI2w0<*uek31bZhHh|3?d9{ri$9q$>w%mjOB(hkKKfmQV~DB<`x$%WsnU zu#_jgmCeHAW^RQ^oz29<@zGQ@fJl)v@uTb05T7fRIQRevjBma{6Oj0(01)=M4A5MN zHUVP;6JoyjOgl2uuh_8D#sU7YGSY)_MS0gAD*f^`V=GlDsR(c(w70urL1lsaWNUuN zF^r1B-|z!ADE9Fz1n#_ucE@}bEw?x0LQ`lIc+Gcm(6lPODb|zJSxYk8^ILj6RONWlV z?(U*Z?YvYFzxLNtEV#uT?YI)tA5j!#&=_9HNyimQC&sp98bgR>U3`xo4)6gUop!2; zk?QWFfA14G=fwv6fYcPvDKQVqptPXXB=0X^wed-YWmRAsBrf>FNZavL3tzcY#y7k! zAs=hv&)@<8pQ`(rBz^FmA@}W~BaQruHzazVos%YHmyK*65cQV0v2APl@2N9ok*#^r5J^KWMfVeSG zSMa#L=c9a3htIpSGA!eQTt~Dl9zK%8L7*|s2W25me8*URL0w5!9(u z6VlKobGi-WIOxTuIx-s+6SVtjdZq^B3X}@iJ($?)cu(=0YTAwY;6&3y&XPhfA-;*U zYHPOYka8BFYfgHtd^jowdcg8I;?b>Lf-8})_7B%2Wb%K5FZPmuIpx*oP?cp6Si}(h zF{5261!rMzNZL$AIdGP-ow5jEqQJ>jc0Sb+J&BlrGyr5#P%ymb?VM*kjt z@=-3pn8`&t1bN?9D(r;Zivocd_-F?NvP0`|mcjDRj;#~0qGc=`ic|eI0#jekUg@FcTl(845y-};7qaDA+>NR|s>?$m`DJGL zuzj}t?dI0#My1@=vrP8)BvZ6h1PlXMfLtK*Q6*xEkHQBN3pS|dvle2wQQd_BXoR3` zT7^wLA3sMOR&fDZ^F-x^^7w$JjYqb-1UM-HrDen{;NAkr%pR*y)FW)GOvCqSLh~;@ zf_a+f%3Lkynq(O$gsq2i2iH3t@j?~!IiH>$G4|EgtSB`Q&%1oirIM11F>@^)b78c+ zb6*+G1r)WA@6TfhtT-rUl7)ILa-q@PH_AC5lCVo`VWtG7+xMKn+h3Y^2k+JstA(v@o2D<|UAk_g)%hnxI z7j5N#=iBFWC;H-8Nwwy*+fxVysaxx4`|ulSbJE9=2V$>&iW$zp-0b5b;^5R*tosF}dU;|zvpU{$ z`C0YU8M9ifs5t6=5}4(DsLbV@oG7D+s5_^Xdl7j>p=2&7Gs&7yAQq9AEczdY`tv_} zX3u@~dWfe5AKCmtVnt8eA;5b**$-O-KC)F?wDClQ)`<8qT}SDGrx4P@dF3=OAL9d& z?{7MGYWR~T7XrgXU+C~9Lf#`(Kwq5!>%xkN(VLq3Bo*b>y8ufZxybGKi zl80wzh;a+KsnBYT_ z7Kj*RBKtW){wpxPEdQAkPR;0B=Nqo=Y6gYZ0eE}`Ag4j`@ExT@BxXDg87b3>K`)i` zd5Z~*NSgx3idNaL+2Tf`ius=UW-B1Q5W$GPFy=#}6tw)C(!Fv9bRJewr0=x|OVfhT z4x9lwTr#QZVasoQMuuuUYfs9_WbRRM<#)(mgYiPyZ`wmdCNzUFmM*Un4Jr;h77E1z zmZ{>?)2W|b%mu;Oz-oMVLVQTW8wy3IN8lD3knhn29!WxVFpd6nX8~5n*rd{(yv{%wqknVDbwCj*-s>Tx~GCwPVz7xj~-x4l#%+rNZ?R*Azqv%$8 ztckCI2<8kW;-kdWA$azcy8VuX-|W_?IepA!`1r0sWa}PN=RAr7JKzaN&hM#ppXC=- z1A8R6@wwZolFd$5K@xh95f)&t%6$wMy7|sSj3%zMVR=dz3g7%Lmw->=yjTIU|7`gW z=L-6r8pn*Q8eO8+$p)e@6!xP&v~dmC?7)_}Dj@O-nS5iY*fe*awCcW1-z$; zCb!NnC<34{KtGRJyKvN4F-!DH9fEQRP6^R^WMcO>;UfhA4sS4nKt$_XcCiHwY|M86 z8QeST|Izdn3{ibw*UZq3lyr#F(%m7TbV>>`;7Y$Jdx1n(+QCfI=|ZTs@nm`# zqTGjcG({BMfHaj)QHe z$YP4qmyro;r~H5(y+?vvsmf*@`ZC*?f{2p@|r%dwghy?m=+w^J+0rIhx3@m*3PO7rQOgw zn=MCuiv!onhFiKkaW5nzVEm}B~HdKmv{~f`)@-FPY;XkRU5D4*Ksz!eKGSvR< z?^s&)@b?ZPbuk`}=T>wGnwr$I!CiL>OeBEp>>V7VLA40AZaB_$l$Y|CB7-v7+o_xf z*N+$LNdaAjZH{dyRVASR^bihDT;Aqk5UAB$=qQeVRvH!cmY+ZZ9Y9!s;_0jh0Zo_3 z`Dom4O{<^_&9ql20gKt}(EzvM5xiJBC_rINeVrhVC(p&2)7q0$(^L;h7MhM8q&pb` z`?3%h;_FlSS;d#zy75`cJ1blh<^zBa$tV`ZH+c_1oBD%uh!a&{r&~`1!D8{VIgM*a zbLV2_AKJe6XHKyf)SX!^eu0Fmc_^#!XL~1gvrR|2m36rmzSGyuEkrj|B?D&&S?T$Q z1`|$uaj|eYHl4uVyh8<^kWjue!^J5h@k%YgfzED4Gl~%p1?%Hnpad2Pp`3qDzfS-< zm3%R98|mOvfl0WlDg}f;rvgW&n-)_2)0y^(ko-Fa^eXShU}?#a&8Cj@lM0Zt+5WU_ zrD&*jorg9=FkwTRUPDbDvH@HQ4tz6x?5U4xM+8s#ZS-nQ=Nj{F-X4{>hMD31H0mHa zBuirku%rjhAr0Kg|I9%sqx#oVg7OWP>00hiqcu7S^lf!^114~%Y4J8Kda`qaOP;WK zqj0tueQ!m){-_WDw$6QqXgc6~g-ljEm&8SXaNF|>D#{!&99tZB)qE)~Mr7Z#@KVSpS1nGh+Q)&5q%vGiueE(l@8n8yW;fTY3t(-aqIa7JX=v^@<^gV4h?Z|-%}Fw z7Q$7Lj)SMrs9I+4mLY}qalsA^N%Zh!>DH8GkTmh9ANsL)8a(zyhLNt9j;u1@lW_E{ z+Oz)^K>u~1h%J>^-07k#%-e%s4WnSBK0845VQTA5G zxM`J)UIb~W!65H_=le^@KSbYqhkri)L;nF&yu%9 z-Hi2rLopu<@&-*r91bS~RkM$>=1T#wTk1$WNE&BrEl|L^KQ&C)cf93-eDjRVHcdnFeKW zpE}oinjX54vP^cykBLo}i}t{A8_X#Gte5{&jaNev^{;)}}*Omok_{8~YTT5VK2ZRVtps zDGL^)-`sNbAT==~;%+CTczN%=SLyNvOC zlO={l+Mmk#ls_yvb$Jr-S2~X+Is6^jvLy1#X;8wxr9c7(8GitXw4I{}-Cy8|sZ1g@ z^U=mD$Pg~K+3I9Yrw3Aom}BS2!hN`GL`_5XPVldH0k{06siB0K9h}YB~9yA!O!6*>#CW+97RBqREEyu2ZIV)G%>J z;t=kOhBPsl;?_kE&|%#94_s`+mr-~MC+VG#M=0EB$kxZGOF^5#wtA`U>!9hNxmc8T)?`pPd`jJEJ2HMB58pXHtCoQzxspiZbTc z(d#_A$-l-*k6zho@0-GNzxzwF{(Qd`AM4^J)=ErIXfcym{JIt&9CV2+Vh_-!Ai8 z5XF!TuEREy&>$UEB&zvnd%;pxmJfV6N;ww}8D>kgnn2-bR;!aH*kxNGLJN4@6#qxQ z$an1mpdW=m&r@ibPVXw&uDHP^h!rXOIER@jm=qR;+OV-3QU4B|HC4G@Kn>j!1h{3a z!&vK7epFmel?=(yNri!7{d~A}TXtn^I@exyDIWZuENXH`G+z+N-N;*=2j6`@j4?t? z|{;C4O5^mi(O5bIE3N@ZH&>jSsAKn^L zu)?0nNHv{I;Wuu(cmuF#2;l$it<(2eROpsS8~N$hkJ0*k!ZrOLAxJ zK_-@1b&;M4?#j6R>*(!H_iL#8P8n%V&%k`+nVx7F~WJVFzFvIv$8UVq|b@!xi?SEv+!fcc}Am2;?7E0HTEf zWm>H}Q-W+hBDVWjpuO58H{dvS8q#SjeK#WAv0XVC8>eYm;Q~yo{TU7&h;j7~;6(t9 zUb-uuwNHp`Gcne})FyPzGTiU4xYdEhZOtbsGC_uSL|)Dv(>d9N+sEp@XXV@_9Sz8< zjT2w%Vz)KIc*)C>7yEmbmsJao%>javWEmwov(VPHTYf#fKch9M+@3sAOJU7kHX0dhsgb86^+ zxUCt@QuPvN-^5%4($jgKMlwi=--i-gHxrs$=51w$+|wh3#e55&joi0?ym|O6e~QdO8+|nrnErpwzfj zE&1cQ!(}6QA@K5upRMtNk}}DYMiUvDP6{uvF>iBvor5SJK_?;lFE&YV1R#^<%P;#6 z;Pjm0d1ld0p}zcG1F*z0pkYBr;~Z0^_4rKiBHvsxn<%Sj&)#fxl>di8aAZHJE4l2mfr$@<2KaxJ;Mt~1rH85L+|-ORo? zzDIei_m2{SQJh}@QSr^~>C8JgLu41IyWn377W}JjX>v381ojjB{+@2)riHq(J%%HO z+loWn|2HVH3ztUCnZpea&lQ5`IkSo55eAX2cee%PY5|JK9*5?QKBtBH!7;=66S8yvY&`Z|1+{nX&! zK=KHRn5)T=hPzkGx?L&?f?&sI?6P^tmV9-pGvtjaOru>KZIeQc<#UvO&X+Au360yH zQJiK!y#My?MrGaCf)2$MEGw1Fk7OX}x6x3%vB?ry9zg_90S8(PvHEt>m~5BG-=r&<t<2iPqZZIQx8xZyiK()%|OWfC_yF?zTUy8#$`rrQy)lWKG{)ToP_ju ztOcuC;xNUTU|>m!lo95@HsT)e%TG@ZZ*W9h-h2>e$QN$PW1t1qZDevp-}ygF?SEs| z#5MMu<8s5G@w^EQ)KK#z1&WLLd|_9YPc;>0YkL&7=hQW{UzSH#EW&WpM2@7c4I9vLtw70F{vj1u& zvh6na<>Je>l!tFp;7Kzq#*CB#bfOBJd%M!+C(A4KZ+)+odNh*B;6t=Jb*xh2+}8X* z?HX61DKhfOfqiVkBy6GhXqj`9!(SUpG3)7*3p>=#E#2=G?MQ}J`u6Fs3`7*lG7P+ab3W{`s>3mEa+JBa3T*WoBzX z)$G9Gtt$H>KDEs21IvXW-Gf6#?0SF{`2bYX;r%S|^C0J6@TYOGkthLhTqyoBoX{Sg zxwc}8NyM*aKM}^_guMy%EC#6(T;6*!@g3Goh9YP5Mi#oy?z)q&!QXtDo;x%~ng{ zx~v)H{6c)>*`4%(xs}FOhA4HC!wk7|is!e1(p*8B7jx*1T1Qk<0L(O%rf;HNb3;fO zJg9|s)5{NiGJ6kuMfL266*x|5DK8YZf|E8`j<}L3{!J&z$pc&Y-Q@TmC{AA^Fpv!5 z{3=m-F8#1b{0)^SUlw5!g`4`fjo8$Ysl8nz-IenF(M+nMuX7- zxASf(a|Pqd?+u~oL?p);2L=@NO;pvN3B~t6rat>n6&M=D!Y(Ruk8UZzCbbp#{gei` z{O4xDa2aKYUl8+;r#OQP8o2^PrnPrwwqzyv7Eap!v?c7}IAagNGd~Sq(0#FSVgt22 z+i<%4DN_NJF+2#Y6DwJq%!35_rb?HMS_c6k7PA{}z`WH;KK%>QfCMimAByZ_R!6aN zlT`?qjzYrtrI{BJ{2KgUN>cu(7`Kz2*E~yWprE!$=~1DoYS5pW_*E5YKhCqm#+Z1= z-Y`SK?Gwka!0D1~K}<-Z(S_8z_vx7>4@x(=+KFg4JQm{G2@16AT!H{tf6Z{rj0Z4x z9l%W>Gn9|M*-aSZ8BInP51hPoW|oFI*=;`8$`~Q%5Co7z>C5Sz{j5IsWERr}0}pD2 z2L${me)2B|Yy1)2nyw+F9UXQMn&ljL7VFqNOR+o=pz__x-$%%bCWjtNCI0dOk@*80 z>@u4`LZVjqI8bfSh$7E<8O08vHIo0e!f(bt4BKLIPH_4E>8iW#%h5EbsKd&SM<>5S zKO$-&zf$iu46%2<#H?yaZ`H1hJwEfd6S+oCeHp`{#=hJ7SVjo2I=;mM&de|CC}6&L zjx79r{t{m-t?8rW>VkEIviZl1XShV>`3pi$&vnTJCP;G|?UbKXyfQCzri*=Ntq*kK zggSmHb<7PPIR-DlBKcBQk3Na*K?ICVUtAG)h!%9^lcbzy-c~t`<*gN7ubZGKpyUTc9 z0UZ{GglJKYTq!o|^V~ur+8$G)5+HY}|HeaY);Q58o;7z?dm!U72__~+rJi;}^_kk+ zg!@jXW2{uJ4LKR@{Z4-@)<~HbSgbT|gCA>$d|IwRGh--5&kX9Gla=OphkFsk4d_4R z=M|tB=ATO)esT~5)OFm+V;QL1zuNV@nxR3s3F?S^!D&`DDm(py@x9r(WTVFNr~ad| z5a7`oN>4~Q|0pkz;^*;4RiU{h+E4G1fOglQ)7KpiR9k zzXM}Y)O!LpFDoZA=LGoUohVUo!Z$8Vli z2swR}3nkF?Y;Qb1b^95C8BJ$g!02;i05bP%@E=!M?cS59bdKXM^>odO2fGaaV`mfY zW;(988I^nL0)O1EEA}kIp1zRn=QET1G6CnZyxv1ZKrwptC%E0gLkN6QSt}mmjp-rx z`PtgUaoTu=~KGqi-_R(G${9W;c`?4I>%TwoP4QzEJbT zBpEE5JAJ*0GkY|tLsgZ{wzWqXAMBRgn?5V?gBasqlk;&XU;#16+z)?~aQ>aUgED;* zpGW1lE9Zyih}lR^&j5QonYZ;TK33?G3K=8t<%50f-&nc{EG+I5Hu?bBvVGT4D*aKR z3Bk(0^D^%e-E;$Ak_O|Sd?pQ~e!Daki1NI?Pj?bx>)VoUNh==%BgVZRJ~Ig>JQX1z zA4Pree;xnV;AP-@f8QPN@uGXhvBSpQA7w3uE`vlsZ5vTVP?AfQ@I@}{{3QBSiD?$> zjDjFm-3Z0`bD)a+Px)Pc^Ly3w$C@tnYeT8Au>XBYJ|_>{#*CXz%W2K~r^!O2%Vb-n zO&QNGm2Rqd(cEXa53yJkKhn6PN5-(zH3ZY%@zVU%QWLpZWpt%sWX^f@P^$&d#$|lV ze)IA454v~5=fMxtflZq(S~3=x;E7C~rDIg|BOcfwBE~|itT$fL*A%l#>8AxbGP6#3 zu(T=Lj_jbc1dJWOai11!TDAMz&K^$3<#VH^+t#)05QfZENUY>}ST@XD^c#QFy3Z0e zONrsS4*?%d?=-yio(t??bM>OFJWLAr8=3u2dldP+*9HJhS!0>%Q$NGRpvxP@@Fr|M zJoke1b*rE=$C2BoxW2msA9-ALDPA;>rTqx^Q>INCqRs(R1QgiR>RI5PL%ym=$W zBczb!Jh$~5p_(hi@T`Wxxh6QH4P`I}MB{_ER>c+eO{#BJqBQ8mN1JxgoRmbOUG%NT z^!pbOmR_eZ}9m7$S(Te zhn{JVXE1Ff2g^|biV4=IpYm$xM`^ojlYc~9+Wm=G z?cbHjb~Z|FNJACaO`QA&c$Mgm8qW&DGW0RVxn3-}nX&ttUir%}S4KUZgBP)aW}uZ@n~qC!K??Lv*{K1xSiqWq$3I|9rq@P7hG4 zGr8=y*{`%Fh9sYShVuc^y=8#tZ$FptM{@K7LvcKLZvgeHH6Q%fs_I@E zXVIvq7@rOXAa2lcuQ2`%P5B^b1=bt{Y?@Tdfr860Ep{b8 ziQu4}KJRz5aahPOe3h!Y`&j}$frsG59Ds5JpAFQ$DSWwB{qZQZT|_=+$v`*P@3?iu4?`P zV5A6zR)3A}{3+k#?f2?qJsIdSN=_e+Fq}o!OpQ0MM==?5l}E8+^T;#4Cg*R=rq>HH zK61Fp<;w(&fP`kp+*;fby^})}ydzV8G@#ZO1@sL2b#qCl7~v9Gh8;R)=hLnF!89Nk z7fQ%MD>yeKI=*Lr9hbM{j1l@FFEW}GEeB_hVKQJmNQyxK!RjRa=+e{kh295BK#{+& z3FkjKIHhrx!f0K;*ZO|-Z~n}cW^yqVpSHNMdV9F3FYsTkUk|2VTFXMJ?>lsZnL=Ed z*YKEdOTm^a-9R87dmrZU4Q{ervqoevRp1YKUTksmr0f?FA88uTIW*h|!>E?8#luJ@B$z*>lVa(zRs`MzbrsTDPv0$iaaXpX+~ znQH`ywW-Zuwad^V_5#u%EvmDzZz9b|e$G;n$W@&^ugz2aYu>gU)c4Q4+FY%? z+{liP`PZwQtF2x+`TaS>@%!S9X!SR0D=ZWlLuoUx}2ig&z+Yc5+t>J6l; zWlP=hjJsIO164vf@nr-Gd-f)14wR##{zxU8ezR$!Pe(AZT9_xIgKWg^TegYC8N!Pw zRo$y>0vVK6CAG}zuF|v^#_An~8F)VF)7YX`J7XZ!WToAm=igaA_k3FgMx4|(+ij5i zg?PWOy++S88D#`(zpGPt^+kc!z?}YF11Qwjx2RlgwZ^tbalfup&Lzy6{w}EV^O|Vo zNl@=eyRKR5{rdSrISw|)KY^N~&xR`ucU&7`EP8Tu#SH=V2zUI5M3Bc@uE)uT6MCw7 zzHqPu6h*Fv;r+gqH%1SpLRP-LCObX9@zuhr8rZXv+g#Y6ew>_?yR3do{jL~o**2#+ zp`RPW{8+5{DzQVKW)&!XR$n0L+q7P2!=Nq{H0Y%&bs5=zXvk0iI!LhySrv^AmSMO2 zwi(3}^7(7qqnO7*^QQ1g1u5!_E6l-4MjmW`15aDK*da{JRGUDHc*8T;2h44or!e2| ztyy<5wk^u|bL?ypa?aA>1q2!SM3I5?MH^$Lu!64D^GbhNNho(HMBiV(uRQf%ox#;G zifYCCvAMbwlVYRsifPlg)xi(Cen!10*w+1!RN2lgQpi*W9SF|ILF4cRvhxtW8TvK& zb=7LS^{Fe!2^pR6s~Q2l!qpqJfek79h7oOD|LH!ZztB&8FR)(A^}TcX>ohDqGws*5 z|JMY95&R(j0R?Wd>Xc3tJPa94r_P5<-Jubv3@#o%mTovHgR^j-Eg_hwz(dzJO6&D& zS!t17vX#+bZK!#a)V*c!z9xG>`LA^%jgY78o7Xah$fqRF0#egbjIP)_!i(09Kv}!Y z&($V29~A7yr={kWMDuKxXTH&@m0n|BI=ay%KAm0tjmF*v2qZ=vDSU}8PCrN4c1?}) zSUTuG-1&9Y`;3PER2pq{QWX82NEWap3Od8(rST@Ln?C15ph^)p#~2WxY*e3_??X}W z_@ynn2yUsD_*3j&N__A9nMQO!jeGK!O*q<63xWLak9QWbQMH3 z;)xb^Y(tKSQ<)lzrh>B^B4ybw7G|j~3at+2-!0hIzvDd-FzQOSIe8tm^uwFzD+gWl z?E~9Cu2^4f*V(;1hT#n4r-&dMd$D;BkvHvt)sO@%s>yw!3fNWfoEy|i8~T&}byT4| zgJEdqnA9;CEGN}tMo(V*vP(6ihDvi7jfGpRD8k^7?t-)cnjB6$DrJ~wJs72nzv8}B zsDz1T@=HVVxwCAh2;I?CaM19VU!Q&~e)M3wl}ABk)cb~m_FeK_Fku*&kepU}$NoX| zpp8eN-V^VG#a`9LzV}r_-3qr77u5LB{Q#xt3iQ_ws(7u$d>sE*>uacQ5e9?BjJ`q; zLmWi42F-jdH?MV#CM^>G#`zl~Px;mVT0p1d7)y^s02X4F?pSS&n@z2!f8?jh9{&kZ z>p3;+<8aI-cay~ES+)yCo_d4yo4jU^;>OYyol;B#K&IY3TQ1o`HGKZeEPFNRJyTJ- z9{Jk?PRJOJuKL!i=N$u)Fa=(8aXI*NKLv~X2_wU7Lz6;jCfA$q)3C14sY#%AOWw4`V!bh9M?x%LuwsCBS-sl^q1D(YL*o3HHA}Dm> zCxR+)g0zeMu>d}Z{jOOtV-oUni@|FvS2*H=vWNP2ubpmr}Sn)6w4N*krns4NyY7vfRsXRi62K zIT5(*5Hw3VgZjp@HIpoWItP_nfO&kC6Mm^Gb--3(;5Z#fb@$8Ju6x~@PF{-h7%lab zu9~)MA@7Z_@xE9hu;22&ZsK5NNGip`7P;|(bv1?m8Gt$s3P?>czZ#kQ8|;2NeT@(> z_dGZb+BEK z6kO-YVtGSZ{S)PEUkqF;#UNPNzFqR+IvrKA38!tIkh{4f)9Q|iwC+T*t@$6+{(yXS z((~;&r4w-}f3*7Qj5`yg7|_~wn)Pe=HaR)ya*M@tE9Wh+YY149h@F`eNUQ&&==8EO zOMRe*_$syqawuxL7Vc%RxiE!NFHC$MtuJ6C$rR$ zd>ecu_$cwkx}8esqUX0?J)f-MqsGYHbs8@&lJscOwvC)g=nunKMh~(qbGSI{_WQvY z=3lBWswv^FqBr)eitoA3SCz8m`akFzrr94LnL(2Y$2dz)=4tabSRv1@C~qJcIX1Ku zbB#x0$cmn1-#u>SA_r7{EX?hFF?Pqo6!oEQR7^!h^W~{{`2LkA zBFXwb_|vK0UOwY{Ns*k*(yhp^s_x7a5VeJ)@hIqc=g>S%mfI@d{>K7&(U0Q7at!dD zAQg&%JyOpqqx_8I`thhiIiK)U^7}McWwdR~o5mh?jlb%tP5U4GQ(?9$X$vknXIqsr}Qlja3pMv$Fmw_Bhx^l8XP;Lr=FSp6yV ziCFQhR#v{#@3kKuvUDX`f&pl{j=bM7>=mFg7P%SagNC9{h;$%#-zAsc&#rsJ?xTrPq73IKK_O`cxf~f#HhL_c^pH4mi zxVH-XeN_A`B+N(g087P6)X%CTa2YGRT1yjXfqF|`&Qao~{N zC1jyML(N`)tUg%<9KNhav0vT3G4*7ir?$=H!{H@P9j45gYy7OMcPf`R^4>D3PoYuL z-1Oiy!BCK0^LZ3KOR5(R77j(<(vyZ~ImWKrvB=4gZt7M?v$y=xMt0hbGU)n%fJkIh z(Q>4T(twtGy=Tm!A5&34%w|9Fqlnp*+*A)~SCDk|Qr_in{mtkXJbN;--ty&X;GQEgFE>X$){b7ZZP2BzQeWWi z#jh?7M)y@ORzPH>!p@Jy)6RZ88AGZJwE`vjNX?3IK2Q2NG;)h4`Z@gQz()(hq4|3t z?eU!e3z36uQYT=7l47*em~UOTP31}aSr1&5X5j#GgmLMBy~}OFFT_vJ%rGIu#9u*k zY&{ggO}6_co+vaJ!GO5X`6ONug|9*|vy9u&Xx(8qoq)p#m(s>#WTLy?t&cKU0k>b4 z<5HzA?HQuaB85JrEGVSkbHR9`H~f>%H1Vr_UxP`S&x;7P|W@7=h_dPR0O6iod%YYGyMN z_S@5Fs3`WEsM(p*p^;~!ILOr?b1{Zu?i|cU5`+&V;JcmK**fdp1}unF|2#U>KP?fB zS&G%he&l@1?fmTQjo+7+SewGY5Zh!rIFs>xG$PhaTXPJd@$rVy?8Wq^5d-J?3g@12 z8Hv~X1z7vm4?-!Me*^)aDdKM$8st7@1N2x3?npm}CsSghtDnB~ol}F^dssx@JGun` z9>h0q`xMJ!%Dl^)YvtPf`MADP<1I~Ae<{YGfl70~HayC6;jh(HDVq80`f5d5YD`ol zn$%&AhpNuBqGnn7cbUM)*eK`GvVC=eF%DIq@UTPPe8a2Aa0-S#KZul0*Qp&5Ia+KB>= zxd3O@Mw1{{Izcr?JYgYkoS_+e{67xLOC7K-Q<4N7+ox>Ce}H_X_69ZnxcsYaaOgb6 zs4Nt$WPR6srI?iv0)#oFv>bMx-j~<`X21MG{Jz~e_Z^qLOBZaJ0^xjnYHf-ZB87KY zUi)}zR^?-hvq6EtAej%P)~Py0C+#K8-#pkWLm)o_)zn>Y5f7aacWR*0KKxIg4r!`f zQ3xh|r}YvSz>6(x-=!HF{J3Ju>jD7pnR%Ow-@uqCl=oe$(7kqTDZ+)1p&9sb33lK- zWXfK2%O;n8XRxJl<=RP87Q9nt`29UK)!UElIbaWwwYjD%J%mUgwmq(P!I!Ir4iAi* zDe(Qn?^96%=sn{HxDp1@_szmhksg+6aBTBVbiCiA@Uwt*)CcM|{eLZtpIP%xr35D6 zvD9xf0TX=tRYS)4xCe1^`B-W~#XbLVF0vlZy@Cj`zrD7+($NU<#sceqfZzu3t7_ye z4uo>Dw9&{zF?Qk_-J^UQ^x>3bYnKvg-<{WgUsKTiZI4LDy|1jCz-P!H=4j42nY?t+ zYIsJB$7d+h-7^)e`km|LbT`S2oS5_}TU!$wR#N&t&tYZVG7c zjt{7Ui9!jWTPRZa7{#(*bzd0q|DK7PlTqP2Xj^QhZsrBAM=+ZI)4G6?W7ZFt@EO+H zZc514=vSquRb%0>uc#moD(pONyU(g>8>13^VOGwLzxl1A;Y*mjP4u5Qs4LPjj;6-! zD|;|P>h%JSe|}}c65&B-%!b>qUJpy_HpqVdIT-AZnG(pY^N7DkpA!1H52u+btmjqY z*CnATkPi)6#!oH2)3MB29jOXSX-VBex_W&bo-=fYF<|j+ z+wNat(PF9;w-ZSmq}hbby)ty>=gXi!I{Hn1(Ohaxe--IRe7WH6c>2y`6dzZ6*zd-2 z@Wk^Na}IHO!srEr5Ktor=;i1b;k%4siIsn_EIP${{k!BBhBaw_-L!kZdMw2GJ{cd9 z+<0y0RofLDd{1DW2@r*U`4Iy{_ttsTjNV*4wau<4v2Oc*IBt!TdEsJM%`74aq~-rf z{z31#F_BYmAx{OOIM#U~CGdHw#VHQn%4f9~W5CyOziBD_zv`}kzny!z^1aqNi#gqA zl|-NE5ADe@(bzE)K3d7odRsg?t^*mFG&`r(kGbcP+b8IIm)&;UF3?rIqBh0(*%FRP zqf(2{>eydb=-aJx{FG?@HCT6v(n2K*j*XvgK@+GQ zCFf?LNF5DzdaU*9B#~$X{nImjK#0&vTDyGV2B0D8&>qzT+ej^~LP+lWqdGA$M}-3t z8!lp<$HRL0mFo#VcS>uT6`5Q_kFP$yp}65SrRAaNh=1iqR0Q3<6=h$Bcw#-}QhxvS zl!>IHeb>VrS3{w$8*a>#q=MlyI>h@5S~|*!8%7kQQkr4u;mCKLsC11KTIlO;4!x56 zwDg`q7eWR++20|u?fAtW6D$_9a`~Mb;d+IGRq$ne*jDO>a#F4MxLsQR#|*^p>kvmq z`!DTi!|)IG#95eT(XdoC+*U*<;W<2<4QtP&%_e1n71e&CJLu0{%M zeJo6pDO&y-zr$VC)JFt4%ze~W557QHv}W|m7b4S&xX^MRs2C~n#7H?v&AN>x+fdNt zbgy;F+VXbj#e3+5Om2kMc*I-Pida1tK1ib)$dWmrbWFU+DOtTcF(RsG6YQ2;o=&;W zXC>>)nn~B$Bs4ZUOJg1ZT)9;RI(chf`Zp1rx|CpiIAk@MPDhb?Lzi;cDUObY|MrD` zAvqiNalmk&5g*1k3@C1Ef%_=-`aVk9JFKCa?9%GpnQh#I>+2cHc4^`5Suq72w>I^m zUL&{j|M-Z=X+oEi05(@xQ0Hz&9YQz+jQi3F|L)b+y<6b7@_l@XhIX>Gh(}fFYwhGH zRO<4c5uAeRj*pxHI!~4ZZol_5w3ESiHFWvTT_81Ye%5M`Iq7;sH%@ng8m}H(d&d-n zb~{~_^nGDzD6>}f*J|cx!1Qzs$#AFm*T+HwJ1gcK3LeNK_516Gt5naago|8M)OTzE zwh&0ZGz31EdPm`LkArp;&?|}a$Ql9`+nz<$pv(D=CwIkL=b1lYojUk|+Q0sh+-FOp zlkacEq#GJ@5QQWS=(ZhdB-Ed4~PF)`UFZbbM$cJ7|7rVoWZ zHm;Jfd|jcr+Vm9K^#Db=?AxtM8cNUqsV=@0Af*@#g(ok<2DtBAs@J{v{DrEZ^$`!hi!F|eZWvW^4RC1_8!hJq#rv(}hjne?}s@6q1p`xgIcgEe!(uqqYuf= zitqq0ya`IPrSeV9j+(Icn=y-H%jx+qw~c1P>eWvUMf9FG1hc<%RU_*O@hY5O*W1b< z2g)F)jbk^L-w0EL?(LvhHx!mcw!kdqK0&t5_pd)mmkleyYBl13N6_-!Q&q2q$IZg()`O5W}l(ySxRD!_ufC!r0+1X@>s9 z&{PbhhfI3sU3F(j1S3XP_*fNn#wqZJ1#h1K`RAngs>CE8DQH%O;OjVR7O>gAAw*K7 zV5#YZ!=$12_!rdF=xHq|Nu~pc`sP(y)#2l*#d>Gx{L!&*=O4*F1-Zj!?jt<8DhivO zN>ebEtL3BvTb|Kv2kd6x8;k?ghzNZsm{>Xk+)y94p|S-DF#;=VxP`3WiWzSy8#dlj zEpGkIl z#WUtlN+7gdVUo;!3P4DYP{4W*h&ORw7g#D>k>lf)$UrBm&@^s9G0)G~3Hu4wO3+_Z zk!@@aDcZjG{U&F_)7my`!SiAp9*ftAK~s9j3%xsh^Fg`z%6OoCN@6O&yNDBnr^=+X zl^Q@l9C}|Xocn=38zL;AvIg2G%YIc;jQ$&qp)U*T-IK|_TPOlMl)~(f7-Em)oa*f7 zDQ#}>hY(#N-hqpv+bcBZJpd%P9t!fOzfQ>e{`yQ~HTaDy4hwn0e=k8VfW!+t?tL5q zRyOMt#YGGQ0=#mfq_#&cZ=SpndcApvXb88#d8pi~F`+y%ozk~%!9EfrW$z$HOg0Qh zF%v5w@*-16bUf&-K+xvTRpAR{P43Z5_JW(d84uG8(&%jk21YG~ZmEQEc(SRvW5J-J zWG6_pBeHnaAX3xk@Z1^#eTB{t!es+F*W4jtMc1DWAbS;`-TKPmvI{Tt{b1pS@qRF= z28Ffl(H$=Ci-`5`-J~(!9D<|PO88f)sc%V2 zyQa>SFV|FmD%Cc8fgD%eN+@kKj~9KOn+^bxD$(C~ymY>FgSoVvQC}e${10 zaf*D%y;iwt2ZkWUr$6G}fb(df(?8d{#yjK`Zc6nfm1AqTSH7XKLUWV3biTw$F|uDO zL|eLeC(QXiTEan_)S6=_xu+8}(5~eX7L3MQ6g974VARYm1?jL@GfcVMYa7mi9@p0! zH>-iG@+GKYlRq?p;`sVtP)Ncvw3IV1nh zgk}pHX}U^po|l`8JL5V>2K7Msx+^K$-W9qKt`+o-_g1yoxz<-Ob9CB6v)Z4Gr{XQc z*eB6Go>lf5}ol&F`W;KZ>s=6ZCX^ z-F!ZzgmtxM22b5=#JQG~FMZ%y#dr!lSw)}qSfq*Y_b5Vf!LC4yQ#3+w;5>7M71sV5N|*xlyVl;R>1Y- z`m-zv>vV^I+@Z3j<}qRQ+A5Vd9}N4yg956W<@590?MkPR338;DUhp3Q1Z;Ns!#l(t zqaysgQ_(uUjnN7dY*GV4dBiyWA5UN57G<=3JwbPav>+jkbT=p{A>9LlbW6t!jWkL( zC>;YLB{76_s&oz@AvtsppZ9uy-}wXH=Q-y+`<%Vj-e)bekz5WJwSj0!$QR#iMw#$@ zs6^Tekz?X1I{zQzdZ}SG$&g)v4;{t>tF-Asi!Ua;4W#|6a5nrzf0XN#6#h&~BJgHl zHmXN!Csky>HCWA-oSuHa?b=U>_$20AZ6Weq6DZ}R_cbe`_RXU9s_3fqQx)7(nT1la z+j3>u-AXxH!={F`fvF=YceycJWn)}&G*wLTQ5Qk#*NKNxxRk}5Tiz*L!jcqALW>+( zkX-!+sbgpu1BDPUbc5#Dm&~mP(%s>|c_YoEQ zRmOi$)!@LYN4GjnnIGM%s%j3LLG5lM=VDyXYj1q?UsYW6c%+?$0H=KwH`Eegp_HoY zm8=Q;2R#8|rT)wihR|_2G2h`~H@g@CWzJH9a0)g(6$K-@$mgdzvbBuBW z9aZMs_r-QV+G_qzMZdjHUe6I7h-rDQnZzL9iQd7oq#M_c;N(^5`1`9Gsoxf0$;fqe z@<8)S?NvM`={~v2$|{y{+f2CVQQMJ}o&X7Xo^T6|gwxzDJ4|dmJ{Q6JR7r0U!-ImS zAz;}`a4w9nA&D~TIr-hGviuXsd_Acx&|qe_A_%(SRg(+*n_65X<$DYqwu(f3#=e`r zWIzAbPK@51k>&k64w8xmSt!Ku@X^)bP#q*OdwB!8j_D*=%~j9ODOs50Dnr^PQ|N4bv>>E4WlYlzN8v#ar{*H<;XU z;td$PNCjxXM8{}gL-3N{KnnRa7N8smyUV zOO4m`G<=PD-HJ#t+ZF{tG$q(?t?Qni`|tLcWTgd^+?OviHT<#;gZ?{Cnwd;VFs_Y( z4+4e$39O;fK;fLbiRI9|AB5d>O}If?1=%&Makk;1zYZI&1#Irm<%@{*qE*16XBzu| zM)wi~hB(D{C*qJFi9(nQ4kszg0<#+QD$)RQE)A3Zl`_mqRH z0wCNwRh&G&4#27#S1&=)u9#{$)|FXn@C}SH*F<5!+J~D7>H$&Bv?H(VS~;SJu0DIP z50jITLYZ*e+B@cL!@-;rtLozPP1imYiFAeeg2E(iYUjT7c)XL9ZccCoN3V!p3LYR5 z?ii<&6^wFQZ!|9cw>(f+!_vj1tve$m6Ma-fQm>V(rPOOCbU+zh!MEe>d^w~|j@38& z01IE9g<1oK@MFO|IVe9dTW2FH5k8?VCv2szq|^9N@h-Mtw?nG)v@}8aEeAP?DEXxO zII$Y*D1iPVa+@wsm+$x_QcgyJFP|&|UH2@Cbll0YD7MMb8E*6H$E>3ry}rdu|L{cL zNU4O?fq^$ArYgH_SZ|n5q76<(HPRO0G|YbyM%t@9JQk~(L1z(z2*SBaEK{x@Vp&jC z%Ny3Xm#kr=KpoBWQqaldpAOwo#Os$^1pzO43A$yKjblGt6?Gj5y3F5CE|$thD`k^c zaHZaQx~KMKfAaJdQqFw4Xuh4`$)3)fBqBnDr0Xv^ zz7-JP<}Qo3KN9r&?qNCpp#;P=+1+6+cvBb_7+^2((x6aZR{5qUT3S$gnhg?;xBQmz zT#&cw=v{l25S^;#*hTl?qJ4^~Xmz=TSRuLgv=OYF;g|e!h(bugfQ2tI1aZwJZ|xnT zh)g5QePmVmga?ylFu$=fOi$&_8Kot%-~MY$xrbKhVu@&tj91DV{U{**nx#A`j_NHm zgZwL}gd$;-rQxf7e4O>St76G(&vA}t6WZuZNwlsFF+Zg~yy{!s)y~Gz4UA{UdVQI4 zXfYLMUk{v~n2}Vv-6UppMDQI-0*>PquOxujumV57<`?WRIl>#dFX*YgS7FfifWPTf zNl9?cSTyiKxGR2L<|Poy_=|X5b|io6uL5DXVbw}rfy-&I>Dj#LUjAR%mqic<1&M)<}35|-nd4H;r%D(4{ z`uT+9Std3~;8q&^l(MCHwcV*UPmb`{0q*IPk)rOS^xCxU-3)DGd+W%eu`l>fP1RPg zq$m0Gl3#HWb-X+>oXyD4swcirlK>ptz(gL=Y*!R@v639!F}RM)p9jU|wTQ>BNHHm> zRO@L+i>j*BkNYV;7QV3@xDnE<&VnvHo6t#T%TcrW=HrOwH|Gk!X!{;PGOsF(TWI3H5 z7pwkx<2`5Vlw*2%8u8=^W(&5wzl~!6h+yp|48*zZQ8QTPAE%aC9gl61M|a0K3`SC&PH6T@l;znU;J66D zG2y2J#au#3Z1dEFe8~=r6Rkw~dolU}ZE+4EaD3T)(H1)DHh`f#aI$xT z8Ea=(Cv)Y(ntG{)95{cEN*|6Z&7#>fJA;XiLW?d2DBIO0YOZ;1pY>mb2l9=6gY}e$ zk5qdZ!zxK)Fs=)mAKm+hIY*lC2qxDqi_8>|AI3f3gyPW%d-eU<`Gv#tp{OCB1gGyk zW4P;gf>cY5tyS;)5RqRa#vC2?6D1A1f1{3e()Jwu6DY%Q(VSwaYN?UJB;p}9!e-8 zo%)LFG~2dh4Q*O~EIl`Qxw+w?dzT-hjMQM_biXTUC!IGKGhOC+&DxwKRk3{_o>YHg zxI}Yx3DuSoI3|#tkIQmWycBHlxh0D7L_=efdQ4_a08;Po3Z3obR=>gXVJ>W1p!9Gt zK|LLSrDl*PkH28&RJEl4zDKrjAGLXS7zn;<*meFQ#PL56VCMn?-w86%wpOSzVNqHG z)nOiWxP4K|&Zr+%6W@+=C2t;M--Xml#OGRKVq9RzehY$vXP7207t`vHdn9tH*BbT7 z73^Y4xH%hsp`H|0oh4Wx|EQaMS;acMcfL&IKKtsS9E6-b14i@8vC5-jAf z(OHniTPul6vm`uk} zyd^;Bj&Z~a>tvSYOIvr_#b-8Xk-uhYDqG#Ps@RecrTf)Yvuew^v8QUcZa%T~*(hu& z)dI{+ZvcY|_pvYAdOeGA58Kwb2`IpGHaIkp3aNH3Sz;fra2hC<1o1Wx=TZ|JDERc$ z*?gj0TIxw|QRlkPGGVnGeE+}kBl$~nCg@M_?08d)^nII)>rBowzFbL@RyMSruQ}fy#)&BS z=i}FvLwA1M-s8L@1$h}6QnwLgj8c5V%vR3c2L}F+hAAeu9yZ>S5qV;d6HVz`)%$0vhw8daC>#KFxhx82Ya%Lb!C_}gaG zni~HZw`Kcwcz1O5071}e0r#evcKRTQZ+!Dgk}1*rT2aq!i0G{4lXgQZP*Y)HaLt|& zXl>A(Uyq3%>JriGHEeThJ_OgJT;}_3c+GQHXi1VB{Olp)7M4*Sv*mLw!YAK}Mc1AW zR1e`5&w=hUWnI$l3tl`Gqh^%CZ*CUu&Ri3jK}I=HdfmGiN8$M%3a)l$I?!a{b`^Zq zO8%^+5xVBbUkSlpB0*twy}=(;*PJ5-nQ6X6k=@(FmbfB&+=H_iYTY!v_XW1G{115a zExC%B)0tzasGL^{>QSpc;Ulv$?=DuauWb;Y%wJaarBDhCG7HeW!EP!VcSYcq69i&- zN>UpG@4to!E^fMlp%Xm6|Lq@3Cpq@3?a*MX$ugiHl{hub%9`_m? zIackfBbT>4sLVw&+0-&ic~QqF++$v-%)^Ea^#Gvic%+t?gc}U=DnK}p=zH&-w}-C< zy%vSv7tN;SsiDJILbiSzC05V8bkmjadz^O3mQI*pbjv!MBG8DEOTzL)yTvO#2fXZ` zrvXIp6%Q}RIbTPD`l4rR>QoD)u8y%`_OQZ_#3<>0-e5}f-j^ebDkID-k?OA5%Q3G` z3&%#cLG=+L3=<%c|NX8DZBDaOleNbsL!);$xx@RIAotv{esW^c1F7jYQ4nkI7#MRL-6?`3b8d5M&WCm|Sx6iO%H`p`kk}iPtmRJfo1gFoWwF092PVvQK-71M z8}I&j#rav=!>8w2C^fZa?786%S+2Q+liQ#8PQnC;j77bMYo4C(Yd-vwdn4BRaHgpQ3U}hn8fXmsUFR>&6VzAl z%x_L}5smZ_@ird{Yfw%=sNiFg`&x~{f)ntDoo02({|=>G4I4f$IT63tw9JKbkb(ig zR8I(awK4GXwX%P+aft89FGM8!clge8*6n)iM0khCUc>z3P8ooard_3MCqB98d_*Tp z-AkUNN2(Leti1G6DX;ySsqZ)?NuI0RfqC~ZDT)w~$3-my+B9JnmCMIEvnBsZlS|H1z(On zna<_Fkcu6>HFT>sT9aKr04vjmZK=F(X&tTKo!Q*@NZf1|Ryxe1UpNH1{;V!A{|uvT z(%MA5eLcsq+bR#S&S{(Ty=lh^!CUUzjv?P5Xv_@L)i z%O61j%dw6*wM8FEAuYRohwF#kqo6v0E`t4G0x9f!_23{1s-2Iw71g4fBOjr!B{)9F z_(rws7o4|4S>R0S!1;=Y8G>vUvjF3_uLsF|hqG1n{|4pQ9aKP@JEVHdcZ}^u3E9TD zWx)349OOn4J20?^o6{3TDiyT5iQ8`5W-eYmWZHgEG? zOuVu9LyYk$Szl2B1NNT0|E}0$7a?B=CUfXvlJR;K1rU3P6O}~&((`UK^B49+{TMzj z<8yWyDI&V9x#e`)D)eYimu{wk;`dwOk2_ei_^et;XuAEnsLm@aKvN!_&tp9NhdBO; zexc--a_bP3SZ}XrVX%oAi5w^0`QGc+_-6PgPkeV8t-UNl9 zGFA^)VXsE&|frDs|8_d*u8LT%;6=dxDuBLX(IyH%>EiJE&qZVSVWBO$c&tV zAz00fR-ze^cCg^u9W~NINTbo0i4+|~yCl#mg^46>Zt#)fN?Ju~h=PddZQX)AJ`-O6 zXLI?Wj@)kn2?*#PaCcaR=o59}Tv217Sqhnu?bii5HUxEdD`Zwa8|+CDBwnYd=e8*o z8@wrm+!W1(e^egwMserr0V+myR3^?5m>OM=VkBzkrYn5The!_NS5!WsbA$XV%1IRP zm?v!kGt7_*Xw?Zi@39W;B(?TgGO=af{CO+zR+sZOtXw_FCgPP(##2WYxz}67sH zB{Q*+7D-5@B(GCK%)?>wH(Lamm-|&l5(bt=>dkej7Hod0mkn?6)TdWXet*hOOLU(A z&$af1azpCOAVp7tM0}anI9B6jy}G2|fJyaro5_gw1s;q-jT|}aJePLb*eP1@k0|At zu5KzFASydb0DnAfzu4Xw?X@bchJZipA)ji6mp0k-(jvCIpAm(A1EQn^IXpMM59OS? z{)aO(SwPs!jbWLBpI0wI!_3*_)X<_zL9FqJ!e1u@flfl&;oYUXR>W6{3oa8F%Gf;T zA=%&yN@64(FpQrKLVQOq@gQxB+~qtCl{@@s^;XFeTo;gOz|c7+1pnb3ulG>$gmX$3 z$0T}oL$7Xqr`~g3!hODDdq!El1#lNEOd$U5l(cKRYvwM9DfqDI7K_`5K5}B5RF|J$ zKnLFKG^Zi@j;~+|+g`r#6M-4@ZN?sDX^-2zIdx|sM4XcWX{aS?XCdbCxRB=hVU80l zl@rEaPc!#wGj2a1YP)o75|BbnyoxLHBz+}mG zL-3trX~DovxV*l0E&|iU<|vfm(l!)*X-~w%n+x)i`XFY@Z+4>F5pg;qZpHrb;M>M39~ zN8fw3kCENSCG7<*WLWXh*q<)dnQ;#8`cM#Qe}|xqVn>_zb16p??cNC-SE>2jK8@aOhj z!-H!QLo~?Ju|xP2jF$}0QBzy%a4JHm(OmJL-cM&($gdsQVxTT}%|zNzqgjC=GsDV} zn4C<*m>|vfTN&Z?G?%1V56}X>YBQ zmlqHu=ohD06j&}vgE3Nzy1v8^A`MdncTvc6F4jWHim9jK3<;m$5eMFesjzzx-*+*Q zL*9!+vCO2x;@ zavf9h`I$liY)I-B!&mu@3rCn37RES3bF{twQwOa5Ks+U#5N?h_M!Y4EZ?@>4Nv0ZbU0(n6t#e}qYq{^PD4v1Qt;GGGV}PK@3l@%Pmxp-|W-s|tL%{mii2T5s~DjXE4N z?r9isb~BX1n?Lk-%K8xrVBaY8pfxW*;48|K`;0n~{6-b9ZXj1oneZtIH=X?sw+C3& z-N~*(YO@~r>bTi%*j`HwoW3U{qTp}RB=kL{s_JX&Usp0=Wd)w0_;#=FT4T8Hwm9y7 z#WG`seQC&Rk2&K|=x9^vvk9%^F&2^GaD4evqsE-$tlJp2fY@t?SznNV9^;YB)uV5k z@p=7U65q;f%dl-@^h@Gd3jd)9|DghPeSM0q$KOmF$Q_mcNXR+P8@z%zJau~fCSw9r z+->51sC|s-w>8Ggl4>|Y>R;XPw-EM4abjX1zwCx*9_qRx$14b*_HU`Vm&3gq64m-I zaM3tDD6>a01)<=$bVM*1?M_)ekj>ua;9c3rba;fPZ2Rrj-$xEExH-eL?>}F7ikv(C z2n+Uw`4a)k(dLooO;(-3ICYd{`+}s6=$NO`7pC%*oSUE5BGN>Mf*nFT(@FiF^7vd2 z#F60{#@~fJBM|?ch@li3Zikk{ciw7D5$|el^gKdo6I&r9o_ctz-l@h58i_A`yNH@E zAeZ1c`o259g-QRVcVjzH4WwG}MBcsv)GPI4h}1}rG4s~=Lz;>HBwzs~3l?p*OSpR;24V#<{sG)DH< zJSt&gy7(4fdd9hD_cY5;`v>T0|GLbNM!yD))DPAF+gAhkd0pSGz<-2SupTDC+|Pc` z-kCb1)fkgBE;3{6mXXbTQX{G>1%*7Dr)bZ@&Oj?wqn`NKQ9#PTXq6w>F^mf z!Sb)Ym0uDM1!k+~mf!Ug3vc}u0_|1KY`N0&^IP{vdL~sWC18*Rl`@OUU6GK8?tpAA0)yBse2wkUR$RA6dHYMgu~mDEa~;Eh~tBko12$bGLr>I(CPViqP!l#Og^|`V(jOc5ahCqN|572kUog%1s=Id)sxAFZshBCt+Pd2HpFqk z_SNzn*pLy%{dp+k6*UlzqAup(EqxVvR&O1D4nevN>IAD7RF&`i?2KB3JR_6#POK9c z+*Hh0VF_royujpM)~`M`s@(i=KWndqQ|^{D1>8TL=BXy~soBCc~m0xaw>wbOME( z6?}&&Uz;21jqai)k)DQnyw9IvMuzImLLh{9A|0dFK-XBDkXh?2q~*U14*BR5dkRwDlrsY0Kam-f;_NMgqt%=mf(2VP$dx9{woxfe21AFpaiSIdJ z($~HNhv5Oa7pAf)Rl#Oc?PXgii z`Fso9-qmf;6HZoAb>h;PC}|!=PPe@Tc;H0)pmN;82c4f4^t1QZIH56nUEeaf8qipC zlshfdeEyi3S!Hmt)4y|;S>q_q-I%>QVf1mgwP)v{dIlisuU6E#x}%&JJIVcFK{ani zC&#k(mxSjxoYHR$1$kfJ>S9i63)ta5HBs+oU`0(^c#9uj-;@oz{lJSJto~wc`$aD} zC$btFt@nd^=!ScdSX%`}=Yfrsv6=W;nXy-@9J$WR#^A1a! zt%N!x@=QbzTk*!oDmoOC%53(O2H3O$ z`_$O#cZ-PsY$O*7IOQGueelQ^;Ee_FvlzJP+;Qwy2@7YDZuw&ws}zszr6&9B?`9jz zK6S5Wr{&PUZo@%N;BD)Fiq#H?9o=b2K5^;whW73ka@~FDC3Gr77(B3Tojx4Ds*y_- zD_VZhoB1K5caJyEq`;`9CO=>Dy_1+V#?C@~`wC?I4S>EjjpyVU{DEu%kC@>>SBp&e z2n$JWc&HeB>ri_eufF%GJ9UzOZMOaS`4A~hzFVe^YoWNXE}f|SH?%i^PNrH!jQ*HY#AAyLyu^?r4dtor|@nz99*W2$RD8oAn zsOo2w&~f+w)wY6301*It$;wn1$O;flyQf7?L`ug)j-r#m6Z+Zd4y zG^{w2)N!sg8RmCVWs*PcP%F?j3Z+_{7{|rYcW6n?zc-9dcnr8Z0B6+0?6I>+mKn!p?s(E8R0*F!n}3|i4?bNZHEia^G_WyvKh_h{l$Dh|OEI`TU~jYebv z5thk=7>F60TjM1U=Zut0rNES|ekMcL%2Iwm{>#EI*MgyPxL5Ufdo{hVNah#<;&jN` zwV{$fwb+p!RD<}AArLzqZ$Ge6#-wSx0>f-Ou9^l`CRqo#8^3>XpEr!d!@>{gaGeFL z*?{E5jBORY{*gaWe83bvNa+r2uh2!iqx%Tvjh4f|`Xw(%bNJ#(mcM<2vy^mIpo=Q~ zVRt{;w0NfufZ-#Xjkqxnd;LNyt3A1y$xB~!hSiZo zS$iA(S)NBqB=@~hdKz@aDrb_5>_BUp@cP*9Wom!@1D0SG4D+ zCXz3;A4Q0I1HbyWP=K%E4q0VoJ`6;%o_h&Lu~u!n7>81u<_#|gx=#dn>z0H~Du!qk z)^KgMQWZ-sfzT9n@V}NL{GV%qca606)kLEV-ofnh% zU9&)ipWl7G$%U%?232>9Z@95hwA}9lV2LJm`CtBr2&sD0UFd0l#S6eH_^t$iV)_R6-z~5O@^&ItfM=N#=ES$2NQTlSg}I; z-2P)O9Zv;T2SlJyBD4r%&6w#*icvdQQDN`L8^^X&4$QEw2L<+9KBd}&KX=#)L8!h+ zQDfEf?hqg^>MWUqtnRVRKE^s3q3ApB0O440AwU@IPu}zQJ6y^|Sih?H-j>QpeHek; z`wxHJ<6r!82?N&er5@*%fbf1it#s@v#Jzhl$xm?Ahrz9?+5Jsd0=o5c=6$=4@O~gm zd}vpbTq@t{>YAgyHDe#f{X#pe1dX=2HTDN!10aT)nG<*z^as&_WW8$L%MERdewS*z z_CBc-Zb1x{0z;8Aq8)_}PxzSydhOFbj{)@(GNh{a0LJMH2tNbo3R z((jWasSK`G(gKUTU({)%rztK8#*sk1W^ECSn{*L}i(+wvG2otAnD-|r(0(3v?w`ly zeyj+y96-@DOM0cmg#-Uu^4aw}Ce2WW6U^N^;)YLUcy)IdhnuI0a8h`+eNK24{;6aB zhoJ@Lw>lNz1!cTk0fDSTIP}w-S|0Z_42k-^0-W&2; z`bQ_+edOOzT9`EZ-IT;v;rK0(-_ntHAGE$Nd+HdUHn{pdc_2$Y^6r8k60aXAj3YFz z-Vl&g#&?sAfpKJf+kYGh==)c#=wjp+Z!2iQ0zMrLBze~F8P!KtJXu62LY>%^1B>Et z{eDYIPDmINIs*~1*;n5_Kc8A

sWES#n-fvk{K2=x=&Dw$wg91PwU!|MgzuNQ@%xS=h;dmN<8naLrU~=x;OXv?00gNxv&^UBNKgO@hB-Cr{CA-LWopRimP15`P#Jo zWWMjMdPZ@w51)=-t(*gMN@9;sp)>7X0snyua-WpJ>Lyh`~mX~v>1r^ z#PGX<%VDaAJ}r*t6xA{A@>^ziL?4lH8W{IwK$V=lTH0Ap%bj8qf}P*ot>4Zv1)Glo zz4m=j^d5`e#y(AS#FNCZ5YQgOf21&&e@1v*|CEMUl+qjnzxVBy{HA}J3$+!@`io;7 zp8>h_Q%2e92;E*k^H9dCswACI1x!?%GBW{BBvofmV=~e$?cni-7xo_IP+nR%f{0I=pRgbS}`Uq3q+)`x{=vFbYR&fc;5 zhY>96Ww9aPbEZ8d7q+J-Z@8wLq%fYAIJd$bz77!)l-hD@drPMu|X!zFMP2 zzco{eEjBnHUXHV?fSptCfFe5s2XD?WrAyUaSLCufVPMwaRgL?Cnj3j|Dp<|J=utQvkSs5gQk9uLQw{Z;0a29dfryX8x? z;M2a05&VZvIRNFH4~}kUkLUaucgn(`cwObs(8y?ku{tKy`ygm{=E7pvcyFzD#5opQ zgsCBht3EWY=*Bda1i8!Hjj?}R$z$*^7Aj7=|= zhMLBR7L}xbSUmE_@BKSYo-XpKKppDcJGE&QQ~A2WLBAF5CF(NHK~gUL${^Kp#kO5{ z%ly{NcjuP8XJS2o-_b=~T$D`IPQ=_&bMNFy*a6g@q*H9CYjmREV#7rCDTC%K04R_P=5r{;h*= z5+2ESus#Y5lpnA&vp@ex>0Tl#{|(s^1=@ zq0@}Ecyl)d4v>f6@MMJyT(fi+jslHR+r!lg_P>3>d5BaY3C7p>SX8j{&f0#v@GUr< zOKx?9p_0a%8o%xxv*iIFQ{iLFLVAo5;^Le+Wc_$IhU{qp zK-^v1`0CUQX~LvYCw7v_KEtO;4HJngjVDKR>^E!$*((NznC%?DlrU-{?1`}l1>C+B zf2A{3ZiBBT(ukN!AqAde>p_C<6%r#~NKf5I~$UuNJG>&ih-36xOOYN_)bv zyH?Luqqyqqr{eMqmGk9stDZ6!vNU>_D>+^)@N{84;_)%wEI9ovSKfFw)0vKA^DkO` zZc_l+HXC_}9-QOUeg5~PK1im3Xb|WNj7R^EJ+@#MvF%T$g&pDbti@wOKG??x++D#A z$*12g__>gA3&znc@^D7aemAwyDx8QQ#OJl`549tZYH#8U<@=yb6YZD z?0_)UyKr^7Bo;G7==JPM7LgT!W;&SY{ac}XvZ`M*AhNK8*>9LCkFO%8;Kbsvft@dJ zgPFyf)wZa4qAsk}4ptoPxlVnsZyGhcGfuU_U1INUU-EVxE?MV_owh)+Zc(Xqy-pAU zW;bA)r#k}%y2h*AI>-ljQ1^LN37d{fZDFTjO z`!T4NMXT3;$T_Ny)R?NWK{swNE=w1Jpnb3JYr1k{Rm6FoUF$tdYMyvLQ^a~$M@j1( z`AEnwK?mp9;xj&i|GRiScl0Z1=W)Eqhw(I1eC&{B@{^*G|E02S2Wnn8KiHHTFv*^L z_!$k*IG?>S^0yolJcl6|zh*69z{3RanazH`x}sZJXTv5FZJKI{s|2B{ehDwD;&^aA zFOpxF>|=H+>OL_m#QfN126cxG-yG_=vual?&3&(1N0y7LoeRwrQ}YX;tl7VIt-8e= z_5s>yu)Wn!)W=W|fB}+8WLL={w42+oP;YM%Fi@GxPl?=mwr%&WBAe%;AlfcC{8?EU z4I>b{=v{Kw_LsVXKu-*_f^(nGid_l4EQ+!wAaV1aR;k|=BDme(daW7c@);DS0-q?F zPKzAPg$gJ|ylWBK!G|4Zn@Jk5{ZJ3>6|ovUW278NJt(sji}lUi}D7!`Z=}phnLb za9prZnH%f*6?T^+&ygs$$m zWYT8aFwQvOq9FY;35eQrGNYnFE+xPEysf>VXxU~c*0CV9Dto)Z z)_3vVi0iLgG}Kr^ef>%{`IvhV3Vu|LY%sFKUhWc=kZ!7*FQ6+V+&7ahMnq$O1~xKA00n zTzXNa#w`--;&xad6ZU1{N8k(dD_z-wtOgKG)iQz1-p6%o^XE3t8%WQ9cKKraMza!1Kq4G7xnl@&q|6`Ph%) zS4-G{_wLyXj$2~abv~Wk#2~s?;li`!b3zTtYq#D4x=1sLquRmXC0p@j5Xj>cQr(nL zEugtXRe$=nU_ieu;fbDE4U;pY^s)XdD^Gy4eATK?a6RP{rVC>)9`_nY*`_w6$&0te zjH-rDIF5wye-kRk*_Ezt(WX>zbg7m`*cykeV9wZb{-jdCW74u5LWmjw}QyWTfWzkCJC42(M%7 z!W@Cgd?lY%`DtJMv+%XdIexK^S=67vo);(N)=YojkslcG6j6Q32v7b<*<3?PHuoBWw*!m=+Y?&2!HS`WjG{qbCmL z6esZ|BmBmp=fil19a$vK>lUM3lz*CPkQmDvv3w*9o+)RtTONU+BJmbsfs{t&p&@pB zJ+JG@GzLWXQ7_8W+tq&R$smRtA<3Q13o?cyHYXiBQWB)+H=Dh^_>1tNX;0=TR{`+{ zkH&9Am`C#d#_Tj_sDcfN=`ADk#ICMK28Ci(Hx0Z8vqD;$0&aQj7l5Dvos^p_(47HF zf8n5FeZ?Lh1NjLtG4S`FmreJzk1=r$NTcaR{%9ZhEyWd4+bsVmP`o%!z6)_ zdeSXRXVVSWVlQEamg@dH1Zh=uyxc(#14;s+`O9 z0VRm|G}gWwYi9SG77vk}b>ck{Vq&{I?ScA_iIO&I9%eHL{Hpz!Oc&9P#cHn4opbsc zM($9P&dwog2yf#!&Za(_*`EODqoanv#-xjq(vSp3W?|6%tf6ZREL>%;h} zSVYQtFLEpx`Qev$57M^vlN=FTDTj2BjBYg^J3`=@VFU-+%AQQn&fLE_er=wg5aoDo zyVI?Gaq!N-+s-!jocffplQ-p}nf;=va`s`xAc>D%NDm#Qa3JsTQY4*#Z#|(u$iIG2 zI{y2pX}Xlt{DT~5!0c`S!L`lZ~6S; z-(SP8l@HW`@K)f3z=gBmezXkUvEDbo@hL_ht#>)KZxS_Bet3QS_0oH#k?A%00IC+> zB_Tv<+3S?8;%kgIoD_eOYn9@;#h6@*&{ZD{-)`N5W43x)ErD!{rX`k_{im2uj&CCt z_FhgC{AV^Fk__Nq3aumBt}fLD`TYN^w7xs{LPM)Uq&6qUdOd_syBUCf1%xJP%c84| zTe#KR6JqgWMmOQbE3DfK$LcC&Qp+u(VOj?6ZdHj0(WUOg;nF8-pwt@kG(2<;7Lb_o2Zp0`r0-0=%>{g5%P2VziL`@D% z@17F=u^nGy#Pxd1$NIZE{+8h;A$ZVweC&6?yZI3EIcnjqo%+6TVsqcMabE?^BR^Sz z)l||}%{SoTqq&;01H1+PQKD)wzM!2FW^ma6nHVbNNA_Pt{C8ZW-nZ~n*A*5NkvYTE zWZf|`(gg6)yzj$a20nY}SACnk6dHqrPm4{~BcTcj#5n?dEzl~$Zi&u%V4@50?`+>P zHOX&hur2XCrBzG2KMtRubt;xH@b*!swtP9}(blbZb|b=(EOVwDHFNz+M+og5yV&yEmF(7}+Yu7)^xDZ}A!a2jT@0e% zMoYm-fjAQLBUe9$bNO(n3)Xl+?NN{ z;pubmzk*GP%036t3FgHKDQ`;ub-Xyf#W;czbu=^zh59y=8M+dDxqJ&RYk4^tLIVIL z=NNJ#nfPDNr{ELmKSz1Hj(9#c+#Q);tPN1orSrZaO1w+#2=|H*^A^v0_gdNi_pwFH zF{r306BiANMqv8;2aGzNgIgFB4TJd@f}dLGUvA4{Ro?23^<&c|5MSUrtv|6I=+6qh zA06SRSHuy_KVu0jEP%P)IK|7CV3y#&^tA|iPc>+bmN=x%;GQRcWb`Hu{UveVv;NC% z%}qYK}gMT+|`i0m5M^k++g_HIJKhOn7s(dG~8{q~69OlIi z9NJtG%aDoXOC^NOU`OKOc<^MmLqP;Qvqz1m{j+^V%MVsbe;8$Vwt0Rsq^FZU@AG&( z&p2`s`1*&WjVWW?wQmr-RNb@ED)uvpViU?Jq^*^dG8$Q~nJHw|33|!fksoW>^R#C5 z!gr}AbWHcIKc3|ATh@Y{7qmu1F-)f3ps33CdvPOg`rRqjUJK4h+(db=1KZDpToM5^ zhr2>%GJg$kDRU&;PenZ{t&A$fd;Z>k^5FlpLU*XW+1dMf{@Yae00ZkE(}n(U@9Ys$ zcTjll)!Dc0w}cujYKxWcYZl20@;>Z%EyzAuAPu?;Noo!0+B-dhA_f_qNb0b_Lt#o1 zX&vRx4WR=a?QTmH<9)C<4i7Ic18G|UPRSFu2wz7G*18i3dp~wsZh>KkoP%LulXv_$ ze+4fe^RzmI1&~s}x#t*D@MbOhZd!Le3aG%i-~f69slTqdm`1N$8%4Rl`a{bWVu(T255!Cl%^uvxUwQ3eDE!23)QOw0@G`YNQsr^!)2tFck{9*RQI^ zN1HpjAO>%EedmJ;F#;P=;P;*d??GddGi(t~A&CD!ZM zeBp1#h`ryNaopMJdGn1vZS^Vf(HJ$O4~N&~^*2`D2I8bKcW(YBqqkT}dI6vr`VEmZ z;8a`dL-nyVXu|6X^Z$AQl3VK+42e4Lk)*``QX#qqOmsY1Uzr=FZ;MNzQ|2;)>{ zGrqbP8b!F6reA*#nmA0qS_)QN=T*0Fxzn@)phL_N&g6v!A6DTLWY3RTYHc4HmE}9z ztU94b|M<%bxdtYuxLZ!4m#Z&jLBaZVwVFm6oi=-qU;`$`536_k5rDu`jgeH-64k^0)mi@x}gaF#Pe{FP_!s5A{XTtmH)!rn9)-uJY;Zu9r5rU%tH{ z@5cv%(hWNir{bMm-K@TlJi~aF$ZQ;lT6>wmZkI}+wSbt}Ue)BoD-Sc9E7!3n_N-~; zQP>)dkSvbm9y+TZiAA?_8_L@YcM;E&Bx(1e+WmW^=3%*<{OV@wvvM)ytG5IFp$N(g zUa2Q`YAkU&{saDKSGX9BY`v^qt8eO^?922-pWfj2G|$UT9A@7JODJ#q@?I7^?h%gs zjG-u;vAg@?15Im1N%5z2;!75M0(wB`r-`uzCs>Fhk;M>*NA*xHHep8UW+uRvBlEwK zF6m7ZA+GPelm{s-A9dcsojEZ6A5UlD7IoCE?J2rT8b(k-y1P+9MM9)&=#=i5AXN}h z0YPab1sSA!XjHnpySs*gk8|GleAo5+2WHRSd#%0Jy`G1!t6G0)YIou)jPH82nDCiJ zSAl~eJQqkFO?kx~f!DRp1d;O~l*dkD!})2OkLlcIX=JG-sA$xa__$W7wO5pMA3}dfL*=xZw8SsAcklZ-v`_ zrK+|h?dq?FbDMdm!cgI-7F2l!$o%9IX4k0);rG(2qIw(mm~Fn5W7u>?H{e!`6ra`8 z!%`ptGvke^^qRr_50+W_UJc9S-J|6_x0p7Kxs?arJV*CKa3eE_kW2eXL{4WAXzkU1 zo)gp7io?wLIyVn&a^an?y28UwOrOJo{cw39ulq`m&lazjR+Vl+{`o5Vz_mrZYr4bB z8W{g|i^WD6$@^k!6j}3v>&D8+S~AJH*Glu?!DBi)*dLpCa`ljZR2N-m#~!RH&S+dn z`^~VYVB?=&!{i;xi*!-?Wh=La!S?~%vV9rR5p@A+euA@#=^ikh^q58#&_kw}bx_zk zwY3+XK~j+)5TqM|gi~aSs-0V6!fI0+H`M((yyoCB^PKWols%GF8!uF?uRy8AiqUvX z_%~bqr_nXQi}BUn5`(8ks<=i_>A?yqHN@RAZ3HKF6a~%+*CGEv=zO|2-83d{!lV1em#QS#Rrj)FGO1X88Pz2hlp;kBKwLPFY=5Yw)taj~mSH>sCeAk^GE&vvP~AK5{vISoNp zGs{^P!FXwHjkJ3hPPQn8=A6V`0P$eri!i*?i4S7nk~yC)ym&ynSR|SvR^)UZ1VEc65G(C6vd}; z$9_(eF(?6Xi;R$A8W#)G=5T>D;d0YH&d5@^Vq-AHi>Y0;`|&z0T2dym&AMmX%96ZO zQYO~>dzft9%1R)eRrPyLVgFj%HB{LQ3B93lMQ2puQ2m<7%Vd`l|eB{ij4E1 zVhY!@!~}mowkUS^%IR+ddji1snnw1$uo+0?Jm14g8-XK&{UhrZ{FjJbaxk7c2=>vbf|yPxB19W`RIKEvG8XXrJ)i{Jf*L(mB|R9 z2Gf(9Q7P7&R{{~Wmuv0P-sT&_7|3H>)KC~IG=$3t8Od>Q=tpoS(+|B`286x)GUrWtS>P;hY7{lmrHe2QykmZ}uwZ6K&beWk;ojqhR+BRA zlrSF~yyCj)@({UCTSM-85yDhD>ga)VFKbc^m5LfWMe1hxV#ehOt&OigmNA2fXw9Mc zHKWIi+sw>W;iFoUs6x?`SEKXr3{h$^o%5%|qtfI3)Fc}Jd%*>D!k4}unJHI-SB-fK zXTF`gmv)~&Fv+P`UkrfxciHO0dIP_g4&E^E?ps0WVN^)=`fd~8iFlJ%?|~OBBJRg| zSD87#lO^UYDkgBMV?elX;Rh2h!2xLrPL6K=bwAdiT9v-(fg$pnx;g=QY!i(uF~9hN zNNk=-I{uB?(lb*zSF&sC1!J08R&cIwTbn`a3%B*xGd^klX;4$H-9drWY|RoBbcNN~ zCsV-m56wAVC>f=3D}~QDHCc#1U=NQG`3RFE(RZ-zNl#hPc~MR?c3gXV{V>t4F>c5u z84-lEczpjL&iIx&@}_fiI-_Xwzhg5)=_c|B-#Kcg(3Q>@&2IPrM-SPrmUDxxMw5}} z;R{JCY?Ou?7>_&Np=vyLD(lm+)6v|0!0RXw`%D7o?R>|Dt`epb>l9bg79v||!O-{S zT)uS|^D5+hnIem#aB`O#T&-+#|LA~7ABKnTwAf-}B2m}%HP&)M6xh`ysM;5TzELdr zg=?=6n^u&*#4=o)5Zo|eJ|~e%_I0`_T5rhIlakEhTXGYebqMPa^fI)aDgRCgiDBa$ zfPsxKN86d^y(MX8NQ3~4GtepaqDN6^D zS0XR*RuW|(HK6Mkc%(dwjg=oti9z_Z2p>%UfqqtQ!O$0lLzL@k-3)16Z6v`9PL#Qp zlrTW$DddN*w%Az4y(8XZhC*lt!HoxoG{+#{Klq+uTH;>b^YuG{pMLQB57GXxc};v+ zfr2j|yXt`e_a|XIkjM!Gi`)a(Q&ldmX{3*)*Fb{@S)RqqIl?vvn~|+%zO`T{O>>?2 z0TwaqDg&`I5eVtg;j<|*Z31V>@ij@&VtuT+?cDUHL{Gnp&<}Ij)k*_QGb!#rHy$=< ztt4NOOnkcq1YMyW*VaK)^@57oj|0A9Mfv@aC@moB^r=Gyor}dQAkaiP{$+2q>?I-I zuRvtdtrp(d-;TXuIz%)XgxLOjgu!Y0ymFh`xi_n=b#J1A&e9UcNgw@c)~9@@71Lx) znp77)q@&E1^k(qaw@o`M8xE6XY*qi0mBxTr;d9@o6{^_Yx1|eixI}jZw?ZCMPqhWt z-z}l3b^908 z76%8P9o}HmKZvWBo(D=>7jB4ahyd=a-%|;tuQvEOB!f-_9_9hN&rkH@m!;7`g?S-r zKLt-*Fx->{zb4Z+q6V8-(6_#JN}31%fwp($&#ZU**8d1N1Kn6fHEe-r->HLz*vGl6 zcn*^C6zD+-wBj4%TH)eh%vbgJebqYn!lok=0bU2_T$v( zjyIcV{VEvdB8KtlpR39Z^^+AufzHXJ`yfAB&wkEO)6tHE%u*fNnkL$B3yMumJ!pTM z7CFr&9D8Ntp(G`-aZW)a}8 zw{y?85!;k)rxNJ4c3+NEeI>-EL4c*)bH+w1=XGkD7*SKhAkV@JlHPe2(fTjutbMif z4TEl0q)H zEOPS@s=hp+DoGdXHgjB~l0&gfPc>)v!L z=UjhiAb~_C!>xr5&YQk0Sk%0b8f5=Z2pE!(j=7J0f7vQNV2|?3?E=e^4txd=3fj$e z0YLTq_gN4jU&2mZn42V`Ks_WskMGH9NNG&HyKoUQj+FZ+(1r@3M4MW+%C$@L*v&K6 zN9+Gd4r@Tfr{UpucUg7|rnO(lV(GigJKR+TnPY7i9>~Nl6Q2BJ-ASh_$S4)LrsYC` z*HPrJDZLEc5d%XEI)*9D`!z-*(R7dknS=i44E>n%G#X;o72U)FVW)j~$@@2fVifvv z=j)NDVZ!l{@>vh67mMjpI<5e$9m7mx?W3i)t(bD%&3{LYOsDhrA3Y|TXnAJ*tJZ^d zD<~Q$Wp(TEDCq_$Bfta=dlf13s8gJryI zoa^U$yshoZFMp69Xun~E2ob=%4yHsOLmo*wA{?+SWB(Rj6dV8^n&CnEeQCLLq@Fat zG9ju>0GBRDZxVc}(^?~5iN2HJ!YQR+UQ0nhFWFV`^#cGuxw`Z^9d0cdNfZ9yTl^KL z1$=V2UK6FHT6GYbCrrE35^l0}q-m7bC3EnDkrt0b5QT*T@ z1rE+(wtv$%9Ff2`pdBJ`7836C4&4bjIl3L(pPw0g%#I|g9aGI{kd|hf_tsoN_ZEnt zyZ98D4BbQjJ6U^M^l@x5L&D`456&XO!Xo|eD4B%XC9CD?DD=_*1y`jMT4`v`c_!)N z^!=SO-)wV266?F%^ek`~yawI(C_EcV3S?N+n_~jp;ATPt3^sm|b|o&ceXZUAqm~NA zl+d;24{qh|)j`#Qb_%^18x&^e9k>Bomp9(*qXwjTRCaRUYsVXBK9&UEb^ZDiO{n{= zTnEv9&p)N-$0DQ|Sy3?O_;==cIdNnWDiah2#y4W=#W-w9*IT@7$%y{(7Q?o`h@wRl zA*nD^*FuUgr-GG`G3EKTNA^FJ&B1JcZ>jbkAi%MSOQk+&dC^3Y>~ zK}+ZZ$PdP6UQaV?&l5cOk0wjfS#wnxVK-IrC2_x)*NsuY&5r-VBT{ctP?J(RSBMwb zb|LJ1qbejh{Mbq9HTudOJK15tmA+Q5TOjB2VZ^~ek%tT&glsELd{z;^@VX3W+fYjc z`7njti*f8K@(0nX?bul?6z8`q_5Vmi&)Jd7@I)9l>#6i>tg$g3`BduIV@t~|n>xF- zAEQkkc%NxKx1G6tHYA#))Wcm|N3iZN*H3?T-0h{>Ec3k?e}ke0HCEzcq?!d!WYO1^UotxFKca1JYxvI zn6hj+!Gb|MT3f4zCSq%*6XHqiezQ%oRKn~be`c6$9$cG~!fkuAMZL>}YIXoNTbX!o zbtqqwLOQ?4e=8Xk28Zz}c~ai|Lrv8u30Qsx)}X!Lve-||#re6^-~t&Q6L?+Y)JHhG z*Y=|;sHf!om;Ns&YZ`+8`WO>>CO*U}gWbmf1d(bKwFtu6DhlFBuF)e?Y3~;YKKPUnVg&e7H~(z$4Q|O#g>q%}aT;#p)V)BmL=d_U0BtX8 zLJu~0jBlFDO(Q{QqOHdoon-0c^jKQ?{7EL(dlPTF?heB9kd2Z=?es8ra}ufFKapQl zgMvfK@=#3 z_1zCLc9k3WvA~~$!3|QBR`v&Du%P_`{jHB-A9Yzy%BN$@i3vT?qYSv4xmvFOFxqcf z<31GED^AsYBnMZtBA@m(FE@X|^B)90Z#ct(-nb+qMObR4D7{v?-R3xCWUc4w@@{Ok z0+ljL+``FCm|wPyt6X?)(BzLNtK&TywQNY^eg^;{5N=+#W;TlNSWsOEhZfC4d^Uso zQ~Ne}Sra>5`B(SByH+Q9&seEN>Ej==i1gi#FB`H%2WUj$sw(>(c1?t{c;t!C@h_Ph z*zo1~BX0vMLu=z5EHSVHP*D$I;q@b1MUUdB5f1J!c!zgB1h#_merWCrVk!Xdg@%Zx+Sbadj zJ;V7tOV;|Qj|})a0J@iaYEN-Pdimcsj^A!Rc>M?EyE4=T*?h5zSq(R~@B^;Tg%2l+txogtIX+idp!V(tWc}C3~ikOWroDUhOQ~$vKz3)&$I_a`!IKLB)47N#|y(9a{9PL_bp>lH$WX z)6e5U0;U8eYYEAgr}yH0^}^F6;#-ZVAa;QouJr zK^%Vm+IO8A^et1xlQqB!3Az@8p@BUh(Lo_|$qAYUvTi;~lOoJ?Cxf~-gYHZp05?-gY` zp~*2L!dw&6R5~oDxw-!CG;Qza={Z!Ae5vz0epVueU$`vgoxCy>Vy>>&W|`6&Fpo_%%;Ybv7m8dQroqaQz@y= zj5hpbQKP${ep?)}Mduy6T~X0&J$QKKr5w1VOSbpe5+i7czU%l>wFnBK?;3i&Qo#|v z_ecnLRGq}Qmf?m1)%rUxUMl0EPZWzKFBwwTVH8=RvFbVk*nOv|VGo&D>ym2|^KACq zUXlr0^Zf23ZoObjx#T=jK8Xd4y}o>Gs%<%z{P&Uv$on@f)C|*4z_}UmSQNUk09Rbx z8m4k061l0dWSbn-W$?`eYuNvaMzyzwmI{}mJe=5+z%;Mh+JyI$z2?;$M-v)6-WEUD zns5Knx)UMn#BDt6nPPh#CEc2q8P#(1Gd4o%Q!YJj1F0Z9LaBp09Yc{%Fry-J`q-&J zMx?v)!}OUn#kD|U_2$s=tlN8!+AMB z0$82Z_?BGBe20f+iLH67vFr8`;l-7ywv5CA5xpLp75nLN&#y2FgEI%a{5F*>j4}m- zw{Nd{MC%C4L;vGq#Hc;+eFq~!UZ0XQ8 z<;x8f!COly-7&WcAP7G(EdQumTJ`I{zEr&^<2mg#Y?#iv{&(D;T}C&6o;B)0B#T=e z44SAgSawGH)I$CvV`*9GNz@w4g=*UiwJv_n)4k_2rbvg_f#(Eayn^kZfIw*`19v;r(4I40ZH0NotSr5+{2e97P}vx-4hf~HeW!hA43VMy zqAeiDcvr_Gs|jA4ujO&(-sgRZefq5j5A$AFX6l28P@!<7z^}3!>WlvZnwf8*Er*mq z=?>|lStovcPxRFmO}-e-ftk2%7o&&9=0T6LS@^ax;h_!$I^}!2x%floVH)=Y90KiuxWGZ|1>_5S8 z#5r_?mAN&fB;AYZ_z~^cB^iab~Egs!)2ri1M;Q1+VDmv}jJhgfopN%OBD& zqOjkSZr$1eKNQy?5KYNAErp2C03G(}&Bl{Sz-<()FxH!rA|f%dpNiB$FV^Rb|{cpB29U zpEMh%XP}5)YdXKVW5(E1sU)6CUZ(=<^VQXK43T;Qm`Jh<;@uLf&^rPpb*BZKP&kQP zePdih{kGbQ!c&%b=3p;RGJrk#iZ;_N;k(B9d$|QG5%&I-7hoEPT5{y?fTwBOIv{_M zW{byqY?!M6`3E#>ynzCI1)`*t^)Gq39LV8P35y4Jvj}@-R~y*UzlN*3Ov)4QM_NFt zJ&_Da4(3nq9p*Q%?n=`vZGuC+QB}zA1$Po_Yma0 z_sCGW5SfwsVu^&1y*4n6j%(#+PvmdE;%)p}S|7ysZN3g-KEy?H z!wbN~r$lo7<@PHOOsS?>^CIh%7))3D7FtzsogMkkHA&^k)96;r{XF35Ov{=3BerC( zWCF5%8awtq)c}(NipKJZ!i&H;C5>hte2`Vw!1p@*k8n#_N(ly=Gj3jk`GcUZM3-_;XfxKWQO2rKf)H5L+#Idlf1Y-m|nn>}}F5wZtb*mQ+*Lr1A_ zkuImwf?o}Fth@v2af|EY;&ZYh3UH3a)`9$=k12U2DEfMH!{jghFFf~3D7e^NHy=Lv zKZPs{E5Fw&m-g4GNHemlGCmX{IE}Cg*-l^3HvUvFi@;p-DIHU=%v2Po8n5{6Gb&0? z)d+#=*^AiO92J)#yCpwi&4H%2-3T`Gha?eS{fw~mU)inhp13ZU>@t?jRt8R=ZVCEF z={tKp0!&aQ&f}4fZXSLp&iCz*>}M4(1z3R=cM5d)J1KhJT24 zmf5MRok5(A7QETTyLvnxq40Fr@sYsL(q*3hv<2mytYSCcT9TR%L{91hdjwGBHNxVl zA`ZG&6>;>MRHR2TK8$`joG`2M3_`UnP8nEPSBh?DA`W^?CN9qKt#L{|tlT2hgDwH@ z6FCma#i+;-@4IHtrq3e#l`Ne65t|lmmz^np9cKj!u=+9$n2_{HQ0Rk+j3S_43Mx+f#1tDBH~; z|9d0r@(BFV`-iPtK#G9YM={&FDDFbGH8uT zlBD`-G^BqpAtaF(96h${EgRKPck@h;3R|6c%hnksg=E>8@0~#i@SErZwBM1) zI|IbIx>){)5gbZCJeF|#6Lr^H7lGU|eT);em`)kjLL!2N@lc!7^n4f+ zD4$-e5`n()XY1LNjo@)S{NL0f&2(Mf#H8+tKH8it$wqZczVL5=o1!?{bP|WR2W1m4 zZUVT7DA`kpBRzhTp4l4=bdqQtjYP@&_K_V#_yJ7^JVq7+5BS;6-ZXVJMn9!RuJ7oa zpfLUlN~;Yzea$=uDP1Sqw8&-&h*TBB{w9;wE;P^LwEgv~WL=?O2;p>!Nf!ci`u+e` zW1GPjmI9Yc%T4y;S?;SB&?h#EKmCbi+&m!bjnTHZS>EAV{=2 zPil}x=Nc48XLuc4`$ctMKNJ2N_rHbardCh9z$X;$L-QAdI&s^Gv{eJ+tT>LAW>s{~ zZE)i9RsAH>KlDO28k6px4O04Rf{l2eiI+;GM-Q2}mWD2m-Zx@PrSgqV!od{CFL$_T-k=@z*=jtT=4qyV8- zFNfWA+va3&u}lsPZ8Q5f?yZMpHa*X!fjz~&8~O1qqODhENNwwbxUy|0i@>Y_x;nf> zP=5QLrNBgd{^uO0?Z{UzNR6Dd^kRrFcy6E_bNE*{I9PK4J=Aa7deo8iS#iRK__Ljl zDCp)e&%v1ChlvTa>Dj^tGs}zM-%3Oe@^V91ixL3(Q_Tt>mM-l2&{Z-J_>b|CY4{6w zOOhV-__e{S_qXk5T`7Zx zh$c=kk`+r63J#x)v*#9b5ErQpQBGvMwOjkn`{Csw8va9CyKKqVl=z}D49jpw{a$Mk zD06UACdnVAc^)dfg(mVgo)%yg`_Dh0!1j|M=RY5nEspor)Tuew9|qIGD83c}Ah=ZS*h`1wPm7gaIiwUNb9-90-`ms^lPo6c zzC5JKw0PGjR&LJE5$bLU#zML&545HB4M}PszkcVK)mranWRk>iLY~gXO@y-q;rMvF zdK9jTxU9o>Rd~0cZh0Trn)X{DwRW@@GtLkGr%L%f*$I)7l(3G8$#=-ovZ*!gtg2koENIVbTX2pqm;{ma`{ zK-XzO!{xGiB5L8Ane5q>6O1zR8M>LQV>c11#uqBZ*&{b*QUm3`y=CB|3E-{u^0qR=A7%VT02wDTdS^Zhz7fi^ zmgrF`(CwBx7WCY?WMLxDLm_=?N1C$+pgNBY-d`by2p%rS5jz{76|Kz>-D72$g!#CI zj_W5plW#ctFuF`_5UYIe47%|Cy9goSorCPgOX)dAE0gt7$kp7|>_esGq%#7_FNmsS z$J^=_nw?|=!h?sa9!0lX&`cO0DVomzaiy^m4C_axIM}@jUd%myu2#f28jM9oomnPC z@w+RhvYqDjZf+g>#IS)cM7NER2vsZgziN373IUVqx9jRkH8G4;Gz)VkO5Ows%-rvb za4&V+W*8pb#P)UkA!h&RJthA~E;jaGFc9vIa8szS1tgkUy5ZlXkN>Ob|NGr(@%_L= zN#)YYrSmTmy03M8%76$DUE4RXS!arDaF8JgufE^xTVql$!7E||>n$Bq4e+V@9fKKj zq)kB1k|pdkO5i6CXb_kqsr!VV{1X^rZ~05%^>TIrn`1kq;!4zR&2Sx4U#M~!JGnJK z`RHwOzrsN#5p^D}U+4qhYvU_r7y^J!;YcrQ- z8JmlVj4`P~2qf-h*u!58JH?+Cv$|)8Tk>C1U$d%RZ9fluuW%i7h5-3|DZ6`DO{O;< zH0|e;ZSu1c8a~m)ymtEqfnLwUd&$W8`UTz)~ic+!My_h91>zBLn2d`eKYQLsY3m7k ztZ-HB^Xkwr({y7gndVE^o(twEg6J~y4dUSLM?s+Lp!w_mbGpdjie#_h`@I~e(8fp8 z8k{o*wJ#F2wCk&qs!N{{$#!NC_CKwE$ry@qWm6K*7uhfogjc97EYPO8cFdBd$CoUB1 z;1)4iO*0YtfwSPW*PXzb)juf4C}M6j;6i&A4u0kWR0&rFz;M-% zs)Gt3ey8t?u0thANINTNwoF(>+niMw5p|#p}NLwqB`_oiTn!(F*HDc)JL-+AU)YYZ*hf+ z^fcu#z#E3o+@14fxnGKl17F0cD$PoKx-hf8b0Ft%?fbuJut!LdEW?*-IssB3`ZN>z zgj>YFM3jJGLikomoB~F2P=-e>OaN#tU@}}{bQMr|YTBDtZ>g0v;Mrm&^wC6=@G2g5 z>_;4FL8Y|tb1Yz25M>}GB&ZyZzw=WWbLIDyYC_S3@GHd$LP3J!2MunokYD+3gi~mJdy;epZDDw9Nm4_(ra`# z+$Nv$E;i9Otv<$6y?kXE{95R^=xZDkgTL^tzy_)PUIX#U&!f%LOVBjOgi*lP_n2KQQp+r3hc zrl)R5j2EXZ3RTLV`EC5U)B?V3j9bxd^-R~_{&Km;OiESLCNHi~x=r77djQsA2Z<3_pz0A}%8P-bSnx(Nwb@k$`ERu>K9Y@$RMgxU^3~dZ)uX zz<_Wu3e6>^xtDD7Qy>P$Ei_X}f9GJ)xjgk{<*6e;=k&!REOkhoazt+IP&t7!a{ruF zl&9g-ZmPiQr`!=YTtg!F>>whLQoC1TDA)z>PmRz#+&n@uZG9gkKuxRh^4}#7KmSI! zqExzn1mJ&inl@y|x-Rs`6f8XkA_!c1?f^O zYWAwv3yh7Rc9-kt7yLw{rF-1j;m2~_l4nKl^}Oyo00;&#`n~YlGNfw4l#3H zPaC&qUp6s=t0yEq^!`0c?s-~Ms0HhC5Mk&E6qcx_txG6jgbe%oK1{ej?TfBV|1Bxz z69#4+8&OelYb1C(5#2ohs=vRo(1~uWZ(v@AwB}BB#dx<`ECxe!!AnenR zF|4LfYCpD+Z8Hi8yl`py*^4IoQD=dU@jn&CPjezw3QH~kSIgrhHdF3v_xyS3?vWly zA)XYno`P=(?O*rA&ucCl(Ew;IztJa6TVDlx-$t6RP@$zjH~L*H^J6LOa-XpOSeDzf zZ+WlDbDx?xtb$Hd;EzZAEgZDk29|*fte24y$(_!nUJ*B2G0kgkf3CkQ-FH$@5<3mU zQv&F32v%&Sn8_EOJADz|CZY`2H&NWv*=~5;oE-*z_>wAr>-c`zYh1{VQCd4(?ZS-& zv{eg?rXx1B<0L3>6J%q^nXe7R{S=T_F!!1#raa1UeqVvGex~j(yn8!2o4sK1IQJSo zwP6lj_=hJu|M{47c9#LkMQJ!Su;8RReo$HWu?~PIzK=d3x*qLny}@5vE@ACG%i&s_ zR26Ai%P;%#rZ+y(=?o%FUsnu9B!vrCkKL>8XD-i7-)@v$KS)1lFJbx2U?3trDc}%M zSUc5MBWdc3F0bOd8|Uj;i%^bjPF%K>+>8%kfJHP@TwuZG*Rn?Mj7_4B=~`{G9J`5W zBjvHd|OQ;40KIc7neudb{XY zTxMx{c1da^Ox{1AzYEXXQBi$=%UQV(6wkQhz*| z)g9HfeLKX}RZYi2WPiPkCcim9?c33~E2(exl~7!GxxzJx6inUbnLXma%Bm4v>oL#D zsKHiq%cfSxn0=U-js0D@*w_ZHKijpLl|7%CHixwhYm7g9A|<3M+z?1uwsx=syt)`f z$=U6c0D>C(dnGAYpG8GX8sk`m;jU36x|g}ZRbU9Pbv;i~Q~D=q!YkX0LbC}XA_;sc z$+MQyDew_l?vgz_*&6f*y{_>K9ZbPmu683uVTar=R1D85L_6y2$TSF^f{;5G;<<>r zspm~#D3N+cN$ZHG@WdRGa!xv0N9f#CAn33aq^;@O$ue=SML6>Ljor!%+C8ZRJpN%hr|k z-Hof<^&O0-EHLemyMXcv((#`y**= zN%4J%z|XM2;5>W&{qzU_bf_#@_4C>CXrseAxqdGAiWUQczPREw|9mFZ9kA&ga>{Hx ze!wW=!8ph}ic&;l?vBI9ystJsSWk$g(0FMWeJ9lCsu zrDw$Hx4sekn5u@`m&0!&tHJuP=!pkUs@nM^EX z@XY_(jyeMH6nwe2#q1W|Zq z<0BimN^Le>3;E8tTuIY60~FOj!=DysQ#0F{-|G5}57aZd#0S~lrZ>_s$SF&Fs1P#V zyDQ<2u4ZY2_L{eqmBbt!ix-vzPO6D5k}?;B_UCP0E5U~^USTy%9ylbQA=trpjhN^* zdlvqSVV6*DB@D*|Qn0HQd{+hYf{fi+5V@XD@i}F(*EJRrQ{yPU`CJqai>ZZcg=CvV zrg_D(vQH6wQ&?#PhM&r`q!rb-Xnlj6F?e+E_ltTZ0@is6)YmnFgogg!mYvTYCcV)c zbDlr1qcZ-jNQXI9u7Q=o-=3KbgPvX14Bp_Pp-He9nA*mg}r8*G^;Kl=C2=H9gzHwP0IXnlO0Sj*UFYCxTsNPCLqysERF9xu@0fKOi}#L zdzCw%Wye~t&KZZac`j5avcN(~TSoRgGUFdHsn}D0;~yKj(JIvnc@^ozo#vDY{imR4 z*=>*=F81o4Ny!29 zLzkM55l$(C(&>cK@}^D0IyR|K_BLV#j`#0YBi6N>A{_$;JhF{XAP~`fj<&hAwQYIY zV+=qYm5HtC4suBciknhLe4bR{gp_ywBB(f+C3yC#@QAvwg?^oh{kbUt=Djn&)6g@y zI=G=(;50s(exIk+T12W~C^r{~Q4jcUN4x*Xa6e0BmA!(&`x7n#pHu3zS8e&WM z00=CRsE))kDl_WI=j!y>_6KjC1(8>Bkxzc<<3(i?A3Ua>$zdAr0nf(_zM|m7JAL+~ zJo|!PShC)($YyVlcFnSFz}n@g@buqskx}r&9LdjoaGx3yl8-cy;Lc6&Ulj%zpuw3kPZX)pZB}pMz`cY_n=6n zHd_|ANe)kN^!j_Mhl2N6;~k7E66s_K_NG&3;6Y@@A0&W`%mIl=QvZ|pHX<* zajyqzrWnG7AkCKhOaI3Lj0MvJ{M7us@4l`Hu=cF5nHR7G$bI4w>Y`M0=Q%^govluU zzXki`qrvpfxR5N^7Q$KNi`6BucyIlBM_4+QnX#?lgC3%Ii_?{z#V#sy&8(o&&m+xX zT-DH@xKlrkKJgrnC&kNd=x!T1x_?x7BcWLvOQqIsEFo4NH}$q{xb|ht+mRb0G&iC^;u@9fkF@q+;=jmdw38s2^_&=T7wRQo;CQUc~J_r?fc zBd~;L5U&`7J#wdd3VH0q6#d&!6Ii{(!e*iMX7}Fhl~U#ikgrF9MK@lAlJbE>WqGyk zV8##$cfI~CMe|1&Ys&N{YagapW@&EE{%09_Rt5@X>)0ms*HgVu)1FIh1h`t{=)U0vZWUVJ4Eaz^52CQP^IO>D;e1l$fvAq>9SN3BsS4N_YM2< z1uD9K)xGCVL*Z?H_`Sc+zbf;I;Ys&gd{KgGNMw4c^2ZC}0n4MI3<(O_PTCxMukc8; z#ox63T@Xl2`R3&dwfx^7{=^|m*3O^eZEc%o(U;Hv@Wb)10eZtNB8JC?C>hvzZ4hHO z{icuFvM7yMi1SY=)sE2v23@dqa{A7raQ=$N6jK*+t*H6EVTZaeLJAjnow`?Ng;!3rVmtTELSHad{Hwrq3tvL*nr$S8&%Uft z767jbo5d&cCy*Zw*PAsH34&tH})1xqs_kGo_lp@E95_vfGxbQdMFu? z%>TEoQAieiew@lLEg1VFF@EGA^i@7i|OhmN!)2-*$_pxz#N4hk6G;DyEuZg zf6z`0wT*tAJZSnnhg^k;`mYlK;Z8TU6c#kU>Oyf*tt>w*9u{Y8XO!O>?h)~s!C47o zji7EuMy3DG!Yt3fS1Y4lQ15(|5eYrC#X!0Uf4r>dIy9DrqVKM~?{RlmUtWb;EV^7X zFsQ`VMTvlrFI34aZ&}fe;9}?5xg1R8iD>XWXvGm;fI6;f^J`(-(TX~4mbeKylh3!l zlFA?!hQB#ASNAj-;+igO6p81W9N8JfChjw`atc|UNZg-1604{C`S1}pK$!(+%(nrw$2c1A-zd7tb1WJL)Xc_?; zHi{KOU=>v?r(}k14wKFY{j#U)0%%+Y+^MTG{*@?X#@5R<{;~^kN`<|8<)ZXAzaL=8 zx3dH0k*GT6F&~OuqFsLN9SGPR-LXi(EZxx^Q{UsJxPwmW#G`@@=m3FU(oz8iT7jgW zxmUFfji@olW$K_-E{Uf2(#zU67Q>*}lhXh?gO%NYr@=JSUfm>5)evE)hfw@oEF8LvKY3ef)AaIn^7?tgIhRR+6Pi&YS2VFxRPPLgb z{isp;3&Ge^?{`XkLrg#e^vjunrYVRn1$MzcqS`B9_4wd$S-x9{;evhobesZa`W`A1 z4+#S1zvob2UdEftIf@BfgKADJM3xsX+vU7u^n35Iw6xfD1{N=8_5bdeX^D0R0(M7t zbVoN!cE_S{`zM2pKZ6YjxIkbLjT=UN`Wur@(Cg+2rL9Oac`R}(+2H8DZaiQ~HBT7> zHP8TGmaDF8Dr@w3XlJfyQXcu&<+umKnXPj#32|(*>Q9(P;N1ZBzdYoRj5X!v1|L3H zV$MS!#*1V!$|X~%yXdolM#L)0MG;eh?KdN z0yh;yP|syi>k(IdS+;>b_uTB0sm;*N1;79bm6fSi{jWC{ZRaa-qbQOaw^_1i|8>vTtVbVrB8bVqm0ur4*}##})*p#Q6r zoKw(TK?j;4S{F4p)8Iwm-VItFJ?aakw%VO)-QQTChnig3G#lg`_s7^=?0{Ud@GDs3 z2X#jfH_Z}w#FN4l&3jz;wH$ZGV4_UbV|&!h)fti0PX!y(-Z@N5HsR~hWlpa0<>E1y z4OslJVDMQ?z~Vul-3RrVnh9uwe|afzs5H3$OQ0k;UH8anR-(8jFJ=50lt~V3rBERD zAYVPAz|1(merESM{rUZ>ZM|K?p-G$yJ-`f7WR|7AIseza_ceHp+dL6@yqsxInAixR) z$^k*IGjhXOj>ePmG304~?5~_#Sez&>#H8SDrDk`YrcW5iJVkxEWwWB%-y@o&>1=5z zGk}>tZA@Kx@YJ&DrXuhw{Y+kjdJ0#7R1}=*{Xdxe($tKO<>>qoT(Hpi-S}jW@h8DP zr`*?P0*1lAq7+!O2DJmQ_#Vm}L^l-a|J7fg$Y#fTOC`He1{Jr{1N<`cjqn(7U43(X zKF8JB2PcJ&AG_vp*7-Ewj?~o<*sJTM+>}JK01Kp&9pS=)Bv@Sr%trgV;3H4F@RO(4 zl-3wb;SoYCQw#8Pct_XX!)gy6le;}-AYccyb;p<=lO_4GU-oN1VS|BIbV=3Yf@%+> zMRAn1^qpyxSJ}X!xQ>ghnN$u|3(OH$No}=lfT71@*0ov(e1gnBYIGr`*GI+tMKdJY z8$Gdeurgsndml*DQ2W-ReXD&+XRMjLx<#VMA1hVhwLE>@pKtWceyz*nbvfa@0 z>ahwYAOheYQG^ztWCj+Ep?-JThz6Osf?9qRj6b->9X`vi|6V!$Lfym7{g;SxWLr`0>x;z_s+`f<Gnjmr$FuIK(Y^)5Trmllhg9Lcw zK;VFFL~Zxt=}T6xXjgwjQL^~R0RbtHla~!kBDs2y|6KZGY5f&t!DUQ9gAJI1f4Px} z1pOo!2p<3>)fQy8%|OD(6an=4jZA7~pvuRs6{T=(PR!S4CB#JT2x7ZfBsU9TXx3oH zEMx(uveWa@vS9d*%dYzeTVSC3{S3$B(2_R3rD;6mnX#pl(-5bpaf{PClyJbfvSR%y zn<=}tAFNMCO7`=JE_qRRY448ikjEs$EvYa%zUBB^O#>`1{SB&5mrN7gWIXNWCTi^q zu*n>vx}VAw{gP&S$KbK(Q#@4aTBIyF`=xe+G#`y*%<|Zb>o&kG9$-Fc_THAjZ64nB z&ZuRMtL9iyuE~K$BhB~=wG&0Qt;_O*!SKr-)oef)1PlOyAg%jn0fI1qKgSg~|4u~Z zYn=g{n(L>9nwklkcJ}q23#M>X5PKrysWiA)uJKJ#?<-?yQ6+w z8PmDS!9eB?1RP2NSfOdpL%y6*R)us&cZ};XDMPT}hz($U6k3S`b1K(b|F|27L!E&~ z6Nt2$^p{|1ot2TL#Hg*V+xXO1Y)=X7jv0g{u^e% z6UB6HiU4h@P?gY)DF^>JbK~{soBiJt&X|ELOoB3rnRrJ*Lcg znA4{;ny2P{mS+~t5G(_BS~CdxRjCA853}&q8^x?Kg)0}2!F<%xj7=k&{5#`^z;*MW z-^QN*+6Dnv(pr0UnKh)Q%;I3HAg~$f|O28nB#pHsCPhb<5$`j*4laHKi8TmbwCAch0fH`FuCRw?!1nDw^5CS79 zE`d|PH`52?;&EmlvK+cQ z2AzA_X8pCH0Zr4tS*L!9Y9E;&aC1Ij{%I2^iYQL%dlt{TMDeeKgk44Co0zoSb=_2uK!1ogHYpoRc=T| zpjV2xYC#!J&!4gTio2UK`jF|9~?|UH_kytcCIUB0a6AqvM%RMib){P zYGGoDn#ZW+uGJmgF$Tw^HP=<@0tVtk zcYIWWfpsU9ZUr5OIec_$l(WKfL?TqNghy$|41CSRt(}uwjkc%ep67adB|VQT0h@Xg zghgJVsvg2<$s}fG#D+Y=Yl>8DjAIFMWgHoOoujR;=V{nWYJRP%P9O&^hX*6o_%;f( zQ^p={`LCWo3dddt^mEFBVUz`X#vu87eRp8MF)ESlK>5w69QvysU+my_ff8q7umL~n zQl8*k#-S>ol5OT1@;(&KAiDcQHSSZy)E5N`8bMhc7#N4#)nWrqMX1&t-7$n?vOE`# z-0KK{D&=5cgJrTCbki>XV7~@XhG!@o{bxBA9!*8*v8vWnaKg^f^TZC=q&o?8Xi(F+s&F zB&mk2K0=liL$y5M!<#(;eLrcT862!ZoJ22pDtuvYfVL0 zrErmr`bg%S0?q=R4FdG>_G7gxu7EnJW#s>%kzc7KL_X&Wx<@6ua+Z$ z&pZ_X|qFzzo<+1kjhw z(}k&S9~@++^k1mo!Ns+*K<@~I1QM}JnSdzFL74qb2HEbJwqUUlKz`<#8`4zuJRUe! zU>=1gV7=^i+(1BTVRedS`%&b{XuxkVj^PLo?LJkcmw^psHrUWqQ!hKjvNazWFn<_n zu+`=Va-F`x;WLq+&()fZN?3s$-Eds`3a)z}x-hUirqMB36?7M+BMq5)6u)>h6LB5Y zEI3sodj=p85m`77@@-4s9M^ZL?wuId+d|E|aoZ*qR8l`_X*99~cers^Dso;j?!VJl zs03~3Fu>u?j@0OA9ojPmk0Hc4;`Mp|-r z#Wc&osFzBd( z>~Mo|HSfmM1)A+04uDOMY{cxhcZ$? zw%-0Os?xAS1Bcq@LsjB&rNRA2$e2s&y2-_s{8AMJINg>dZl@DalX-Z6{za|yPs>@@ zFSjK@{qukV*8s#}|78Mlg~P1Y7(~WAAr{QQ!pX>$P@yJz6Rr-cGVc{Bn==S<$6IhQ zKC*Vm8G!}x*Vp+gKtO4kn;QQr;Eg~?I1!0{fAVEca+N<$%Yix50?f;US(#;ICB=Op zP%jpY027c6*pBKrQI&vx1*x&U!8WBx14YclQ+Y)#%r8yYepJmo9Jz+z49bA0WXy#( zlbck;1azcLre9b(W~SY{fi%o1Fd72!zZKh;fq`YLz>uUA6OEsE;~bv!CQW3Yg56w5zPK|iSeK*ju{ia?D7`$8sa z>4ksq^7FCXcH1<%l#@?=2QI(*7OxL5QAHrm2s41XV_36C70~JegjPw8+taAP9ZH1( zEGN#`fR6&#w@9u#QR)k3U{OBDRsbFp+qVMjULw06hDwDcKxmnSSV>DCFJmDOn3bCv zWxryMB68QP0eDUX#n_WKK=^eOP`V5HWfz$1Cs{ZN$Qim}!ICCP7VlAR#Q zE`Y$4Jhe zj5Y}k8Pc^sncBVjx^W(rvkt4yO#@zV+i?jG{DL8MFAfg`Zv8SjW?72PnPYC&Oo=b8 zf}he2T(>W?Ti3zn8qHiImIE39fuSqs(Qk5$M=IGJGxV6OJE66*`N$*g;9bH!#dA?j z#lMzzxI;U`6tfsd2W&Kw;H>H0;BiAH%w1ZYND%|8ue>BS-+a@?A9Ls-uf^rxxy4WJ zg}`69B+y9`ThQtAHw2{;A*5*Av31=CNJ`sQrF+^Sfm_ADrfa*34M zgZ9X0hlbAeVlZxJ?i`I4;GiRiM(QNr_*`}74yuSPYsZhplT#frRO+&i#DJ!3YS-4k z3};=J+RxlnmV}JC)dq7Za`B;|->)Hel_(!Rt^~Z}nN?>UeD+Ah3L# zk7A=^Oj6127!}Ym!eer*8nNq$)3U!)<1@9Eo>e?o4*r!bTvW2EPlxVGBdlR9Oj+1m z9;wL1L_*1$G?6~})>970i(d4i#@Dj-mM_IpOHAUKXBQNK9r-~zRkA{-*ZpogG8mo0 zs#9{okxND;AV|ge$v-y-5<;#FEX!Sqd6DTMk<)$EyxOw9Uko@Adp;@!4U8FsGj9;q zPQliDL#4drYYMuILUyyJs>I#MnDS(b?)A=Z9uv?XM69&@Qp#Ui>YJg3 zoNM?YH{g(9AiLmSwuUh01j7DjNiA8a518E}Mk1V5m^4*59@eYN&!d|2VzW;f$N7Or zFt%%*uO{$U7xarePi3Sz1^H1;)5jrwOqs`%TWKP}K;{9Oi!CkM@Tx(vUurs+2gmg5 zz)jNel_5PL`jIzRXd*h?Di0F(ezZWKA4@blPe;9*@xkwy-{Q%p-F7IGSO*49%cJ>i zYf%#_xWJML6aZo1j|KpMrqn2er?wA-$};^OS=NpXtl3)3z;3(kJka$lwbYV$+i8d3 z{U5t5O_uwvl&;RCy6!TzA7jRWfTMQtE1x&2qfA+@7fh7N4nUP{h|o9-1%gyjI?NSm z`E*U#hj#C$K({Q`4~Yw@JtLWj5qc=VxgG%Yas;qusz~a3PRlm3yMf}j!9s%O3@D~u)!nev9VpoUI5=5Y?zBWM@Wh2V2W)Y7|NF7GNU+Dy z>x=LC;9sHh$J|VcfE}cd1)5ec2TAD$#!aa9m@nLf+e7Tg0VH^a?JA7S%eYRQR#LiI z3Ho_U6qUZWv>j^68q}~!WN!u;Jg#Vw;bzB^Tt3f>m=eNwh?oZJl&%wqWmHH;sd6~0 z2tPtoGd2bvz+C>#xg;)g87Zo zOb+suMlwNlK;X1H>h%q(J=DqruHuPCz+V9LqiCRmD!&8`VR(d|q#@5P{!T5M&w0DF zC5hsZhws;lzR?C7tcRVpnv0*_dT-9?q6`ESos`%B0nyZXlxp|g+V_|T>{B#IxK9Ip z4sqn?P{~}P`V@JAItO-;eH}o`OV-`8ArA=TvI0PfW`~<$x|i?`b77#m=ZIKjRC!TZ z&2g>^D$@{Qc*b@@T0G?Z#&$o}*TPl#EXV`Ys>dxW04$tgo3_eF=9d0sNVOVeQJ3_#MU=My08@R^-9Ln1?D}Umo;PyNmMxG~u|? z0UF+r^j3B9p39jnjJ^wR%D%`FPZEBLi_M7?vI_)K27Cm9MG6Oq ziVavo)0s{{AWg-Y%TTZ;y_DT~odc(J5yhOA9GJ^w*5aRyi=LR9UXbIo3!+?>ps31K zu%nm&^rM_^WH3{`aT+j$N>rxI`2Zmo#H(WEC;*KM(jW?hj_fqW-|2%13bvop`eOm) z)w}<;0an&-tV)3s=zCzzVLX-7uG?F?Sh&26>Q-jBpiX5BD8qqr(9bRzrD#yEvM=~p zOYP3dCGmADD+R@^hg5iuHnwSh3jrlBO&i1Ol_Z&qk}V6Sz$U5Lg2W>W)Po1L2VYf|E@zmd2r- zx?=`)`s%=KAn?xu{s@%;p9T0)qlI|}_W80vO(x93rHw>x?HMUD@U~O-$1=+-)7mBO zxc#=y)}(OROcVVg$m8fFppAP?f!v&eAI?MSOxy(Cs~ZKz2gn>bDL9TFb}%W+Hv=O7 zMkxs+T&Ec#`V;|YIZbC=CA~)FTuwutic~2tTo!bIU*ZCMR?6vRp#Ab-GgeDMC33PJ zX6sZ*VN#S`hdg)UYm@dtzyu-PKzlr~d7TR4%I9WZa9x>>Fl!7H+H^w#eg)V?pw<8Y zAOJ~3K~(a`xjS!e@R1;A0cL<7C9S8#cH;kAp_x93tEuv~Dx`n7_95w8F7i96dPui#CtP&?*tJ#a+^k%MXfA%Vj zLXs^xGt{Zj2*zQeT}LUoFs%F70gKZeAK{^`?UOZD%9)y#bjRr6z4G@p2LI}?{sO?C z1^Q7qK%tlfcO3dIxBkM?pwTwiV5f4Aq4eg(!u*Q8_h|L&uejn0c*D_q;ft4EXI?px z^RKH3NMx6J$C`pvkX)5Raxj4BA>V#7*O|IQxT<8DqtuJI600oALma4vi+;td+ck%F z$z}z*yS|i{qHwr9xvG7`!0kA(0ckpXO2mZ2so{gm`pa0x#_-iAaW*tqYz`MMl8wYT#jumg|bo&|0@ZB zzcMf|GpmxUz*r!V9bJv8I81-$Ov}f|B=zi$dUvozit1z&@Q-F{kL`{j-MWZ9u9)DW zL@%Y9^%npM-Led_yFZ11zSt_}VfJZmV=PgvkF!dD-CbJbNi5|_Y`^T+wNU8)f9p+F z#fBSh(0cQ{?lrH(g_mCE1HdHvL`gX?wa5A-8S8KeEasZGn}S(>JKBKF&fzCKnHWEn z1jJO4N0hOc$OIG1Tmt1d?w4fxfh3pg8V8LQLJ2(C$;GIHC7KqWL{V6v>KZO1*>L{O zo=PZn?M*SCUY<-A>ATM+ETjxne@K9Y*m39;^B)OhDMkJI^J02dN^(OAlI*`sHbDSd z2z-Bz$y5yBFE4{S8eQCOfYZ!u?F(o zGDj~)bT$+z;=2^{8>zZhTi-dX`dn5XOb!MU?qeL?uP6pN3a)}>zPeImp#Y22#tE7k zfN&tjCpUj!?dEN(K~!jp$L9MnFJuE$97Z)TMZS+GHd< zJ$XPNSLCOi_G$;?w2_jx*0RI{f8gZU+{O;{n?VD<=C0cy;GY$=Sz0UP#bNpt#^M>R z6KEiYG_3y4gPg0SX(^=UE1oM7*3RC?mHFiA=4e0$_-yA@>bh8R=AGGBEvnHAxY03EP z8B;Jx!M>gVdQw_mLO`zv;V77HUZen6FQtGb1W=EiwV`0fAqDxE3%LQ#G^*09hl$hV zKGh8br)<^~ILyE(0Z6msY0aKvFU*vg-Go&P99<$Mc!km=Nz@!>6?QD<^FGX30DoCB z&MAv81M`x!^pU;13aNH|gKzl9AGTNY|d0{@YJOqpy$GO zstGsn2aQ|8+rV6cj0L)UgV$%6Tklhwh#?TsIfvS$@HV6EjXblGg}C%q5m)0ym9Yw! z2kX?@z2fRn)0AiskFzi{QVhUWf?T+QvgAt2P#}79fjMeGk)SG2)rXXc2AoI`K+Y=X z9*S{p^8i85#7z#Pf5={b^M0+M0~miIRVk_d_k%qhGKFi{mQ7&t#i ztu)kH-{A7ZfbAHSU@_+m$!&&WlXksB5Pgd_oa1W-?d%;3U@GBfDV2~0Z2 zP#^H36bMX+KuOZ?SCkooNH#SW32oZHlk_5s1eE&*7KuMLy+p;)Y$_Oy{+yVzweut` zEyK;qkYy=!da^`x;tVu(!M_BB4j_`O%r{YGzqtuWssYHHG?F?~HN3s0aXNpuZzf~>XZK* zj0&Qv@5v=Ok8|UjRGpMcB~kN%$2H!;p(w~gZ@n0goO=z=@uLg~%sqe!IisDOdu1BE ziQQkS5S;K#m^v`9J6c>?d62W!1Og|g1pK3MXy)#iYAh;>H5CBc!lk@6YpWFaqi~sU zQ0TWrA25mm*q|-jU1yp(E0SmDWrKf`B|_4@i(qP}9ee0*Sb61@qp#(eXP&{5OD-Ax z`rUWi3BZMcq={9)N8Z0>ARtu+Sibw2`GEh35yX>0A*)R z*d63vA7o2}NtON;6jV}e>8mV?ePCm^SAvDg9Km5avfUK%L?-7mxs~~3>es^7tCB1i z@&c3UGxdxQ)}jSm%v(8&fC>Okl^G!iqS+m+tbxBA6ebk9a@6PeQCf1FWTm&10*V4D z&Nm}il-_22j>CWy2Wh7M<9!3*G>J}FZJ-r@axrhqc`?awN5>*K1O7784+z#``X1&a zXa0eO18~B*@khc*|M#SU6L1D1QsJ~rT;2mY0|{j_C7f%zdCgae_zhAT+{^}0vS)^F zB-rMK6s8cN`qIdtr`e~DeclHehjG#mvp6?cpsc z9T?ahEibE$wlIjJ-Z(ij@Q+6R#_kx`BrXR0D=DcBfq&(!zYy>j*v)f6KT{i!qTJ&m zLe;1!y4`@jZeZkUY=s^dsdb)E3Bld~6>9(e_NjF}-~859c-?FF!LrLP8}<5m^XB5! zFW&;!T>n416UzHcr27T=0^WXd6}eYVA@w-HfAh*+i;R<8fQqVbn5~=B?w}^vPT2|! z^Yr~V9teaRj9KE~q}xoC0ZF3nE3@K|){=7IFc@tr>tSCLDM7(Flu%?ISEh_ZA|L+e#M1%H znSn`?1Am;l|0bNICBG@im$>F1$PGf890@~cgc%c)wq4H0n$v{ga^O(g^3)C><_fuz zQRb<2H4G!3)5$zV#b4#DKT?Jg`I=8wj0w|JE+4sW+)5?o!QO>&Y3ysthmbS-v1S>T zDUGnTi^%nEY2mP1a?7jqecg67zh5dbKqQPmgi%wzd6UX1WM7u*c2}}<4hi%bU~Xt_ zrU(H*%UFi2C^2F~Rp0E$>Xn$A&E#W5^splQwqIQ%OUiAABWC%r(VWv`zI z3)2k&7bi(y)Gk4&O;g^>HCrJtj zCWRSDgSjbT&daZ}#E~RgL5|ZgJFUnhz(8vYA!ZB@(IBK^j7)vN*HY{eF(=Boh`C(4 z#Vn&`R8)@Gv8ju-5L2M^k}A(vCHLWN5Q=h&UIx3kvUPIgh_0B;c--)Yxa&Su#K7c$ zSfyR9L<#BK ze2`5j)!TCln!yCXz}$?=1_Jf+MfqIqu>sTPN$BUgRT*ALW=gwIFsA3a^JxbTcE`}c zKq@T@o*WAJM~$ECj_CsCHT>W>@Xw~tTdY1Ctnnq6DD^T&au{EL0{YSasxx|FKBudh!;qPV-Uw5JIgdAX1wfo{cU+Bi(%fJtk0KcfU01}oTrToI?#+Xlw8+idBM=?VshJMm53oP1N0vghJ*aX(f)$;9=bXVPTo-ze5HGC=fM^uW3g|s%}z&}gNts3~FP}xRM=-Izuifk*Y@g(yI#s)cHKmbsZJ6;45 z1|Zq*iMQkIDs}C(%Z6Bc?X{w>{pqKl#sy!zGXML>KmKVn00;nk@4W{;cEL9Tdv`^r z(BPlY@~JEZ4!5Z?CCGsmQYE3eU~yiq5KfP(b{aYOhws4~n~|{v`>{@Zir-m-=YUto zc0g>!-C{$FN=dwN!O^6$^D`*v19wU4`b$LUfpc9s%7MTB z8I%0;g{cRp&k(76NN~+OK%Z2JymP$_L!6vF(geVsh8>$pmSiW&IV~MeBvh}c4_1;l zM~VV!Cqv5GJmCT?Wkw3{A!YV){!=jj(ti^aCLpz?u+z^<+mKwaSm~`Px~ND5S#1b- zQUN9FaoIdDJ(C?D+~+`Et-5ZgF>L7TrsM~ zI9t5Nnnl%t4;x6d0|ctzOVk5fY`}c1u#O@7rw|*y6*|tYlW;4bOm|FEtYc99im3ns zH3&G_F8D`7`7+%x{Q$qXmrz)+*#OppqRjF+vde&TBM{33#Cneb`jrVlhqVFYM5?2k zJ21j|ShI{4;3z_fd}oxslDm9&))QjMW$*Lrdi{|H)(X;o@rz&K>Hk}h|NZ5!ehY^m zb`T~fC!^lK(T3||^9@(QZ*Tvza&IFlKt2+EM(P1te^^uONO=YsEFnYrU#2QL|6*L z-SMRY1Ph7#E5~35^dOWGEj6GSHDn{fz(Lu7%ynzZW8xbD7)5#Il(QmOnL1cNs33W! zV~5=|m|T&l;!FvE9=Td?X|k7yp(qSLfYfY)3hhC5w1#v^llW}13Qz@?HDlYU_!i1CV2AyeG-UDQ zCBP}0lT+ zB@myQAfUbhRAWxHKoC+)XK}ewZ!gtTF1nBp5Hqu1L+(AMfxv9FX1R_@2_iUJ&JrM$ zaj4J+wl~}Yz;sR1oURIY5d%M(0EjJ-e9A$<{s&Dq{z@$Ye;vp-bNhM|9g5oEUt`vv zPIz44Pci*0t-xA~t^VBB?+0^9sc-YoW1(H;ieB47&0H8QaL~I`9oufZb**c<@;|?? z{{H3fAHwf{e;YR6eAB4+&zdz0CmnwX-tw+bS{XwD1m+2E!E^!nYyef>Q^G28OMaDD zcwW9hzDP0|I#dA6ie5|SE3hI2%fQ+C2D*QntPS?Zt*?PZe%Ui91veoE^)iQGX#wNh6ib7M?b2|FYho7cKIb>(LL>1* zN9xjL?{BCs10W#X6GoO+mQO{&USgI4=WsOhMAW zQJVosDO;1#Ls8b9mxTejK}%@yQ`3XP{L}rrQR+P4nm;~3V0gJ1LfLakMRHJ*#ay%X zdZYmz4N|cM(x6~Clk_%|>mNHiiVAMbz6T>@ije^t3bZ3x7R$EQgq+*81gHu8)#^^h zT;#S92g*@BNf1lZ&Wjj|g;s+*0=Z$~;+=0Rk~3%5>|>734Hr90dY&guN|W<7l`ZMa z`h7;56$QJlTnz;Y3@S$TV%vrwpcf)ITvG=aces!a=iC7PN|}MK)*pE$Fz%w8$I_}) zSTbidKv)2jMZc7r$5axn)zxsO;jIqcF;hSlSNxR+J9`-rI9VIx84&pE0Kf48phtIU zRoWDx7{OxW86aON_*eW*M$qSiI%F}HEY_g8s8%x?>$Fz1m51XJTh%>knf@A&_hj;u zyZ&3Om#nOQEFs>(OS`5izc^i{RnX8<#CX_gMbwT%5&4$KQyPt#^tf)U-{5h*lM zQGkC2<8NUi%7VFx18|aR01}cE1OxXLxKPGFYfn^YJ>5$ToGPfRM= zfJEVpgD5aPkh{2$pQos>sF1Po(Pp=*gUf-x01zlOo%2#(2xB*`t7GihQ3VKCnDJOr zFJ4?n&F5Ac{j}X3(+S)e5D+Y515P#r|ETrOy(oZUi%z#K7Xpk1|0q;hVe9o-%s`jX zr;`^S2(&;!Yqz-U`l?JpV!LUK16e$itL(GOw0V5SjjBWQN`HM2MDyB;-(LBOm)GiB zKfU=D^YKrA;ahmaNyp&DFMe^le|tbjRl7RT(_ zvoU-2Y|NT93ok5Kfajlo9?$>%?|A(2C-LwjkKq3MAH?-P`U$SP;kUus7|-8BJ89%? zoF`vB$#yDQ#|1y6(F}yP3mh=gjp`UI5_)!o`#A{SvBj(u_h8*Mmc^k5?Txk9o`+Re zT?s3$uma}HS)#lRAASV$?|%S4{Na!BtsnfR1Pr9ohhhOfiqwr9-kMN2tk%{Y;yAcO zmircY0xRZSenT^`ihMd~mODt`NIUapTpLQY00qlHxcai^BB5mwSUP#S0_CZoz1LQ* z0gBT$8?L(=cHeC~%v)QCe zK%q9X*f!=_f9(~q?<;r3+H23nKm5Z>@RFA-k7br#8nb52#_ZXXm^Et_CMG8E!V3$q zV8H^s@WKoD+uzdp;<3kZ@4fSJ|1dsYzxywGpQ=l=d2 zo_yj-{Q2QWaR2-VaQ%PXgllj3UqEfB3ye$UEi8x(QdcqqL&@*&B}Rs--%$~-2Ul@p zq9Xx_LzU7x@tCP=O+E{d;b}!%{YNq8^9`HKSPLEyu1kW8(s~k(^*#tF#%`d(#sfl! zG(XZ%X4vkSet=+ogU}ExFd5ac8nFIooO*e8j0A0sA-Pq9fA(&x$=ZdJ`jtO{tlJ?e{72dm7*1Jm4>kyBH!tVz zqpZ*Z2&d4%7GoNmu*U}Eux?KUvv1?|SH%g(9)!&|-xQ`d-L3!tAOJ~3K~!_+u2HF< zID6JC%$_w1m@@~!jS*LH>a`<5f;jzd5ir@d?HhkkhuEI6f-I_auviNQqFebR7 zW*SuO|I$<1hLmf>WaWp<1?z#FtV0HSrR~Eo09AX~NcBE2u=OUZ;iMA}#TJ`yg1K|o zY}|%N9DXp)P22FYf4>sn_|7fPg$97Yn(O31z#li5gzTBc00Aq$3&ShEC3mh8PUM7u zVRp8YpQK~3Bv9u*as&_|=^l0vXkTo(<>r{X<{FinsuL3vSZuMyu;h|2#wx3<1OV85_g!$x8&AN44?cujfAt$& ze#JHTpWolBHb8orBd`JkS?L32W&|uvj8ia_fuj632l@o?=adC!>_6FNbpgQQcPXsq zW_eCxEH7Raz7@KXmOiBoN5>8vc1OwZK){%$q?TS&8`$TlImE=S3z4TI8b=6h!=Z-t}NIdh*Gr054yYSyP-i$AOSN22Y{(QY=Y_*uBuA$;2m-Pg3lulxNo&kzxs{$; zIoGRJDwQ4>NGhLT*XV=10j=188IUL0fifOYl}ZW(gtOre(=}LjP^Ir1+S_TE&rNLx z-+_qJ3U~3CxpD7Qn`%q1x=Un?LhW{@4(J<$p*w;rsS<6rSaWXKMiBgSS$#!77h(b0 zrNL#upKTJNJ~ssPg~X_9B+YREPxXtq#(Oyc7+MKyZkWIg#?{_BTM( zQ)R%A+JGStkQ`4vr!+4s4JkmpqRq0u-~Z1iyi2gqR{Jsz2l5hO5^#1O%*OoZu z=!3DxYEF(t>LS4!xE^JN_~k-(4y7xJ>gBnKKk z{DD(&c#S^xo`3!zzIf?%4)~`N`2+Xa8pj@UD7M~eIBj_6U3cU1EB+JbUU21nIOzy%v-Q?# zlHT62V8H_1`m0~#OBek+ZocKVv<*m`f|y#V8W54|PLdAN4E)R1goT{o%U}2xY`5Ju z(@Z`$4$vp1%%nesLP+2j4uu(fvQ~{7>VYPh9TI5#)h&WX>U)%?}{~z)l>O;ST@u zp5t)h2}jpjQ~v#%|DA&8uAz=mVPe3*GWe1)1WS1f5l6_l>=k=#f!7~(5H{az6D+yp zl0zL6&p!Jse)-E^<8v2Yikp6ZhhJUe$_Ka`??zk&V=T#-lU0maY$9Zm0v`bTKm@=4 z(3^1hVFyKjhkts{2k@D%TnhkV{ueSZ1nmE+t#RBjhheL&wisR<_06mBxr?thV^4SP zRr7Fu?|6-5eJXMr*pk)?X>~^5hB@56#L@Po4TKx4LDTLuk=c2IN%?G z;2)KMf8>FGQr{?FvoBueU z9lECe>ye*_2>ExR9wGgrIlYofta1A~eDTMPH{MkG{DuGaBRulRqtWM^GiM2$`i6sz z{!F(2tdy~lOu$|S9Hwp4E1ChRMix1&nO^QpDfJxJ8ZvQ>p^Qa{?=J%ZJcq&+wk3QUx2-K+YGLVVTg$8iB&@qF{Rrm_1jEo2+HJ1 zGku7;_MBFL*?IT~1~6~crE$e2AH?TBdmeV&VR&u0?mBDZJ!iZfH(mP$9Qdj&BUkbv ztS=3EKIO4`|b-jZc?`hKHrqJ*+WznVp2Zbc-e|buvWG~Lj4{LlNJbjQ#(Z0VfBkj4<^R$UsGfAt)E{klwJCIa2<+k;izC`}u;G5B1#FL%lbDt=w!Uh;!L_miIekT9vR9<U!&R>)3VfcNqMm z3h<8rOCUJl*c%4_^u+HiE~o56bHU~d#twFs?q)Lx#yn4XD+pfn!YXDGi zgHo~cngVEgnjYdtG39l9r~C>#qkoXk0Ce?mwArV0JO-N z0(sKcN6+)p)zrvBmZfsym{%l)i*1r5eItsb34+2{kR(``Bq`|D|4EVr`|Z0UzVodw z;^lkpURiS177)1aKCi$v-@XuAZN4^=h5hfeFiFA5?7Joj7IOAGrzRZ5YgvM%39EMI zwzTa=4FZ-2&gL6xkF2sX&6shPzT|8FaUEWG;f3gr-D=A%0$;YhO@$10+h@0p@sj12 zYjh9RTYnwDNtlFyf7XobFz$*qvhNJ)u%8^`xvYz3(hV`kz4zXS1q+k>Ts;|s=0FxH z49AV23c#??H6;&pE;c+i*e}v%{JR4s?4|TV`5?g+ibHHF8Rs@IPaV{ zW7cHP1mirJ9)`$i6{sFR)Bv^K%lM{%uuAd z^2L`$u*zbtAr*Yd`$fiX*g*%px>kSv-{1Zo_dN7;Wgq>w%f6j5ZsLx0*IgUCY`dQ5 zm(V+jJpuOi$S=pBLgy#HcSwH(IE-Ef_!)*GfN&Qr+Kn5G>5OfY{e0-GH{jjxdK;Eq zcA1gSF|%jS#t}yxf^UE0U$N>+OM5JzjJ@D8ExmGo!35|*ZwUBcGdaYU1`I#}ATa|U zKj#$u(;07{vNk;G$U|_$HJ`N|nQfc^$-)fmst=?t6pX)xDa-Dk-f=8G_%H9piYu-#^1isr zDy!gvPkjWh+jl1gNG3_a0OTae9egDtQfm9jpF{wI)A`^4y3IlGuf^Dx1KTUCFW`Yk z|AzVVAE>o9+Q>T(aGiFW?enVL8-M+kS6T@>Y_Ym%Su%DC{8B%e;*+Z*=dk{=4TimU z+XTxkyKMBe{rw)@m;$cE97@WrMz9(+)0Ca>dFC0%;TxBI4%=+K)sz5#?(w1* zErx>++7H)Wb0N0ce6DxrnXK+a{$@WJ<`$%3QWBIbBGi(u3a@|tm08k~w9h)N{%+)aN7kS~-==-236$E}DGl|mjE2s@7| zBV&MkQz}>*@6{k6l#{)???Uj{xn+PWRj0}0g~ClCI@c9#MmJ64#*KJ$uWoOSE%~fO zhq`0R#!agqT9!=v$e*Wl5(59o1OGIY+XnyS#IJ!pxJ*CDvP+|sz*>BI?qY=ihzAe+ zvp~E)lgugUHGXqWBq%0WdKKO8(K+%jPausT4NcGD{&l%?j(##UQxQLFoX z|NGY$OiQDLIcwuL;=O+AAq=hO-2KT)}(t*$|5T$Ig7f z;`OeOev?)#{`>kxXW^Km$D<9e`1%FdYU5Q(=Vl(D_t?qLAm^$R2C&95GW>#!S2=^k z&3~HW6NHTIks4K`{Zs*bNdfc~03oz{Z3=uXYgCHD|{@5G(1oBYK66?7# z2XT$T#Rc!Z*RHj$?S>m}763xAZjla<3ZQ`s1wvhdOolQ@!B}2?nI-UzOFxR^jy)1f zEV0Dc4V8Iw=i`d1u##NLIZf{@t=rW|frZ!Q5+m=g8m#=ef!n&mo9U;U4Z&%!ZB zAAyO9i79Qv%{Si^U%R9qN9C-~%0$np&dKv7hwKnw`vFES;;;uzf^TLO!;&USCR|5fS+n6Ul);-hI?2a(VJ!>fWYxaL^_GJp`d;ZL7C=#rWyq71<{xo ze9wHM1N}w{-i_gg00q!!3SrF>YzcyYdQH>XFKwwXwQv!(@<=+GfAr^g*A^J{^@`cd{s6Z&*^u~iRXU?4H zzV!IxPv8?@_)cDO>;4o#YX9FGe|%G|zPkPPTYGty7N03|N^^t;Eb4Ohp%edUwbeY>^c(A_L3t$K|xfX`NTiWDFjCrs?fsYTsB z)@Y0R?ggk+4`<2C=mjvvfG{&E%#9KyKo8|wn;Rab47eu!aA69lEle0+{@j^(&1?1< z3s%qKi@ykGpLGVd-Ey6x+*hyw6Bdj>b~F){A(T^YJ>B9(F7HQj6&y(4u!g92)k|-> zxt>JE>t4NQ>4Kv+{17iEK+e3g)>`uhx)m?oVlzGOdus|gRU}X)!qRP4fq$fzm`yg` zF#4LFe)?&A_lLK_QS4Kn>2H>5Fha({IWrkrQ)B0C*T-3wv(;D+mnD~667PM_ z+i}{7uPYrm{|Lz*c?`cEmFoQUsQh^fHCmieD1=_@%O*~J^K91FTXraI(nb- zxkw_?J*nYW1f3Z`NbY}bf9Uzzk{+bN&63818Rxw3IK1w)`;Of*xY9~1;uGh;AFE_# zEP?E{81`97uy1)^1h$e*$xU--(e8bnrE||d0sFmf{MvBkl~=@PK6MV(TXVU3AYiau zNPvHXHr{~ih6!3mf+D6R4*27vlqGzZ1P4c}%~4DKH9y55bC5Y{|@Ig{QX(ViV5nKsfFIvEs#-U5{ss~RJgT1@$xDh`2i4S7cRaco7V`Xx35~siQ6ujk)2WqX>ib=o=B}t4U zRXWY^G-bKjfd0t)j>Q27ymtKJs1;YlCqDjuth(aT+IgJqRn?d1K_N@i%XAgx?@oSz zKwiTL-8RWX)3)7|OUX~|N0BSbnVX-c*Pt<^*y-n#45>SbTQ{HlVj*t6SWLX;-l_vfeZzrX!`t z%Us@=!~Wy?nKlvQ*h6+1`!@XQmp+OY&6=nL0l6lZ&VQ(88<3UA#jybEEIXS0M}d^T z0hl9_QDz$i%$R<8$*-dU*k|Ih2Eb}}r36U={PR1Gz`+OYHt@85l3h!(QrQ__I=MizYzD_b6-5Lw)R?4-;bT$g`fr}`;gr3 zyX`P=lPtgd^4NEejh%i(1*nGt=p*GI#9(KG(gXj}-w)k?M=bf`_{xRf{q8o6G>Y|% z+%?Q}CMMCc#T=T=H!s^|Q+)jV4@`+J-Jl@gn@&3khaa??y&pw^?<~1 zEi;$cfpXLVJK_x|9Xs}M)Wl>jH>vWLZSsv(R0R~ODx0jl0-E{P3(Fz(OlRK^=^=)M zVVHryFai+OPg??!V`D7Bd06^lT?sa=|~-^uwZ!lVR@QE*45WmUO@-<28dqo-Yzj z#|2lnzn8Bw;Hsce;FJtIP~tp3WiY6p+jFXQ$6OR@q^j9H^qDhdmwoh+2i9^>yKnye z_|CPz&Vvah$m=BTL<~-~a<0Ahzp%~LTSkA*rkierHCI~}_doQcc`qc)-GjfYsV3}nGGsD<$!}am$kDq~4-})it zY?wJ677mSKzL3cniuW)qu_lqb)kGEsX~RF<_D9@(_r3W2AO3{+KDAIupQ}qT+qJdP)ydKPP}wmjy|T?Ol|GY=bVupZW1e;v$QbB%$L z+`abN1KVx&pZM9We?l+Q^DKwW$T3jyR9Eb{o(dI@!*4x;=TtS>&HgK9;Zi`r zD+l)S9IDJ;(iZN&){x3keU?N=O2=*<@MwJ z{H1@9oGwt5_9G&pfh^p2vd5(%kGs#=KP8!S95s&Urzpke(R}nwUGayHws5dhRfoP} za^wsEi~;{@0DtWPejQRc_7EeXc3-Fl|MVi{x;McI+*}O^^%zjl-d(Lfkaih0!9)ET zm~K+;qDgM7slI4!44vwNfh<07wJ^#!AUn3(ZtGh8 z?x#QfnE?Obm}fY+gNPMA{l%+r${UZza?8c-j?bPw8*ez_5WMeSF3eNapdN^0jZ8>) zpq)-$fL4?P6TM7RjC8rLS8mi`j2?FAepq?sm7-qz_~TFD#v6Zv&wk-D+;R7#CQ$v< zGk?du^Z$yQZn;C^D>&}Ry>Y<)`(o2gH*O3bynN5yam*3F#8?0QIt9Ftz*UIJYkLh! zXR#g&e?$_TiTX~khaI|qbQ?bL#FMz;h9BcopS=|SbNj<)aP#ov&*JxY{sq_Gc$>PG zx16{y4m#k~1GV8^FMk={_J&{JUoX5ykL^5It~;+&k#M#W)YXRlqUJ+p`weXblZvtnZ`3@|$*zC&J-gWoAxc)~s;7b>O3lBf`H?u!6Gk*8S zhw!`G9|Gf-IcsE>?bgFdCmexYcHRNAXV0$PUW+X@8*e}T4LInicY>MG>uFe?vhm2p zgqXFl)=vZuJ^BpKEMy@UI*JFsdK+B$`Hx3m+qb@b6^=daTs41~4v}sk0&NDtRA3J7 z!pR^EJC&i(K&v%x6xaA)H{6Va4vc4&?)~yzGyvG-^F0%ge!IPBb`SIBuF*<6ZL;Y` zDa25GW)4^odE22mNbShZFvB$5*f0__1%SsMdki=I;*U;sga%}+yG+iS#m*RJ2Ied= z8|Q!QtbqWeC!Tl$H{W~E6fir+Xj6jX%FbNi6LDs%>%5L9fOR z+i#1-7F(?LH7vE%lK9An{u!@$&52l;aLM#fAMuF-0G@pMIovbJy&<_7Xo-yEPhp#S#{;C+C=sSTekV`f`IC!maZn(1^vW)LOST@tnHZo z(<}casr{Gzo*J(7zjOcfx8C~eTH|Avop)3dwP%={PVc_>hEKZy^q9O-~9>PanGa5l*ap+=xL|r9`KdRuElE(dJEq5 z?z3^$-U@j7Gh;mg3^9s17!ut25p_b=ihwO(n)>ystH4i-SAkIAN!`S^5$Kzkl zy#x<+yCq_c7SNvGqkyY6n(+%J9UX4q+)bp>#zH4*!c%G&ue zYa^(3E^<3{|EK^!>W&Yuqq!wv@WBEL{Ila=W44agt&IOJVRS+*ByhO{N!c{{(DFO03ZNKL_t&}NmBcI)?9OSeCPvj z%Jl&2Y}#pK2rUZOl>G+)n{Bp9m4uv?C7Z5vR;O(?(|{C9L8`r$H_C&f zBlluF^y0uj`;vqDeU&ZN9ku)0s0~QkK=#R5lx6=TfBQt20J~rxOf3f(3_hj(=K_NY z{BzzLT9iQ5rXRrt&p77*T7W))2veu97X>sTPWw-2hqziIW-i1M2Ixm6T4%5Nxc&A& z;tzK|oNMT1fyYD!aw@Q@r}P1d2>)^UcWQm!8f&bEefHX_B)4(`Be9S}nWFe@jGnKJ z2oYElXy~)zU;gqK-ubSxaoXF@#gotc9TPf*=3f&d(JquaI*8ej@aq41adihsl<`HW5Hz-D8tYHVQtMBnhtk&ug&D%a6vzmtE`PdVmot$hDLV zQ0w|1{{b(1)rq+IXSdY8)`^J;oN(OXo-=ZiNFbDR&BR2sNu~p6X06V~NL`kU;$#Pw zDb37x;t#>%Q3?cY>@+kEs0POW004L2eNXhquf5h>8~Y?gxBzn?SLq{dJMOSeYt6LO zQZL5Q2kmUm3mMqwt}Ddkvv}ZoB{7aTWRF@bx8MBl??h}M%tf^Ln2w`LZfG{9PCxY! zY`@*MwcBRFf(5wx>hELcJ&wc&KX$1AePHXli66P~>Vq}FZFfF`Lyq|;oO$+#@#K?F z)xNe@@AC@mx$CCN^n^=6zkpCOS%Nq1kIP3N?Z*Ibcz3&3M#XMLz0ZRwq+!eT&>3oL)xn3nP!Z!Qp zMS*?@>i<=NfYR*5H3V_1v|L#yKs!p?ARrWxg<>?>D)Q^8h3csL83l+M0tg4b$Kegg z7!a^mxxtAFfy>z8!ZDZckKCZ z;FLvQk~@@g_s=Ye9oVLKMp(cG+g=JpE>Q+O9Rwi9;li>GN2XjUzj8~=}jNP zmoC1f5d&c7owmozcG*;CI`E4=NW;k@xukHk)iU@ufByYA_^>zPvTy&?F)JxxT~BR? zoB+}Q0-t+fAr3wMY<%%cUv1QeyX?FJ4t&*110yfq33%WdbVR8YG{-#x@rXTE24Mdw zFp-5{01J#zf`Edx761y{I-Y&@Ieg^Yf5oY9KM&6@NK{*t0c7Tenxl35!h!_*AO0@f z`m5j6zOL=I+X{;>Hj#p$DJTkd0MgX>BW<6=X;UaO5Y5PIQq3nzd`SluX57qX5Uc@0 zHmYUF+aN+TDX{sbYM50}86N}q?eG2&{n>No%)#-8?i!pX*q%(_ad6$~g@Fw=ST7pD ziaB=Qbq9k{o;I7%C(R3PN#AAtO^UyEs3Bd#%(&|6AHk8WE%bg-RY#@gwXChyTWcj8 zbIf72`_7Y3K85$Z_k%e3^pE2Io_oQp7Rf=HUfA)qM@4moVtA!v?c%Rphu0tTW<2=d zL$$7N_Uzd>?bPFoeLL2Bc-H(@#H2#UTLLl~XKn4cZ~px_^vF|i#nnH{fii1zRBf7i z&-WCIuGb?hT*x@-v~%#Kiw20JcG^@M&X@^5IR+t)Qy22 zE-0{QAhg(&?oL&?1*3$02frk^){=xpY-vGUJ3>Zz%X-Q zCc-)AUV@7*zNGdJ_T=Ow-u$K$ijqJnlwTIaRwmcnD*pGt0}tYeV@}6!|MaLXJ0gF- zgB*u*9e_GOp!f#wdjCcE;+MYKs0~kl%gHLcCe6Qzg1-hUGpzY)t_%KE)YDYpnb9DN z0`uIm-=b`_UDkKxl7ey3yu*pYUCW^K!jH1%e2j-yXF z0}ns)NUdv|GiMHtJ8B>Gy_1{~*>Ai=GAdz!riyLHPXDF)hSYAd=zMo&!{jA!0r&Ah zxEnS^qt-yc0lT+)(|5mrL#?;%w(Ab1AI=Vh&L!Yq_Q&cg&Z#VO&yJtmbaT|}HrjZD z;5Gz%upZ}nU-Egixs<+mgALbV7OF}-p)|-599r3z70z* zxn!;T_V6Q*;MfyR$Jeg-ZzBfIHj!-?SH0mJiaB*Wee3V$=Imb(WQ-IfH$3Xg1_0s);5LQu=Mi*OB$)?l=xPY45~_h5n1|+5+`7CHqPD3 zE|Jr@Qc*C7B*8L$^5TAfNh(MZZVns+!VCp#8ic&m;U6Og3d>`QdO)B(@rCqNdv(CS za^SDzdsskTcZ_zlH~gWH9z+DNZRZ(ePqdyGEqr=5`C1Oz;VoR=Tef(VYXrI=p~aR9 z(cuvV=9Rw=!PoVoOMK(NLKwfp)!~3s(jA}x%H7u0) zJveIc%rnp6?eBa)?w``*sbniV!{br)7MY9Y(esOxOYwsrTwnVd zH{NJNykd`+YW*5^QZg!Oe0OactO(RQo_^*Toc@nz;kLW}qDxQ!V>g)$b^=scy*a<7 zkG%T>7vuZi|6%QG++>ptarkSu&Ckiw$R;Xc6Wcih5CMr}n0Q>V+8NO)tbS3xZq|i> znFaIKWjR^wKWGME;_3iOZq$GsF-a1f|M3fO@nzSWTX7z%jjVERWo@K(o8?I#d-7R) z@{?bvorLbT+l~VKD|7%E1q%>)nXu3T6c99*0F$*NCwHvDB>_@kdTEfoRf2#6d=YLP z2E_Mn_yhj>*T zm)5$+k3RYsPJZLNaLaG*$@{zoxVS7YPs`4etwAYc>$bZd#p!Q96Hh+%RIRak?9qq$ zI59)GPH=EoTAF`tvj3iW=5Ki0JI=@cIiVFQRA!4No5p%g4+2@>h z34U;GgE(sA4Y1elFD*8zR3!#OLr|H{YQd1`^Z*c^WfHQxv)!iJSlv zq<5PCKYMQ;FIRP439o(Yp$Q3rBxVF+kU$_1l9&vb*A2&J#xpi}0Bkdu(SR8Qh(QR1K+GUUNg$+mcmGj$*n6LSZk<#0 z9$<^ouT=G_ZdKiT?z!jev-a9+UHG{_z(Wt^x8bKg^$~yN%?a~{S`?3fzYs;42jLHD z7CB8$WR<<|?3MpQGXraSjsyU0i7*5caMX_Y?MuFgKl{RW2iUcVn2jTO87p!J=ssGV zl`nqzD%^9=eOdc>@S=m7@?S6lHe>_-$+bPRF8vcAj9g67P}eT}_`%ABcqw#^^aP-k>fYyU+9>UkY`_m+S zxoK0U;!_vCN6a1J{H;J{hU2@d>&-9x@R=AJ8%u7h+i$-MOzRho`Sj)(Op!1u_K;U2yuowjX`R`LV=$8%hz5S5w zx4nko+vsw4^=4p8k>Ke60bU)=K>a_!P`e`_A5tcXSedJ43(7@m=L9D~LF8t~^6toH z6H0~>N5RHW`%i@n&eD^N_d>hS`_Ko^&FV|fJo7BR_O0szjT+1FD~ziexq&L-s;jTd zTgV=~5Qi_GFBbOBAQ%#E6az47tb!K63j3aB#f}OZ-1L)M@P)tqz6dyrP?)+Wg413h zN_}PU+Jc0=9#xNyF-Ucs|M5Tlcf9e&8(I6hY}pYw^x(Zk(8}&A*aZYAOZhgt4gc)_ zd`~4EtO&Y&URVjzW$EN>|;R)i6>`&Ikmv z2*6jq_N}b_oHJ(*j$O9DVD@p)PSUAGm1GLsg%vn68gQoF9%H~7g|CsLavOAFbkY7M z?8bvI-;@~B+4Yro-IKfzQ>RYFCog=DyHkB-M0O28*xA0(v|D&k(r@2=_bLFunwnWR z;P$R}9Tn_naA~m6E@X1SzZ!^IvEs<&cG|XW8@_qTm11!p=_=F$^{(wOTHySGb5BTe zrxtKTBB^TFe|0s5s<`kp1FLv;m^fdf zlg3d#Lx1hf!v)?BZo}J&*@ttEM*{{&0RjhS@(XWf>Sq1LNwm$M@h

WH^jRAGvm1ZzfgN>{vS)gf1xa5Z`aphI{ZTKsn zyg-{HN$`mW&pCF%o-0GiM56(SDIt)@C}Ii#hN0j?)>x)xQV0n^G0w5C9SF((8?GVx z4Aj4Dd%Tw*APuH@T6QeAV-HjcPxKcrx)M)6ou>tO<{2mU9gq>WLCL;xO8pu^`qO5YPn1cAUfw$i7|joh!4-ypKJ0g%4CAK?BfyXz3xl zWADB9O#0o+uDG@WELSCMf5^cL-MoZKEs@cHR0y;-kXp3pz~nZ1{P8F7A_I|j+t25nag1Htf3PRL|QY>TSNYb z|Mb7``s=SJ@B1;wtO&ck1%HClB5LOy((}Nm9KhFJdkw$$@Bdh^^$HzBnK-DY06`r` zHJ|MX36=^l478bvaP<#vKj;qM#7UxubVhZOb;?x$^F;E9&^; zj@EiSY!!}tMc^8AkzJpI5{IyqjLmgSG=%M?xLtMib$IBJ=T%v+Hu>mhnVZ*02D2iA z-P5JOO87eBc1J|`FMs@3*tBVL);=G7)G`e~F`^4O?wS}y-{cWynX9h87Wb}s)(udL z0DL!0KneO4`a1WtPQ9}5|M;K(BD)QbIc9|^ebWaauSfcM~o7ov+HoMSHj;SZdNq9_Lb=CjW}hacUr8US$l6=`6|zWdI{ zf&0vkWhj~*(V!&-+MNJ!#36fPuRZrnZlecQuL)}J<+#q`gfeT0S(nBGTmt*;Jr_qD zz9jkg$Hz7V^&P)^SxNoMg7kFgcR@$gGEWA3~4?aq6jzzsK~vjFGJ*#+-=&(Rt_ z=89oT?fD|9TL*^(CWv99j3ifHbuCt}ea<9M3nPWn#zG{)z@7yPwf0}n#7vg%2wA`d{Saa9$war^u3JM=G5A!hO#Z$ir3~2W3+lE|`hE)F zv>+g9Q>ifI)Nz!%Cie+RKXYgUy>lO);yDT+7y$xP`jHd66lvgJiWZ;+9C9+DKQDE; zlXp+nj>B8SK%{7pJYe7yi%zKyr6w!o)@1444u}Vb73eYn9nA@GFo7s7^yC(00>Wqg z`PzbmyPh0%3Ei50`g~B7=@)3FsfBhG9t*v{S~!?1_dLB4X1!Rhg6Y#wJ2|TlJ^b)m z+Jx~Aw>Mp9w(P4C0>iuNL zK{o%kWy==)mp}e1Eizr`GL@nz`fNWkB`G~$xVmRuflc5m^=pcP@aW?&Bs(|Ch1+pQ zE$RkMRQV`{2?EihX#`Mc%a$$pPk;1Xg2I&c%6+ndvo;OUhB01_0svM$^gOP= z;il|1Jo}VG2LfH)pp-ysve5?)G%te{Sr8a>vz(J=EA#eH9?*vIr-1@<{mU{|s{ttg zXE~qc-@bIwH@ZgxBFEZb@XX%I!ABhEDr(a8*WaAAzkBYnyD&-7ARx15Rcfs-YP1#m zuhRs$r$m>)!TBIli2%8f9njyBN^syXIEO@uGqTus zx88b(&NBn1N~MLC8@W_3yHJ64pZoNOF=fh>!V5`loK4PV+3llTI(@FezM+5Nf0)}Q+ z$9mUgO3>TM2BhfIA{G4WG6A81JBtAz+uPIO<(*RDbbQoT9iS+Cfjli8RgT*R0Azvz zI|+pv5paY_oXNp_E+~hvWyY4(2LzxRkpU|W>kkp;T~JOfMi6g13jo`Ni_0Di09$g) z7opgm;kjj-v6ca6^?1bM`8ec|MOj^~20TAKg!RA5;xJ>6#C{LYPd>Z!bPwsYTi zX2a@Xi**{2eKw1{mO0t>2PUY=9f zp;;HCT!n#9`}A-B?i<-{`2JsbkB0VXlsP4r0!R_q#Y+_qKeu&ZPl_aA&PO$Ttrilv>`-Jq)c`Wjw#79pTN!i;do9e3lA^)Cu@Ii38paZ#_1 zfvUKOL_$<0QLW3eslvfR^3;`Xp!(;YQ7l9*Ez11ZH1w-^ONn3Z$2(+6`PgCo(h(XPp$o3n`NU|#dJCOeN zjt1aB_+%g`*!?@*WV%!~p#SN@2lz-K<%58~PUMKJFuo76y>m+g-}3LHm;9zV6zR_D zWM-e^_m zlQ0*uO9t>WqQjkhMhNt2S88n#Ajg83;emlel5e-)erGTg#MzsU1ADNc=gJH}Iab}C zd+{|q``q)%`@GXmJ2egBl|Zx5OoYp{qzForpB~{z@at6>An5-NN=@c-c7+E7`t&0s z-55>AV9@QW-~0i#ZQGW-y)wjbF2mtMeh@I|FB1Edwf=&wDjcYEq-0>x2xf}~UkwBvcihogU24^;d-23G zulVa!g5&J07jv?mJ;w6hRl%kJ03ZNKL_t)SzWnX1OzQM$)9~3}`JfW@uaAwH;Z_7Q zIdMp}-<1XzN#j8e5FCLG`0~rI;G%E-I12Oy<-E2$*kSb%6;(F62v~kn_b&hliE!r~ zE3@{0|NZw9WlOA$Kx#lLC{x$j?(#Oo{)3D?8 z9dv0lq!X~^ictil37tUlfiQB`eWdg-eI`do08N8}@NnYMJbD@qlL!>(9d-Ex`(HIS zfw1PW7xDNLPbTliLh0OV`gb(WG~1ke_Nhs~^~4iT;*R^CQm=jc(yNl@@ICk31II3% zA6~f7`ksDCdjG&qeb>R5H*a2Y+uVQugVB|qKckZxfh~*oL+77~UN1d?de1%gHlHuK ztz59j7b^=!BvC;^NKdDK9T5R$cf7hSV-A}(Z5mEJ@o=$rkV$S0RFZkm8ct|6&%7Am zAHH!-73V-#LNqZ@KOSo1ox+s=R`C@{kgxE|hnsDR3IwFS!Cm$FJMOqEYyS_}e?QZ+ zILu|ZT7WG9z%2uYuGXu{TAZ?BDE6o&8dwkzj=@JrWA>7J4)ZTY3Q<)V6l99Y=mH{= zw3TJH(oxtOhBb35jj_`u@06+&pG4Ms=QeSmXwcqqW7H%-(EYVkATSREEIfBb9~7hr z$YbfdX#k%Oc)dd`op`8z_8@HKGUMQpv6D zMT7weWeOr00%X8HsLT=+Q0cJ$kj}0QS%DtY(gy`YA!KrmNiq>a^@&)qb4M$&1=27?8$QsC1%(J63#S}djZZS0+-Omf zakM5ahbQ_8Ir0Yt;OpPIEUOJ?&67YLL%g+q`)*{_gA7IVHd3LxRj&iUEwWx;OtM6NKgQ>c@V< zr+xpq3@^>4ewsDz&$M-IiGgZBaTQjwRqrx5Kz1QzNhd+0$@o*IRCuU z<2^@|orm*z|D|)zJ|*icU3bGRPMl1J9VFx07L?(}fw)bkE?>Sh^Y>e=xU!DLOo_eL zYLFQ-?eB>nhJvU$xgL$lWj})TThw`@(RGI~G7-_v`GJ5rr85SdSy?Kth z3G2rZK*sHlpp}1)V&GuviT9a-sX$-~2-v<~Sn$u&`s)V%VmgPOrFdd{(mVGo*5D-l z>qZ9SV4;U@Lo#2?!c7gZq}}_-b!@UTndvrmvF?S3?cP=Q zi(s?}gVUP1R%Nx@AQu8ClsYy=lew16K4rK<(uKKtUTwGXo=5R~27?FymL32KLG`|I zSQzumdP0h`geD@Ox@Xn>nkhr1v%xljP*5NXP)J=H<1Pv{)`cbDR$KJiTOQ7C!{y7C zL}vb$$t#2@5td#K%bv*Zv)qjxx}>Hc@R`6;Wp>t`A(@Ze^{E8}hh+jj^USlM;8jT1 z(WwVphRotz3mw3AKU>2l|2O*Yzw*i}S^K{C-n(f-6?WW`t3RY`bN~#p6HjIZ;pA4f zNEVCh*y_ZfL=F?iYNe_97QQpWs3ssOY+6qUF!miF+vBP~d3}+H2;( z1NTq*t)E6%W2+MZ%Oj6GBIwepte<5XQ-fe&;P54fCAZ6_O`GtIOK*%0R(gmhWw6w; zb4jHW_uY4&&HAr8w;rtUea+;RRz!jf^G7(s1l`Z z6-5;{2@*k39m5@~9>wz;@?wA^4__?iA2E}&tdigW!4H?7WHjC#Fp!LfUZ81gHUDhc zZ>a4TFaVvwFDCKijrU4(+v>-|BybVxF$c+e3aWyA+@m8cGi*8STWKJ${XsEtz%P^4s`gYD;leW~#1n*nJ3Z2e2Trr!!vqSPU-&v+fBp5W1ed@9G>$8qw!T$5Z#R++=64DzOQGXgT`nmSn zn*)Y$0ngzZMt{T59W>DnjTDi*@m{2N{TJqM*^gaDRj9Flu`;>o9iT6*-DLTGlQOweRr|ZbH{y zcdIGgtzseZw@j?o5-B9vf1<*oNxq``E*XzC^I!pjsHTuWBY^dfJ)Rjy?b{@gSX9Wg zIiY@MWs10jJGx?IN?LhHC&IR&!b2UeG!C`djk zhPX5`?U*z4+%Y_&m;Gwimss*8gjSgN@s7DcNxheD2d1 zVA`~)S;5LTFaB=zopR|aH21)P3$J#HqxN|0_GtI*>E}1$t_(qH066BD(!2cBiZGs>9w}bV}@nJ8MloaH{r%xS8H<)!_KRqKE>W65@jvba}?x&hdNNT!Byb~ z7=*QtJeqYJd+oJH3o6%b#of-Yt{xGFYr`wAzdsza9DP5Dq7^DQh6cW@!=g!^=`uyq z<7D;n+G>HB-iCWdqX+KhOpOkkO}fn;T;0GSFPovTzkzJE7*?HlYZ#vdm2Oejg#p#H zHmhF1*H7B>(>U;g?J zv32WU4R*XsR4ZGeMe*V?Aggjci+AD8$3cw)I`=}<{EGJ>g+R) zL9f?K{{82kea?MdvH*3QCQQv_6$iJa!7UibTF=v7ot`;b2(xF6BRlUr8$rgL5Qybk zISpN)L@A^kCkEJv>u!F)#4&{c`lyjhk=lR#z)ETai{xoRKwU+F3h0xvAcX`5b%|@; zkJhfujHCA4y$ztGGzxQ-~G+045 z5EyPl6p3;o_MVQ6!0{Grx|BX_cKd^I71p6-um!eJzG}*j504EORt6 z)-Jd$2-XITQgh~{lTOGAR33Y5J-&6>PZh(C9iXv!-3Vs4fFCQNYYv34`}=y?EsLQbhNh#P$sr2)v85Vyz;8#WkV4^3H#)aOGTyxOs* zVgVMY0#}&QUYP)L%3tJ|UuVWaz@v}mWv=JWnIpgm){8TOE@v@WUke)KmauNvut6Jj z1VA8^_9qdACPxjZ3ZWZFnwc1Y47SupPx9;5X#>=ug2s|I@lsH z_MeE|T?32AZO)usaQ>M`!WH<7+f;)A9Cp~^q~Eyz{?*a<);;xVGOPUTGfy%gxu{r( z+5$69J2fwcx$2smVC5Yo%ZVHyA|_wJ3>KLgX&)9^4ly+$u zfzEeybWz2{CSN+RSjOq6s@E{O%i-3NJz3%5^-&EGX&)JP8iheoj}qS)-!)+M-dLFJ;~vP`-Tm?Yy; zP7>U~PDx$_YzXY?wZTiBWrhavNIOH;|JVJ9m>W`Pyd>^O6#8QQ$aTVLmT*~X*E>QUUhf;!4{DF6+;NR0JJ zR*zftKvDGtqBmv26(gzthFXLr-d=v`RsXx{>#*)e+!~L2Y-20VudW-jFl;A`>g-qT zxpmvNtbH$fJ%3*YwBO*@^G+ytB6>28ARkTOx(Aw)LZ?^Ol5RYxbMTOZy9c7fSvye1 z?>9TmxZ#Fd@c#48NuLkja}vJ&!$$5PlYD1t576mc7iPZSb(=C}ijMh%_CuKTBRR;4xgc{lo_lVC(*IS7I?`(h z1=JN3F!%MaL#^Qpvyp?WV=3-~hShV3b;YWCGvlb4JL>*rBx#x}S56{g-qqga>?|N^ za7>oE$T+NeUb_WX$Ef4Ab`onwR`OyJ4&ypzbK>=OB<3)HT5WDGPH6V4om&AG%OVnE zJU2hnNc*sA7E|#PirnVlAe=iL77peZ zW@k=Oml6daLH){D4E!VVP{p*@qHtf7`bcl;Nqy%w0Zr49YNM_o*6D9LLFARqi9V?< zG!+}i2mJhnD3G8T2#*FXm#>4EA_IVPr(L=R8Hz26s9nhg+sH`6b-uGfsC0}J8FK-= zHNaX4#RB}uFP@hb_-)&^4PW@;*IQO$*$;gBnQLl(xBx&UwSfzBd)^cnSMQSmDI0g< z{^NMbxb@cCarW8iMkR+XJ_HL7*d1%vJ=c`fP}v9g8nBUsqhA#*P-I2O3iM+IcMLm3 zZFv3#w}egVT-D_#pdw(mSiRRK)}tDb)u0!l08!Zi|i&lR~aKxE}Ywj8(z>QAWm|u%Ry8vut)&HqzfBaxbroJ2xx&;=4QK8+1JiaWuw`o*jz$dEWTqJ=>hjPbSb&rWTnwW**oC2RxC|J5B6Rk(3+`aO zHd29HZhZ6l>#qmD#SNpC%tB49rCdsp9-B>Nw-9&L@JvR~Y z43UHX4eGxXi)|=i%TvYfCWZo|>!Y@hlM$J9&%4!cQ$1f2!&Cfy41SnL%Acfm@fq@x7V7pex2LX!| z@Q;WBhcxvX>DN4$)1bVU9J7MAfw1Fb0BaK@lnl;E2Qa6E4(j7D{Ao10r$G5N-I< zE9NrNwH?|3$dr1Kb>jBKqbUFvNvsgb=$^{qBexCTwfulE@t|~R%=sRas7RjhD120` z2`J6Wt^$@oOGi#HUVX9n&4~Gy59oRk%ih5=F|Rh97}b|+=1!^Wmpy7CU| zqA3?a%)>PXkDi`15I|fcKBx*Xdb(k8Z(>L}0@&?O-4y7{AxM70uaPI8lq=8gBaf_0 z-k$>wSfI+byLw#x_K7DPll0wdA6bXj-Wc!P=I_38Ws;fKtXZ@0sSll~w1pcC#JK~& zr#^ZLX3Ut8+!lA=b6*%+xmsb7;LV}zHX3-_>20hx7MNm5K3XTSk46JKUU~WD&}kS( z_l{bG0GQc4et1vePIPBp0&fL{u^bs4#70@54bB!iWC@nGz zz+I#D4rn>CF4IR(_fL+UX3a){>121@MzOd}&K7E2?Sx!8(8WNf_q_W%a%*|z)Jall zE=GfhWS1=)c7`wtNeDWbM3K-tu^hM_Cpy7D^8dENogU~H)<=7o#^i!pZ-;yQLVWYU z%(O9MVvfzPi?;^5wmcDmK2`_ajip|;wGuZTU*-dgMU(7`XBwud0E2Q0C441*ES%da;qzAAdnj&YXvy6 zey@ZOx;9#U4g0U`zYhSH{^)M3%~zT4d3I@1a4*tJI^Ewo>F=_RZA zEQS%%!J;@m`x<#;ni0?@VfaCTu~0bwZrYUBhI{QX4}s2UWIo6p)jClZ?w0t|K@n%q zaZ&GI9u;fhWW;8W{?(}XRq5nnTAfj??OreH8fgadh1fXEMg(KOFfk9S!-q%jl7VCH zC>2Ky+l^R8szU>-v7NRAh97*Fd3tTOBqkE`xYml@b` z#~tyRkDj6vgz)qv+bM7H;xt{m`|f>UKuij}ym>1gS(j#taPmp-5*nG^P$h$L{PD+R zoteun|1qS#wNADmoMRKNpIN4SbGrio$9f@%QdIr8fF_lgYf>}#V^tU(F~Ey2>nq7& z_$fkzHTHv_I3YNJ1$0u30??1tx+yn~+HKc41IJ|6elCfw$^M##lRp>JGN9B$HD;?62Sx6i@PFEIF)f{+=AVm>j@0R!#D z6m(*nb)nEcUKxNmuSEv`!DYT42pCbTr9lgmlv*Pidd;Lu^CF8=8oYRQ|6;22>{|B? zpY^AOqHD12J!hPn6`X9`xDo&3e_z}#dId;VnsVOpvaH^(*ny>H1~zQKvSs?o`*_)Y zXMMZwx|{LC-x{9ZtIjfmZh=@wRE>CX3!Xu!MXl$JRC(pFE(CQ2g#o3`Jg$>xFdJ7|0ZKeO3`uK zGq>OoEo{jHzQx!s6ErZ-r9-+Mfdc#w*0^K>0X@X#O>fMjI0`*17DypD zgfRo^GDe%!8%5eBiIPa2xsoOscl8ZfyL9qN$2n-9Ht(wY&aShkCYRMVh8msYJK?@W z!1B<_P@@6JIYR%d=IzCYq#JNN^X#*@W#uC#ybR3|TTI=q{`@gzhaIMD*8rdoZjd3H z_zsw(UW^+zZ3@08Fga|rv*GN6t!^?A1W~vo@t}U^dd-icrs{E)y`uB9`Hr&zKR@}H zG^J37WD|VyhHnOmZ%3zv=|2puzrpl}Wufgj``qZ14&rhs2RTZXB5 z$LF+lmx=8lP%r?2(ZLLi0D;a}={o_(KtMgP6*2Hne=rUNN`Nmwy(vUC?R(vT)teDr zC60w}(S7iBJjvkUfE{!vYw~T3=T?w1+$O>wvZQ#ky;FU%*1b9 zaR**{>E-18TD*8s^0uG6@JvjZG8oi)`Q=yel}m4q#^18}etg|el74&t{TE=T={wkp z{SYvbq>!71_dD!#%+&e&KF+xyLR+m>Jr!ppE3$w!zB-gslH zb56~ooCYK?0L}ii=3(Z0nCeOjbk;U!$5GR!Wy~<%JU|1+X>!|vlYYi?BSt(y)MeTj zqg+NF$RNx1$BUb0qf7wT@BmMt7{JR{>VMhx9$CHQ;9y{Di{h# zoOpmR4(OWFK&5$QwExrs+9_qUeJ{{>h*8VCwf>@WA;Fz^*Z_XqwHV3(EIJoRuGXk4 zX>GnQE)d_c)mmVy)|pbSzhXgImTjr-r$70jzTj}i?b7dF5$;E$=?4Ms8D?JuBrF93 zux1X{<-g+`I+B;R001BWNkl_3Xx zq7F*fk6|j>I4acpA!IKtbUPV@=EYCKE_#E zCM-3OB4RcL6q2L$EW?v-oxRwCd?0X_!5HkEWhasixV_yGDWi>^Z+i;5z`y~lz!*3f z>`D#@SOI|Wz&{F~lW|^^!srwTn>%I?QE({iukUoYi3ciEdB%AIPX{0v0Rj~TJ^%qJ z3j~BGny>mLI?95>*Ek9aQU)J_42yz%Rv)LNSK@1dFzluQ?}vX#u*xnTOJV-exb%XZ za@Ty_oTr|C8h`cWAG?QF3UIAtQ|4<7JycmR*N@QeSD*E6KltG_S^GU>#teM^vln2T z%Lbs-%*cLwO0yE#s4N!mq01(Z1Y&VEl8g`_ZtfWjooJsMzJ8Ar^vAlu@nJ#0fHh>n zEWilrn?-^#SW$^E6GXw`2&fh@f$pZ1{K+yl0e)IBr|#K4aMm209$ zUbUodoU}AM!LO$! z2bXJhjfeWFu!_vVkz-yUS(Ma)_#BOd1A6Sg<{As6A1ruA&NxDWlleXO+?%{VQ>RYB zr#^O;2A%_XjQ;)LgBK=!=RJ4drx=&-;IqG*xqk_lMTI2lqP<`)iptMVmnsn_!x0cl@E8L_#7mJ z@{@8Z&O`{>ainCwbN{(J4r?lhBBNlel4;O zASQ1`RzG`~wY6golgRK%#|(xA72i&S#4wme{8$GDWhvmGWdM=~`bEG%AOZwNz`+

$EEevH zfk2^+drr1@>J$y)a=g@ujS(?*Ug7Mca$P!y=DTv)p|1-jp1%IbxsFI&U8Ai6rcRsc zuF9AlW`_j-nEERai6T`i65=X@T}S=Zrv2}&zoRzgk)duq{`9}6*UMWJZV{S+Bm?LG z*y6@Sqd5#hV5*TFlp$ddWM>QxG8VG4iu26kyfd4=Fx=#(G%^_x0T{sYx;gl5|9eLQ z^9O#0<6xz7_T>&&W9Jw~xTF}`y|eqY*mK9`F|Q5Dx@oGplpHNxkB^ht@0(rj%N7uE zW8OmGYTO+{%#cFKlh6T}qWA#2BPWAd>>~)@zwF2OD)(KyzZJRrlPBBbOdN@OuwAco9-C_=6W6lzi+@KKV3OKk^)kLOOqj zrcqvrVly5Sy9m?xc)4AJf6S~|wLy?fAl7p}6U3Y_Y7C&Wnk>iInsH4~V^bX?K!Rix zhXXCsE?)7|zS=AD;;1dJzu};N=|hkv7qAx<>N$`j&*7H^vzc$$8%#w&A`P(A{Ew>f zIsP}*@m6)s5vZ>bErC^Tx1%})U{-QB%dg)_eg5 zL>T}Crc$vfBQV|$vAN;;FipsXFex8%`T==^Wl)8tGcwAp)G%*6Z9ojv2J8UnOxULW zt|kt>e4r*?XWaqh-Sa)C|Cq86SB6+1u4M zcF;iw;kcs?!mW2ajG~Zj(ho|@YO&W$3MH%atHk=7g%}+6THb{?wbEE(8-dw~lUe|! zUI#N6#NiAm8A$y;Qnvjd03ZBlkCCrw^!jVBD}arCNOExKlereKI#tc$y;^89Y}UBC z#;Fb{>+LH5K!9rX1m6b)x!JBh4^24C{?3n$jb$CnYp-q5r7z7m$vWC$fr&Ih0+|HC zurq{eal05?z!i%>#n;d?N17`?;{^N6JrSppl6?b4p-jvplNn;q91PB z;_@F}hfjRsqXWNt{`|dh(EOe8(E696+Z=w-uGo9;y^_zxgAcAzWz{n7WNCC~%fTc7 z%`7n9W}?W}d;Qoaeih%lI+QaRD+s+_fnGuA^$5M9Kv571qK08tSi>+|CK(ZQ^8gI? z^=aC5p^W26nl}_t4a*>@-^``tFUAMN%7f#m9ohtKTOZSaNevlK$+>W_?v>j_6YW)B zs2A%pfh&Y$L=2D@N4@s?>pt*^w(5f@0_I7KGj;@_By;$jy+?C3bJtoWJgX@Rx3F%9f*lC}(Oqr6vw@6+QLsTuqg7#QcHX-wT&VK%^f;SxW zW3_rG7tt1*kq-zeFwnf##Nrn8W0l)b;C1~<0tjgIU_eYLq&^XufZZ+k?RYLrI3+#O zE$fA+Pm);P`cBDjyqr40+IlkDdaz(7R3I+t)w&dnLeYF#^KQz1l@^!juT~onUD|*O zgygrl#`*J}UG zojn~#9(lxe1ppQW;o}#cuS`f}c`_O^5UU5M0lzl96bp3)!sgv(%$(5%lF*utWuxL~ z-$U!TjH<+2_N(fgBhdImW6IH%m2mL8_2bm3Q?rg`^J}j=i307^%?W5jZbD?{%o*O) zUyU)`1#>|&|ELeBialUyWK@lV&RiD5uQe09Dm?%EhJoKbHa3O}KYV8AHXr=J z8CgvApWe1IWS9y7S&n@inUkcmt(48!wry)x|JZN85V$Oe8nCYc{px%Ddi}i6@AaP- z?PrVX^@2b}0jhz-;9j60b1w=My`ufiqNw(zsD7*0{%%pUzvDUqLupo8jXXFBq}=gr z#~pWU;~NggR~2*%QRMb59q)1AkS*n3s09v6okZ2u75#s?anx(CZHbKQlrWie=*b#s z38?rMhBev!2mwawHBMxWMtV2>EQthaoN6yiZX(j#xw2HDY!yXHZ>>h9<0%m>{Y|b} z&34A^mRZg--Iye&j<=P$h>q1`?P=_wgYinm)j_$iUm_fq22-E~7-|DLx_|@z25JUi zgze{*U3!Z#_XjM)k2O&{YdG&JB&ZrjHT6Ip)}Bs z9pPqKdKfVJA`n1RMkfM4OOcn?$nXps_6c4pg3uXKwjg1IMx_iuBIUnzVDtIUeh4#W zOyBOVm}8GQs&)RYOMuIMR+^;)u*_O2VkWocBq(*sE)Ul)=Ip$)Vry#ML0!gDmpBB} zAMR(LC;*8yuvk`HE3UHFEExbCTJ+}jk!POWpt8$NzLy;8J$IEf4$+2;U_7Zo6)Hkj zaJwIE2D#0!wFDaify=tww`N_+;|r-|q!uQ5ZTQqP&+BX>1$H0pFi|l;nb@!vGcgwj z_hJzXa{%W^`gN>+QI~}>1p5zd`67vudVnx(huo4;i3A$WG>-^4NzA_q31K=Jb8WkI zRs)SvO&6mZ(15suT9zk!6~ROAjx{2qP*2Ze0eV2Lr1ZRK&_!m zwO%tb9)5T&=FOWs@cUP+SPJ0lBLkHHuyyNJeD&fh4S-HWH3Aa6V-_=P}!UymIpf7Zl?vHO2R-LO!R)A|wStUC4eyp4i8TV=hZFjM8WhH~y z9}qi&p?Ra}E<4W-V=)^)RmWa(-$j!I1DhMp4h-WwzyV=x7;yU6M=E;WPx zy~7mj%nZa*6+zo(G6TJS5U>HGMj(kyz(`*XvOygtA8FY#8ko`YCdXPUB-vmgnxUgO zSx{x?NC7w+4HV2iwB{MD0Z3Z}Q7YZPiuuNjQ%*i%yM)Z=&YgqLeBvypG`eNfl~sVx z9Ay$f!($w4RooAcim34U~lhENH8EZDEkj%=lqPJD$ zBVr-1SqxzkvdxTBb{pP&=Ocn;Pa`f(J%wuI~6Sm*)adw?*|p_K6vXrajiCGaW?oRJ5COlq1k!o*&@*`jNVFJk}Gwx z%WB)QtSe|Zh)&ADa8D+zWX%DaYKk@t$&CT-UA_{&G$rdOi7d%vRQluIQ zh?E06;cl?@;x0CzH4kx|e`6-6hOw(mCoQXrLYG!Dh9EJfShCx0XxrI2t`DLWCSf8O zY{561h4)rtB5pgoZRhj@l~`%}W55iQ)scWP2#Nd+3Z%|LA|B!~Y~TWHkxB#p1q?t3 z>;w7Ff?2${zdf`BsXmaSu2QL`ze@a;To90Lgwo;8$X&n+eC>xi_=qj`)USLTT@9un18OTncbd)`m2H3h-@MaCqLlIqf;CfIbP_sT_9m`?}<~ zVSfSw{EhU-%3;}Nsdf1;aKbSMqbSl1EH-W4jIHA(tdS3!^5Z%~*2VtIZO3_Y=jaL_ zbrH8(eF`sZz5JPxzfc{JH!x3OPl>9?S9+-2)p`qb9b3JTJqNl_mcsyC?h*QLgswX zcwjZ1y1$E(UYpn~x|aX&N^G=SwligqT6!S+60sddn(LZ7%YSvBB=Sjk)~$LXoD{90 ziCm28*a~I=Lczi#bUM~C-`%U9!IMuumAr3Vz}k7|o)#_7l(#3IcoKI$@N|&a4dQlr z`BmTh?eC-kmV52BCyqU0ANRd?AGH8`?6G_DG2j2d8YiJl;=Jo}!lsY20S75GsUsr1 z_|i*R{bT+ig)2BxF&F^%RGoEi)yu0mb(ab!6u# z)D8)pep}!P*4-B&Fr@&YEWj@ogAE4uh9*A+#HvB}w*qs>l{1^n`yjk10u0*sT`-Uw z;4cOQ>R8mqM7AV2bi58yvH>DErgF1^_Fo(XjH2q19fl`{YnK{t6&LkwNNr8h1*Nz8 z(8ysyBz}tGtbqWGR@thsOr*0km(L%$1ZO-CvETA^W;zG-R+6xMevy zf6cS9rTns!c2oaq24Jc6083T6&<}h*e&PF*g8QG>+ma=RV!yrTVEt1sY5l)O#GXJU zqo4}-slcI9>h!6su%^%DE_!#JH@9K-6#~4YIy>EbH=&@uSxKQxrbT&#v2$y+YlPk* zpbTLetwAQ`G=2DzMOnwOapT5d?Jfv*>bhcuCh^Fng1hcIwX;q4k%E!sHqiPGQt8WRf<*?#-%y<6s(8qO0$;XEg~JMBX?#>$sR?29A$ zUL?)H?9bP>&OURDCxpPC7cWq3A*aYYZE07oEUGuRDqdfpQR(Oflh0JQGm(o{=a z+iv*H!=Ex5Bt&TAojNC>dy_ITwPnc!tbXvJWJ8QS_uK;~EZYw^-uY_2D#qL4;7FuG#iTFzOkWiK{N9Iw`r zdhIE%J(ejzWdN@S+rF5J1eb;@x8HTwxk|rS8sCXX8e9^%V4x&W!OAeLp0h|eze$-C z$uP7@VaTctabI#+ZVa#~JZnt4w3w{?h%@_inZkP^7jw53U{DquXSRC|_3T|ZavR|q z+y;%@7dyYY~B{b6#;F(DXP5T(Ekv#XwjYo=J)GP?k1 zZMQmLDbd`IK57}Z=i8JiQ}Eee{$SHCEd!7htFNrJ0_zf7k@;Y&Acfq!JH_us7L% z>F6Z@QLV9Q^tB{3L@hYU_1ML7=;^R(a|D+cESR6yhA+HehCDgH8d(lFiIr+!Hf?%6 z>vxq?F=@$=HXah?$Re0hg4S{gm?JLvwi3sPu?^O4_g^LbM`i`I8c4u%7V)3pjW3C$I!3WnQ z{m!x@eL!;Q(k02q`}*sz;~&0$O>m93O{(>uWfDe9(dhFcCZ-^=iTFW?HFZh7qo@CXOm~+yp@A zK5HGnMlwa{Ki85v4YRL~`$}%(?XrIa{cTFY0@Mk4W?;d7d2!SWFKqCZGOZS>b$S+6 zDOLl~TYD%o6F`}U0LIOj6^pX9Sw|hn2bmJOdBFumU|spv*;6SQ0Gz zGP%!Xg5AGN2&x3Q>yezS4P321I5zIC*sC*9(MT5ye)fSuyg8qr6i^UxH>2o2cpxAW zK|ms>?AH$dgwEO`&n(1oZnMAw8x1lxWx(7_YUFB@jiLd_jyo4TeGYirka9Asb?Qpi zBE%&_nOsO6KnCOUzj6-d%$bAj{dVGs?-Icv2W=)xVeQG$k)e z&idVH)20RkPpheB%6{7#YOU91?yP`Z-LTvN@b0zOo?Z?Ijlx+zlS$rqe$DzXc~%vM?wcPu!+@eewr*%6j`7b9qSW)av=cq@VfD0 zU2?PEV*VK-1~}=sgEjk4CQ3^-AfRRmmR=&&XeZ0~uq@H)400q!1LJ@L_RBhsC!Tty ziuXnNFNdYRO^g~z^;k)iCN^@`Bl2(WvoNQ})dFnFfIV`BXP`(16hzeUOvwwV*vOXe zTj0+Uu*oeG1%_KsTPJpR{v3f!6nuG9ckivhOfb}acz_WDvQpp2)e3j}l{x$wQB6a0%Xvta1sl93gHe*Og!V*(N=2|yaIgE{XPKPTW{ z&>2V992~99(?DHN0tl$Gz8xBY(7>V^^d+aj(+P}#f1CjRd6N=Hn11q))~LhY;~Id7 zun0>y+lWcGY)U!FI0m;h0g~~=qO8tVDV%lYX?W)b?7QziIQ#TvCeTC6mQ=cnG8-I< zK|=zD1L^$!?c|e>#<&OmHO3^Z&P=Hofz`IqKws&U!nADA_OaPkeQ*D}_nn`Yxn8$! zy~?@;*gbr}f}QJb7!>f-laF=SjbVu?3qd+2)?OhBNYE2Bv(FX_{uWk%`_0c|06y}_ zqmI6pG0-4g2B`pz>I7_f;nl3)oi%f22;d2zj#L6(Gf@x$N`eXn^$@>Ea#@o>{V9cu zV5t7+v;SxUki6l*w}}xUjJn?r(~Pceq7zJ8U{x9`STXI? zw5A{}(7=JFQ@HjRSrO1M$I!{@iwT?u*ozno)<5$q)~|med5=6Dz_Z?SQqpH1du%

O1k;YkBPJDm=U`=6%v z5}d20brv@Bk!IMm?bgJ}0YWw#G*v|G=>EY0{y1F|(3S|>wN;qtjgdDxbpIj@ zKy9uNg6Aj_x5hq_vCA+Y!MG&#*@UOGw302FipLCXwuwE;b*p3esK zK)^Wg*TwwP9dFFDW(WCfKeZE{-kRB=koxXtpM&t3COSBde8byC!YnHI!^0idBpx4S zZ9r+?;q(LF$%d>%hz1Fq{uicNeR>8{_*o7Db~_=FQltPIy$BA03pI&x%A%16_XL)} zqjnSvqahX(yeL;_9$5!2VD)&=f?aXgp@(GknY-?~2k$=n*8l)LDHvU}0?^vI&Ji_t z#}#>4Qs=M@ph^K&HG!A-TLNbDcbkdZZ@vW6rcFyewhv!$F0QzGWuv3kzZ1$z?-B=w z001BWNklVG^f_z)$AR9=FpKRahaK7;OQoC9Xd~8j zytQOZ^`5=9Nw7YflHgKa+Z|#6reBf8ObQfvshyif6Q-nB#GKkVm5z{#0$DdD;4ag_0sJjx!M@@Vp%f#qwp<`S#6l;e8d4l$hhI{>EzJ5@f1(ebmv zNFW3yHM3&D9FM>TmF1bCIh&2y<@Ll_r?=HETfKTsGV^%eytz2{v?ci7)vY7%5l0-B z2B_Wtpe7lB0-ZR!k6a~4YWC(MPric3AAcMR77S)dopt8Bam97_H-Eq9^b@mA#kJSn ztlWO<#T^R}kf~x;z{vd(Il(?FgOD077@C6{KJ#plO1H+96K7PF%Zjw;G~#U#l78B$B&w{3Ls<1WT^;TkgM2R>4KA3M-Ww7 z?)Ev1_Mg=Ki#^wJfQ53vvDtaIQqsRdY<2((%q8l0*%0_EeUKluUdu)_|SLGz6$h%nYG(5vrb?Q`{d zQS=?+iULK^L(!|A_uALxHof}qW;+7apRL~)zd2@pZ>(2fta|;4=Qd&0s{68zZN-YE zm^P&+N@bxnU+QyE)mjJT*&LPt51YPTy!c=dM3#aDSZeUIG-bi1xXWWO8h@oIagNtAH zmx90i;ss}Cwc)E9H{#n@+@TWPc3y_jVwGc^)UqNXY~Gw+20UlZF2SItm;|hu&@7{A zhiNLoa)`3*@Iuk|`Mb};{7mMlYA*%6ggSJw>}o(Ns9TqL0s>x&yh+1-ptWMJbJmPQ- zOdg&HR06=OufB?JeDCH^mkBVep_VnL$60-ik@N^rhKqzXYu0A9|8BeOijRNbcrkC9 z1h)lFM52*o0^1C9><%>oK_7It`@mAm59&FSmeNpPBP1ncd`s-;0XjfQUL3VZvGr^$y{z8RVQD zR9#1P00)-^v)fPgx+`G+4Seo9|Az8VGC^t`fGOzqF{vx16F8(kznuKyRjc`Hbfm4twy6^0V@4KryMwN^bHc>@$z6lIh~XbRxcLn3r*=o z7~H@xa|{@0z#7lg!5W9yI{1kMraHl@;;jbxV*7@XFSIusBn<|dL=X@TPze)|#z4SM zQxFI2BX1&bn1TMJW6VDS!w*r`5K!hxaqW4eI|=q)IAdy1iGnPTHJK=-c3nvh6D?!_ zo^brJS;5ri&9C9V|L=<%kWB)84dB=7q1Wr7=v9DUwM`L#dwqbfP#|H^XAM?hVXx>Z z(69ep{qOF--V4CT78E30b@laG$2V)%Ed1JM&R1;)rTHQZHP9NZDA3Pjp@wy^n>~9r zKJlTGQI2yEfO=VGSt9J;OXqzkP%|(U5$&*i+0v~2f8>$J)O9ZdGkN`zT~s)k&tXe| zX3w6DPhWUyz-E-^Mzc+|j-v(s;3@1FV7@Eyx_rfvS^K{(DF2O^ZW%#qGPLWDAAg5z4kE+OjjQqc>*;O2Q~+roJ?|LIp1o62Z18vA zxHgRY;mFwlp>%=R-&<};11zl$;G%^GCLiP4wd zHtjNd_H6vphfi)3x@9PP!d`3@0|-4G!P2QniBwfAU!EIBJ*tNUH5H3Cw`&PEhGGrw zIl6r+S&9xFKyz*wT{?jw!NTfnMxT4~9Hxw2lbtN^htPz<1%tYQzGQ&U1-OR!PAx+a zOInSBpS;=k$p;wI%BsCK)PP_J2D;!Nw9$+%3r1*as!D?6AmCs}vr$E;XSmgW$A#1r3MvEmixHn2V&vE1G4u0z6Vwt8jb<| zZGdPs#wO@?{&{DII)Jd+JOZkpL92@<^Y(#y%eJ#)t$an?zPrVL@xj6X-lQpNy0N__a#Q%)F>ZD-k6&OlS|2o4GPc$N24)&b8eSGCd(wsidES2GQ1rcNE$PgKGt)-Q?N#9iRH zfspOT5!^1X89R&?j3yq%SibU_hc^2OG>)p5Hom^Cug98rlSUdRpLARzP_YhMww5OL zgVv9$WA(xV2HV5>VZyRg$vJ0&0EJ*)0hMuw`Vn#H08 z3N>Scl*TVPz~IH-{|R1v@ujT3a@0}FarmM=qUdo8w6w6Fl2JfwQ066$-Rpp(xgPg( z-4}oao5)ufO=e(8sLj1R~35@4f{{WQ3qk+K?i2- z`~45BX$BoOEOwM8g4u``c0w_pwLdaHKi{eZOE* zqEI5x(e(?UIoHSr7$AwMv{vITyearW2O};Q*mLYcCikBB@2vnGZ98~+v|?6>Ushg`!V)9oo3m|kEt z2=VpZFjOTZY#a z`ZMG5E3P$W3-xuUMXY6}EMzWdJ&s{+%aVZxXtny9eWxMXkc_?~j02tq z%#;JEVFlLT_RzZLvUC7v%$SkYU=0LQ{RSE9OP6@ZMwXt#1;ofD!0=0yf|_Mx|4R|( zVv>1W_3ys>A4uNES+i#06Bis0062Wfp-G=vb?*bBXe6xyNF^ym2io}BHmqCsSkmvF z{O&$LdD6S{su_NGXla|BSVN`!y;mxhR=e(>XdA7v7{rlK!4kCq(BVRRBCOu|YcaNG@e zP&u$-BnC;C5YS^MgXL`(BsUBIub*mJDFxU-4Xdu9N9TANgVquao8slKnSdcujB?*B z&@B}t9T8LB~zGyQ83WRgeV|T8l+h^U?;ymG{sUV0gS{x_HVz?^t26eF+?_7N2g&{yk9MH9*(`h*T6H>NQ$`iZR%0 znS(t64A%GWUw&oQarSxze(7W9tH!o%&P+ldkhON4%Crt!0NlS#ojMi&`d@q&WmyUk zkTE_kLAw&;;}Q@ogFv+`D`sF>3Wi`m8$K==hIN))X0P|(dk#)K@m*Q_y?*@@xaqbv z4tq_{NiyK$D34$?M&Q(`Q}NsX@^ik)2`s3~t?M)F0>`>+v&ybBM=&n{hb)+fcW1WY zV~;(Kt8RQi4d1oN4yw5?aMXlf23R-#`p2Kl+J|M!j&KGnV;g7$zAa!VL2{QF7%*qs z_kQPJehyQn>@f7XC#U>E2XOF(|0rHio7)>X0n{U;5&Swe1gQghq~SO=ta58IS!{w( zo7|J6G+3SAJ|iusBz5-AI}MyS+ur9hQzfv&F&3a&A(}XXB8$FJ$ee+@_h{u^p=?Zh zEZ1FsOV)0l^zLIZZHEE}B{G(-y5@#JOVMik`4U0?@!og;>ZIR2{O~?Nx#Y0L$;bA> z3oqb@*WG9I!sMxUTgOdpU?hvH5=qyv)l+VdokofQ{>{Jmj53T1q)|#8Q#FsQW2;6N z*=RA_vS14w?!V74an$3u>Gp?$n2DfezM5r5Q;EW%?q7s>U_oQ{rg}NA4=4v#<1UlS z#P)$dBm#eW+*Nvi&}F}RDHy4oLq5QlRkrH##uEWUM9hXKg2Udc;cNxr%SB}YwSs2m2`B%U7>FmDp)7$O{u3rrhnE3@-f}#<;9vXHrZFt5hSaQ&A z8tfA;fO?T517lXIe_9)|jeuD%#{$^*cmCDqu;Y$9X6^H>RU5{$z-Bxy90tE(4BoTq zfvkO4ym%3InK@N6CG7$`{-A+IKWE_0JJOu)>)lwEE!s9GJza}Z#vH-`8 zEQ>N}W330s%=p*8^_lEA>eky(UXluFOoNvoJH`v=a`)>8GEZwZGf8ZNo)h`@XC3smm#v3`oL~FSPqLU-GiJ=dzx?%&h71n1iqqT^$uw4sNn@(R9ATYQ|Nj5~?_Xq;enu9G zLD{Oq@FHyp5-cPSotH`b1%b)!->mF;uGcxiU6fO0NYj7=h} zePmtoz8-YofjIGmW0JOg_~CV(iG6hph1LX&CH24btsAj%gXcl%#;|nb_P*P?i$?wa)|HJG)vuM#m{Ler7XF>U;)UqvEN|4k* zpYLwl0ElH@tFCP3yVzZuWpJxYqvq2Zh^#fNOD`!ZQ)4^;{iBwx8(#n;YcBi4-~TPe z*c&fHePt!3!tHkBT=wrZNGKocm`s%imrY{!j1z~8qrURB??u>A1O>a21L{emkoxt2 z{VWX7V)8`R65cakB zB1}Ur{`TeB0pq#vdyi&*S*D*UbAbc=jpAM>Z^s{hEPm}*&UOMXzwlvsev;XaH|5HqvG9_zY?^t;^R;_-bx~2=?$y`j*mV3n$#QF=`@Lk8^H$L;e zrVV6y6qG}-HVlDW3>m;rmfKhWqV5;J_q)HD--dVIg`ci^yd7VQR_;QM?}cL3z%~D< z$G-xEH@1~nzy67=eL3fx_lW+@rc9TWL$X{osP+-`0k*2(&h5AV=><6En4>TmH(41G zdVP>PjVLfM^MYn0S>bBCP$HAjV+eZB9s6P{fRPLSNwITj@m_uTiUp8{rl=lef)oQRF%sMTW> z_!N64L1g7>%o>Xb|NZ}5iuI2_k$nxGfByUM&wuR$;oRebdd7*igmR_T$rht`$K1N* zHh1wk*zc+UL>Uv6nvp0gR>GK>{W4(TYC9nrKoJA{<6k~U%>SiIgtCdNT4@zVIbPib zSU7G8Ok#FMSs|jHG<${cqzywr% z$#Gcr7=VGsqyzvH*QqnnLQ_g!S;GbykF!~%cmW9MfH5d*+&x2;rQoHg`lLB4*l-@g|CwWYjh z7<|;M0*D+yvC{V}96*t(?<-<=visHljvrmW3Xf+7-b;^If<5NVa!-B$7_-&Vfo}g1 zBUmEBKl_c(NLAxpPl>l^5B1}H zC9Mr@KtBot@FyOBDr;X(I_Y@j_G=5$Lr)q3Iz+VBqD92b;+aCjhY=(IS!hoNAYGtQ zWPvDz)x*|EseY{}+8DlQ&%qC_ygqAxXU&?GwB2P_Tnivxk)vcF6mzi%<7)Buz4xY# zRXZi_CjdPC%rm%c)%wurP|i;tJ(r9rj)*mt8>Vri2FJ@w zo$$t(Kfp0NGi<)nyvL=MS{WDaz&7q`+6wr>pZ%Mm;;1iu<=g)J zMO@5NxtaeM8_6c=N$dvOI!sLSlpjQa3zoIoXP&0C?`$qyGY(8H|6QK4E!5q{;WqZH%r*~u> z_q1tK@!4NKzuO_tw7)t#b`d(_ZKs`f!k_-}?_>Xcb_sNA#>-FxaNGg?WX5{jZd2(8 zmCX3Jzx6Skb=K+G`*`2|t8w`?D=Tm}A`1X3d_t}ZFm-X=M`^=9`G2u+-(CJMdv6|Z zNmX5s?_K@6F$~HigJFIe-(2KsO)=-Obc0lVAk8@B005Z&mHR&pxNlsjBXLtp(IdQ6WtJa6?H`rJuB4%f1(ohvH~_R+M@ z2kw)OKJ90}@bzLb`sY0R>2$w)-X-YM0HQ9yfg+-Koy(~i|a^zr$ zesuP^Mdxz=``wow@u0oP5zB3vw*rK3*G2>yo$>&_X#4E>I&xs2#9Z8-Ah&|0BqL?& zlD@GqY5VxAr=LgHUVH7RIo8!zZ=lnDcyUsefM$$8y;(smBarPJH+}u2Z=61QPI%FU zmuNBr1@wwAN2xc7SyYnDj6uMTcBnL~Gx6(3PdJs%Ip@6M^WJQ;&FFQneL21Ikf&&- znfp5tI)RhW;KFL(L7QSARyu5+C-M4zci)ZP`?gook?%f??)S(0(Vv>xL;wIF07*na zRKm&yU4??sAj$?uELmlWY1uwEJOuke9Vq#aN)@*37%nHN?9a*V_w&KFm3bb0|UP-W&NU?h@NHG3F z)}IU6g)&agCKttGMq~0(=s6o2gOu9ZrXa&U;9v?{Se8E}1}gKCXNv=+!RrAK=->-7 zCbW+O5HMuxc}5;dUBKALh{Sc3IT`~%Hx4d0nj)Hs|tfEm^YY7mH z1_FMR{;pA-cskBG{XGsKS=a_+It=M~AR@|Y9fCa|Pzr6D{u-9zI0D;jw}2ctjmdz5 z9AW+qoD|`^49C7B04br(KeEng_NM1P?UA(IcH0%5@nx5-qtnj1z<1~6*4$&N(I>#b z8j!GVrBxLGcH0Xf+ff-&y(qspZYRQCX+JO$;0;dr(+3lxWSLn zx*6$b*Ijp^j~{ac-R-X1O@q%(dPjQt?+Hyd%>w^TvUEl7?uWbn(_QY@z2aH)!WTTJ zn1Qu%<3@VV`;H0R+V$>RrCGm*snlHxG5lw@U3Z~R9{WzZ=U#W#x^olF2Anj2pV6m- zW;}$)z-{=qSuwdBN6IGr&QDz~U6{uN# z9uPQD>!5rc=IERidW6ie;4 z+b;C6V~(JG@49{49-f(p$M6#dAWE2IUJk2t}AedM@3 zQ^edu&4FgCBxc@XbjYm%h&BiDh!*MRlIt32oFcg-_F??_#P1|*7^fL_9aFE59qu3w z$!&ax-qETPX$c8|U4UQ=2sE2HogkoB4jf|yMq{=F@W&iS0mZ*6l|+$d_OSu}g7ROA zF$1kJhy?yD(~k_`M=r=WHfzm4E|r08Ng6L@YPF1PyIuI1`0m7ftiQ7+j{ppeu?BVD zBD1Fqkvbp;Jo?Xz=g_l$ z@FQcw!MaSBD-BeL-TW3LT+x2s1pHJb#!<~0tRzFAYRZSzZ=);7GcZv6tt$HQdF!$@ zh3cO@_Sl^svH#tpS}8%GOQ8iCMqc=K-+eba{^ReZCmry>Fi?eL0HW3S!&IPplhF&5 zf$PEwrVqaJU+IO;&a=3uRZAV$Gwww-C;}P$Qo*5dIqhbc4j+Y9r|wv(-DXN z$JFh0yx7l#*rd(TRIumk29zb0rk`h~sbAhC(dWL;6& zF#bH>efkS02jE|u$5dLDf;^hWbZz2BSDI&lpf<6BiC^XS{rJ4K^r8RxSg&iS zs)`PH%wN*UCmu!5e##?!&@a#j78`&jX7EaXF{zn@wp@5xA+XivtLPQ~@KpNJCy${2 zKH`n^zz6)X0{(1F8nVx{REDftaq%sRm}U=-quxUY9q<5M3Oq3kKg+Z<>%S_c254o) z^r3gXnqK&VzH!u9^v!RdXIM#wiP{82(A&+-LCA#IMu#=`FvkkZhb==8`6a=2HAI3L zXzLz3Sbtuw*QJOz$SJpD%8qdilfYo|Ys*2w5iVtM7=j~$kXiJ6m5(HVK&GGyF$n^C zuGQRS(UxEVGC7XGlsp!(ECD8VY_TcO{fn0WMvXz_dyI3dEd4N`4o7qXl_5k17+4NS z#d>&#OHGGcP_{d8_w11Q8@DshLF2oQS44|0ybo5CGXN$HNUX=PWerl8yvae666j{X z^fyNAK)?v}f0O0D1*{SK*{&0`->K6a{gGXEyc6B~-uEaBm^abKKY3!~qeEwDlb~o0XhQg5cExSF)r#nCa zAAZy<;jH2!^&HyXgW1(QV|PUyu?=_Fo{l*DP&(?rUrF2F=?;OQx-AVR3QL3~;Psp* zKa9Tpwf~{VJnAocx8Z-j`TeTzv*Y?HWi+Z;qFgmeb>#*#cKtp4-JhfzZ@jVi9Pf3n zyVHrE`v5)Tz=yPkDFkDD;Q8^iSRUqAK%bo!UyPcMGab7`~9Hj94mx#yl&99#y= zo7`ciFt^vbfCfb2A^p!3_A+-98`7wz-C%Z~3wMso=Oe&j{;`e`rACfdM#F}k(Ex#5 z(OGBxsJJzE+;K;G&6y@M+5J+kJ)2y9dd`4C~bo%#;Up}Q+0wDG?nM~+} z22eB1zDjQd(M+nN{;k(%Qn7EiX*>C#+DQZRt8YJXJ900hn2 zMNMfiqt&lv&)rkp|95@p3v~LozuWs-cHMOsdeeWtmQMWC5%jEs9_F&JCsw}?4v;0{ z0Lc`z@)w)mVI{rfZy!q^J@O57+DRXw7e4>lwD;b7M%Ox}5lgN46Cwy9W7d9PVQitn zow4JoJKuSGdi&enNbfuR<+ROKng%~+osGu=AvLsNJqrBXjva?-j{Q3V0&0_xaDz6j0qDdB zi7~+)LE}OY4RQ#KD1gr^|7DJXe<77IbVvzAv?C4EeTO5L%k%EoJ@)qzI~1b({&PKF zUQD_z`ck$Iiv#%1meyxsQ6S&XHdje{HV8-GrBiNgZ={~yOv=E-LRW(z_ zo={a0O(qpp)r2OKil_qdgorB8v7h)dJ@e^Lrj;vKX1Bou@BhcNuwn&moXpMzBH&NL z$NhiKIp>+f@so$peA9Xxk@QYunvOJ#FCz0gHG{G1^ z&wct|(379^SlVyDd-XP506_0M@)){!{WVhtChO!*vX3EiED%kYh?|{c7AoJvXU%hd zb}sFApYAq1@ClElKYiH#bjm4b(0f049G&;`4Ru`?xfD*LfAivJ{}nyupvMhv!}q-J zXj*gWuV(E>icxDBRnzgMPmCEY6D8Je6%kE{uD#)A`sT@}(~}N-Z1K6?x z{U$o;%O5Y8dE0r9iCy*{GZTPWzl2<}bF0v|1GNwHi z{NuUw2b%&B5nXW6&z()kN>oV+*`r$D zPZ)hv(BULz%LF$u0a|Uf+5F5v3tm-3G{F?SR&wJjz-?YL^_r33Z z=)U*84;}Ik>*@PHJeyAZ^2v1acUI5F-SiwAJX@s~fcL)tXu5dquUinD9M{`OF4JtNlGak3_5rx- z1<-x(5X)f@*)X!VK2a8&0t*w}NL(11h$HfrF|+Kf^J5naupeOeI2?Wh_bflj`>Te3|ss3URqk(3@v?isN2eKWzDhd%T{#rNzx-}^zM`A0&Vr`_Eb;9tX7 zBAwKT;3T{GYl@Uqo! zopL%I`LVAX{VX!TfN@?$r2uF&b0V6yo&>=w8lnEzANE0d_`@DT+ih2_xwm4)3fli6 z52F1a@*rBbZarOa!O!XZH5bx_7yW`Rx_CXUzw%nT!>R?^dB?43_uY1)efGX9?Xml= zwD&%H(H?i*EgSFwK<_{DXgcehb;VOI3z-t-4ds+@GzpWOgBpQ12@A2L}$u&T82=k)c4$yX|(rOe+bU;|3wQy!CYTh7GjS2?AvL#U3VRH zZM*Ke3+=k=F7%Xxo=k+ikX@?Y6lS?YiquwBwFD&<@*gM|Zi)PPEfbJJR;sZ<}Og=Zq;BSeiYM2i%kc zGjswi#|e4>YsVe`IeN+8KaY0ad8dpRU~78vK~JD3KH&gbyLKI|UVR~5{EN%z{MA3F z^_Op;OV|C1w%uk6+Ih!q=x%%8mG-^c9<RYFtK_5Quo6Q&s_4lb2 z5j7@;T$^h(h_AOL5XYpDF>iH(b4rS#8|(|ZK`O3Kb}~-pMI)=nL`!z5vpu=9@j2E8 z+zkeHtz{Ux7S4P19SyWew0;B#tT%&Q5U`$$yi^|MA1uM$5Yh|#Vh-@Yd&g2&jTqkKL6)=_{M-c`iLV87p&aZ-hHX9%pSW@Hi7v-$vlk z=En5azr_oCf) z-KFT%Z@&2!`tZlU(gY+rz!&9-mDU(*G7rlPu^J1Bd(tj+bux*@v8>*)X&F$G4_Oga zlPU61RfNf;VLf>KCH1ODZ%zEE$nb z$ta2EU(Nx<`N~(nPH%b7XUka?O7?;knC!=ECaPj?0cj5*ELj4efk2QW8N(R?5U195 zn9o{v=uCvYxCYp63|oyQGMYNvv{gk!sH$lo4QPETG3?*^j-zS+2S0$e+G@+CLjXbX zZ8o;OgGHP6h>_TAlDOJ`+I>3I9)kI9n@9+dc&1U;xbaSyeth=N=;06Be{i#%^@Fob zxs@^gvnArPw<^XG#JXVgqKW9ji!K=q0N!%TE%d3+ofeU%kUHqBgON&0RW#uV3xE$T z+Ye%M8j^;^B61T%-K&0m6TRf0UQb89`%v1oFh-00Y`5LEwB2^wc2*HA!mtu7Ehbc; zU^}Fla=CSjcjmP|DyEw@ZKAgx{%(5PTi%!*11u~oEP5QZX3a(P(pSBGy7rSX_lcMn zk{mbnSVG7KMr00(&0XjKnPLPM7z7Nlb&wM5K#G|lBAHSl0iVfNFc+u`{urWhLt69PI|2v1_?meS-b-f&|&_`g+Imu^kF_-kSBJ&LO@RzazLCb z$1b>ivU1=yzc!g2;7`^myUf3C@QkHU505Nlf(^#QtVyL+g0)h$aC3o>~wEdW~bpV6!itLv8 zCL-O+2i6Qk?~;Y$;aod`az#&l(gDR2?)j_N(1vSo3c$ZA(0H?E50w%FhvK7J2*;v!ed+QKc zzy8@Tol2WFZ5q@}H{W~<9rw9YTLZABDnNNWDRZKr%vtso*92_(_w2LJ8GKtWyKEi( z`o^1$VOcFb(cTltI5cpBhMr^4f|*26WF#mjW>N-;WDL_*U%Y{yaq!D&&6*48_VNP{ z(DfW=A)zddqCl2pSN+g~V?X_EI_8*9EbAEH?_c@`y7|^kn)z3maqhM;H~NWEXF@Vk z1FH~(`n+1JH<7Qv+(S~fA-*19gTt?zM1{r}a0!%|#^t^Eg+j&nFB)d@zld zY3*$cuNiXZidx>!$x<1Q@3D{e-8UtnGTUZ{)M=BWx%N$f4h;+J#TeUTdZ8UK+k>l z6ZLhF$KLUDPy5gAul|n@(`P^TrDeCoU%la%^e_K<7+wC$-x!d!5^e7RTBM!318qC= zy4vW%?W_$q&_BQOjr5BvuNR{Em1B@2Sb?IQY~Q!#_svSL^aMjgtABpgTWQ_8^~LUtQmU(6zaPH zAL>Jkzm=E^*;rz*sUop+LeVZSOo_AqyudGNA8=DOf$U43W`jvEcx8GMWUHR*q z=*iD|C4Kk1XWec@#^)RYk8k?8EfMFMVa%HP40(zoeJF z>OW}x)i(sr)QXL2;@diICZYM;8k6~UzlfQ8I3QnO2x1(AWzCUw6b^tt=ucRak(j0+ zl8-3)+|mPJ$&?`dxgy|cIe>tXguf?@ItCP*m3(pblZD3^3E}H;fGRZNAQv?88G=^J z&o~3CT}Pt{D6(O-+eIc>v2^ALlP%jhcLc{;?g03FbSnmUWgKG+fGy=<#N5p`9Kji> z6R2eFbX!iM_X(Due+{WY&B6gVy<<7b;DxtGk^Ww_%a)oJIk63576uU03!eGt;_|8+ zZ@P&-eEc`4s#eU59qORoly+8ztr_g>lVXCTf$5nOoY>t23x`IlDP%yvfaTPbCf7+t z)i_Xo^IP93zNLS%{{th=TOQhHHSf@S>VMupzLico=^M)?yjj2g3VP8YucNb9ub;6& z+kQdD4cZ2?4V%rd$ECzKbpBf^6nmR!!*%N~rx(2VHFV}rFLN|BJqKk{>?=<6yMS4v zSpSw?L-fn*{+C{K$m{6p4ZmC#ZFBb7=g?FB=3nT>-)+>)qM~~*z|WdZA=)CCqwI8Q z;|o^1QRM(ye8(WXjaj?pkz;VUMl$u(E))ltQWqz$7)AAiBW zyp6tk(l?iesUsvCbj3!fV{6x$qKyfrfB_h|{~D00VZOWZjs|2c<4^s&68DBHy70oE z4{Ea2YcA5q^*~Lh-8=@M1&^8axn6qZ4RrbCR}4DeZ-4Ix5#Uu1Imk^)62M*qw2<_* zZCF+;n1Ya4F2wrA@y&N;rr+JNiJtYMH`06G|3CEG-~RS?f&pS?Kr$=#HsF%TAhlVO zB4EVjg1Tm}8uWhgzZ^kd|N6I zb>C%#tp}TiE!7q9Zt-17<0#wx?U<1BZTF*|;>pIwHac}GYn)08%JDtn44bS=6dGxI3 zy^7Ac@T$-_g(BdeEX5?JbWWBQ1^}1OHkyJt)9*d^=Nssde||l!Uw_4tw#_N0oKBDV z>zC87Zn)VPqV#84Sq5M|N3m}wPpa@-0jvFkMs{MVA?!a7NR01&fymKf%ZC3<8L*t! zSh?DU%ev%>>H9zY>2N@;63pewcPv-TMjPXq_qp@b?6_+# z=nq)__J9AEKJmrx&167Q6)>i(yU{7+CN6A-lteX@Nd+q~Ff?S;-&K)dm(JSr@b`U& z{_Z8Orq#E>lHe<@xQagV(c|gkpE;$Kw}IZ?v-1K3z}hS#$8}Xz%{u$HhrEf7 z{n&A|Y13rMV}R#8|6l3+i?24UXmYB?MBf1k)}JU(hXMSETo5k?>JfZ!F9ZiE03$WX z7!(C3fImc!Nv32N&iY;g{te3K#zDdJ0mx#VUff15Y`JYrjL`TP@ji|L0LH*R5ym>t zv+Lx`tUtjy;Gba|cmN~2fS&{QrGTjH`ct#ZmkoC1AYpNUFmd9&@W?33tN6TfK0nTH zceyrEHfH!(-n=q8&|IjfP>%rjMEpkPaZb$L=7 zWS{+$bBo*Mz{mepd%RlfkhH`>Aei5C=i2`K^Bl9^F#rG{07*naRBPT(Z~m`$(zVxK zx9AJY#*G{4_!B-)PkG+!=!#$7IAw)O@T#h)qFK3h6@pT1^(jd(J1LZu&_N+LuB>Hw zcKH66zUF;P+lI$~jvn`nSJ9<)*)O%M$RzkjVTnDWfQ@5#A))&E=^0C_F2g(Xrty=YTQ|}^yYUTPrtqS*4FY%fP6$2Sb_mEpkrCH;aoa@)c|1q`JwEtDkwL&PV2#_t%@JoPrh81Y@73u)^>iY#lEmW|gs}tBB z5naHaWez&PACfR%4D4J?XbC+qvbeEF^m>Lh-8= zQ7AJQ)v2NcL(t!@4nx`)_!qDZ9pH~ROiXf_dwCV6=`!AAxoe08#u$no02jp&M+Mm^ zLvJ$!Ni4%svww3Lfnf@hDICg_{sK-Jf=hFcG+3DWEP`FD@}v+BcvyA}4xISv-@kd< z0kmSpilQT4bIo=1sV|?|1mRU;w;V#BtT7&mZ4$84D?9qhG{!Ij(Xt$pLPmzCHN_SP zI>)}U-nvh)qi|Qw@>BuS+nn9%6g@^y1QAX`p>kn*)s3zT7jw} zX~uQ=FMmUif5xlm10Vbd-FV|oi_$jdo_jt$`?)WpLytJlDdlf}%i)~xx^3IE!`C{( zk*fvR2mXVz`8tUGmz7ks<7G$zaN}GY=uaAFW!I#FwebPPHjXN-fmu~_#jkIom;S%^ z(Ssj(FumpQchi|?{*bP{_S$(PfJ9LV6*iIy8!l%DLPkP$l(^H@O?{v%wrzl{wVfF#dXMzBbtyU>(DFpF8l*Rze zfk_QlOz%JTBzoLIFQU^HIga|rm%Wbu?XaWu`M8ovVa!a1^~ccjKw$h~K|u#BOq+q| z+TnmZ7}E+QqZ4SDg#qxR>xRP|2p;g~QzX)rRcTtq=)j-A^pNv8H2mX0q z;7dD2OdzsSyt0=&KaAAjYWsEXt~on5&OtEj?8+{f$7mv+%UP%Iao(Ge=tk(+H$*>- z#`F{P9MG(09#>LGIEL3&;+R>9xB4n<%)qD9;X@vDzv3%8`zPm2%^V`GjdhSJjR)$$ z7EQv~&KmMDhr0)fZi42zwY57FW-p+&w&dwuZZ_dLvOOYJijz+J8NG7DuV}{|w$E;x zEjIrHdcm_EOYc1D3$q160DYL54>b2hB#ov16{3$B7UU5A=^M!AuC;rtR z(en;|8r}c?e?%)+t{i4eXInT|g0DglPcO{i0n-x#`1b z%YV&S2M=jO!75{>OD?~Tp7y*q(32j0KYHGCpGFV3-yhGV4KKd<7xd}RoJjBa$X5j* z6#@Jt*l7$s>XOx2_ZKr7LfA*>EitzNN^=~Na|ku>X~8bgq3=A7PWb%E^ooBzm>%)) zKcUSx-+c7sam|_w>DZ5*Kp*+^83ITe?F+P9>ukcWO!o z|M%7jz4s$0(R+?LiHL|Ebnjj1k&k!~?Y8?aw9^hd(6-xdO`C822ekPXo71XQt7t`4 z(TWu-sH(~V<0+*Nt)ztM6?L-?PLNp71Ma3z?0GMG5cinTwl5kGYPQi>5%EMXhHEak zi1yxl&vHO*^#zLQt$_<|`h=L1Y5f{7o76hfe)GGHw07-!+Na0)o_hNCL&Gv5 zF`_j42+f*>*~U}jW(y5LvC#ah$5`h%Pq9_0D(Y$zp{1olb@bPpZ@&U>4)d7RkA`V znPzPWq+}Q1N5lhz8+y(^97d1(v;F9ApYv3@-~H}Ot5&U= zPYm$cFVT_5er;OvZ2<2ygMvsB1)A|~{u0p6%_w0R(Lg3t)VU*GDHXf-$>X5=T+ltm zmtQ=WH&zMbFWrQcMyN)=t>eQe$@A`x_t5j}I{OPekS@2L7g=xXJl^a)VS&NmFZ}1d z_OarB67c!?k5IL*JeEL-A|_grsGD+MEAevF7$%GeG1+8zW1ix2e#p_ ze|;^jUVQ-_f5MmO3*S6DD9y8)SF*iS=`T2RQtjFZfgB4u$Y}by>icG%AjuM#_U+wv zz9aqJ-yTR0-Ty(f*Is)RGm7QUh7G@>bIv`FzIfs{=rdpWVdgTXnIG&Koi*`FqtYcX z2m>mx6MM^RZ^pEoW98f;5>*w%A-;~IV_o9(0%YST>tfu%f~>!bBQseGIIz|TRCB*( z_cfqeox~Cehg?7Ig90%VF~Bv~((3as zpyNONB|7ospNPIknu#ytYe%m)XusNZ+RPK~Mr&jPVQg*luH&Uloe)9)Fb)Pbf26Be z0&hN`A9?^`9RbH8gM{VaVCi+nfIqj7I_rwmrbO_(iA~_mXB5Qb;oornlYe6|XZ?5~ z7GlOpcHEtgN5MGrw;25E0{+TT86K%CA~n3+O#${Gg7E!WHnS)L>M|SydGSZ^h!aQN zWB_s;t&2d_f`tvKsC?Msfy{Qp3?#rz8w9A61`y1BZ}Pl`PRMQDiwX4EG4%07(96L; z?$_?jVp64s>Co)lqh{_(#xQd+ttm*?C9WVTbK$i!HXG zRjXFg%9WeZ%9Sf<#euY%{Sjn*Iau&U3K*aTDR^BI_325)2U~!2}|>$EKsXe zC;N)k^V3Yt33MNXymwB`B6E+;|5{|da!Se?lbPxHpS|V^`p4J2hnR`>{KIYNDF^=f ztPOXf9d^7kZMnr3v})BVTDfv1tz5Z48#ivGTW`H}+J@I$M^|6Hf!40OoK8OVOgicG zbKCJ#yP>Lp-Ha`grE=Omx~*1)N~)Wl=z-QO`*!`fW}cuvT+7OkKpUW#FvLu2ueyQ$ z-&;OPgpblLJ8Ve@J^tae-+k^uciDL-+IHJ*>5g~2BW-qvRkU(pfvT#aTW`IUZn@<{y-m+t+YbhKPoYfnOOmd ziqRuoPnCgF-Q)snMC+~!|CY9_RkZO?+dnw~!EAG~sZt48jO^%TinStE$HCs*AE2v| zB-{b|Sn0*JWv1GU!Y2EA@Jr%PyDq}CvG{+}LAU`@7W8MoB3M(vs{Kx}(%Z2AMq_U90|lx4pa#j)PjWL2}USS4_5J_9Gd z75!aQf3RXFGi{uJj{5jF=%|l>g9t?1Y_%CZ;V}=P``l|^+F^(7X}fK=p{=*M6K%Q0 zmb7x^N?KUCKr0s(XvK;Zv}w~O+O%mCZQQtte)qfI(Tz9VL^s`d6J2xdb#&ELSJT?H zSJ01tx|+`T;m`FPtF(PhHCXeMlf6L5en8%;v|?A#bGTW_nwDZc)2VW7OWWlDQ)wUl z?4qma<*$D~5r}rb%bn<;C;Zto2H0sQ+F^(7Y0E9Qpp~muO=GErHU{|J?{22+uDhPD zyy|LNxAt=S)@f(b*S~#U+xIFd!=b@uvgPt}okOdg7%=~4>{PkVc-Tf$H84iblL1g6 z=lHprXj#Y2QGDZhU3}RAvp~OYzz>m4lu^&O^N>0g>qWjS=vRZUD%M6o2ib-K@GrPv z!0Fu3mjQiEss3E*DKH1!X%A zJS;{zv#)@c5!hFL8s!$_S>?XoA#;)~j4%;p9H+Ysn8hx0TLN5XCh%z|>ZfYLOvKp} zR_{oa`#5F4WJ+QvzJuOxazfAsG)u^3S+pt#W^xnMnl03noYqM_xIJdakk_r-w*9nC zpg6&}-Y&Aci!c z;%NCvok&)Xq28;KQK9{VM5qg5#cI{nplwpo0B+nuZ|!|+0fG9vF8}3?^zNg-NjDP=pF3T%hWyzuOjt17n$mo+;|htG8HQSuz}FcTi#Y<}#9nvNy05~n zI%c0J-VE%C!&w*KI z0JHJh%29~&@5ElEVuHfqwZUmibI$BB94%|vBnt|BZ~Cv4fgoMZuFhS=E^bgKHU(HS zg6#&8+?bK`pJaek!Fpu6CTx5u;uFzPS_~czF+c=)RJ9uvb{AJ{oXJss-Ho@IC_6ZWDuFZUdmiZiw_ex`T zCc5m(8|a-M{30c3Zyb-`If$z?vs%R*c9THG6x@tuR)0zBOgij8roP(bDjQhAJK0lK?Xm)0f>b z4(5?&6Ac2k0b$DufI{Y2CCM6ifYJ5hHmQ_t+Btqi_E9H?2#svY!7EexD;#%2P^*fU zkOlW8R!(S~-=%=NSB_#?plXMnwPAt;L*)G$$2hw=69JBP_q>88!Rvb8|kLVj-* zoq)XLR!d?yf7!OVOguSAphz%znBcFY5)`!H2{f2DG5uOH@6^6Qg9qrOj8*O(t$9o^ z_Iyy!TX>nAfQXqY_x+*|YucYu^=on`W-?o}q!4L2u1Q-qfi3m`j||wv0px4~u)FZ& zEqF=?klM0mdlMT?Jprb|^ig#(=6MeKD9y@$(ezhkJYmmMB{JKJ@8M>*&G26BVfM(Ot}F8jXoH&VUZcY ziOo%LkY5F}8^bFy+Tbwm+wldy1u-GkDMUBM^?I)dyag+5ySH1C5^RMur;=k?GObNA z5JdF`350pB4hsTFZ z5tx@+aL%41Q&7$(=g=5ESllCa=&G<)R4mpIjt~IIYJH|qzWBPuj)p!N)?Z+Z#|9h) z^!gQyY0}`Iw?WO^9|6Rmm;LuA>Uz6UqrsS0t{CD7C1P2?P1a}8x2PWtj&euD6uW{8QTZooi&9v`DdS1r9bz4|GE3ImNIHkOhBAm6<`EADb9d zo-vCMUwVx9Ag?L#uad04s#1WKEz5}lfTArpU_yj}s%CzY7OvJ=wF96DZUT$G3wLr< z+_MQc{Iw~j-Mvi4gK-P~1zNaTA4-)Fu~U-9PLSK4!+3VdKH!lc4_)q1Wl8qEUN?#$VcSq(xpKtR^^*5Q$?1L zhGpv#j3(9q7PBo@4ZE1?f~+?f+y!6lL_{95HMmR1sR~cH;?E z)#T7VQEw*98pVQ^Otw@xo^P^2yp(_eAmjw>+(L>?3iBi@R;1X_5baRwA!{EY?ZnZ& z-@=g%m=L^n|FQ<|B;#Bg0U3aT%_c2eK?bM0YBLOZb5!}f0Mx>518X-UZlQ-n!v}s- zV83odj>H0O|76Bf`8@rl1IF0Wv;kfcq;DaoD0TiI~e_eKa_rsbcvdL z9xS!+NR+4xcU*JxWB8wKE;is_PzK^SfH$SSvILjnJCiEpamcZpwYD(@4#Blv3PbFi z%fK3)1<@3%eu6V@ZE00gV@VN5x6{;|;k^vo=D2^NtmC8aR243hhVMwK)K z2!yFsf`uR{YqNh*t_~!!UYqL2!bZBSlE9R>dsvrz`@l^TPt)2Zo+$@XQ>l)z#9 zG;F`NAGPJAP)R5WfZ3Z;CW;=Qk&_0n!lVr=ELa9-qfM0=k|;sTomn}tvCB$aD`#^@ zmmETC9#ZJ(%Lsuss8Yg~X-SfyMkL@+BFhqh2Gu*>U?7gDid+8{p6 zr2{qzb}_YvEX}&*U9kiqNxz3<<@3}nA;bd6i?&;06GxW(hMSFTi99VO_}7*CWK5#D z{+Q*)iiL0Fp%dd3%=m4@iXG}{mW&V)@|Hxwjl4tx883V8w zA-WNBcmQA#%IAsi4u=7=jxYvBmjQ(JAJ7?qU94nqNkG8xn)B}@FN5hL2=B@PL?F7- zVzevnx2x6Z{G7G$wE;Oi)|&tUxh}VuMT*K?K^S1j5IJD+IgA~xnG}}&b~68h4ke+ktdBuml905fFq-^-j7>o?PhEXlyw;Rq#q&dzpYt!7JtbD|G-Z2pH3rQf{bC zHth!b0Vu^0@p=RNfmKKvfIUzP?(}^V$aQBTfZWN91vtx8xwpTzIo}ZYYs;ENGAmgM z+)@*w-Ptig@O8uzGz{5yjIdY>>aYQjbSa`#H`lpmol)52Qy3c53AkL!oD&S(V{?L2 zXV;FCyFCa;xVxmwB$?d}4aNFXgl7odKjXA!)+5MuyJ=elU{4!5Nw%L3AUOg2`Arrs z>>_uq*uLb^f$e;y*?TSv(Dd^L_-hh+VW2>o`G-LBSt1jLt!7xRuzHk+3JA*C zQ(-&Rk!06cP(XrhhJ8-u)IxTq4`bEbVoF;Kcj8(_+Fl}2#EQW&@{50R{*HmNe~q8Kn?%4OgH zerktYCZ!w)xqY)AMBB}7X4<4kYwqZB;Azve4#Dhd=vyiYBG_N3Dvh9wl_^vukC=*N z3}db;<;YvrKvu<6F}da(K{D?J!4Bg^GlRmil%PBi?93YNcf&4_Gc$(C1SIvzAkAz9 ziT6{m7bal_aJaN_^xa99i0UmN(hy$fs-Fr+q9 z44eiC$#@b;wg8F%Q#NZDMRtC0mBw?;n>b1RhT2T9Zi7<43q~6bf+;tHJ=CyfH|VOt zJ-z!X=NA}eHS55~l%eVFA{?(1^S{)r^XoQX5^w?hS-cgjj7{`BfX2j0-UkR!RXYKT zq?C{+E|VoW;i?L z)*Ov=IWUC?nQa1I65t;kl$jGrI${xxm>(s%l^wQ8h5(TQ0W}(=wFM+=GB_W13hpqS zVYz+C(R4|HS1jWsz2T&{{1ao&wiElCx>1lck=(IN(w*_m$b+OfvYs(>XgULO%B@4t zv>u1j=tpf7AVLj@#ol8X7>;lR6doLNJ85S<=J_=Y(kM+)4 zk|R3TxWHck1Uipl+XF_M+uTn$;zsaYi{0{H=K>dWkmTs8sJIMHWF_4!Q=O8fMrjsA zhXj_C^(mesvoLxb{~LAQKu#xIW+&v()`#qWUpas=PQTXRT^Hsxs}L zDlrQk8$Drq1pu?1CyWEN+$fsJT(zGk{K^0TAOJ~3K~x5l1j9<^oRcA(J@ni>P!}am9uEb>tX4SREeljXwIlaIvX6!_TGlMe8YazH=>&OsCYbacioI4WJGYsc=?{L9*ig4M{c6LnUb0fACmotUcFgtZS< z%}P^F(=hDw7~1ajEB`$)&`$#U=?TS1R8Zc!7GntoAeq;{o%2s3>K$xAqKV_1685jy z>Dm|SJ_eUW2A_R~7-%Cw-?pR`%0vd_j6kQY;hZb0O+u{~r*kA5C+J!rc5SSJ$jXM% zKxYza0kf_WIdD2LU~qTtP%^K}P*P|-Y-Rm>jb`Be)=-QG9sIPP*txSY`oSeZx0Mh!~0$q_c?6YiH-## zc6B!70;etzXr3zp0t4`mH24<*{nT@a1D1$H@(XsVv72Q9Ea&L{K`ydEMCog4wM-cu zQo>lOry#ocYtFeuL9AgQV4rIA?kfEG*0=}l0F*kW^fe2g%QbQ5Ny4m=T=@A&vQT_M z<(huk2Y0}%5CpM+l?=Kh@MjauI>>%d-GSzm9bk9jyCj!$jnn`*ID!O6TOVISFh4z=~S{uVJx?JH-^3 zj6^bEGVdyHjQIL0B}k0&6eJ#(Z0l6PhWS-T@zW#v%&&nA;fv$6pMNn0~Qt6r)JgB{`MNTYS?r6x9KWlYqn zpW2dSZW2r_bkI^d;g~!r2g(_nkZV@qtR`5QKGd_W_-+Yo2ep_KR++LA;)i3#FzcsL zATZLGI23QNEI*E-_qj=BOi;dMM!K-C#~$o39qLS5t<($)#;SF~ewu`xaNhY~>zLnXqLj({rK#GconwMGi@p%0=%$76z_Y8VIg_jxF>qaWMqX^qA z2IV2z>?qE;?0dp{C+8Hc_ot;JEKnD^L1z#nypmU>K-U5)29wr+_S&peWX>_-RQa#m z+-R;vk0mz!%7L|$vG?-&>D~kzAJfWs_XriJ=zW5)INu;t731EjQe3cmt{)jh?Au=G zdd<#9p01yI3f+%^H24P(AlBu?o&5|%3&C!&NbZA)9P%}poao8Q2A?%Rs0{`@V9_Zj zM!P_B0O~JlyMvKIyMI3qyqY(|lFL>-(&SdP%L zLkmvB+3-a;`G&#_X7xb2PxOxrT6b9%Ku1Ncqivu8D8VdG?}$0A>*Vy0wsgnnK_Z6j z%JMd0|52Czif%Tkova&;y81dMG^uSXnG@`@L>sno zb|YlN7=Q&eK#JX>1AEHe)kiKM$Y@+ZVaBCmoisxZ0qAeXRSuZl$=X(%JDkY5OcE6U zX|r()OYs%JRA&GN7ZCKzeH{QX8~m#QIM|UG0Rf{06r^-D%JvkhjX9REoR4Um)#L)I7Y|pxC)0-oH#F>AKoG z@^L_VdSvJBsj}~2?y$^G4)YzSm*n>4q%@Gcr?!gK>WU&PwQgh;6mXb28Kk4d00`qq zV{<%L>i`zLBcLZqK+T|Nfm5~dCxJgu7OSr@D??^pa@&Ch$GrgVcyexqZaI}pG32;s zii$BCFj5o9{jR@1kT@cikYWkKyJwmIMg*+$%6{DvV29C%7%&RgOr(B(L7gB+mhy)E zu0ykc!KdqkXAYOFSb#wgDtDE|I~1g7ceNek5`cYlKH>7}1)T zavW->GA`~W5k8Q*-*69MnSe40(JUYcA!y5(Y?B1R3KVl7f*2m{PVy{4s`dW>?$P%& zuqT~t6+%_(+bM9*D|w3P{BUQ28K%;r29f=Mij0a^1sArT{`WP%}GDy1+nVG%~R? zwpy@}oSX`9rH#r5ICm#Zk)W+L%4m&CY%-_HscROc(Qiu!YzgoW9pGO_Oy2r)AQCk= zW75j1$bZWrS%Z6CWd|8ON!INx-`*Oih%v&g*+;YaOL2`dTh0a%H?p&t1glXgiPO@| zqJD3zbTCo1*D#fv-O3?!|JBAf}S09UMVx z3LOC}4+w-HMYDe$Dc~>I0AQ06_zRT;4_%UaICFxDuK!ZI2L?xLqY>Qwb<><%+ zxi}JEYZG8|;;g?9j#Py_>e44YCW+!o^V`- zE$}DxY~9#;K4u?Fnc>alxLC|HE;ykQyfd?Q7>m&QJm^bI4$t%MIOu3jM5f^q;Lia9 zV}M^*2{2+YshJAmo|!WjV3Mw%B5ey^v(MX| zK>{&&TtI628NnT)&BqETq_E7_LU+d9S*1ekCj;z`LJl1LlsT>AbX8v$FliYi5S|pX zw$r;|+`lD-ewlSIWY2li0(mf?A-a*$P@`0jI~bj=U`!<#361t#B$={z&)2I&boPX} z=^?vhJQ)j)CZ!xsE!K4v@hrOC9AT~PXByGf=pEI;31;xhKLMshVkz~+J>7%u@xrFH+vn7ydk zDB{Rq#~`>1u;v`OsL03iSXW82f;3zaMs*xVAK1k=*e$hX#p;D6^rhoVyR7$OLV7?T z1tpL6h9fH@q6WzhEzgAaEQhg)--ZbI1n8g-)m0hn%|o#y1Bn$6TI~=W$#2;$v517v zre#a{XA^rH(>-ahl+GQx2p#Ai%b5-#S)4y0?~@4Ukznr)&IX?o1HjYp42FQ+AY2SE ztG6iIvXYX|zpQbq2D6~M;=Y;>433}ra?fVNh+twL91w}A18g9ie(3kfT2!qB0VT*jYu zdG&f=RI8P97SFsPm^BfjKxhTV`~Z%O1j{f9Ko}EhXU|K`jy(65u@ZCIdaFd6q*Csq7OD7)sm{%3zSuhUg>M zS!_T+E=dw%Q=~vfIaT&6zpn;5WSLXI_~g#uH`K5*pqr|jOQ$AmjRDXB&DnA)bc}ot zRFCO*_7xmw?lw_E=6yvgY%(1S0`yC1YXQMLrz;ADe&7)BPj0SoffR@sb4im9Cqz?D zz~q^^w&)$0okBSlo5O*PoAVx`%9w&MnQ=o2&{6_>&4ob86~Mb_iZBTxCRdu-#C=HV zBL+Rzj4M&k!6^+vi*P2O{z$oCsPk&aVealJCtZ`1r%!RP&t(7yvLmrCM)$dz_a-YiD(8Q>mp*^qjWPm zLz^?ggoQJ<0x6P?P3@&K`k3!`VxB-&s$2n!alPmVMi;cn=$DZJZ{fHE>{6Huc8IJ+<@yxcPV>LA!*0V=&e2=QrdK)t%m zD=480Sbb=<3}j>2lEW0^5B_Qu?Of7b&^cjtq0_4KCU61RQnd2-Z}$`v(2XZ!jKJ`I zgzkF~AeLbO%4}cEe^aCmR4iUcwshG}cN{?sNiYJP;MA1p`Jk#DQ@U&lb{-C#vb?*c z0h30Dt|E+&BkI3Xwi6p88EQ+tgYr6#WrWQ-hNhXB zx;ie~#0z;*WDMLx=V$!&tyKTK??lU~xY=96S%dG0%r7#y3cyen{fv#AR#W<~0cs2W z*;_5kas!A1g-yj~%Qm+ZScK|a>rK^Vv_cw2Z{iC4uokIz*?-gbSGMv)lnRHqoCYSt zxrvm4Q5$G;bRA;m?2SDRsgxbyL02?|0*%)$rFkUu^D=B2I1U8*Y(VdPkpNRumzV|! z{r!y$5qqn{5U@l`GheY8$dULEf%jTGR)Oie$WV5v_v6scA;_5w4eJ>>lkpIsC}Wd` z?eb=GxMYV%QF6~+T^~K=ez+iv2Qu0#ts9{Av=dy;m{AnQW8vS{elW@hv1s~p-DSN! zN_rQI^*M;ER0!nd#P)rF#hkS{M$Ymo{EC6UG{_g*jJB(HcR8^>`vs}1CrfVOByy_U zcb15?!tQ9xLS~?x1pmUo5JKFvW(d}-1?Zh27@_Z4Fx}ok=?dpC{@5g~LtP&FP<69t z{p9S?jV*AXf|pz&X>>hYrW1cG7>ft+82gN}cXY}dHv3#fP=M6EPLvErO~jb9GkvW| zGACVv>~e~QB}#1Xk!+@3v+QRYSx?t(|oB43I1ul z%~rHK1m&a%Ig(=#oIj7S0t%6z(7D48aUd``ms#DU{!A0j07kl)-d;Jr7x^Jr8$?fp z>Be5kFFEDE&4!C`0j}9PViD2?TwajaW8P!yAejIGO`rB0fMcb+x{^Z{en8DJidD!O zFtEDMS|?631d(9(NsY&N{{-diTp~$V;7I>NVW;Ln;{r**5R?_sDYh=+$9GH6nX=r4 zGvk2(ELETHkUH={ILZ1$YI5-U1gN7o$fgVX>*c$Rk(mT;sObX zQ8ZLg0nu?Bj)2PC@y#e3h&_N%44R(fG8}du;*R!mKF>8jeVHa`^91kaeJ=gPjI(m_ zUTx9?w9ht?95RMF-kzOlV~P6+x@FpYV^=s8G#zqLSwNt@hl$ePSYw$!<7fb~sqz&} zKnwKMjnsgAvrn_GGm(js1p(^`t1bhE1or?{rXzQaTjrmD_COK$FY=8oib@vB1~qa9 z8OlJQu{%A-PL^%(G5T~+4u+L90vo_L=evM{WA>d~yMf6fAalTs$ZGr~7_gZPJ&p-j zdG9GKO-Sv!^i~^Tc1vt>QWW+KLm;?lk~sizxo9fZf+!qiIa3_ktV@9#M+zUtSMH$l z9GR%H8e9=}Uw9KZoeVX%J+S)-@l*%~r6^mf%bgf*HPa9UKm!q*LCvC}l*4NKTFYdb zl_kei-{B{b=n>qpOnQ{dIQj-ih_IJ8+1oyJr@^5*^7Ehf+IY5qptJ%>xPjJV20}tc0(H#F zOMzV`9$a7xRbAtQhvBHt5%L1H&dn5qA zmJLXp3j&e|3}>mBEvK5DAS-aMJy#vy$#N==FWM;Ydu7QGI>sh4u&8+$kLOv}adCTa z|8pLZ{pG?toRRc*W46672nGFRIKbGk&_y*wkU6;~SPV}59n*su(jPEnmEkZ!=iI=< z{VD_kugzbY z!YQa-i_sN&FL@4vtn1<+IFhU;gdlwk?CSsm_1q0NSWnIE$ZTqkfPfajX(c)v#__0W@^gRuT2s$CZi)>>$YBDe|3+9w>}Fb33MW3!v_)2F_t9u z>Ucb2zsv)nm=i#vW$vTrXp-}8mj}UI$#UGI$&ttSb4)<~ua)|aA3BWSp3CFij9e+P ze!1&BdP@(&P+x&S%;5@hV)58!atZL41Oh2xJ{KN8RaT4y`wwJFfF+n_!N58JYFU0Q zI5=emN`@edGU09zuqlt3og@nZ;)YeBok_H|lmRVCCAblEHbu1=X2+SiAa|8k<+^tb z8J}HpwVa+4`<76n_w+aTqB&I_G*7_?jFE&7D@~8>V6zG!I6b*?{`rK!A9}aZXk7%c zfE@Yjb_S3Yu-Ix=m_-1CNeN}Ti1uD`7sNH2TdNk-Y7|+6&6SX4Ems^)Cdhea6&e(g zZP(tD$xH(fn1Xt>9AM*eYiq!`e{f*s^`-8g1x6YOsb1p{YVWn=Dp?-eAF!*-=aCt# z7Ix^&A;?Ng2_tB?&SQ?{j(OIOco+0@68$XJUl7EVgMUaz@9kA8kU9hbJwuHE1Z;vw zQ3@=d7n`|l*u|=(mj$rXXg&vJ!kYcZ!YHoQLUkd*=mZz%Hl=q`0`7H6^F4yOVPL;U zuSq^X|KdKAAL1(^=KzB!m}Ro%XUtFI{wv=(34k(=fP+W?eenxn#|W%j+tF?qdNo~~ zok&JnD#9}E0=#njWUqb{c@YSKtP(Bstj%d@;Dgxw-*c2=9%H+pX+4G|=Kam{1B23I zXE|I3mtEx|JM?1Adp}sGrALlB!bU~^o`%AqkM7q>fWOW-G3_KwsZ!!3`DpsD1zjTB zmhw*feXD82)&wNb0SwuI05>2Y8Sqc)CNfL?%akbg9>dT)mmfewq()n-JIUY%+;3tF-h|Sp|0wAh7UAoRjIL!A#^b_?xtUTY zQRL;G9671Pzhg{5cx!${8!on?f%qc9pb-GCf&Hjsu~!B_=6bp%P`EHWLTBfi8^|=U z923#?A9Ft6vG6@C&3TQDQ36YHdV|Y)lhX<2d|!A_lV_uHDB7h8eQTMTj%~g0ExI%o7BJw59-zfd zqHIFn2qa|yqIIG*P^e7Yd|1)%|ABKhCy`;020WvF7Nm=l19Djx(3kMQ0tS>8ES3$W z_kBtfa||$$^RFva;Tt?*Z#wJOJk45A$fx1%s2K8?j<{)L9!Fk>q;JGD-!uh#stuUiIS z%j)Z90Ml*jc)>#-}sv6d!6dW|0E%LIs>K}x51UiTSfK0VV3zU|g1XP)(MPG8N zp9~qfh-JYoiXqp?X3=JC=ZY@IADn!MISyQnK5t^s@G4m8=Cd3O1VYgT1{MQ>lxF>@ zU>%9+2!rKEWG!wI1e8#lQwl5%L0T<8kIg5wMcL?>8h3H~-2z0EdVib%Hp5m+7=Wnv ziLsf}i&^r2(_mk=Ce#vzKs+RzVGjr6e%V~r+9x^n^UBN!@jBSr+;LcyWb6A|<~T@;WLQRSY%i1$zS#21Zv|_|}Mb3Oqhsz(pDJ$Q>0Ko8@uP&)*Y5kGQcL{7aVpBEAu| zpf^=#Ne;EHY;n!M*|H`;KCa83I0OOPU1Om&RfBf3QejfBnWR)P{J7a|CMgmvGC?N! zoCEkFW5Vwx{SfJ-82+C0d?$iU$v~{Ax_3nj6O{H}%K{|f_6xCo2?Hy+7$@fv z&UF1PSamS|_`@R1eWM?_aEm!A-QWe_J%PX2&T%gASHzl>F1|!b{XY%NMKl02*?%Mr z-R!ppj9R}WxX}ok9iQ1=g;T!VF=HZP(-A8NZp!u@a45?tWSJ$hnB%d#6}7p7 zqBCg3<(GVhAM(E^i~ZN}@912w%7Z&-8z^bwQfCVuK@KUs(Nzk(jjfHnxPTFtuhkU{g$PXzNpa25V7;R_QFbU}@%RmN@wp0^xA}z|Pm}QjDabwP% zxq_Xe1qqou_X#0AUZnetUZ5a4gHCicY;K=JdOU}dxF`v(F*N}MI%{5ewV2>YKMgx5M{hm1iZl0?L-y_w4+hre3c@X?p9~3T9s&k($9Rr0_JXos zC-(1(u{j5PvN1?pXEd3FI!r)L2lB%@TQM-f*-z)~$6#PL=OwIA!h8?^d*p9v=B|u} z#XQ?Pn)+aQ^##oHK42M)m7G|;1o(62{1V-0B$f%=XOPyZT_CFoMJ)hVmyEFpsuTlo zCLYhK3^)VpTLWGJ_Y{G^a2@hGoFBdlUb*eVp-{~U>vYy zt+aJlCU5^sR3P^0tr7?kMky^bNif%?b`!&8aknj)AtaAQ*wTtOwh&pD`GQp3LCO;G;p4~BLC6lehI2i|LKyKt247oCMDEZ22( z1iRMsSji&i%_jMh8H+Pcc&rbN;bD@yd5|HXRnNCcS}f)?Z&E(J0v(^_h#^Rf37FJ^ z?HSLE9ZT|vnrbLLpW7Png=KS)+i&v>`agrvrV4OznbogPbOH9_xV(0}zc-L{J7SKtQt389l(J+;^rIQ#&~-5%ne^ zC8Zar+{y%NiO~i6#q9FRv5DdVmt$Ih#U8-yZ``Ij7mq(l^*TUC8F1H0v)9UtX0$a_ z_b;P%ETP-i&FowX+7B}0?1DfT<^6}dba9aAFKVK9z$>7c|Hi?;<4HXfawX>t^oVjGFmZ10eNRvN>0FckEa-4+`!x z22FcokGb1Uih+K>Cc0dY5dr36!D7ncH=~`CY@7&+#Sz%cH3o^40z(^~a-ad|72}2) zfKdlvIGXm&=XBX}c%{*WELoNt z?c=F)+w47cP{`cqBTYZg%DqS*v;Ll0PjH{t;9aA=BxzX!$P02jjx7$|?mb-v{pc~8 za;?0P@tzz!BXr#eB78!kGi0Hs0K?YI1p(PY0UB&`{g$3CR4D}WFR?SnoF5?c z9Ya`zDKyu}bqO|dH=qcL$C2neoR&qBJK`!|npGk5eEMqK#p$=y z$-Hyj72&$-2Br|TJd$_p=&_tN-Z|H-GT;*JfTiM}-iC~^mmFvNJ!rSgfx^WC`4%hS zyPe((^#5R%J9*TpJ!1no8AEz(z>xiyEdRBpuCs?>2{4QfpehBPF#uTvxf zq4y`9;b5Pqx(>Jr2+=SvYL{SArM|FbzA~dzOg~!|9EC#uZC~))9DZ9FsU1;Z7NSCI-ED@~>@PIP* z?mPsJUIpp4YT8r)sOq(8nYB7@!1CZAov)W2)w~VeuhFJxWe^ZD|Kw##S6>tW+l!-f zg0g95E`ime6*>!Ii@4G-6R!bokxlGUl&H$^*)Yl;FU7`tdlT?sXU@6wCpf} za-{?dfInc7yJLx~5f}CC+Z48e+x!>YKAWwh2lEo0NO7ef#`<22H17F!&?!(bWu}0? zNXsU`KZ-p>8VdsY&G&5yumI|Kw(4S*FiJC!S~sdL+mI!}t>K5~1l*SSa!~F|4ft1= z`ql}mEDr;|1B*YX>=op3xlUx_lX% zo;7cr0dtK}K8^r`KzzT&o9uGm!kwlu{Y-3-JE)Ke2AX5UOu&oSgMC22q_`^rO}q3h z;h6N5pKLdkzcA7X0{ly4O6_LOga!$o7DOfBqB5oQTpAE9jX1kpcW+qzmOVM&`c7 zbp=U7ZVKcR8h{iYyV>Xszb$Ga(l>>On|Q2pea^Rukbs18exbFvYHaMJc zJq^$~U|TNO$COusJg14su5cXdAV|bF*&2WYVo3Dw9Od>QC?DAK>bOg`xGkZ}@Bbx+ z;TWaA&cX6k60qp^YO(bH`h5>CgXOM|As;%8Ambq@3ivBI8%yZbO+YgjV7WV6M{_M3 z&@up9)*l(Izj~*b36eNLZ9XKKes%mPK4*@l-GYe}3#KkHNdbSIT7dF1!wgnS203yV z8JLTycK)mwAwq%&%|he683VtH`$r0#NZc?+gJd&;1~fvkHez1VJ9t$qHS}=C5hFI1 zI?fvdLBI|@z$nlqGy%PIAxC(gm2iH`@X@-fq}|qu^t>(ad%Y>6UIUdy(VWL#HW)srvJErBoBq$j| zlwX!taR=}hGXUYpV#&kWwF?o>IySJ#;}p@cie%)pNGns3cz#dYJw_$~HmB3>_$0<` zR_FV;C{P>m-gjMCAy}7WPr9~Bxf67F4jg$d1_H7H0a<{6GeckkF5FfG%@g#(#Nbwj5h?oqFOJ zIOqY9IgY;R`r?yd&{2O!b){+^3$>_sl>hjW}wfW;r-4Q{|ifqnl$Ivfz~GbzTn zekh7`F>-?pDfLDAb4X_6*~fIj;D`-V$`nMuuK&#j*s|j>6`!DCUsJG|qFB`l@J}9? ziKhk}+#~4dLlU*jxK3waF-9lyvkeWfxmMInaxv*E4`kF#C&@6MEgQ9@g#a@Y=tqL- zlGOajn!(3qO3&|*Bg}y%{5FhxZl#WT=va@lTzye?It9UUOz+Qq=vV!^-`}tR8^>U@ z{alv+8VNwDD;>Ku4)h8QG#JJF#0yyrKK*{gVmpq5R=Lc;v4+rS@C(mjp@nU^DldK=V&9LovS#xXS_p{r9soC{b7rjE-|ej41|+XyJLfN8CvIwcjgDKkCht z*=t?QKM7>HrHtHv?B?#Awf_tO!1hsV_CXTr!*u~(VoSQKeubS!fvz#o>dM-P=r8zsEq$U5pFdI^>vXMli<0m2P$ zMa+SbSlB2_KF{{JJ1Fani^0rXvR3>(@V7icswD!ZdPQZp9kh38n`8X*$OHf8K%1Jg zE8jvO)+ggGE!G#51QT(DIY{l!F!|u0GW`(XpAxL+w&a%`)*n*9U(5i+n187I#ykRm zQ&`G{!pi-gF0$-Iw&*pPVSadBwl;Npdl2a}Q8%o(Gs$dd|h#d>JCy zDIl<65o9{;jRgWWJ4zAIs6nUDJ$E#7rMMO&&(Nd}((RW#eNRq*C+0caBf5$XeH}=@ zhYf%U)c|mT9Jcozq5HDiFJ`)EF8dFiaMS35Ka1nyyL{us?29VOqq`Z1z1e8a=4=?SI%vU zc->$^5K^^H_aHL^0+?T*(3VYL+&a zcjsl9)pGH>k$9@krKr%IWQ=yvpW$WDT0=g{%cwtK>;wNE47_cDQC-JC-;r8)0KN_N zA6}ZaU97dH_-MVpKL0}tDrD;d|Ewv92Lh7A_9M;oYeBsh{6nDm$E^mF(VbxyK{{LD zPba`gnSTV4Mq36m32hxW90vi4JXOZ#vp`-@&Wnh4SBh1b0|G`%myy1oF+In|6(r9iOGz8dfIpUfIwD~E z|Fd^pORnoUkl334|K!{IaAs@<00fvM+32d>dq$?16IuvYi&E%qjDNmg@gFlp<<|@P zO#^|1dqpCdgIO6V?)wr@~_&rQJ zh15D%{$o|y%s_@x)v+2e$o;PMEpd|@yLxQ-YxJb~vhw)d#xe#jnQQ~(ZuyEc16ny5 zZ`PL!`gWdDd++OTqUlcnGj&~QYGAk&SGM)!*qHm)ZE2y^Tk&GaLd zRTkq3&E*nv)7^6>7zA(8>{lS+1WiBDY}4{CD=l{FFGdkYpVZ|@E9np;X69vO=URVa zf2KUDZ91;~XWkd{?#@ZfCOU9+6uzDKm4u)$_RWVw&evbwuWWFVvf^-Waag+dT}mcg zQG=b{DI9|dcYUS}FNIvQz#1LfU{MQ@vy{m4ZFob*UtnrVDgFPov4Ji9Mcp0**?ZaN z50Lcy=s|LMuaC&|J(#~X3PjUtb6wijH9dP<56ec?jjD=d0*5VcS6kmm0v2OBdw*T8 z<@b0K-pL-ru}lJ&Pr8BSN2W6g_ineTRWmn3%#(qCzScFDT~x{-+BX|w#1;M+Ag0VQ zx{rj~{}e=D_4yN&n+Ip4pQ72vY5+2tg0%+VKN%|z0+RXq%TFuL^f#9xsSa_MM04Qc zqOOFjvwp#ak?b&w5Q~E!dQOPOOwwZ>j9n2caBv51Z?t5r>>5X(YXwc$J)!V%c8WPz zVD_sJfxa~QbLx_S?TyjpRRY;b%TxvC)2wk$_EFe>69;M`hVjpK3<)s+0csR+$RZY$Ym*&gAouBS@<# z^kv}1Rw(72*yfj3*ka`25FtlyBFM}tF-1x>ia>gL>o z3=k{7ToY+A8%!jiq$Q}FRW(sqi*5CTS{YsWZuL`Knkp0E+~G?@{$-kd1qsM$05Y0_ zg$7_M{r#oNBsl#=XrxLn9;pZv@)BZR|18aclV}c{-sLGP#7zWtFG^z$_i@EubBv5T z!g_XFOj4DI7UaILoko@jqo?3#B&KeaVEf(Z*Uv@r83{yU^RBeD93AFY~>&P}uL4->7aZ=HvjXRRGtYx0$UzqFdD?O%=b!{8dn&^!pt`H{ua zt<0OZm1ZO-3CPCd5E2*WxSaA|=8om%j+u=PTt=ZJw=|6OyJAuZJxvm01jLdAWXQZ)WrRJ_GldCjr>~f# zM~J=~vpB;Fm1DFY-LPA?d<#1|Eok8gE$D!aCcN~dwKd&Ns?KhQ!}UxXknMIa3CL;u zb+rJ;POkPH`ey=MT;>EnfO%-&S_2RjndkBWm@-Gwf(BsvH9=0bKfsifU?7>WMzwE0 zRCi0VlYGzy-9Y#Z%Oc}jNniWxip9Q?;l%Ro&K#|D;tLyQ`wbh%fK5*Rc3X)H(R^0x zFzAbuBLW+ePkskoQc)q?B!(dK?T1zC$oyq6BMXH{z^br2F}M62i5^iG4N(Vn%tYb9rW*keqA3oSot?>^kK z?EG%r)MWQEBH^w?xr~FgoxF@PxUAr#>u=qGM9*(>zG1XhBBj|3Ey#fy(Se@b}1bC%2ZC%;&-ao4hFZ-r)GMgD>4i6cIqVngC47Wib#FKUdOxDk` zSCVy{2JF6Ru8Ylv#0Q6rb<4iY${RL+da8duoe2C>+vc>K>PK^DR zo>wps;sqZ48#1;nY}+yiI~DSNMA45-^yH3qA5Z-KJKtUhGwW~AFo&<+*Kw?*kHNTN zAP)9m$E3E=0#s6Wf``}$xl*l9i6_!*nM6`*F6o=0nebz5I6r~>lj=9;fzewP z{wyM;`0S;Sd~A@99x3?yY>D}ArY$JkPl=tpxMl*5k}BVH2CeLb+aBd~ z?by=IroVm|&EGa2vxqDk!pb-TR0btO&%C}v1cHj&L%IEPB;fC}ityt8Y2dLYz>Pn^^wQufNWk=GuFI2!g$CfSS#hFw`J7+CR5+%tu9jL9;M~t2Bu~bq zTTl{~UGPkl({=8l?y+ZL(2pK`^@EkPv+D&rU-6IbY7G?6vAdPJFcZEG(_bzS2ut+I z#Gvj6P%=+u*`cl+F-ioIrM-6{tgpc5?&@x6FerpP%4?YARo?#7G?L$dpSo=zmlRyks8iT0~_<{5`4^D--aDD+q z;dDJG`Y1Q+Z9Y5KJ_0i$fH;$tRD8LXF2mzQ;E3jnJBKYh;=TY=Sd$SJX!~M4{iOD2CbldA2i<>Qqq*1d2PhDO#IZFnGC3*{_nMgm39s+kJ(LS1o#9T@& zC|Y4SL=w=b1*n<fg z4WojxGzmDf-%bQzk>o>}2TSl(T7C>USP*)Q3Gn-aANUDPhI5MUIQ{7I`F@YJNyfQ* zvn~-9AZ|JUv~!NR6?`s?;CpM|jQ;wPR0%TpbkFv4l??0=fweZEn*?M`fpdAL)&gYw z2iB+9k9MVOW4N`!KvG8ZA@kjrE8_hlD@z}Nf9Aod&=gEr(2rb`uQdG?{Q>5_{A!KB zzk`np5K@tXP;Q|sO+GLwG0ggq^AUWsr$!^%Y}mAWfW0#<+r6f~;oVBe#=~Os6yZ8+wfB&;XA5bcuk z_qBW2=}Af3r}$@|NOWc4{z_gxespb_x04zs58daoCSXc^^WP)~|HuVCN^b4HrZZmusf1c+ zYGR8gI4z&1Pp!oInlJdEh`aU+Hf>(FV!$w59U6V{D?S2ujOSfuz?7(Z2cjDVdb!1G z%M*w|RvYmBOeF#94@}j$B5DCLTIxTI#$WYiw=n^3%zabi->=s4dl7wAbl==J;M+|2 z-*1IkNd2|B@g7~;>VnY-{5u?xnGe^uVl>aFyWfKP3miDIMLg%usSrJW5)4!IGHE%w z!saa;Ig=Hw9({nk1#yH2d3zWG?SXNgpp&K~@KBR|0>PBv@DEs*i@MJZT7SE>!n#$s zfioD7f~)2qwDRf4{liZ1L5}C5Y~*mTci1%K-$u%9?-kszlH~ZwNc4FLI9pj~FCB2D zCw~FXsvVy?O9H5ROyhK|J^wRG7EM5t7NBS-ppA?~5HjyH8hn5L`>X^Xr~Q|VzW)U6 zzf|S*NB`BqL#jgyTj$f{o8RWjY^bYfJc}EgZ#MUJ*f#U%2AXbTiXS+&Fdu)h>&AXI znE_L4J4O=#03ZNKL_t(VIdLYylx^9y=3hkwb~OJe4|3RO{j+2&4{8htlUCV*RM@;J(byX6KgIY0-tv`e=nZm`ffq=kJFKNeXLGaBmy`_`3ehK;*N%{V zC1FU#-_}ULB{|3jtGJ!V_&c#1u+QCUKj3*(ne>yM4{7@uNx!iz?Ab&eqC)%HLHo;i z`EOoSv0k-L^M@{JiA?wE+f>({oF=l)G$hdfjB0uY;y$^{T7KYeuDuV!n%_WO6OboM zVR}YVI?eZAE-BVpd{o~@Q5Z&XCT;CKjyl!>ST`AI+jQQuc5bRy%6&th3w<FDi z&GcY^4Z`NJTlLazt!5bZN(g(GiS+xOjUu@>r|k#aWYKD+hBDxXU?Y9T#sjgHcNwXt z+NvtP5xBE^LK6yCwo^>HM&u@eTC>?ks zvj*V%9b*0ejRXRr)6;bJg8tc{MPA9Th*`K=kXSkUXxH4G6M?O{(2k1VeJQy5Q6Ni6 zm+8ss7m%_KSMZns=Y9aQbhYMRu5exvg6|_n3HVV*63NnLJ^*tqK1L6)GSw}3w8{jy zNK=~$XXe4Fh!mVe|9@2Y{HxOnH&s^q4_Pus^N&-jPfg#s7xSzv)s zijH$nTNR)jwEiYNH!ASadjom{k$7@XnlOwRFYnvWM+)+!V|oiIP}&4 zQ=G-K?(!w1F zufY)5V}%AF+B-VY!MiJsF0n17jH{H3i4^P*3J*tL);}sv?;mzfC+9Y(z z$`QQ^fUg_41dXrSr1%A-_jeXpOn?<_K$ZmTXa(kfHl!bqpXM5;_}eRpLCFMoBnU`t z=3Dvy16Lnp2WS-y_@(KWoAKskVeJ#JJ`f>CkOSnoZB_cf!o`Q-B}rS>{g9G6oC&ab z8$<6CH8~?FFWl5Vfe?UYTwx&7BrQPAZy>Vs!9fb<*<@)TU7q2%Tw`Y+pP8BK>S_p% z<0AaBYxD+fzgf}`Hyx6|hd^Zfl0Og#o4ON1ctKUW!Uc5%jo$Am{rax1Xddd*MHWpz zS}fS=k7z}<<~02Xzcw;Z*9z1Kxwd1iCc!;TLpcxTy&k#8YV^@dXyby06cTGL*yRU@ zNdu7TB>a7fQaT~5)AWnqqYg-m$S#IU*31Np5Wd%#(omjiY_S-$rsRz?WHYmh7icjwAj{E@uk- zHW98g`BLdqP!0l8Y7eHDhTywEVl@5=e}7q^lENQg%6$c0$$3Ml!Di9d;_MA z8VOjt2iCfuhU&QX6qpTz;?w4n$v~gKK=KR7=#hMR4$$jg`CuxDy-X|cRo6!QFV8C} zX212lqSY*6Ctab`!219!+C=T)gpKn_EcfCq#g=eSrQP1%vA6NGtgSTfB79r>Zp>Td zYkU8N`Uxx0-*`;}w9?ux|Kw#b;(P;|&44)~(BcQsYW`c90-Ln}|Cs^*)CL^?0(PW~ zyvv^FX%b$?>g)fRh`}|{_YMM*negU8Kr)gKng74HnqhTd*V=wa|K9sM317ca8{C8a zs>Vb;ZCG6Y(!$CO;%Uos#7ij#dt+2P(CdlS_1XW#N$A%O#7N=Tv1dz~fSn*5=HMQk z=f6LamRIo`)88W+fOx`QfWz4+I>a49yYF66Un4Ml)p5oy55g~SaGlapdJozqnil4F z6np@JI)@q2WdsTBn#?x`rP0MX za>ZKUUw!eQ($zgqcbW_1X zWpsInk?whI!GHKkrMtZ%AjsQ{H?@8O3++F_1UQvMAH7ux3-jP^5Rm-(SZf2mw0T

1p*3s!3W5POB;$vXR()m+Z|8RO-S`X1!ov+1bUvI!ZO|AB-{ zu-~U&+vCKGapty>pcSZ(vcAqKk-Q(&Cc3}(Lo#Rv<^p1IP_X{~AiR@af?y-`QhqMB z8i0+kOLYs^x|rz)F@4CMc{IwxxMGAkruTs;@*BmJEl2T*nTUp3orouY-ejQU50D`O3lrc`5>PP(miWLzo$%lDpSPG)2lhy^kC?(Vw|#*% z0nU8z<-a9E5Rin-neNN1m-qjdvIxfPvwVaLZNc_D%|{f<FI6SDK-F4=BeMEm*Yx1^;|?K8==M-%OY|tv@a=Q3Fu8L}TIYXm**< zP3NhSkvBjP40C=wsE1cO@RLce?*&YKNXM35Kzi(nj|FVF2KfnNMrv0?$9S> zrwW>ek~pt*O}zf!HrkX_0))(anmO&uTq`ABGmxrhOdycFF_Ly*C6_d&vbE`N; zx>f=!1e4%qbJbmhWf&vUUSqha$C6fQ{4HvPL@_;q95p~bAC~;_B0E) zA?N%BQY)hsdh5hp_$7aUe|}yy6X5sXJPD}HVf0wPBx?lHI|^{k{uL&_83ETs0M7rv zjuc$v^;R9sf6Ie_P@&ydYWzX)|Cj%b%KzV6X|VMF_xC}%K3Gxjv}6cWxsyM1R%O5V%%=r;m$%0{&K_;5 zKCwa&QD@5|PA()~o3P_U{OQ ziq<$p3E+|Hu~1BSHPhexenhqAVEU7{Qe&1(7L(uulbF;84Km$N^! z-s0KsfMq=}10$c_BsENV1lUpqU zaP9ApGD5E+3V#ns)Ea;(HIcZi8h|OS*8)7fG2*gCx`OB$(*z{n?xE)b?_RyzMtq|U z;?Bu3ss-5f&(|jfVJ7=J(SIRbs*^1$@D&U5RwNJDu9}-pm{>9=%zQDPI==c|zaECd z$kP$->yMinUaddc*;dObK*!Ll>M&JAU6Mh zd|tNR>6jXma=Fjs1!5-&pSH}Z6e@@z{m?P}eamvK-y#@;g0#VJpv0=7-ILkCX*}6q z;9yHkaSjhe+Q6Sf zfe>6Vp;?90TR304KjR@-X>{W*t-hJi#s*?wH0Z<}p$Un2jaH^u4{~OH%lo7u%Jq08 zQc=NAcv!}oO;xav$|qpy50D`OUx9ARvw$=bkkQg(jDV9E1f*yFApHKr-P!UW9x0I+ z%&qkM_pdW3BjqU5>dUnRUq1LMV(?F6Fem$n@%aaq6wD4i=Gj~8FaKIrNq3wUU`l+1 z;AC^SkA)jGj%>~&{#LwgT%`@SIoy=yu;h-mbi1NJZPzTc1^`JN^WRi%ybg2VJPj#% z7xl45|Ha@~1rfw_>Db13N74^5#vd{{=g#8GXftcUx&N0XHQm`_67Rx|mLK_|2b1P9 z>9d-A{;@=%tkp-(KBk@~UOxVkgGl1GwjUZ{wKNBo$iVuwLiTY?XgWNvZ@LPv?Eo6MK;pvKaHoceXls#fqjF+( z`xeOn^chQmoQYWtX2^VuqV-oQO;@UbVD1FO1qE@CfW&6si|3Ks3m2My)_L>Oe92|L z0vGXpE3@5#*h`WFXvPG%is)NM0_Mp+B@jr;?51ne-rTuv?u4;cyKj8{LFXrWroSiL zy5Y=9!|KA}On?ja7OQp^?LOUbjppBq&Dq+Ay=XfQ4M0~w5XPhzFc5vcXIxX^JLo?> zo)kuXoNXlLLWdvUN zdr1PmO>^r=z)3L!{#Q%n2WS-xze(;O#I>EaeN3vW!e_7eT%V_ z6{KI_&bu(3dM|tFv|=Df_Gx$OKOxlO@9+9(mNeCwt26+)AR5#W?$-nZ$;B>ZWT+#H zi-Ah&!l4_1NC825c~rgvsr*MOf_x+}5rmQXuxg#uQzo#o8ZROlsLTS|Gw1dZOrL27 zNj?^7nTYYsE~Kq92JRd>Uo2b(XQS(MgBv0`wB}eh6t7)U?uUj9Ed2li%7KRJPQjSl z{>J`ow)iSGNT#di&;sN%{~9x3`!M~ycYWfu0JDGP0YP4dzj@?dHUe-GNx+weU@CnH ziW-19qgR;%bJ~7ZEx^}V+I)$#a2BM0l{pc#;!#8Z#*3*smM-Z6@@=xf;i19)p{3RJ zhRsi&7=d>r8gP2M1F#1F5Va0_^-X*mzU?AroGaL~FedW%l^Mie;O_B0?$OxF$Mi<| z4+?Pvm8zOlcG`L1E(ri?^NmGD^1<%&uNsAyoCQ(#vbKw)I~o*fi~2`NL%2#G^3*g` ziVUd4RfhB{&C$3ZAEk8qX9_Hv0fV`Qyh%b@a8-A$4@$dBxQK8%DUQ*2^~hMzW|!;h z`kvMd6%7u%`D)*BCUL~q1U+(zv2_D?0tjRvaH< zeS#lA=7k?siuv>Lmzx5o(jT-I2!!(ph*!5|hgKa4I41$~k*zfT&=7+uGbv6sEkLGY zAb5x7egEN7WwqxVP@a5jnXVAD-CaSm#LeO;%U4XG*{H_oC4oFIIKO}zF*xNTkSn8n zW{&y`*UjKD%fD#`ZaDF1+F5@_GY!K0Cx`c3)$bK9U0W$^T4F*aX@p&4w)nLY9bKX zNN_}80;A->L>68#`JWQV<8Fk9QHktG!)c&eqt;(5Dq-Ej4vblE8_+9+lZVlBA-HaP ztEXvc8EwGEH3F~W$&-N0GbRf&>F0@7=E(b}oRzH>AS+D$sf_=b^QP*HR!#!`YWdZ^ z{Q%kLUqS5EroTdjCC+#H(+-3#F~&Hh)*=Dtzi%f0MCQj5`~%lb9o%ygEYA*y>KMdd;8V~g>yX_n zDe>mLj8AE?fb8S)Xa&i!i)fc((hcf_Q~#bM1vwLI+ABk*zy%!!<2#bJpJepr6Qd;o zOeGe?^onmbSUNh1k%DXOKdMZAc|wl~4wCr;@m1;BwQJU5M^izf8qEa|`kg?U5U z)XodZD_)-?~mqQ zvahRM$jmKk)L+bWSDf-vm*DigMT|zkM^=4W{mq1-@#iMkoTmK;hPOfA@A6A0K&hLq zXmQP;t}txtYQK4@VlWJ8STGP7HPHr z-kN=_KR_yEp0~hCMbuwZR&AMBDzfRTm8EX zrM3>|f_xA6WRQW~z9UW(P=DYX`UQMGTv_)D)qnpf??AE^plFqme*u0)_f463a4LNH zaee^*p1%*Pj>cbN0)3>?y!U{D`s9~Ze;QO@ok$<#7^ZAN{b|>pJqydGE)t$(j zX!BTV`5p?)vh~B57BE91x{X?YDbxP#kbMMco-HE(VC|zgy?b*ArwS5&ju8qxZtc*? z{25h2*~#?MO0qwv6<9X#>_IU}~SevwXW}>N7SLW{Gx8?}JxXy3Lwi zdfT`WDR`m_>GH94QlIAJ3+z7wH(2A>4$@Ee&ecQ&ezSYEDe&K6L>c>+d;2TMzRFBE zr@~PXgsJogSQCTQGgO*^sXW%+hjOV2UlInw_=r({XdRbyOo+XWV6uzA+7$|zJD>5u zAs#i$USw+y$DGh2>uTn}-2fq}_2<_!FU}J4W>auP{=Inq+>M~PdmCtHg(CG6| z`c0Lq$e6BE-l#8V*3371nTaG!8WD(0ucgoiL}mz;#jUJ~!R()`$(f6g*ho?>I?d@o z;d^|9;>-rKQ^(?h4YNHmHmZ+eYz#3xNs6)E`dP!r64^RHaYGYGp_qurNl2(sPfF!?2H6%5Y={F(G)hy4wv9ihs- zm2qiy(={8}kWLlHEB0Y77oa_hIh;RFsaqpzem%;RAtH~!9cPnHHl}@=Hv2ewF#^I3?{^` z>#tWEQ1SFHei&3Irlx`Srsg=!zJH=fWyXt|;Iol{B6D!UhLg^0cgr`#Pr^bn@Gb!^ zksKP_w4iMD;{)vd(nhW*U)soW*@tIj>RaS$5^?*es%1#7{8mb_v~cKX0g33*#v_JF z=#qg-1YUO_kjl!{(r|Jf559N;q!WTK*{F(H$@l`~H2eNsC)Fe%rP>`5WOBixF|yR z_)#Odm1Y`EFt_~uiUdq4`vRQ%2u$?;!eur4Ee^LNM*K~Q%77q+_8`CMvDcP~U?9Hn z!}x}WJ1<7Zi&$JdIu}3Ji{1l)7FYZkcL-O-ygmTycT7=xC&)jx`Vv_wv=yH;eviHt z?B03;f!nVLGCjADbk!q`{i}JqKflnD=`cEX9mxt=iCAor`;d%vnBq5R$>5Fnx*}}? z7;>-&?ie5gJLPLSjFh;^cJR zDegYv&vB;U2`A_xHOXC3QQ;3!Pu{Vba11#Y7ea|Ub~*@%wajkt3=EnBC%1`jGj^8e zY&!?mKrm3}uew3}1p+G3#61&S@TH+ZAo-oKS0DD@MyAd{PSpbWo2PS9d$64G4 zk#`Bm+iRJ#0`g~#-6NzZfMDB%@O>oje>|b%lOJwhMCgd=P{cT1u7gGU53TkeSQ)eY z1B*2Qe_WS8&A)Sp1Wc)o2>fc$pD)0a*q|V#d2bfLLwKHR2ckJRQ>G=DQj($qD;Et6 zPHc>BT-db9-0qBg!q*MRCgG>*cZEXW>UP1d!cIK`uJ|VxvDZTMIY_>pVvmpy=PPQy0zDm#V9mgT%vv6zmKV*4npu;zLx% zRs0;04D(DI^8B_yLkLbnZpnbo7HP0tTM^W1u5TDZbpi4Bsu!c60_|_{e1J(*X3rHv zS0JVI!)p6ge~Bps(+!RU{P&zn5-^pKeqVkq8g0M6*>Cw=3g&_K0Ic%rlYawS0xjEJ z265sj#gSKTBemBK%x`s4K8VgR_|${6TNn4_L2W)S$p`BpKj0@ISg3QE=a<6(03ZNK zL_t(HR795t0{q(OMFO@50x9^rCfkk=zoJkjZR39?6>eu<+ElfL3(BCXzQ7=9yE7?M zPDqmarL#shH~FNnqQjbeMcF=Y*k+BzQFGv#abg3;D$#_Om zns7)Abv@ymgK<3cTGh{Twg7VFWZOeAsJS*Dj1gR2PRM__(-gyjIm`rK>Gd6y`D@Yo zODUmoVa5NA=HGhbkR?*v1D&(_Nxe%={UNrx#Wf^g)*&Scn0`q<$}VH52*1Sm{`*bW z5Ptdd--oqkU-R{g1oH1SgyJD+o~G4Cf{Pd1Bg9()%CA(7kH6XnAk%|Q5D*d%)b3X>cCI{V)zJ+$5G+iH#r=UNTs&}o%(hg&*AC6c zLgfH8+d#>q4Oo{Ou@%`us0&MRZ?=1Y{4aQYZnD{2`ijuB3M+ zS_2fW`VLN(3XrW%pRiM3qb2nLcgoj3Nd7Ju{SY?mQ^_OF0*mXlKAP|uPqz-e(jn4M z797wKD!}@&?~s3zCZK2%Ts_B_r??;eBEdxZ6;?{|?U((!nv3TT2+605FDtY+^ao= zpyju^EKfhI zQVI&f9fD5cVyUoX(gYm$z(hm2VnQ3Reae~%SJtoQ-Xzb_Nkg8hOr0tQ@u&#Cj%hDC zN((U5t{-0#+qST0TxljMLC>uADjYgHVTviSS=4|nU)u1}IF@cXVNlYog*84>t(YQ58<2>?>96ou?7 z4^&Q*zV;I+9md_efNcP-SO|1xogLlrab;sBPIWrnpBMBCcD)0`rU!XvGx+bTwFFtK z6Tr9$I~XV2ZGn9d5fVKV2<()rUYEExdC1vbWr5z3(GQ?z_N$otzMoevWt;?GN=hK% z2{UPOYct7-z1BH(9zzjumA$r43fiLn`hH^u#~J8DZ5yp{Q(wyxy@<+wARP>EWPNv-l)BTISWch-Pe+Tajmm- zP4rSAuy9|dQG2LCKY)pZyQ6R??FA9Z+tCCH;R4n5@=EKz_sR0;a8%#Ao+J6tf;6%Q zAI8Z)mFO~F&e?KkNuTsz)Cs=YS6|+6FkyR5+I^H*RTu6zaPkkOuCFn;Ciyy9=*}(^ zKK~xFM|Oj2fDIosx{<1+YSG?No(fXYC#9_AVfzHe5`U}iDta2G5q{z;(EAm#oD0j} z2J+9P{im1*|G3tUXx_m+k}h)pE?Oo3$7=(!L|}1vy?;mUK!elJBVllww8Z^+cvr_g zeDdA?bi5!EFc&Qfck5St(A=0Xy~W&bT=pcrZ|QbiwopFu?ioE42rOJzH23aOKY%99 zz{H#9a#4ZvQ+u|pY2MeL>hsL#!%7vZjJ~jzX#^%~1Yx+}HItHz1<$QO)W5TGUF6aF zV>m=8V!urj(4qr~jT=+kjvgV7t;`g*4YNz$F?&57?iKW87OyO1mNo7d4S2utld?lu zh(VDf>=19z18&$&fU^=IS7=E4kJ-(C#Ff%<0#o<{6iC4IXCzWbOT+uthT>9XAOf@B zQIm5dkV3y-fY~n$QuM0<;?Eo?#Bz=LiW3f}?+x>}-6s)kc-UO9)Z3zUhu-hw?}ABV z3Rw54J|%B5EdqgnaXrzZm(6CjV}1ZjT|&W9gp|5euToE|Pazs%&6OL1{CTz5y@!n4U_xoOUt&(5uWx-_y3{ zPu_|Udu*NWpOI+2aC*POgdDQYpBY^}1qU<$+dumnmeBeeV9kHqdTQif{i+fi1hV#@ zCinhm7nz{(CFh#YI^Q{V(q(|A7o!3aQ$-Z#nsU7fCfK+ zg|?n0=tn2Sub_rV?EO@}w-$RhSvqLdaY^mDK@<555Wci9on{W~ZkmUK9n)UUgaT4TA8sL$U29g{L)NGOo&nuyg`eA;jyC#A;_OMcFo#Ti1w&lR z(k(JraCf&PxVyVcg1fuBGdRH^xJ!^ga0^cG;O-LK-5F*c_kQo5oIfzLclWBbs;hdh za?_kGJfZ_v`S2cVI5;gRKbEj;q+P`$2U0kHtD=#C!Mnl96=g}B|589cBHcyU2-$$7 zUQ~SOF54FgX~TnlTVI1-cg@wQM`4|z_dl+1TRp118n>+}AWT~Pg?Txe`Nt0|^w{l| zJr>Ku<`kb!xppc#Cti<++Nm!h^Z;cf?@FJ?xLf}YNO-=6j&bHb+=s6(;G4eM++$3 z9Cn{Z#~c$z)4TN+Bs=TYU+`MC=tZq}xH&GhJ1P+wjFU~p9Y4t8S%h3RJ#U7Z6lTpX zp<`^eZaqmnVcxJ|@b)VDd#*2IP@pxeUo$TU+E|+Uynk{D%UcuHSgk8NJ2+(^B1GPo z$|4!1rR$YAT39`ee;iwp|MSp-f#6(KDWW zz61e6=BXLD86&VQZwFaqeKbZ4xwiFD&Pbubm^^U|`<+n`dvCgSNJ6YISlvY29-YzC zx~%l>2Eri=bIOpSxtM>x7@dGlwDZW$RfPL~&npqs4k1DTz-+=IRMGH)k~2%W@wj zNAnYaMN+c@YJ!S`gpL;^omQhy;C^K2YZ>M`1D7uAyapV16OoZDP&yG4V*7+c#5CCj z`JuIrhStQuY-gdo(HkD%%r0A2~gX)!%94hN)jpIQ!lp z!y0s#QNa^Xx^`iwwXKj~Sghi5^|qS`AAy3`n*{(Yn@u3-!A=k-4oe)cyK z*TJf*KC=bA+RWyak0scWC6h?*eUh8=?hY*m0{uAGD0!bq->lYC29bqoJD&0V+KrbI zSR*WdK6F0eXa0!i@&{Sbv#oFUrHk)Z=EX$7hK)w;aSEMP_{;$XdzUhsOk%tkxhzZWWs)S8kXh@q z?5hiAw8;4~;7Mx%I_};C{Gf8uov;~@#ZpI#b!l;EHwS;34ch0a1@Rli9g~4k4h0y} zv)ExI27VjIrS5%=t8?qMC z#)AaCAC`);prU@s5?nsm58v=kH#kHy5U%|wH)*HHGPPx<^r~7XUT`=f zj;GWk$0QoP+xEcj3V61D`7TnTf0@u6!hiMfqWJbZ-3~>r@#HE)w!KrkFS z7{O`OhTdPXuxw5#@vj~{3N4f5llNevA$Q zy#*ie+(1Q%^~aBUx}!n9n!J^Q;t?_?Q7`h^x~~Y=24)Jp5-`n+bW0nfQFPO(B1i1s z`_$VX(?bJEMOx*Ot}-_p3rJa|V3mF6j3@fF*k3G$7ftZCjs?c0y3Q^?KZR7XprzB_ zTS*~KZP&AMbQ|Xc34KG*;!H>j%koGtub$kmU{ew{V`WB;T|?*Jrj@yV-QNsYpoE0^ zy7E_wY~;blWzvF{KYt>kg!%NOGg8kxGB}*YZHRIzOU%=rfJu=z=(~jm8_klB9&vZd z-vf^>qQ&2zhyVlZe4!7pBpw5b0&u$x7nj=6l!h@R9CD!rZJ|Tb5`!DA;My*VHfDsa7WfhUaPf&ijgR)}wf?s-D5;>o8*&yRoSKN^Nl-;_$_fwkv>bqj? ze6FCn5LJqF_%)K18(4jd2vw1*oQYZLtDqKCx%p#~?`<|bXlF#Y8cjq(=&(aSI?@pD zLxwNuM;a)Lf(UtOHF3Z+x#=W}wZBLMdU{X%SLxM=^e3;H$78$sTV{t5h~5#zx+ z?1g)43xl`V45XlefQ_zn4_JYDah`V6SFB$bPd+rULHhkz2WuW0Onbe%mm5P>GX-OI z4Z!guYg!}e6)3~b0lF6ad=v;K-}P_lp%&(5+rMZI2T4fVYjcdgB9APy#Ft;R^DZus zWKn*RO_CaBfVk&nH%&5T1*83FQ!vM?`mkuaZ*e|<5TcR>BQ^JGEq)5z#u)1-aeq{|F z%ib0Re8W~hMwl{raGq=mMR9Q_c4;vOBW3Q=d{{_zBG;NZ^Td73s5}06-p`uJw=2zx zMhtSm7MvxGEe`ij)jA*^FyQ*ek!_)MsYNM z*+MSVE?w!?3(H5vl89LHqSSVlq|>;ps{tKJ|Na_vRXTqW!7H0551Gt!j(+%!7PmUz z!)dyIw)qhwy(fXrD7ep}LO*r8Hs}%j+yAxnhyRaAMRS2tV@)AZ*LS0dA8k32xKd)M zqj5}BPb#XdjWB%P%K{hHcz%urxS@)$27HIBK6HbIU)Tvd`uJgYIQL$x$j=bTMw``e zg9ZGPCZC0qs9x|xK4W=9h4{_O!89mT!cUbdEb&>5ddt18QBS!4SI23)dv`9YYjI+F zJdXK@6r%iH06Ivefiw24;}&@S4C}smR-dJ(wRgz$8xxv^m>qLM$x}_KaR!HXk!mggTxZ#z^TbN%12taz4!Lizn%$uDm-+G>-oa3! zMm95EJREoY)%QC-U5x}E-Vdu)*C^^l6|vp!RYt*GbX%3*N&L7f;k;ArL!(m$jS)^i zy_bgY23Hv%_O=u&f(!L_@{cC&ym>r>bjO!(p)}ralC%JWFfPincT;MFRCh`%nGBKFfm~y)Z3`pFYLmQ9ssZCEZdi(EdIy%+IBsp z4<_3VmoW$rIBmly8ECP6xa{l>)fh-IH9YIQu89SDO#6}e(xf+6yJS-wkZ?-YVI)G5 z?3;_QK=!r}_M770yy8d`rc@B#nA=T}K+U_tJ9SR?mu+Rji(bLUAb1E!_D-PO`RID+BMYV4$ z#^V|u_HF6pJ)7d^r693RREIMu&G|otN&K^Ib$8`>dWa$>uW6F`O;m?vn4ADPf86_R z%}1Th_Y!UQ?&+1HLBr1O!+KX>d;qPqgU+L1;X@9o;iTLNY8ZSkIsEv__k)AR>;O)|x3#D;<}Z2r6tWUFjfjrTc4 zfisnyQR2rnH^I!cojgz0z2}P)1$eVDW2W&FrW8kg4c^+LZ1)xyTy)Yy45yQ84I47^ zyApO&=Xr|T(-rA^RHxc_wI4!Q+L@o&6s%1n&c5xn^KAmLwG|emoJ=y^*n~9T8uz6J^be9FL?*PI*iTln7#Y)oIp=O%6WK&N5>~ z3e}lz=JQI(1_?c89cToTagz&YSp3rPp^Tu#K&<-7DFlu$ILY#eX3eUkm!-_`e?da(7@a41^-O2&E8D5s%r43@Y+n9hFV(m)aIFQ zrsONu$2eZr(m2psDOx6LJN}2N(ZjHa|*Nl;x+5#wiHql&Cw>)M&^ znZP=pa=En7doPoDBcjMG%qp!vgW$yQ9UgfJpSXPxuJ927Fx7sDOurq){C_TAjI}`o zGgh2hJ~tXgm>fE(PVd3brSax&m<2|V@#p!t86hezXQKoUGeiN%7e!L@MV3)A z4v@j$4iFGjGZXo)`b{IGK**f$VfS;*k`X?PPyW()DPfR^byOZyvL5)d-PErnxGUda z1OX;$2L<;t&iLx6-RDUn>fWpOZN`z+m+F*T9`OLz+o3N!u)_^EwXbU>*|}|AN1kpQ zVS=QY)jP8Z81bnmdrplnh5RSW62juWz$m^8I4_hP2!*E+lKe<7BUh`#m(J z657QcC8p8F#rZURNVuH_QhZF4?V<6nps>_SFLKix4{EO_XlydO!yN`$lA6}&Kumm) zJIgYvlBrGWbV}zp-?kw1BEH4gPQvizR)s6cnx0 zp`wtO7KT4puT{}S-4Rq|1=xBd7?f^=+N=BYP9Fn(w?y9|V(s}+B2|reAniAqtCH*S zL$nuWbeO7`#@=<^t&P&OSdB1 z-tQ&Guf$Pyz_M^mwuv^&1uRrk!cZ z%}Kma;P4Kx2LYOAoRK?Al;RQ^!=gm7QX)og^kWc)#xJ6#$&>W3`kx2QOD*tBn68NV zb7U~iYc4hvg^VauI1kQq=y|DtU0T}CICIPb5(8no9`mVlZ)}f5IDV|JZUhPv+)G0j zx|P)G+@(Dl`@_G}Wm3&ejeW1JSfc9lW|KrvmA~#mGbgWGt-C`|Kga6<2x6aOQ5}jf zaSw4x04jkocroQgum>?bF`(BAokHv2q+tFuT62$Vw z(Tvtz`m#Axe52gA%Z)5g7WF|2K(bHTwgAJvKh_?Wo6!ux(eR{5D9K5HU^8LoUwSgc zwQTqkAzlSkr1HxhGmq3_tLUsRibJyYdnTDmloUcq!6R(gmM3lgl>8b5GV~&93E!6J zoo2_1O1bWU^+$4kxLlI5FD>&IMoPEQS)p6Ab-S`slya6mtQbMOHH8Pn-2re92|^j{ zz&(Rlyt|7?ay>UXk)UX>ChMNB_lW+lQ#u^pkCf|#w*wB4!4YgTtTzn8V?&GLKmyE@ zF4`b;MxRkmd>m*Lr`sQA^tlG(^VMerE0GQp4(-188V66eOF>e@JANN>&j#D~dqmTi zj|Dt!mNT;GDHziz)W&31G*qViAV(tsklf)NBSJS%LpI)z$Q0XYv&V2`Jj&Cp(xhOY zyhOs6&X~H{vO&py+gq$ElwZBLlb6}4vAeg+R3=(R+c}*cT-plrShkEo^+Eeg+~-s; zXEH8xX1iny9RamwT2N`eLPk1gWJdm*9zYhKfxXFw!8Y-hZ=}?5LJgNgMD|+pnzufl zbz_ z!ajFsXWxYIQ&p6A{Z5hFVO!>$88Uf3VSDM+9SP;u5~W@!s5$^sH9zE!5=_-tpz(7? zl`zVh;&CXzEI=%0m;_V+ROrXzES*r+VCZ(-U-qyQQI6VqW?rjD`%biwe)kJ{k@b2T zm&ugQ-qvwt5=6i`g1@;MP?W-1*OBep*~ccPO9=fp4gd@r^7!XcD<2eBPrPx10vX4j z#nb2`D@Nbd6GE#R-l;32c3ZB&=hi<&jcW{bS0R>VBk&OUPdx+WZ#wbmdoy7mr8S_J zLQ0OXz=Cs>?9^aX*b?i;OvNAp%WjzvT~%FPlLH>K?|9U)cZvABk^=B!oAlLc~-!Ch{}1)hM|Av(}fRk@w1`Cc4 zfvU}w53ZnFeTxUK!*1ra*B|KEC*{GZB6;*sH(6?Jw%j>gHVDFbafK`nUWyHG68rd3 zRYmng>Po3iDqXq5~9ZIl~=%OivmyN;4f?2gz!)5Wmbf^;H6&aSY0y6Fuu5w zs}o}PW?C8~KK`I-sUs!jG;9*uBKcH>ZiZ3VT`>+x3NPYRp>sel6D!p!T zot{RM=^s=OYc&~#Ug5@oAAy!LFoJ^NJr3`4F}f4?@#%PiD|xO4dPO}m(EYk(K1T8mafRKT$SNGHRfj;Tmq@ zaSili^a=95>auC?NUg}6NWE*Vq#00Bm2#d5Q#=Md49{MfAzDp}ohrt97OHbDM@QoV z#Rcz5G?4ACXqW2^57Wch;i^<+YnPQG@k)zPD|3=r%7-k)hO6PyPN0iNubL*glY=Jf z&i34f3TMW4$-B!oKfyZhWx&f3AeJN;9lUWQ#uAIJe07>HwCEVF@mMJGjgfNTg$z#k zXWkD)D#;2B*=r0QzR~xSaLPAU3oZdn#uH;I_SYvZTS_rgmejBnIG|--{E~?@_0`ld zcX5^d{CpdN#`S$+nD;aFMDP2TTK9;Lk6#*CGe0LQvl}#Z2qZc-l3Tk3QcFak+Nk7E z8r;7d`#Swu79pyeFuzbMDkDACXtkzc{*f*9$sEgJF#_8g>@5;-8cOh=(rp5N*93_a zatVWUO1$rd4N-U&q+9y^*{;sK(mVJf(n3~vsGqZJiV|GKxOIB??^?C3#ASuh5L$F! zj-5(=@45=VeKstr6&%*q%6jzTWC<0XmZfNLf;v!OD5pp475IsOef2CcIFIW>?g6^& z^vn~lY6N}Z73co@x+%+`+aLyVX|D=n0zC>i+zaA#G)Xc0w$T)qN(D+ayCkGdr^Fi3 zieM%^!H{BDH^*h;p=q?Tp7T;rD%kPUPINHtXW)mNd6{ z>;TxL>^p_WWVQfm-kD4NUo%2qo@v64s}o;bflMc^FW}R-o|AXRb>2)H;;@diqrf9C zn~xW{@pmNgf`2q#2j7fnIW?_cN1Q+9>iR{XXU*$X0Z0k3J{+xak z6>h&4l&hR7XtVGVlRsjcS2_GDv7lt^J1v0(P#5YieY(a>C>f6oH!;s28= zZCLpV{W~6BhO>n?l!0I`kbyjybUmPQxcPvF_XD%oq-Lt)ER0N7m`gnHh+tNbnQVW> zueHiZks~uKOPg!cH>|(|%Vb(!kEo(_g;Tm{PW@Wav(Cojj&r7wg{iboROEL}7WslB zN?I_%)U$K#Cb9$D;2w09gUK;RaY%&5%}Yvf1ua($1r+T6Es-$5od$aw);)H2eRhLF z0t`2z#`ne+0`fC}uhoY_>=ui`Xn3B=dB2{Jn5~-yRU*Q8>4g?NR-6uR-waa;tX}Xo zMiTv@g-ZekB>W9}t7k=xd>+slN#2i5sMccxgI<8Ch_~^@G5s^cB4u)Xs{6=hw9~@O z?y*Th!URa08?#`yrRuyMWL2G)@Gkjpa~2k8d}7 zyCJ|hiIN;_$NP@NX8=s3AK=b=%obvXR?_}^w84|>14l-NKM-^TE(u085wPRd>se31&u6BiBv2m*=%@j(UwVm zzs0wod_no$u{ozWe7%prXJrGUOdP5v8L$qr`e;b#99K@Fq7d7RiuTWKr|;t4ZsUXh z00l;&c7msXjfrsApZU2)oS; z%Dc2AXMr89CUjyKJgdJ}5K*Gzs}7DVC+n1h!%w>cbepsj&@!H@$Jy^FdJ%@Qeq*~^zGFmfpDplkc5ly`eqVMY{`qO?s2f2sWrZaRT^?+`~bM?xXZ27P{qsvx9 z0{s^XzwwcVD0;t0I)o(n;$FH7f#i#}APBvSF%53)v`e@Td#GT5n4OhKD~UkA(fTIF zj4T9R;!w;-YL*0NR5_G#u+xU;g3(C)Tqle4e{mveoHTcaQ4^~hAjD%R5K84eETY{$ z_Vu!$u_$X|`)SrK*}YR;mDn#b-<(&!<;6i|ZgK6}(XMu3!* zN=k~A^3-O0yO`BKHX4 zy93AL&~M>BL`jMyV%2c%#EeUU<-!taw@=>phJrU7iO4bx zBw97Ybo{DM%{t@_2vJIYM^PjGAbOim)T;1;?zQ~23+*2;_`_M-T^D+lYM^?E7h(d- zjV>9VcpTq#DE#t)pY}k@$Un#i%r}9bKr~xfAH?nMvF!L7Z6+RswT8aji-`n;7TGKD9^n4)|4b;}gV*l&o;J-fs?N0NO)<+T#HTO%P?rWEV#! znSXX+6UA2*n6-Rf@L2fs%2f(LW{qqq2WXPflD6!C*XCb+^YGdbL^;%iCw|FvY^-4o zpB?0ye#r=i{$#o|G{#-PdXAhJFyr#nJFSThZS^)N+V=BDG^iFysEFduh4(#jl-KI{ zpxF>$)f_m~g=xH1A934>I0WkLrp$jCih#CSj!Asw1&uBnP*H0rxfQcV$fbFij;x+O zL~lrvO7Q8#i{?9LT+M^Pg+-&!_#BZ9t2E-itSC0UHATr54MaMs`@^_p47M1{QEW=K z)0;i<)ldm=HnxRHln&O<4r*0^VWKM30Aw~1RV4C1=|bmB%j&q8rJCtc5Rb4QNcxEMi=Q+-@Zg$S zX*KbFd_L*@=s-J0))X=znSYo3l%|lEhd0FQZFELrkQd)cpg$ozGQt1R5603MW+K&F z>jkSK70wM`4{Ryy zZl#7q>t$fJhB$&SY9oJK8bkv-lYi{^c(|!lqCio_6yg>TACFX%3Tm)L;YT0rp~j@^ z`9BGO0eXlBO!^4h$Q?dFI;X`E#=k~GU~{X|o}hCQZ+<2}xU%ymv!p4{G`rQPT8Y+t z@SZBqJrw27LDw`#n}<-p1STNrbN$Bpx%d(=$YPx5yhk&~+4chr?=^-T3QyzmYO*lc zm>g80Lgb2za@JiV_7Ak6+jB;LP8We{j=MS4hc`c|o5QfkEy-EYyjYHi)WY={dP%kF zvWTp!QH8oqDWsu#8Je|Tl~4BySt`J>rgL@Ng-)MlgKer^FkNnHV5`yL&>(IG*D91% zC7veq#XsVxb9E?$>SK{P&nZ>^Oand-Hptws%e}A+cbg&pkMp;twfFQco`70CwVF zFO|dR670q)Meso@=WppnBt`M+Qi5L{DGhFxc<5h07U0J%i-R;?^UJ1(MJl^RwS>Zc zVh>H2VG{i>YXx@t_m=mlq;0xlxzN0$dD_KFNX^s<&gX&!OMi&v-uGx2?&Z}kHtQ!} zubjBV3l3CA4E^xK%+mqAHaKkyM`&F1{bVw2!UH*HZR77VgKKR0E`R(NaIs;KU6xNx zP~Q{;d01q!H7=qB{j6Jt;%|cLg9U`&pr$O0UZNImMc_LYg>_Ao3EUJrU!UlBjK+Sn zN4Wnw%xusy`!oZ4Y;CZV%O{?T3bf=#RtP|?iZ3P15IIZ=!d;fCOhaolgA#YOx~03B z6BWtNOCwzjB1<_@yH2=y;W2$~4`@I>mHr1|JQ$@HJAvWc`=aL$QFNj1Ga=2%blOBk zOGJny-n>u}M6Q!vFVN{@(}uS8)(H(nt?S7=yGjpLoAyG+1SINsKAmY=S+5H=OR`N7 z1r%IrGyu55+12Q|`LN|)l9SD6bdIZ`yAyL~3{U$^E8AR>8>U7GS?E6^0%Mk3%SRwn zZwFEv0_JO%;(27)TMnDo2queN9@Jx6FqQ2>});-qYzrW&#ZPWgZtQavFcFo2c=_nXoExst98DqZs+YNM-q9+75 zT&{F(y5??_9M?JeIcT2a?6ciXORNl3xOgDj5$Z(wLd|EZ%1IHk=lINWc`(xhDT3t> z(u_$VS3AP1At9^b?!4$`X++n%TICCh6Jhv&{Z z?LQ}fED-Q2Q<5NI9$cZn-Q=L0n!xZ9xqn?I6{;YxkHM#?ePVIMb&{*Sc?eqkY8Xvq zM+Nbm3_{$gH$F81^%h?p&Oc*6=g>kFEmX3=ZO;sikn?zm6#oBLDZu^kjC*sMP`=sB zMPu;ENWE#HHYE(&Jn3CahPU2yIJRi`WpJRj(qYHjzCgdvS4 zDcALhL5B%H14wp6{b0ml|Cj&PO1qX3?@eYwY^P&JjG8tfVxJLG6dPg9uI@il=UVVyL-&te81OeI8?O| zKi&f*o9No0)^%cbB#7S6J(MRyB$Vot*j;MA?4N_spUmha}!->E?a>uhD<8rj)BT1F*O9R$T96n)!`Uar3%p=VcU|AOF<5>egDa z*5;?tnFwP@=Lv?FBXX+WQhpOY6It>8)q z&%=$O4R*tTLE#yP#y&lwbE-6jr!t}bWFug2!&)5$x%sF)6|NZ*W?{ROmx4$LvhQOWumlg;hKN!~V{ zIBg7lJTll_>?W)3s7dF^&r>+|alh{tIo|y7@(JwouPrnT z#>zt-Ju#Q1V2_FcNjZEiE1Lxj(y9n{BlY>r#NGH|Aw|LNJcRi?A87VkXts&=CEz`n zNdUm}YV0>gKjqM^0lzLcu6xLV^i==ILabFdJ|=@J9FahvblNw*9!P3`{vzGcS!42{bZi`yu@EGzFz_OFM8Z^ncK7 zAaIVMh%j%>s{hI?FO9(p`GX`%q7b^mJgaJpsBw&7pcF-lUN%qPqF4IdOSKpdftzka z4B$+rY+*yTAfA61K}{F?DU=~*15$b8K$cWsuG|dv%4Z9O7SntNzl6QgzQGOkpQ?)m zg%J_ah_Ci>8@lkcB-il#OWaj0-Z~XiPY3xhD0Cy;-E^#$ZvEQ}>#mF>3+m4nJma(| zJkH7DWtp4Nh(;7wc64i_=h+aNeJ_GW>Xt|M9;*u_;NQU68uf{!){mu(a@N5oVqb1* zh1^`nFUJ0c{k>9nD{0jHC~PUAEerGgLcl@JD+$<8LROuD48QtWf+8Ue0CIpDpHl!M zHTXoWC)~fNWA9QYd_*fHmZO7CNi01IWTA|bx`D&KVF?Km#QlpRN2FVTkmhKDWT6Le zjbMps?oa3tBKr3O16ffQ5JE<0=1;C;SO+e(R^(2^7ToA?MmqS-B-mUBsu$}&fuc+Z z_p219W!iXaCFj`@Un>LPbU9(0dI>Ulyzhl^mO}n2$fvpo>K_yj?1h<6+=khf=17L?hyXpC`2gb=;!Po1G z1zA=p7=7ZFj~c`)rNEpKW$x)9*Y4W&^9BX}YUE!4#!39j>3dCrbUn#_-F4PJC@-3_j;0Q90uxwc2(&-(>SlC$8(FO5dF(==)|Cf8158 z{-b3FzfiLmMw$~>pBNA-CKfSRTCK8y@Zm_(xcI|}wK~>U)*JG`=Kg6Pfqz8b8Rd5D zcqW>e!cS)x)N5H`aG; zE2ZiqE9xXY)v%6(rI_fdixh7YUus863mbr!}QWhu#m1DDeGdFGRjIgg3 zqvc1z?bm)hpBD2x$q5Y&UBH~PSYsVyih0CTmz$4jj#&EG0qbJl!3Hmwr&!@-EhBH- z75^7NCt_bXWfr_rt-j`D#^Uf(83a){s(=G@yB*(4(7@Q31a3&DJRWL`%vQVfji-Gv z{_^`dzp@DivZ7iS#HogVLg3wqJi=!w4uz42LL*ImnctuXF`r{Gln$zyaAO9Px(R%Re7ZKm!ImD54Wv7+VK8#eG+$bie3UG zM$d7({cyujJgn05qvu`(l?!}N?cyZtjW)LImt32fTjY{R-9Cw_0GwAYTQeNQG3tL< z(Ftz7)6pCsEurabG^~Df{HsV|x1+Ymu`tP)oeMoTk=<<$@Btn+6E!cc_jaZm@|?|q z?|3YD*y0p%Su7fSKtRlsGfz!q2ySi3C)MczaEi8>|y>{7carKO5X!=hdt$H*J}^2f@10 zkH}*+Vh$n;h$6bJm>3*rO`9Tdi2iS$G_T-SJ*g*Nf<`DN^TKD=MmSjRe{hMBk)Cd2 zkteMl@5yC}&T`ob!=|GwS+S;VqO0`{m&SNQuuWod8{}zxhiW|y?)&W%0#-?j>L$W` zk9Xm+Y0UOo8a`coa;?e)4MgOWe0qI|x-FoPB0qR#mh!BoLL`phz3faZ{fo>^m^KqQ zYdYk}8rB5}`9O~Ls3RjCi*S`unq@d&zP0{O8sQ8(1R>+7!=75$MW&pbEe06>Idjc> z^l0rYu0GGRKjsOOC8#uIcWW8!FCg$wIZ@^x=GS@&;rylRV(0+Ff3b`Hg1g*YNE80K zD4F)&v6a*F6Xrh*GOcyc}M=rN9<}{!7#My@Y4!=Q?#K zhzOM;Y>bSHcF!@`q*tO_-`VL$dO{G_tQTVr7#FX&(W-LKZc0sok|{H>uhcTHBk9zzH&JA7PEvL&tKTmxbc1II5>*$sHerx4{;2|P`A$_oSQ{-TP*bDK zv`2zME4R>3h9cv5eo(=%=&~-=@tl5V$Z-hi%#~OPj+JA{;N~TX$u?@UY6BunOz{cs-zk zSVoDg*^|J8r_IE63vBbJpYu5zT${UoB8e+y`oR(JzliuW&t@?-jdHpI>&JPU)1OcK zo0e?A?0^8jdcIuANexdJ~}V?%+^={3x2rnaXg0f1B9t5*Tl5Hzp4L6XHROrH<_< zY_pr&D^lRK@u{Z!BWkx+J1&-L%);o~k>E%4-NYH2e=Zc$c^}KA!(X^uI!`U+ut}15 zH$pm&m?%R|qwUsW(RPkD&bx!<}^HV2W)zU^+rU zp)%A?Z(a?Ez1S_orgqs|v;ehdzv4-VdI~qWao^0lv#wz5zi3<-?kkIeO}*eq1O};*+_=-BO@AEL8)3_+ zcM8-O1Dl8iXknw|32%aq)r{|os^;3Z{9Dk#qWLo}5z1??xKL?<2OD*^5K=^j(_HkA ze2bJ2YfhtY6Br>`I5&YZ1cpor#@8@b|H9;k@i5=-JyZ6MvC@X*V1W=Hl(%9UC76{x z_~kKbb<*I(|2P>Tcah0$@f+#zxBz=sdr5Jc$8r|RBKJ}1usjGii0B^Rz5tH)kmY3M zjsS47J$*TB7pIrEY`eS2Y0j@Woqz4%-Q1!Q!TZ-+BB9=1%JVo}T6Y$vj+7#DMJ{YQ zZck#{5E!v9CU7_66Hr87A@2HH_vE;J!daO$@bnl^?9WXB2^7Azz$^rl&*;v{@=PpVA-)G*_j4WnfhqoNse!!oQZ z`ZE!7S+G!GERUkg%~Ie4J8}o+UuK}Hh}t)V)pe^C`Gp=~U8_s~`Sn zGyOajs3Q7LGP4;X0Dp8jHzI|jTcTVHb%HykWW%T?$YcFtbH|qb#UX0xIDPG5augdb zW7I`*Gdv0B>)=;@xIfUj@#Ysb>mH#yGQ5Lx;vk3_$Y!CBO zIsptCSX@#Z{WV~P)5zKU1Dr7OKky>yqwd>fwy)IaQ<(v?zKgjFin-0Ql#ApH?n{Bh zl6TIp1kRRh7W`bT!udi!cJ=A*+{Q6E=-iVFt`Lt}q`z|zA3c{kIKcmnGh;uiy3l>V z1ajFt$kU&l1ij$j9k?f;%n2J?uOu7at0B^mWW3@rkX*(|Zw!_(7WIh#1!2YkozM!g zcoDbH;BMwvZ`FNgmh=}f<2gfqCD2bLe-mfW`7WJJlGW7_ubS z3&d9ZM=5-W+D$+CPgc#2W29c!$HdO42?)=UGYwbb;157y7Ii7*B; zP97!3kzrBjx;I1LjIW=LC4?4#iZuO{KhAFkKdD<9YfzASKcG_|wS27i;y57KKCkKO zw+SuISK_xo~XQvJ7~? zOW|TR$tZiw2~+lb1WSmdARwdo;FTD7IF3x|pbW1Y)nm!B5G7hl#o4-0cuQH9w20xj zm2cIZ60LvA>K!aNNWDWKxvBN{yxfz)DwdYd+Z`10j=X$c*1YL{SVt!GLd=c=qmpix zd)tZrsD*;6P5~-E)1M~;!eHc@sh9jGfVMo6(`$)K%v$sbFLg0NDa5im~z$V+{HQ?BkAADZfhjxXfKF{+8{pR$k+YJXi10Z1L_Ki(Y&) zk8Z#UReEL^L^{}qHQ++{6V+)lw>2;(XnIXIWJn1QlBLy=nSUAgORa>jw5;?{EI94d z7sW^;FmJpGgsjhlPcn(^99&ZZ5bQ%j{W`e*YWNuP?cfqI-X9{CKVJY2V$2eSSU(j$ z6wDR4VrJt}p>%Dw^>4<%&nKNh*QE3Xa<48R`K+HbcgVb>+%X$Y3K`MHSDw8Lqoa3Z z6%k!*L8g8}#R{x^q-Gk9EniR9{UKVATXUyRTdJxhfD)+jHdsO&>{8kdmBQl0yteqB zb0YE*f^YmUfr=ed`X!;Fihi^?6SPdlMgB?IW|&617_ufm6CH9wab!gWk`Cw=`XGLJ z*fF@mRn%MZr{w8+2a$@h{MY&zV#0HJ|DRKtVfPrh3rS8V1^ipZK{*1EkprV*+$eVE zxYQ0ZGUVcAW*k#ym0~zVu}OXJTAu}%A&zuq@Az;;JA?{jv`m|m|FLOr2 z6mM5l3^h%S;cm5Ur!2|Sc_nWo^o%yG&o~TNeq1>uU7&KF2yC?=nZ=1~;X&B_y z8RUnmv+3vJnUzn90iS%^Gpsk}hkF<~vMOq3@SPuFaE3*G-;B&^U(4bptMReqHRHhy z{j(T7#V)_ZjB3i2N!#dpb16uD_$SbfwN?|{^QI`Nal;IWt~w8BPT$&egd#wNBIuyR zt>}U1x*-k9wsBVTgkw?ND^Mq2N#^Yynft<@yduW3<^le3i))S zy2KJiS%SPhArEhvIko*19e)C_6HVmbinJukY30;-TK7kJY4ozM^WsA|2mU>Cok`_! zTU9>+zJ7jDMT#+3JxXara07;S-0{47>!wV~u8m^_b>6NCXwE=!+-z<01r{ZK+AY}i zQzF)*deK*=wzIG>66skZiQzY1I1L=hYI>wS1$_Hc^k#eu%&DlwQEMe`wJhiqLbWX> z7v*@0EU`nNW6n2+yl-G+_ha?VkNW#4J6J50SLv9pWbD&KN*R7-k4}0uK_WvQ#s_|iUg{H&}M+Xl^z*K3Tv*%t%lkr%`sAY z+Q*fdY1xRq@fV_=dDf*vX>8N?(iRsM{*P)Z5(zQem8C~Yu;A_z2<{LF?(V_eongM*_q#dg zKF|KWyLWf>TC1vSS8Xmk8Rqqbxu+tx{!&?sVq)Hw;4`Fm<%?81t|Y< z`we@^19Vr2-wIx2c#@rpm|3Fy^vXTppFALO`6TH~H9`BUtJ?ToMPqK>x}n&m{Iva` zMW-;THo3(R;;4WHJto4nvED-Nn$>p=NCJr>Uj)HM!@wqNWQI?_!%5;8Uj;+GX7{7*w`dPA{FyFBNQeHH{agk zl7qs|%BfsRtL3q<97!48>Z0C7U+y5Y5TB8Zda!Y0kXj9rRp;ed7+i;v+;=h1!Xuat zyM2T7k|PcBJDch-^3gE|cn4p#X-g!MP`mG8BBVOlKm*AB1#zZN2^z6A#35rm3zJT)7uf66~r1W3ZC z=WjC8Ps?>DE^z?H$9vw$&9gT#vGF?GDa4Q@&6>#0u4uGCbffSbsGvH(Yu(ms6S$oR z#9oDP{*ht8@ou7*?YGq2#Qr|ugyGR-l|%>zSWF8_I! z5$WNNrmZaOoENWvilak{Od z;jXsXXuQ9_BNg!_?JazTyG3OQYbVuXrLBse@UOHVz@m=%KMvYf^LfU8u);sK(EY|- zKNBa0=v;C=?zz;7EOuf}Iru;ty?~}Sa-%D}KUj?SCJliRmR3KGB@sdUQD9ZPADrHV zTWBKxou%mzV)a#e13a)7`N&F(fFiKBEH4rgv+&+FsiX&ZagZDWZG1ny-(EmuG1s5+ zq=3>eMSZ~AizR)J?sVns9tU4>kNz)kyP*5Fn<(FGsrYhyqEK!(?pbx`y;T}GiX5O; zZ_|ICP&liig%U^uj2JYg!&{mJ;0$WBqkqmEirNIUH(qhhiI5BltB}>&mor5!`o*ql zB79g~kp&&$sn>eLwm6_UU|ftw#Lv5@KH%P+R4>&wI1AiaF=Z7loZ1H${m(4IGjri> zQF>zKgMu=lUFqWOVGDmMTJNx0hKgO>Kg3UmgfLOPv)Y?@n|v3-|4wk&TbPeh)^B9Y zSSU}dDfXlfcxd(VQD$f3(B}XYM+_~qkY%}HtQdH2d-qXHl9nKQu#3UBOJFoi<^@Ub zXp?9VbkRxtuTjn?61exF*osM}%=sis7CqkDhm94Yrg)I=*>sCPyX5B_bd$EYEOzMW z*S|hpUD6DWz?~K*#p_gE&Ql+-@(-ZS_j$$%k)jC01;FOM*@}7$=HD%~>WY^Ik;k=u zeFeOyp=kF=U#b^>KL7Tw5t=9_QbcAe5a6yp-5cR;wu+ zf_{K+^UiN*aew)+l>E8JtLU>*UcQXqJ*r2i@3+q2o8u(?Mb-g{9(k9IBFQY_$w)CJ z{fh*`hS-mKtR?+IQwRK}kvlUDJ!FAUstXy>e{(~EkLxnJI9gC&@OvZgWCfhAg<|2q z=~M-9O1?Vch#n$byV@EpYWC<-)jpc{shUpsYhB+Y2D-2;6p0x(V*4%f)W{8MgC01| zRIm4CcvT#9sS4q)*7+*d7Eot*-u`DW5d1&4zM6bMJWr-*Jv zK|M)azP@p}S)@38i+@J8)z>^adkS+ginMJ9<}_k%M82SAUzq>T8i&763o?8Wpng#N z>5A+rKo@rXh#u~AD8Re2n%qfyI0D=d%g<&?-b>k`KvVFp8_2U(8gqKPSVu%?4Y2*0 zs~Dq*5w>UC{Xa~fKiQSxT({d};1#7~9-B9JaCav2Fg{t*iojB?C1ZFF$gX-dB#D zOSBg2sGGL1m$u7S^2PrN$G-{vv2jYr12wY6sji09f^Sy#$cY}P5-O8eG0nXU4`}~L zhsf(+Z6ggCHk}DJl`}&e4DD_f?#g3{K~@^iMzaoETVJd|2vtwQcIv3Zs^{!}d*Cj#$;(MU{uqRX4~0&R_Vsg%gC~C~PnYQ(XC5wI zDWzo1JLTH+`De_=Pmk9%>`xy?y=qEY^TSLN8c=V)hdZ`HqgaK|P5-X9O<$P_Iu94& ze28^nWtN_f_7d3>WDWGi_KW%PBApp+J+L^-8`7x-1I7Z1{dq(xIj?;Y-FMJ`Y*-5Q zkWGD(6Ed|esKJ97~;5$^2R7KyI@tQg_N-LX*)y9y*G)56xO~^zH z=ICZ6ErF9{KD{d^h%HPQk54uAy6maeA=VdqklRaiQTe{&^i$EURwZ2hm%!8r3?QtHJ}N8PLVKn1dLjupD(ypojb5^d zX3$d;$aL<47hmNZXhYmNE0-A@x09KYhthb;582Sx1pcn(+%oE)J9sKyd)K}d2Z8q2 zW3SyIVa0d%d}Hy)Ta1@Hw44rTiq9G9gq3_rhJ^|HzbUl3nMnqn5Kk+&OB;421=M9+ zM;x|FhbnGtoQQqSz~fOJmxJT(Sy#l%MFc32?d}wzs1$8YWq10PsP}+FRb2)pzY!2m z&Oo*uzeJ)4F5H8>F>P4H6V-SZkKvRt!n6qc+Pn@{K^eSIY~E)3)ic>1^6z|@olB0?#({Xl1#K>sLy@E0+k>(mu&%SX`K^}ZGOa@`}ij& zI!hq|Y>Jr-T*`O4TaW$1Km^6K(8T*J0lHs=j_u@yRwKF$rplb-*)a2ekiow0NKLd)2D*7Qsr&%EgfatQ#Q(oxV5;CT=!|}{ zj+FYczT(oCh2=t3UivMAM6~^TvyqItF4o1tgdHq%lN)Vn0+_ZHszYu2TS$i&9dW;P z_wIO1__xr*CI&Sef}U9AvK${=z4qqvyBGc7K*q##!;^^2L}#mweh$Ceu1 zS$}RMX&49B#xzShW(}mt)o90|I|}_^+|59?FFUwhVAS-X7$6RBa*6qOe-19wu_5cX zz#^DFLp^N2KW?sCu>Wzu1tpLI)vv6(%ohxo6v9rX;|V4~*D=HLzOnYA>henwu0Ixt zmGU;jQI68sQYxEq*DzKVd=&KVBu@Oqs+zFB0F4hgQ1l>v@hQe_KOX1r&Tj$tH=G;*P4i1v|dw?g&VJ?tXRxSA21IjH3E#1eE z5hyp21rR7r7$7#?>UvnEHDWStm*^b5__^N4iv`}bs%A7w61`cF2hoVz?y}Tr{i=IK z>)6Z6oUEgdvlB9Gqptl38mz3X14b4m-xH=IpjZN%>3ZP$RI%$O+gI-ERW@Hx%0l>B zRlZ+1%1tE<4CQ|ga!8=A+G+bW&n@yMH_0UryBC%)Xe^`&s5{R4MOhLylcwZe( zxJHQ~082;SVK}jzY|zi@v%uNDYL&p5!1UdRjNBLs(ik4)&H6U;b3xb(%HUjhxCv|V zgnji48_@;bm5(dgp9t0X591q5u6LUbS1HJ_vaBn9`8^lg6UC+MC_S&DK!r1Fr@XSx zjB#K<{|9hb784W)=+AeVp&ToO>Ai4>E1YraTR}>kxydQ|yryXCz)A%$#&>mUYOK;_ zaykt_%2X7iV+ew8TO0DZq=iw9QGQe6f{I6gpI%V$h-fsgz6S;RqC-zN8q$f>bjAp5 z#OYF}jvVUUa!EY2_&oOgHW!>#a`l40M9KT2{dM$LVHt@zQvi?x_rDXGRI$OF`X>LJ zC3K^V#AkL_x0|NMnfrC16tHm|WR2cWmH+H6U+Yj%0FWZV1b%?vN*dv}u&f!kmrc-~ z_c(e05c7lRFF_ZE+hZ&H5_z>mkq7Y%Y_wHuU(4^`6h6ss?h}Or6VB$fYsonUCp}$k z0&ldZt_q$+yDq97y(eBpP6B84P8aQfSj~oiji{@z<^oiwJS}kP`*?c&DbH7VCFZaF zIZuLDa+*p2ENQ4c(w5E)tB zOw#iiHBX9Zcj;_c-e{PQTTg3j{B43*?*VNPxMK^HTSdf#{gX6PM&FJ8*dw4MHtLxp zFYD`)e3x*Zb#GI=rBBU$ZT{8Cr)88hy{(E6aEtDvlo(@ zV(-Yxf`jAXoOc$F=Pxy;0tr}WPuW>(`8PhR_!*{SP3v4AA~Sk8k)f|!2Xy71rsO}% z2l=07B;PxEoTmwi+VoiABJhJ)*$2u*DSjRsXqzAwo|NPB!a>hM0^5B?Pk4DZTx*~C z_p-Q<1bD)KW36HS>1N-=R)L5_`p;Qw@Tu-chmoV~M8@zwK7akt&pvqE%$SP`iXQV-?wsfN$TWWu zLrUl^#5l_}a4AM{pZ`3%3?AsxU;i4)!e!+By!QCLz0GOE%^6ZvB1z#DMPUrH$fxbO z01J#q{>!OH<5KJw@rdaI`Y*CHvAHHjlHX>ge#v@#pH_HJZzj% zCu8OoGEAbbic9vbtWBl~Bdy;=S?9%ya%=6>cPiupWKHdttRCx7tsYFn=-(UJIw9E)R@0ILm2!p%X{*oF5yJKT>fj4wFxz+Q+ z0R8r-+3hUPwF3-|eZ(3N?Tc-vwYKif+mPVG)}?Zy(z}8QxBVApJvL3u1aiV--^jaY zsjF*@;W^WT&J~)ru*~3dDdFfkmG#AYJE*R0hi?b+bL{T^(6v2}5lMhY1!b_{WSCdy zLFcxD<1r{pgdG0>a#aA!h=qi7@R!q&^fFkcNSbQyq!tvxeMI_rkbMETrlL}U898bW zbVj`zyusOmepc3K&`o?1rE*$hEBi`*ovvpw?e_fa0=`%LkgtB`>CBoHJ?Azal4g9l4H6@+sQ zKCmt6DTdQ4mW*z6Jb?4LM&cdQc1)2*QNVpc%ji!1WHV)#*$WeWDP_H~*!f(GAbNQ8 zDJ&Bpk8{H|H%9}tmfl2Xu?kfd(zeEYFb}uWuk8Hru6e8O(E{)!G-=!Z+#QK9`gf@g z2DwIWKa(6-kt)XWJe|ZVsgG~+i(Ik53#9adsyMYhO-#xT<&fZ7Iwl<)d)(X_XY9WH zszIj1B5pCJPD~)r_(@0gBJN#ozp?GY@$xqpK!}e>MOw`j`XMb~tC=$SD@xU$h(0g( zu|fGh_3_P$r~nETVw`Z4`V%$Xp9Tj#C6p*4H#QDL_4h~S-5Yc=HB-JEJp4KLUc~tT z{l8`=*5}rSoUma#y#VP5n1xSi_YU^O9`PVp`B;jSV3fs2l+PWoSjqLKN0dE(rqVa~ z?LLA*v|5Er-;EE-%@ioHNQpYgBxe+o5!P`q{B^vrqfLQ})0EaY)rL>;_@j=z{_(j# z$kHO)p+GE0n279hVIG270OR3pjEik^i-_sLk`UYRO#!2GSHbewFYx*zFk&6K`k=Ej z#^|tJP)wCgG|!Ur?Tyx;9lPYawBg9b zk>2h}!NP}&x-XJzeM1>O9Jw`!3yl+JGGqY)A6X5uIo{_znos`flS0t5hA`D-ot?}* zF}?&{BEz?}x>5T906vEa65%6;>vVzE}H(>|Sz8tKf z8wIE-_aq<2Ws{98NwjZ&y$Cx<_U!6H%0-6rxygh9{P>4P`&o{^=#Sirshve_WDqx|mtE*7t9rK-4>GN0t6 z7{0%0ZOTR<{h^N%LcD&krWv-6XlK@>0>2ViVPjs=0&!`&=5{Utz)iE6--T zqcVeKXo0mTeGJe%{Ep9lKVA1EeaoJ-0{!ARzNaR6jW$9QhrjFJM^=8(7+Ea9dxJ2X zJjtqh#(RulAdd=6eafaiSC~{W-I(bOONp$ALk-N1-*|vV6WGrhx!GbQB-9@!L_1Sad zxA2+Mt1uT378_j$<*$Ald_4+yW?AR@nzj)VgT3kgeg_3jk-|0b$rmOnlm$ujrPm(I3j|y2h`W8JKfiVu}2^qITGJeE=$*RpVa&5BS~q1O?U^w zz`H%j>P1Ly$)B!EE|zWM#<*mQ91vCWFXfyj7zNkO-lDa$&yyZdrom09w(gqs3SvJc z3d43{q^<$Q9ea#(0fqTZ{9WK_$NupnZlFj@nR4!<&@$7F>86e(2xP+W7iC3?^7tlZ zfecMk(Ymsn*NMkVaibdGFuj9*i{MfVUl*JV7f+nd1Ef({;}_=vZVTJ^pTn_Yddk(IEcixpD*>mWJ8{&)y7|>Yi-L^n%I~j}#vxlRVgl0#j9o+7+?5Z?V>0(^ z8Az-CMUMpmt6Oidu>MQs2Mb(U70wp?Ry7k6qJ!AYz#n(1R@4@u$rumYfbO5^xZ@f0 zG)kg64aX%&sRRfgzA?oTuyFB^sOk2s58Z59KDcC|2{@J>>YG2mw*pm2gE$*`01dyC zaNh)A6{U8O6U#3=F-F}OaZT|wQsZ;}vXXa+$_f@(8zw@iLn1G3$9|oDlgg%d4(qmo z{Blr6+m!i{Y-<4!eAr;p#=Kc0D*6}Feq|ce#S$|jGhzWadOrsiNcUE5=^-T3+Z(IL zc-&C{Og0q>*$&k4x#mXdalC*4hLF zJ7i`+#Cl*g_sRMrfa1iGBT*?&P}*_0Q5sZHDni|%?KJV>or~sijiy@Q^4x;^wTJbc zjDR|J#FZ=c$i}qC^KI}ZlPxQ#sA-VGgTH7j?(nt#p;nn_(P2sJQ=9SI#zz@6SnC2n z5IijGf1Q6wEH|DI4m@Pq5+VsC*8MmP)mQ*amK$}NL_1&F-1gRMEIG46V+7}+` zF?Lm#;n9J&=kkP~0Y>^I?i;eR0O2Tr_3*8;Hb}~%kK@1n+$!?NgIu@x^1=FN<|=JS zCrrpbbCVg!Snl@o~Gr9FCll-hGZVL z%P;02ag9|KZlpS04QG#cUD)!8{+pbHJM(`Uup`bNZrdq-#)r@a#jArWl55e#OXG&V zsMd09mkb-w{KV?URlZbJs$tx<1BPQqMmWJcdw9W*tyr z<3tcKihxiIAn?B-EZ-65#q$}IHxBu)Ow9BI+|L#T4Ww~7L7pAJP^%jXT~O$|z^RNd zpo{8+Xyr9=c#WL4F5*d9Su%8~3SS2g&46@OKX^k@&t(s1ni-X|wi=DBWCYho&JW%3c0Td0=?~l4B%~ zDo>(C6U~rB$r%QRv7UTtQs%~atm;Uoz%6KI!Wn*E$Jm{Ya(k8 zG`?n3MFp_t-rmxxoE{sW!oM9V3@3{@t6L2;#xBO8XN1Fu&WHN)$j#qyEPrIR8M0g9Iw@TP53YXF zKTu`5VAb8MaTaY)ce#*kE9#=2-0_|u7e<7fy$DbUeeVmV?-E0iJ-aaR<8W%K%7?8& zdsOD!!~wp9b{+ns&R!MchD?3=s}^KHMvb*ZnD{Uf6@VteUV}lWXnMYIkea*;dfo|r z&nS?cqr%wF`ANGV=D35N8UF*Gvh#N_c5w-Ceqy^ zb3^pmfe6W&xEuNmw7)JtIB==Q zPQnFya&9sK{TJZeC$buq$^N=qcA-B<`SgTa4^fZ=UGl0Ce_3aczRCJbhc0^4RrFq_ zM8vNwpN1Bt#*(yK1pRI?3Z*h(j{I9p-P%>yScv<)P_!^2=)$2qUSl{H*Ts6?QCjh{ z5N^@*=`ruv*FCy5YkoSu`pSnPIKdT)q-;YFst;nwC17BDShXww{23u)R`cyC9d-MN{sxw{J6b|^ba2B=I+0YRjv~Q5vITjSQqCduyFqc%76~( zUU~<_jj2Ae>yIK@&7Vj!FRaprs2B%U)7Bby#(kULVAD6@a$&5sf~920%OT3QLIPHx zcx>6I{1;eN!d}smf_mH`dS4b;ALPX&^1fxOn@3l=5ZwnJEOZgqqfn#FDE19fy7<&np_Ypbn;^1IGzBhsL5ppTf*E>JTqu0ev6hAoA>U4oSHP!vp<+-&!~5uci*bdhv1+(Y zsDyNk?G4kMY{Ubql%>zd2y0bYoSmn-!~8-$DTyb^4jUdSR|3SBOszdS2uUpXUXM68 z+%l1q(+7Zs%I9ybTdZI6tWQYA#R8%l%~`!RMQ@z!R`jtWJkTZWSKcCRJ>&sHpU!P? zUZ*a$B?Z=*o9=sLCFDKD$uT}(^Po4Pe}7o+g$st*hEBw-RH{EsrXWc zeT%shuU6oK=jGTZdN{Ad?R^6l;J|N{sXbNL*jDb<{rqUrZDn;%c30B_+%D)7;>*^T z_onq{J|FvtkOtcq5b+;V8RedH!m8DO%!qq%Q-{iORZ&0h2t@v&gfeO*-2_{1ML|J> z%~{k@?{5#MgZVH4X_vJ9Y$v4xPCaetFH_S?ikv5_nScI6=$!?z%1J$MP~5eOwCW;wa(uc^$L95_!{FilCvEd!7N%GI6GQ z-;9@}?C?2~47X==%?5=%T5C0=`}f+#VwtB^?}EQk)KkHf9(d?D5^3zvLcz{8ji|3+ z3j8~}XaK!vd1{lt6~QwADT!J6>$ZE#=7#-GT})Q8T^Vh=iboYk0`(}v^#)GACs`ek% zOVE+=WjZOd1%hF%Mp7Sz;2%)pCcNv#S$AIkmHv@lA}oDRPk&bUow)NE0i1dYk=mB@;MW>mNu&ouo= zAEoYq#0>Gyr``$GcdCWrv0qEnO-SW=oDd9yg7zp5e_`gYZU~O z=yJOW>U-QdSCaREHA0(?YLW&_&s&Wle9>tEzS>x@Ikq-`8&WGb9xy3={9yjPI4zbr z=hqGhW&-hM^-%>FtklZlE3c|Ds;DHU=}e2;r+NUk~k zffUsmAGszq7&>u&C$VFd9RZ#gdIVvMX3?Uy&D^bMh&;A(5bZmV#QK2!>@a!i>IB_F zp%}zrfd$xMd$EneRyIvZL)c_oRaKsRhvDYg{TBvZx>K8X1MV4kEY;{DvQpR@YT*?9 z(m>Eck_Ryo_gS~v@G(4ml%+o0iIkA7C;%n=Q%4uAVA*WiB;Bwfz3Efy)XxY&=$t%52ylhxTH%lxRz6!O6FP7T)f! zIDREdd0LerQ1lo3RTYma5#;A+{h5SvcUyR%(sEG&)ZyVLL|@lKVr^Xxj+t1n!Tmm# z80~xN#69wgG_B?a%HXL^&a?NsKZyb^@9b|WAKpkoS`3`Eg%(Jp);K2aCFUYf)#6s~ zvN+#--YCFF5~Pk@l0_y5g9k)UB|5sc;n4mYPq~r#%69OpvLeeL-XCY(pIvIvOxQ`> zoO@AD^05w1gm{xq!_V?djwg`&80ND%Q2cB9FArr-&6;>?y0|UDunKzdqxBW#EYT0+ z@9SwnR+2{f1I9=Yv`wDhXrxL8EgSc7EpT&haoyCwzfHH!VtwE&b6@mWbhPFlaosm! zZrWA@EuU(z0XoC@KT1+;sWEl+Yw#+>Q@J6fS%VY1H39Wg>#+od>S>Otrk?GxvaN_D zUwU}RS~jJ|;0rj-C)_PAe|+~!Lq9Q-$#x-lodWAVctbwOGw-zJ9M_7WiIm}P$*vVN z(n@Q~U+5}``XXhW5AwsO#eUg@fo+`%yuO8W@}c~7Ymttm4}C~}EVXenj~2u#H&B#8 zGdFs;Htnh4-kxx5QjnDO7~N3t`~ck2Ov&>VJw|=^%=LImvLv>;Gf|=e8Ha_k&uF30 zrH$=Zx4F`;@oPYxK|&LS3s%iq=i4)@BB~}q z7k?~AC3vGf4bJ;Wg6H&{;Gm93k?3{Y39m&xOiZv43jbFG<-F+Spii(yMb`FMzx@A% zW$;YUCxno6xaZ(r2qdtK|KeScj+>~cgKm1y_Y7va9Fvhz3F*AsiFm|`>b6*5Gj)M- z4kA?ZhC%^LiYv2x;n5_zo}uhZ`=atY7x+t~DID5F;_#qZ3In|HV%)>d4-`!!YXLg@ zqQWppGK3`V5n6Pvm%%0sC`Y9d5o#ez8NmviAU5r$nPIthYS}PMo<9{#@C5g6`9o?n zbK@5)F0E(bzHIZuY~H@Vo(}wU?Q$pyukO=v{ooPpSU9!RsarA~tCXDRDfnqq+)IW9 z-+K&o3nDqPtIGGVU(_JInGn8CX`kBE#_|k^+F@5b5}TY7vH4h*U0;tD0SB94W0DSA z8SIY+&<9b>!;v1WImf{M6)?Wrq}4N!PVX!voE2j)VpXGhwt6<=j*>ks)dtvicNFE{0pf7F^2al(hr~1g1Ixz zjtGroi;J!3h!1VpS;RG#L`sgKKX9$xdIj-Lt$RAd0?f=F)}vN5;7;w=!6N>!Vsl>N_eJ1)NthhQT6k z99somqp3jlvDCRb-D2|8QoKS@*SO~zS-uonDzgB4KG!%zt7D0>9$6%SS0SuOf%}nj z@tJY@r=YA-5tK@1`j5TIiD&Wa#kt8gNC+ugva;$QR+*q!E`p4M6fosBqHrh}qM{p+ zd*|8v5v0Gdz65((^u?yDNF`zEgeAz^6;=rS*p5DPft9&att2)$5$}bX0*S!f2kATi zlr4ueC>Z&t-D&gZ&ibsOZ2Q(aoKx#ImV{XogH5Xdxv*YVF#N+{!+hzNwfUj6?<>IK87I7+jV+2y?T&b{#5sAb z)Yw|#v#5iQ+i~P06KtM5ntqk-0319O?>~VfQI>U;D=;iEuKV1P%i2n zA}%%JgH|%4&`N1OKu!wjb2JWVaFFzJ4RY~8M)y687O#SH)yGxVMKH^e50ymkKB`xod7rvngNiA&Q-c5E zL*7Toqa>+*tAfh^jlPQo-B3>jaykn^&Fq$VkQu+m340y;0&j5M{-;pHx&1HLAYnAc zOo>|$mkwjyc2Y&GMX(4QZ26@#yxF}*uuSd!{Q%NGDt9RTbA&f-mJyDFT2bWm{L2T2w%)?s56IPu{0j3xE&VbXeC}QmboKRc8NX5S*|Weot&^- zmM-n&jkUWd`8?!zSoHiSSaxiFv~5jMxcupRzQE2L)J;98iu-i5HEKE|4rx^6n7V2a zhVnLTvMEm)lK@KYQaQ^7EuT=9G&!~^Fv*d{uBN(;KM+c%t$bbt*WCKP8(l5NO?KsG zCN7L|gm);V%+*?&U=?J$@{iiq+&GVfExes4d)W8G^|@d{d@X(;>0qN_jb3-lr#ZE} z^h$d!!LJth7WST7A9Mi*Q@#Cjk*xJp6F=Xm9-PeUOoMWv5cugYC_Z_71g{d^1THf+P$k#DE`)qK(^k0%cu@2B1b#@X!4>tUI)C?_0e* zrcFu8+_MtU0To_JviMe*zlhF*?Fb#+?*m{RVx^(za}fQoAp6aP^_(Y0W)Ma;&0t$p zY+%7=_6FB2c@M6`RDp}A*?M-mVSf^Sg%dzpXmxG|7Z{{pm0Sr-5)e?vsVQfc z7A}p_<~7zr%ZS1b402=WIgvIBzX1sa&#S#8bOb*YxxY>FB6Tbc!?WO(*l5~qf|CV!t_1 z@!@BXY8|v$=Iheb7b@>XXrl$OvIdgOs}M&~Qmds(x9I=0K1Tp@ zJ67_8JBYkgk6B^C1UslyuzX~W=`hLb&3mO2$LW^IC`VGyMcodzM|~gDWAEJ02t8K# zJ_cjw2cAAK0xa0H;9m{)<- zPnIUX>m0Gme!Vv?r2=+*=^s|11pv54M~Y!pIz!HXQ#7o0Qb68_v+rk_%)yX)jFENe zwEj3ZaA|^l{dKr-f!F-1j7LkMEtwmO;4if-jrHfk^Y{K9*)m*+B^Am=`abY4S0qaX zordToBgr?M!j>6PsJA6p5m*&H+i76c#gCPWki2pw*3ODVBnAIA&^O0I{S2Qr@SW+_ ziWHVv?gJN(hAtZ*it0kT$G9WAOdGKlPH*P6snAWTWjf$(oQ6v=r=ykzG9 zza&mYK()!RzCVOhY*DXyaX2>SM8W!#x=lVc2KSiZ(td@3fsvMz6w^#FjCZFwU5E&p zMZGQf7RZphG)8~W3%IZr6Uk_XVczG^9UeKoXR5mJeP} */\n this._deferreds = [];\n\n doResolve(fn, this);\n}\n\nfunction handle(self, deferred) {\n while (self._state === 3) {\n self = self._value;\n }\n if (self._state === 0) {\n self._deferreds.push(deferred);\n return;\n }\n self._handled = true;\n Promise._immediateFn(function() {\n var cb = self._state === 1 ? deferred.onFulfilled : deferred.onRejected;\n if (cb === null) {\n (self._state === 1 ? resolve : reject)(deferred.promise, self._value);\n return;\n }\n var ret;\n try {\n ret = cb(self._value);\n } catch (e) {\n reject(deferred.promise, e);\n return;\n }\n resolve(deferred.promise, ret);\n });\n}\n\nfunction resolve(self, newValue) {\n try {\n // Promise Resolution Procedure: https://github.com/promises-aplus/promises-spec#the-promise-resolution-procedure\n if (newValue === self)\n throw new TypeError('A promise cannot be resolved with itself.');\n if (\n newValue &&\n (typeof newValue === 'object' || typeof newValue === 'function')\n ) {\n var then = newValue.then;\n if (newValue instanceof Promise) {\n self._state = 3;\n self._value = newValue;\n finale(self);\n return;\n } else if (typeof then === 'function') {\n doResolve(bind(then, newValue), self);\n return;\n }\n }\n self._state = 1;\n self._value = newValue;\n finale(self);\n } catch (e) {\n reject(self, e);\n }\n}\n\nfunction reject(self, newValue) {\n self._state = 2;\n self._value = newValue;\n finale(self);\n}\n\nfunction finale(self) {\n if (self._state === 2 && self._deferreds.length === 0) {\n Promise._immediateFn(function() {\n if (!self._handled) {\n Promise._unhandledRejectionFn(self._value);\n }\n });\n }\n\n for (var i = 0, len = self._deferreds.length; i < len; i++) {\n handle(self, self._deferreds[i]);\n }\n self._deferreds = null;\n}\n\n/**\n * @constructor\n */\nfunction Handler(onFulfilled, onRejected, promise) {\n this.onFulfilled = typeof onFulfilled === 'function' ? onFulfilled : null;\n this.onRejected = typeof onRejected === 'function' ? onRejected : null;\n this.promise = promise;\n}\n\n/**\n * Take a potentially misbehaving resolver function and make sure\n * onFulfilled and onRejected are only called once.\n *\n * Makes no guarantees about asynchrony.\n */\nfunction doResolve(fn, self) {\n var done = false;\n try {\n fn(\n function(value) {\n if (done) return;\n done = true;\n resolve(self, value);\n },\n function(reason) {\n if (done) return;\n done = true;\n reject(self, reason);\n }\n );\n } catch (ex) {\n if (done) return;\n done = true;\n reject(self, ex);\n }\n}\n\nPromise.prototype['catch'] = function(onRejected) {\n return this.then(null, onRejected);\n};\n\nPromise.prototype.then = function(onFulfilled, onRejected) {\n // @ts-ignore\n var prom = new this.constructor(noop);\n\n handle(this, new Handler(onFulfilled, onRejected, prom));\n return prom;\n};\n\nPromise.prototype['finally'] = promiseFinally;\n\nPromise.all = function(arr) {\n return new Promise(function(resolve, reject) {\n if (!isArray(arr)) {\n return reject(new TypeError('Promise.all accepts an array'));\n }\n\n var args = Array.prototype.slice.call(arr);\n if (args.length === 0) return resolve([]);\n var remaining = args.length;\n\n function res(i, val) {\n try {\n if (val && (typeof val === 'object' || typeof val === 'function')) {\n var then = val.then;\n if (typeof then === 'function') {\n then.call(\n val,\n function(val) {\n res(i, val);\n },\n reject\n );\n return;\n }\n }\n args[i] = val;\n if (--remaining === 0) {\n resolve(args);\n }\n } catch (ex) {\n reject(ex);\n }\n }\n\n for (var i = 0; i < args.length; i++) {\n res(i, args[i]);\n }\n });\n};\n\nPromise.allSettled = allSettled;\n\nPromise.resolve = function(value) {\n if (value && typeof value === 'object' && value.constructor === Promise) {\n return value;\n }\n\n return new Promise(function(resolve) {\n resolve(value);\n });\n};\n\nPromise.reject = function(value) {\n return new Promise(function(resolve, reject) {\n reject(value);\n });\n};\n\nPromise.race = function(arr) {\n return new Promise(function(resolve, reject) {\n if (!isArray(arr)) {\n return reject(new TypeError('Promise.race accepts an array'));\n }\n\n for (var i = 0, len = arr.length; i < len; i++) {\n Promise.resolve(arr[i]).then(resolve, reject);\n }\n });\n};\n\n// Use polyfill for setImmediate for performance gains\nPromise._immediateFn =\n // @ts-ignore\n (typeof setImmediate === 'function' &&\n function(fn) {\n // @ts-ignore\n setImmediate(fn);\n }) ||\n function(fn) {\n setTimeoutFunc(fn, 0);\n };\n\nPromise._unhandledRejectionFn = function _unhandledRejectionFn(err) {\n if (typeof console !== 'undefined' && console) {\n console.warn('Possible Unhandled Promise Rejection:', err); // eslint-disable-line no-console\n }\n};\n\nexport default Promise;\n","/**\n * @this {Promise}\n */\nfunction finallyConstructor(callback) {\n var constructor = this.constructor;\n return this.then(\n function(value) {\n // @ts-ignore\n return constructor.resolve(callback()).then(function() {\n return value;\n });\n },\n function(reason) {\n // @ts-ignore\n return constructor.resolve(callback()).then(function() {\n // @ts-ignore\n return constructor.reject(reason);\n });\n }\n );\n}\n\nexport default finallyConstructor;\n","function allSettled(arr) {\n var P = this;\n return new P(function(resolve, reject) {\n if (!(arr && typeof arr.length !== 'undefined')) {\n return reject(\n new TypeError(\n typeof arr +\n ' ' +\n arr +\n ' is not iterable(cannot read property Symbol(Symbol.iterator))'\n )\n );\n }\n var args = Array.prototype.slice.call(arr);\n if (args.length === 0) return resolve([]);\n var remaining = args.length;\n\n function res(i, val) {\n if (val && (typeof val === 'object' || typeof val === 'function')) {\n var then = val.then;\n if (typeof then === 'function') {\n then.call(\n val,\n function(val) {\n res(i, val);\n },\n function(e) {\n args[i] = { status: 'rejected', reason: e };\n if (--remaining === 0) {\n resolve(args);\n }\n }\n );\n return;\n }\n }\n args[i] = { status: 'fulfilled', value: val };\n if (--remaining === 0) {\n resolve(args);\n }\n }\n\n for (var i = 0; i < args.length; i++) {\n res(i, args[i]);\n }\n });\n}\n\nexport default allSettled;\n","export default function(url, options) {\n\toptions = options || {};\n\treturn new Promise( (resolve, reject) => {\n\t\tconst request = new XMLHttpRequest();\n\t\tconst keys = [];\n\t\tconst all = [];\n\t\tconst headers = {};\n\n\t\tconst response = () => ({\n\t\t\tok: (request.status/100|0) == 2,\t\t// 200-299\n\t\t\tstatusText: request.statusText,\n\t\t\tstatus: request.status,\n\t\t\turl: request.responseURL,\n\t\t\ttext: () => Promise.resolve(request.responseText),\n\t\t\tjson: () => Promise.resolve(request.responseText).then(JSON.parse),\n\t\t\tblob: () => Promise.resolve(new Blob([request.response])),\n\t\t\tclone: response,\n\t\t\theaders: {\n\t\t\t\tkeys: () => keys,\n\t\t\t\tentries: () => all,\n\t\t\t\tget: n => headers[n.toLowerCase()],\n\t\t\t\thas: n => n.toLowerCase() in headers\n\t\t\t}\n\t\t});\n\n\t\trequest.open(options.method || 'get', url, true);\n\n\t\trequest.onload = () => {\n\t\t\trequest.getAllResponseHeaders().replace(/^(.*?):[^\\S\\n]*([\\s\\S]*?)$/gm, (m, key, value) => {\n\t\t\t\tkeys.push(key = key.toLowerCase());\n\t\t\t\tall.push([key, value]);\n\t\t\t\theaders[key] = headers[key] ? `${headers[key]},${value}` : value;\n\t\t\t});\n\t\t\tresolve(response());\n\t\t};\n\n\t\trequest.onerror = reject;\n\n\t\trequest.withCredentials = options.credentials=='include';\n\n\t\tfor (const i in options.headers) {\n\t\t\trequest.setRequestHeader(i, options.headers[i]);\n\t\t}\n\n\t\trequest.send(options.body || null);\n\t});\n}\n","if (!global.Promise) global.Promise = require('promise-polyfill').default;\nif (!global.fetch) global.fetch = require('isomorphic-unfetch');\n","var g;\n\n// This works in non-strict mode\ng = (function() {\n\treturn this;\n})();\n\ntry {\n\t// This works if eval is allowed (see CSP)\n\tg = g || new Function(\"return this\")();\n} catch (e) {\n\t// This works if the window reference is available\n\tif (typeof window === \"object\") g = window;\n}\n\n// g can still be undefined, but nothing to do about it...\n// We return undefined, instead of nothing here, so it's\n// easier to handle this case. if(!global) { ...}\n\nmodule.exports = g;\n","// This will be replaced\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/polyfills.60541.js b/docs/polyfills.60541.js new file mode 100644 index 0000000..d1201ec --- /dev/null +++ b/docs/polyfills.60541.js @@ -0,0 +1,2 @@ +!function(e){function t(r){if(n[r])return n[r].exports;var o=n[r]={i:r,l:!1,exports:{}};return e[r].call(o.exports,o,o.exports,t),o.l=!0,o.exports}var n={};t.m=e,t.c=n,t.d=function(e,n,r){t.o(e,n)||Object.defineProperty(e,n,{enumerable:!0,get:r})},t.r=function(e){"undefined"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(e,Symbol.toStringTag,{value:"Module"}),Object.defineProperty(e,"__esModule",{value:!0})},t.t=function(e,n){if(1&n&&(e=t(e)),8&n)return e;if(4&n&&"object"==typeof e&&e&&e.__esModule)return e;var r=Object.create(null);if(t.r(r),Object.defineProperty(r,"default",{enumerable:!0,value:e}),2&n&&"string"!=typeof e)for(var o in e)t.d(r,o,function(t){return e[t]}.bind(null,o));return r},t.n=function(e){var n=e&&e.__esModule?function(){return e.default}:function(){return e};return t.d(n,"a",n),n},t.o=function(e,t){return Object.prototype.hasOwnProperty.call(e,t)},t.p="/",t(t.s=1)}({"+TSP":function(e,t,n){e.exports=self.fetch||(self.fetch=n("Cf1v").default||n("Cf1v"))},1:function(e,t,n){n("xhzY"),e.exports=n("Ve17")},"5+HP":function(e,t,n){"use strict";function r(e){return Boolean(e&&void 0!==e.length)}function o(){}function i(e){if(!(this instanceof i))throw new TypeError("Promises must be constructed via new");if("function"!=typeof e)throw new TypeError("not a function");this._state=0,this._handled=!1,this._value=void 0,this._deferreds=[],l(e,this)}function u(e,t){for(;3===e._state;)e=e._value;0!==e._state?(e._handled=!0,i._immediateFn((function(){var n=1===e._state?t.onFulfilled:t.onRejected;if(null!==n){var r;try{r=n(e._value)}catch(e){return void c(t.promise,e)}f(t.promise,r)}else(1===e._state?f:c)(t.promise,e._value)}))):e._deferreds.push(t)}function f(e,t){try{if(t===e)throw new TypeError("A promise cannot be resolved with itself.");if(t&&("object"==typeof t||"function"==typeof t)){var n=t.then;if(t instanceof i)return e._state=3,e._value=t,void s(e);if("function"==typeof n)return void l((r=n,o=t,function(){r.apply(o,arguments)}),e)}e._state=1,e._value=t,s(e)}catch(t){c(e,t)}var r,o}function c(e,t){e._state=2,e._value=t,s(e)}function s(e){2===e._state&&0===e._deferreds.length&&i._immediateFn((function(){e._handled||i._unhandledRejectionFn(e._value)}));for(var t=0,n=e._deferreds.length;t} */\n this._deferreds = [];\n\n doResolve(fn, this);\n}\n\nfunction handle(self, deferred) {\n while (self._state === 3) {\n self = self._value;\n }\n if (self._state === 0) {\n self._deferreds.push(deferred);\n return;\n }\n self._handled = true;\n Promise._immediateFn(function() {\n var cb = self._state === 1 ? deferred.onFulfilled : deferred.onRejected;\n if (cb === null) {\n (self._state === 1 ? resolve : reject)(deferred.promise, self._value);\n return;\n }\n var ret;\n try {\n ret = cb(self._value);\n } catch (e) {\n reject(deferred.promise, e);\n return;\n }\n resolve(deferred.promise, ret);\n });\n}\n\nfunction resolve(self, newValue) {\n try {\n // Promise Resolution Procedure: https://github.com/promises-aplus/promises-spec#the-promise-resolution-procedure\n if (newValue === self)\n throw new TypeError('A promise cannot be resolved with itself.');\n if (\n newValue &&\n (typeof newValue === 'object' || typeof newValue === 'function')\n ) {\n var then = newValue.then;\n if (newValue instanceof Promise) {\n self._state = 3;\n self._value = newValue;\n finale(self);\n return;\n } else if (typeof then === 'function') {\n doResolve(bind(then, newValue), self);\n return;\n }\n }\n self._state = 1;\n self._value = newValue;\n finale(self);\n } catch (e) {\n reject(self, e);\n }\n}\n\nfunction reject(self, newValue) {\n self._state = 2;\n self._value = newValue;\n finale(self);\n}\n\nfunction finale(self) {\n if (self._state === 2 && self._deferreds.length === 0) {\n Promise._immediateFn(function() {\n if (!self._handled) {\n Promise._unhandledRejectionFn(self._value);\n }\n });\n }\n\n for (var i = 0, len = self._deferreds.length; i < len; i++) {\n handle(self, self._deferreds[i]);\n }\n self._deferreds = null;\n}\n\n/**\n * @constructor\n */\nfunction Handler(onFulfilled, onRejected, promise) {\n this.onFulfilled = typeof onFulfilled === 'function' ? onFulfilled : null;\n this.onRejected = typeof onRejected === 'function' ? onRejected : null;\n this.promise = promise;\n}\n\n/**\n * Take a potentially misbehaving resolver function and make sure\n * onFulfilled and onRejected are only called once.\n *\n * Makes no guarantees about asynchrony.\n */\nfunction doResolve(fn, self) {\n var done = false;\n try {\n fn(\n function(value) {\n if (done) return;\n done = true;\n resolve(self, value);\n },\n function(reason) {\n if (done) return;\n done = true;\n reject(self, reason);\n }\n );\n } catch (ex) {\n if (done) return;\n done = true;\n reject(self, ex);\n }\n}\n\nPromise.prototype['catch'] = function(onRejected) {\n return this.then(null, onRejected);\n};\n\nPromise.prototype.then = function(onFulfilled, onRejected) {\n // @ts-ignore\n var prom = new this.constructor(noop);\n\n handle(this, new Handler(onFulfilled, onRejected, prom));\n return prom;\n};\n\nPromise.prototype['finally'] = promiseFinally;\n\nPromise.all = function(arr) {\n return new Promise(function(resolve, reject) {\n if (!isArray(arr)) {\n return reject(new TypeError('Promise.all accepts an array'));\n }\n\n var args = Array.prototype.slice.call(arr);\n if (args.length === 0) return resolve([]);\n var remaining = args.length;\n\n function res(i, val) {\n try {\n if (val && (typeof val === 'object' || typeof val === 'function')) {\n var then = val.then;\n if (typeof then === 'function') {\n then.call(\n val,\n function(val) {\n res(i, val);\n },\n reject\n );\n return;\n }\n }\n args[i] = val;\n if (--remaining === 0) {\n resolve(args);\n }\n } catch (ex) {\n reject(ex);\n }\n }\n\n for (var i = 0; i < args.length; i++) {\n res(i, args[i]);\n }\n });\n};\n\nPromise.allSettled = allSettled;\n\nPromise.resolve = function(value) {\n if (value && typeof value === 'object' && value.constructor === Promise) {\n return value;\n }\n\n return new Promise(function(resolve) {\n resolve(value);\n });\n};\n\nPromise.reject = function(value) {\n return new Promise(function(resolve, reject) {\n reject(value);\n });\n};\n\nPromise.race = function(arr) {\n return new Promise(function(resolve, reject) {\n if (!isArray(arr)) {\n return reject(new TypeError('Promise.race accepts an array'));\n }\n\n for (var i = 0, len = arr.length; i < len; i++) {\n Promise.resolve(arr[i]).then(resolve, reject);\n }\n });\n};\n\n// Use polyfill for setImmediate for performance gains\nPromise._immediateFn =\n // @ts-ignore\n (typeof setImmediate === 'function' &&\n function(fn) {\n // @ts-ignore\n setImmediate(fn);\n }) ||\n function(fn) {\n setTimeoutFunc(fn, 0);\n };\n\nPromise._unhandledRejectionFn = function _unhandledRejectionFn(err) {\n if (typeof console !== 'undefined' && console) {\n console.warn('Possible Unhandled Promise Rejection:', err); // eslint-disable-line no-console\n }\n};\n\nexport default Promise;\n","/**\n * @this {Promise}\n */\nfunction finallyConstructor(callback) {\n var constructor = this.constructor;\n return this.then(\n function(value) {\n // @ts-ignore\n return constructor.resolve(callback()).then(function() {\n return value;\n });\n },\n function(reason) {\n // @ts-ignore\n return constructor.resolve(callback()).then(function() {\n // @ts-ignore\n return constructor.reject(reason);\n });\n }\n );\n}\n\nexport default finallyConstructor;\n","function allSettled(arr) {\n var P = this;\n return new P(function(resolve, reject) {\n if (!(arr && typeof arr.length !== 'undefined')) {\n return reject(\n new TypeError(\n typeof arr +\n ' ' +\n arr +\n ' is not iterable(cannot read property Symbol(Symbol.iterator))'\n )\n );\n }\n var args = Array.prototype.slice.call(arr);\n if (args.length === 0) return resolve([]);\n var remaining = args.length;\n\n function res(i, val) {\n if (val && (typeof val === 'object' || typeof val === 'function')) {\n var then = val.then;\n if (typeof then === 'function') {\n then.call(\n val,\n function(val) {\n res(i, val);\n },\n function(e) {\n args[i] = { status: 'rejected', reason: e };\n if (--remaining === 0) {\n resolve(args);\n }\n }\n );\n return;\n }\n }\n args[i] = { status: 'fulfilled', value: val };\n if (--remaining === 0) {\n resolve(args);\n }\n }\n\n for (var i = 0; i < args.length; i++) {\n res(i, args[i]);\n }\n });\n}\n\nexport default allSettled;\n","export default function(url, options) {\n\toptions = options || {};\n\treturn new Promise( (resolve, reject) => {\n\t\tconst request = new XMLHttpRequest();\n\t\tconst keys = [];\n\t\tconst all = [];\n\t\tconst headers = {};\n\n\t\tconst response = () => ({\n\t\t\tok: (request.status/100|0) == 2,\t\t// 200-299\n\t\t\tstatusText: request.statusText,\n\t\t\tstatus: request.status,\n\t\t\turl: request.responseURL,\n\t\t\ttext: () => Promise.resolve(request.responseText),\n\t\t\tjson: () => Promise.resolve(request.responseText).then(JSON.parse),\n\t\t\tblob: () => Promise.resolve(new Blob([request.response])),\n\t\t\tclone: response,\n\t\t\theaders: {\n\t\t\t\tkeys: () => keys,\n\t\t\t\tentries: () => all,\n\t\t\t\tget: n => headers[n.toLowerCase()],\n\t\t\t\thas: n => n.toLowerCase() in headers\n\t\t\t}\n\t\t});\n\n\t\trequest.open(options.method || 'get', url, true);\n\n\t\trequest.onload = () => {\n\t\t\trequest.getAllResponseHeaders().replace(/^(.*?):[^\\S\\n]*([\\s\\S]*?)$/gm, (m, key, value) => {\n\t\t\t\tkeys.push(key = key.toLowerCase());\n\t\t\t\tall.push([key, value]);\n\t\t\t\theaders[key] = headers[key] ? `${headers[key]},${value}` : value;\n\t\t\t});\n\t\t\tresolve(response());\n\t\t};\n\n\t\trequest.onerror = reject;\n\n\t\trequest.withCredentials = options.credentials=='include';\n\n\t\tfor (const i in options.headers) {\n\t\t\trequest.setRequestHeader(i, options.headers[i]);\n\t\t}\n\n\t\trequest.send(options.body || null);\n\t});\n}\n","if (!global.Promise) global.Promise = require('promise-polyfill').default;\nif (!global.fetch) global.fetch = require('isomorphic-unfetch');\n","var g;\n\n// This works in non-strict mode\ng = (function() {\n\treturn this;\n})();\n\ntry {\n\t// This works if eval is allowed (see CSP)\n\tg = g || new Function(\"return this\")();\n} catch (e) {\n\t// This works if the window reference is available\n\tif (typeof window === \"object\") g = window;\n}\n\n// g can still be undefined, but nothing to do about it...\n// We return undefined, instead of nothing here, so it's\n// easier to handle this case. if(!global) { ...}\n\nmodule.exports = g;\n","// This will be replaced\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/preact_prerender_data.json b/docs/preact_prerender_data.json new file mode 100644 index 0000000..e4aee46 --- /dev/null +++ b/docs/preact_prerender_data.json @@ -0,0 +1 @@ +{"url":"/"} \ No newline at end of file diff --git a/docs/push-manifest.json b/docs/push-manifest.json new file mode 100644 index 0000000..eb8258e --- /dev/null +++ b/docs/push-manifest.json @@ -0,0 +1 @@ +{"/":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1}},"/AlgoritmiEStruttureDati":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-AlgoritmiEStruttureDati.chunk.382e2.esm.js":{"type":"script","weight":0.9}},"/ApprendimentoSistemiArtificiali":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js":{"type":"script","weight":0.9},"route-ApprendimentoSistemiArtificiali.chunk.91139.css":{"type":"style","weight":0.9}},"/BasiDiDati":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-BasiDiDati.chunk.abc00.esm.js":{"type":"script","weight":0.9},"route-BasiDiDati.chunk.a1161.css":{"type":"style","weight":0.9}},"/CalcoloNumerico":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-CalcoloNumerico.chunk.feb65.esm.js":{"type":"script","weight":0.9},"route-CalcoloNumerico.chunk.34a40.css":{"type":"style","weight":0.9}},"/Fisica":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-Fisica.chunk.22495.esm.js":{"type":"script","weight":0.9},"route-Fisica.chunk.94df5.css":{"type":"style","weight":0.9}},"/GestioneDellInformazione":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-GestioneDellInformazione.chunk.af84a.esm.js":{"type":"script","weight":0.9},"route-GestioneDellInformazione.chunk.a1161.css":{"type":"style","weight":0.9}},"/Home":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-Home.chunk.9c5d6.esm.js":{"type":"script","weight":0.9},"route-Home.chunk.1743e.css":{"type":"style","weight":0.9}},"/LinguaggiDinamici":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-LinguaggiDinamici.chunk.0aab1.esm.js":{"type":"script","weight":0.9}},"/MingwInstall":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-MingwInstall.chunk.fba30.esm.js":{"type":"script","weight":0.9}},"/NetLogo":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-NetLogo.chunk.eb175.esm.js":{"type":"script","weight":0.9},"route-NetLogo.chunk.a1161.css":{"type":"style","weight":0.9}},"/OttimizzazioneLineare":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-OttimizzazioneLineare.chunk.dee78.esm.js":{"type":"script","weight":0.9},"route-OttimizzazioneLineare.chunk.08977.css":{"type":"style","weight":0.9}},"/ProtocolliDiRete":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-ProtocolliDiRete.chunk.42519.esm.js":{"type":"script","weight":0.9}},"/RipassoDiAlgebraLineare":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-RipassoDiAlgebraLineare.chunk.f4609.esm.js":{"type":"script","weight":0.9},"route-RipassoDiAlgebraLineare.chunk.a1161.css":{"type":"style","weight":0.9}},"/Statistica":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-Statistica.chunk.f93a4.esm.js":{"type":"script","weight":0.9},"route-Statistica.chunk.9151b.css":{"type":"style","weight":0.9}},"/VlDiGeometria":{"bundle.0fffc.css":{"type":"style","weight":1},"bundle.45225.esm.js":{"type":"script","weight":1},"route-VlDiGeometria.chunk.ba9ee.esm.js":{"type":"script","weight":0.9}}} \ No newline at end of file diff --git a/docs/route-AlgoritmiEStruttureDati.chunk.382e2.esm.js b/docs/route-AlgoritmiEStruttureDati.chunk.382e2.esm.js new file mode 100644 index 0000000..8b79c83 --- /dev/null +++ b/docs/route-AlgoritmiEStruttureDati.chunk.382e2.esm.js @@ -0,0 +1,79 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[2],{w9qZ:function(n,e,i){"use strict";i.r(e),function(n){var o=i("mbOI");let a,r=n=>n;const t=String.raw;e.default=function(){return n("div",null,n(o.r,null,n(o.p,null,t(a||(a=r` + # Algoritmi e Strutture Dati + + Docente: [**Manuela Montangero**](mailto:manuela.montangero@unimore.it) + + Crediti: **9 CFU** (72 ore di lezione) + + Orario di ricevimento: **Giovedì dalle 14:30 alle 16:30** + _Mandare una mail prima, altrimenti potrebbe andarsene_ + + + #### Regole particolari per le email + + - Oggetto "ASD" + - Mail **firmata** con **nome e cognome** + - Mail spedita dall'**account Unimore** + + ### Materiale + + Libri: + - **Introduzione agli Algoritmi e Strutture Dati** di _T.H. Cormen, C. E. Leiserson, R. L. Rivest, C. Stein_ + + **[Dolly (FIM)](https://dolly.fim.unimore.it/2018/course/view.php?id=26)** + + ### Tutorato + + Tutor: [**Gianluca d'Addese**](mailto:tutoratoalgoritmi@gmail.com) + + Cosa: **Esercizi sugli argomenti visti a lezione** e **preparatori all'esame** + + Quando: **Mercoledì dalle 09:00 alle 11:00**...? + + ### Esame + + Per iscriversi all'esame, bisogna aver passato: + + - Analisi matematica (propedeutica) + - Programmazione I + + Formato: + + - Prima prova scritta + - Risolvere problemi con algoritmi proposti a lezione + - E' un test sulla preparazione + - Dura 1h30m + - Non si può usare nessun tipo di materiale + - Seconda prova scritta + - Proponi soluzioni per nuovi problemi non studiati a lezione + - Domande teoriche sugli argomenti studiati + - Dura 2h + - E' il giorno dopo la prima prova + - Si può utilizzare qualsiasi materiale, ma non deve permettere di comunicare + - Orale facoltativo + - Solo per chi supera entrambi gli scritti + - Domande su quello che abbiamo visto a lezione ("perchè gli algoritmi funzionano?") + - Informare via email entro 3 giorni dalla pubblicazione degli esiti della seconda prova + - L'orale potrebbe migliorare o peggiorare il voto (anche "molto") + + **Attenzione:** Vengono verbalizzati anche i voti insufficienti; ricordarsi di rifiutarli! + + Ci sono i seguenti appelli: + + - 3 appelli tra Giugno e Luglio + - 1 appello a Settembre + - 2 appelli a Gennaio e Febbraio + + Vale il salto di appello se: + + - Uno studente regolarmente iscritto **non si presenta** all'appello e non ha avvisato via email almeno il giorno prima. + - Uno studente ha riportato una **grave insufficienza** in uno dei due scritti, e l'appello successivo è nella stessa sessione + + + ### Note + + Il corso è ben collegato con quello di Programmazione 2. + + Dormire non fa bene! + `)))),n(o.r,null,n(o.p,null,"\n # Il nome del corso\n\n ## Cosa sono gli algoritmi?\n\n Gli algoritmi sono modi sistematici per risolvere problemi.\n\n Sono fondamentali per sviluppare software, in quanto i computer sono eccellenti esecutori di algoritmi.\n\n ## Come si sviluppa un algoritmo?\n\n Innanzitutto, bisogna conoscere gli _input_ e gli _output_ del problema, rispettivamente i dati di partenza e i dati di arrivo di esso; si ha quindi una fase di **ricerca**.\n\n Poi, si deve trovare un procedimento che ci faccia risolvere il nostro problema: è quello che faremo in questa materia!\n\n Infine, bisogna scrivere la soluzione in un modo che possa essere eseguita da un computer: questa è la **programmazione**.\n\n ## Che tipo di problemi possiamo risolvere?\n\n Un algoritmo risolve problemi di tipo generale, non ci interessa sapere _il risultato di 123+456_, ma vogliamo sapere _il risultato di x+y_, dove x e y sono due numeri naturali qualsiasi.\n\n Un problema può essere quindi considerato circa come una **funzione matematica**, che connette ogni input a un output corrispondente.\n\n ## Che caratteristiche ha un algoritmo?\n\n Per prima cosa, ripetendo l'algoritmo più volte con lo stesso ingresso deve dare sempre la stessa uscita come **risultato**, finendo in un **tempo finito**.\n\n Deve essere **ben ordinato**: cambiando l'ordine in cui vengono effettuate le operazioni, è probabile che anche il risultato cambi!\n\n Le sue istruzioni devono essere **non ambigue**, cioè che non possano essere interpretate in più modi, e **effettivamente realizzabili**, cioè realizzabili con l'esecutore che vogliamo usare per eseguire l'algoritmo.\n\n ## Esistono algoritmi equivalenti?\n\n **Sì!** Possono esserci due algoritmi che dati gli stessi input, hanno gli stessi output, e quindi risolvono lo stesso problema.\n\n In compenso, possono avere un numero di operazioni diverse, e quindi essere **uno più veloce** (da eseguire) dell'altro.\n\n ## Come si verifica la correttezza di un algoritmo?\n\n L'algoritmo deve essere **valido per tutti gli input**, anche se questi sono infiniti.\n\n Possiamo effettuare prove matematiche per verificarne la correttezza; il **principio di induzione** è dunque una dei teoremi fondamentali dell'algoritmica.\n\n Possiamo però verificare la _non correttezza_ di un algoritmo trovando un singolo controesempio.\n ")),n(o.r,null,n(o.p,null,"\n # Efficienza degli algoritmi\n \n Un buon algoritmo deve essere **efficiente**, ovvero deve usare il minimo delle risorse necessarie, come _usare il minimo di tempo possibile_.\n \n ## Come misuriamo il tempo necessario?\n \n Cerchiamo di astrarre il tempo dal particolare esecutore, e andiamo a contare il numero di operazioni elementari richieste per eseguire il nostro algoritmo nel caso peggiore.\n \n Un algoritmo efficiente, infatti, all'aumentare dei dati in ingresso, diventerà sempre più veloce rispetto a uno non efficiente, anche su computer più lenti!\n \n > Il [Bubble Sort](https://en.wikipedia.org/wiki/Bubble_sort) è sempre più lento di un [Tree Sort](https://en.wikipedia.org/wiki/Tree_sort), anche su computer più lenti, perchè, dovendo ordinare liste sempre più lunghe, prima o poi si raggiunge un punto in cui il primo è più veloce (in termini di tempo) dell'altro.\n \n Dobbiamo andare a vedere, quindi, _il numero di operazioni richieste per ottenere il risultato nel caso peggiore_.\n \n Consideriamo operazioni sia operazioni aritmetiche sia operazioni logiche, e diciamo che ciascuna costa 1.\n \n > L'[algoritmo di Euclide](https://it.wikipedia.org/wiki/Algoritmo_di_Euclide) per l'MCD costa `3` per ogni iterazione (un giro del ciclo `while`). Diciamo, allora, che costa `3n`, dove `n` è il numero più alto dei due, perchè nel caso peggiore (uno dei due numeri è 1) l'algoritmo compie `n` iterazioni.\n \n ## Altri parametri ottimizzabili\n \n È possibile che alcuni algoritmi per vari motivi cerchino di ottimizzare altri parametri diversi dal tempo, come ad esempio _la dimensione dell'input_ o la _memoria utilizzata_. \n \n > Generalmente, questo viene fatto sui dispositivi embedded, con memoria molto limitata.\n \n ### Criteri di costo di memoria\n \n Ci sono vari criteri con cui stimare la memoria richiesta da un dato: è possibile che il costo risultante vari in base al criterio scelto!\n \n #### Criterio di costo logaritmico\n \n Un dato costa il numero di bit necessari per rappresentarlo.\n \n > Un int che contiene il numero `n` costa `log_2(n)`. \n > Un array di `[n]` numeri tutti uguali costa `n log_2(n)`.\n \n #### Criterio di costo uniforme\n \n Un dato costa il numero di elementi che lo costituiscono.\n \n > Un int che contiene il numero `n` costa `1`. \n > Un array di `[n]` numeri costa `n`. \n > Una matrice `[m][n]` costa `m*n`.\n ")),n(o.r,null,n(o.p,null,"\n # Modelli algoritmici\n\n Per progettare un algoritmo, abbiamo bisogno di sapere le proprietà del nostro esecutore, ovvero il suo _modello algoritmico_.\n \n > Ad esempio, dobbiamo sapere quali istruzioni è in grado di eseguire, e quanto tempo queste istruzioni richiedono.\n \n ## Il modello RAM\n \n Il modello in uso su tutti i computer attuali è il _modello RAM_: \n \n - In ogni cella di memoria può essere archiviato un dato.\n - Il **tempo di accesso** alle celle è **costante** per tutte le celle.\n - La **memoria** principale è **infinita**.\n - Si ha **un solo processore**.\n ")),n(o.r,null,n(o.p,null,'\n # Notazione asintotica\n \n La _notazione asintotica_ è un sistema per **stimare** velocemente il costo di un algoritmo complesso.\n \n Ci permette di **confrontare velocemente il caso peggiore** degli algoritmi.\n \n In particolare, consideriamo il _rapporto tra il numero di operazioni nel caso peggiore e la dimensione dell\'input_.\n \n ## Limiti\n \n Possiamo dare a questa stima dei limiti, superiore e inferiore, che rappresenteranno rispettivamente un costo che non sarà **mai superato** e un costo che verrà **sempre superato**.\n \n Chiameremo questi limiti _upper bound_ e _lower bound_; la loro combinazione darà un _tight bound_.\n \n L\'obiettivo sarà di _ricavare i bound più precisi possibile_ per un dato algoritmo, ovvero l\'**upper bound più basso** e il **lower bound più alto**.\n \n ### O grande\n \n > "O grande" \n > O di g(n)\n > "big-O"\n \n Per rappresentare la stima, useremo una notazione particolare, detta _O grande_, con la seguente proprietà:\n - Date due funzioni `f(n) : N -> R` e `g(n) : N -> R`, diremo che `f(n) ∈ O(g(n))` se e soltanto se `∃ c > 0, n ≥ n_0` tali che `∀ n ≥ 0, f(n) ≤ c * g(n)`\n \n Quando una funzione è O grande di un altra, significa che **asintoticamente, la funzione in O grande è sempre maggiore di quella che sta venendo stimata**.\n \n > **Ipotesi** \n > - `f(n) = 2n² + 3n + 6` \n > - `g(n) = n²`\n >\n > **Tesi** \n > - `f(n) ∈ O(n²)`.\n >\n > **Svolgimento** \n > Scrivo una disequazione, lasciando intatto il termine noto: \n > 1. `2n² + 3n + 6 ≤ 2n² + 3n² + 6` \n > 2. `n² ≤ 2n² + 3n² + n² = 6n²` per `n ≥ 3`\n >\n > Sappiamo, allora, che `2n² + 3n + 6 ≤ 6n²`.\n \n #### Espressioni di O grande\n \n Questa tabella rappresenta le espressioni di O grande più comunemente utilizzate, in ordine **dalla più forte alla più debole**.\n \n > Più forte significa che, per ogni riga della tabella, tutte le righe sottostanti sono contenute nell\'espressione.\n >\n > Ad esempio, `O(n) ∈ O(1)`.\n \n | Espressione O() | Nome |\n |-----------------|------|\n | `O(1)` | Costante |\n | `O(log log n)` | loglog |\n | `O(log n)` | Logaritmica |\n | `Ω(n^{1/c})` (per c ≥ 1) | Sublineare |\n | `O(n)` | Lineare |\n | `O(n log n)` | nlogn |\n | `O(n²)` | Quadratica |\n | `O(n³)` | Cubica |\n | `O(n^k)` (per k ≥ 1) | Polinomiale |\n | `O(a^n)` (per a ≥ 1) | Esponenziale |\n | `O(n!)` | Fattoriale |\n \n #### Polinomiale\n \n Molto spesso, noteremo che il tempo richiesto da una funzione è O grande di un polinomio di grado K, ovvero `f(n) ∈ O(n^k)`.\n \n Notiamo che in questi casi, possiamo semplificare l\'O grande al grado massimo del polinomio.\n \n > Ad esempio, `O(n² + n + 1) = O(n²)`.\n \n ##### Dimostrazione\n \n Per `n > 0 \\and 0 ≤ i ≤ k`: \n ![LaTeX](https://latex.codecogs.com/png.latex?a_k%20n^k%20+%20a_{k-1}%20n^{k-1}%20+%20%E2%80%A6%20+%20a_1%20n%20+%20a_0%20%E2%89%A4%20|a_k|%20n^k%20+%20|a_{k-1}|%20n^k%20+%20%E2%80%A6%20+%20|a_1|%20n^k%20+%20|a_0|%20n^k%20=%20(|a_k|%20+%20|a_{k-1}|%20+%20%E2%80%A6%20+%20|a_1|%20+%20|a_0|)%20n^k)\n \n #### Proprietà di O grande\n \n 1. `f(n) ∈ O(g(n)) -> ∀ a > 0, a * f(n) ∈ O(g(n))`.\n 2. `f(n) ∈ O(g(n)), d(n) ∈ O(h(n)) -> f(n) + d(n) ∈ O(g(n) + h(n)) -> O(max\\{g(n), h(n)\\})`\n 3. `f(n) ∈ O(g(n)), d(n) ∈ O(h(n)) -> f(n) * d(n) ∈ O(g(n) * h(n))`\n \n In pratica, se una funzione è la _somma di più termini_, basta guardare l\'**`O()` più grande** tra tutti i suoi termini; se invece una funzione è un _prodotto di più termini_, si possono **omettere le costanti**, e l\'`O()` finale sarà dato dal **prodotto degli `O()`** dei termini.\n \n ## Lower bound\n \n Possiamo anche stimare il _lower bound_, il limite inferiore: il **numero minimo di operazioni** che viene effettuato **nel caso migliore** con la **massima dimensione dell\'ingresso**.\n \n ### Ω()\n \n > "Omega" \n > Omega di g(n)\n > "big-Omega"\n \n Esiste un equivalente di O grande per il lower bound: è detto _Omega grande_, o più semplicemente _Omega_, e funziona nello stesso identico modo, solo... al contrario.\n \n Diremo che `f(n) ∈ Ω(g(n))` se e solo se `∃ c > 0, n_0 ≥ 0 : ∀ n ≥ n_0 f(n) ≥ c * g(n)`.\n \n #### Espressioni di Ω()\n \n Anche in questa tabella le espressioni sono **dalla più forte alla più debole**.\n \n | Espressione Ω() | Nome |\n |-----------------|------|\n | `Ω(n!)` | Fattoriale |\n | `Ω(a^n)` (per a ≥ 1) | Esponenziale |\n | `Ω(n^k)` (per k ≥ 1) | Polinomiale |\n | `Ω(n³)` | Cubica |\n | `Ω(n²)` | Quadratica |\n | `Ω(n log n)` | nlogn |\n | `Ω(n)` | Lineare |\n | `Ω(n^{1/c})` (per c ≥ 1) | Sublineare |\n | `Ω(log n)` | Logaritmica |\n | `Ω(log log n)` | loglog |\n | `Ω(1)` | Costante |\n \n ## Tight bound\n \n Quando **upper e lower bound coincidono**, allora otteniamo un _tight bound_.\n \n ### θ()\n \n > "Theta" \n > Theta di g(n)\n > "big-Theta"\n \n Anche per il tight bound abbiamo una notazione equivalente a O grande e Omega grande: _Theta grande_!\n \n Diciamo che `f(n) ∈ θ(g(n))` se e solo se `∃ c_1, c_2 > 0, n_0 ≥ 0 : ∀ n ≥ n_0, c_1 * g(n) ≤ f(n) ≤ c_2 * g(n)`.\n \n Ha la particolarità che non valgono tutte le proprietà degli altri due: va usata quindi con cautela!\n \n ## Risorse utili\n \n [khanacademy.org](https://www.khanacademy.org/computing/computer-science/algorithms/asymptotic-notation/a/big-big-theta-notation)\n ')),n(o.r,null,n(o.p,null,"\n # Problemi algoritmici\n \n Un _problema algoritmico_ è un problema matematico che si vuole provare a risolvere con un algoritmo.\n \n > Dati 10 numeri, voglio sapere se sono in ordine crescente oppure no.\n \n ## Caterigorizzazione\n \n I problemi algoritmici si dividono in tre categorie: problemi _trattabili_, problemi _intrattabili_ e problemi _irrisolvibili_.\n \n ### Problema trattabile\n \n Perchè un problema algoritmico sia _trattabile_, deve avere **almeno un algoritmo con upper bound polinomiale**.\n \n > Questo significa che il tempo impiegato da un computer per risolvere il problema rimane ragionevole, e che quindi può essere utilizzato in maniera efficiente.\n \n La trattabilità è un campo ancora parecchio aperto: esistono anche tanti problemi di cui non si è ancora dimostrata la trattabilità o intrattabilità.\n \n > La [fattorizzazione](https://it.wikipedia.org/wiki/Fattorizzazione) è uno di questi problemi: l'assenza di una dimostrazione è ciò che la rende uno dei pilastri della sicurezza informatica moderna.\n \n ### Problema intrattabile\n \n Se **un problema non ha nessun algoritmo con upper bound polinomiale**, allora si dice che è **intrattabile**.\n \n ### Problema irrisolvibile\n \n Se **non esistono algoritmi per risolvere un problema**, allora questo si dice **irrisolvibile**.\n \n > [Dato un algoritmo con certi input, riusciamo a capire con un algoritmo se la sua esecuzione termina o no?](https://en.wikipedia.org/wiki/Halting_problem)\n \n ### Upper e lower bound di problemi\n \n Si può anche trovare un _upper bound_ e un _lower bound_ per un problema, ma bisogna generalizzare di più.\n \n L'**upper bound di un problema** è il minimo upper bound di tutti gli algoritmi che lo risolvono; deve esistere almeno un algoritmo che lo risolva che abbia lo stesso _upper bound_. E' praticamente il tempo migliore per risolvere il problema dato.\n \n Il **lower bound di un problema** è il minimo lower bound di tutti gli algoritmi che lo risolvono; non deve esistere nemmeno un algoritmo che abbia un lower bound migliore. E' il numero assolutamente minimo di operazioni richieste, non si può fare meglio di così.\n \n In particolare, abbiamo che l'_upper bound di un algoritmo_ -> l'_upper bound del suo problema_, \n e il _lower bound di un problema_ -> il _lower bound di un suo algoritmo_.\n \n Generalmente, il _lower bound di un problema_ è una rappresentazione abbastanza accurata della sua difficoltà.\n ")),n(o.r,null,n(o.p,null,"\n # Ricerca binaria\n \n Non credo di aver bisogno di studiare la ricerca binaria, quindi non ho preso appunti a riguardo.\n \n Se non siete me, e state cercando informazioni a riguardo, andate a vedere su Wikipedia!\n ")),n(o.r,null,n(o.p,null,"\n # Divide et impera\n \n Un modo efficace per risolvere un problema è di usare il metodo _divide et impera (et combina)_.\n \n - _Divide_: Divido il problema in **tanti sottoproblemi**.\n - _Impera_: **Risolvo indipendentemente dal resto** ciascuno dei sottoproblemi.\n - _Combina_: **Combino** i risultati dei sottoproblemi per **risolvere il problema principale**.\n \n ## Ricorsione\n \n Un algoritmo (o funzione) si dice _ricorsivo_ quando durante l'esecuzione **richiama sè stesso**.\n \n Dato che tutti gli algoritmi devono avere termine entro un tempo finito, se scriviamo una funzione ricorsiva è fondamentale finire con un **caso base**, che non chiami ulteriormente la ricorsione.\n \n Se esiste una funzione ricorsiva, allora esiste _sempre_ una _funzione iterativa_ che darà lo stesso risultato.\n \n > Sul pratico, una funzione ricorsiva tipicamente è **più costosa** del suo equivalente iterativo: se possibile, quindi, la ricorsione andrebbe evitata.\n \n #### Pseudocodice di esempio\n \n ```python\n def fattoriale(n):\n # Caso base; la ricorsione finisce e dà un risultato fisso\n if n <= 1:\n return 1\n # Caso ricorsivo; la funzione restituisce il risultato di sè stessa (ma con parametri diversi)\n else:\n return n * fattoriale(n - 1)\n ```\n ")),n(o.r,null,n(o.p,null,"\n # Master Theorem\n \n Il _Master Theorem_ è uno dei teoremi più importanti dell'algoritmica.\n \n Esso permette di **calcolare l'upper bound di un algoritmo ricorsivo** in modo piuttosto semplice.\n \n ## Ipotesi\n \n Dato un algoritmo:\n - Con uno o più casi base\n - Che richiama la funzione ricorsiva un numero n di volte\n \n ## Tesi\n \n Allora, il suo upper bound avrà la formula:\n \n ![](https://quicklatex.com/cache3/89/ql_08d29a7e55d561a900570bc83b93ff89_l3.png)\n ")),n(o.r,null,n(o.p,null,"\n # Caso particolare del Master Theorem\n \n ## Ipotesi\n \n Se: \n ![](https://quicklatex.com/cache3/57/ql_e34dc27b42831d3c3ff671b0f3861257_l3.png)\n \n Ovvero, se la dimensione dell'input viene divisa ad ogni ciclo da una costante b, è polinomiale e il caso base è costante...\n \n ## Tesi\n \n Allora: \n ![](https://quicklatex.com/cache3/ca/ql_26e3557a6ca2d6ac4b8481e7c5263fca_l3.png)\n \n > In pratica, se il costo dominante è quello della parte \"fissa\" dell'algoritmo, esso sarà `O(n^d)`, mentre se il costo dominante è quello delle chiamate ricorsive, esso sarà `O(n^{log_b e})`. \n > Se nessuno dei due è dominante... si dividono circa in parti uguali, creando un costo di `O(n^d log n)`.\n ")),n(o.r,null,n(o.p,null,"\n # Ordinamento\n \n Un problema molto frequente nell'informatica consiste nell'**ordinare efficientemente grandi quantità di elementi**.\n \n Esistono [tantissimi](https://it.wikipedia.org/wiki/Algoritmo_di_ordinamento) algoritmi per effettuare l'ordinamento. \n L'**efficienza** di ciascuno **varia** di caso in caso: alcuni sono estremamente efficienti se quasi tutti i numeri sono già nell'ordine giusto; altri, invece, potrebbero impiegare tantissimo tempo.\n \n In termini matematici, abbiamo:\n \n - **Input:** A[n]\n - **Output:** B, ∀ i < n, A[i] ≤ A[i+1]\n \n ## Ordinamento tramite confronto\n \n L'ordinamento \"tradizionale\" è detto _ordinamento tramite confronto_: funziona sempre, e **non ha altri modi di ottenere informazioni** se non con l'operazione logica di confronto tra i dati.\n \n ### Limiti\n \n E' un problema risolto: è dimostrabile che il suo **lower bound** è **`Ω(n log n)`**; possiamo quindi dire che qualsiasi algoritmo di ordinamento è in `Ω(n log n)`, e se riusciamo a trovare un algoritmo di ordinamento in `O(n log n)` siamo riusciti a raggiungere il massimo dell'efficienza.\n \n #### Dimostrazione\n \n Consideriamo **tutte le possibili permutazioni** della sequenza da ordinare: sono `n!`.\n \n Per ogni confronto che effettuiamo, **riduciamo la quantità di permutazioni** correttamente ordinate; prima o poi, rimarrà **una sola possibilità**.\n \n **TODO, non trovo la spiegazione corretta!**\n \n ### Esempi\n \n Algoritmi che effettuano l'ordinamento tramite confronto sono:\n - _Bubble sort_\n - _Merge sort_\n - _Insertion sort_\n - _Quick sort_\n - _Heap sort_\n - E tanti, tanti altri!\n \n ## Ordinamento con altri mezzi\n \n Esistono algoritmi che ricavano informazioni in altri modi, diversi dal confronto.\n \n Essi possono avere un lower bound più basso di `O(n log n)`, però hanno spesso limitazioni sul loro utilizzo.\n \n ### Esempi\n \n - _Counting sort_, indicizza i valori da ordinare\n - _Radix sort_, guarda singolarmente le cifre dei valori\n - _Sleep sort_, sfrutta i thread e la funzione sleep per ordinare valori\n - E altri ancora!\n ")),n(o.r,null,n(o.p,null,"\n # Insertion sort\n \n L'_insertion sort_ è una soluzione **iterativa** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Considero la sequenza divisa in **due parti**: una parte **ordinata** e una parte **non ordinata**.\n \n Parto dal primo elemento della lista: è sempre ordinato con sè stesso. \n Poi, aggiungo uno alla volta i numeri della parte non ordinata a quella ordinata; prima trovo in quale posizione dovrò andare a mettere il numero, poi **faccio slittare tutti i numeri dopo quella posizione** avanti di 1, in modo da **creare lo spazio** in cui infine **inserirò** il numero.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(n²)` | `Ω(n)` | - |\n \n Nel _caso migliore_ (**lista già ordinata**), il numero da inserire è già nella posizione giusta, quindi non devo effettuare altri confronti oltre il primo, rendendo il lower bound dell'algoritmo `Ω(n)`.\n \n Nel _caso peggiore_ (**lista nell'ordine inverso**), dobbiamo confrontare il numero da inserire con tutti gli altri nella parte ordinata: dobbiamo allora eseguire `1+2+3+4+5+… = \\frac{(n-1)(n)}{2}` confronti; ciò significa che l'upper bound è `O(n²)`!\n \n ## Pseudocodice\n \n ```python\n def insertion_sorted(lista):\n # Itero su tutti i numeri della lista, dal primo all'ultimo.\n for divisore_ord in range(len(lista)):\n # Partendo dalla posizione attuale, creo l'indice di divisione numeri ordinati maggiori e minori\n divisore_magg = divisore_ord\n # Faccio slittare avanti i numeri maggiori di quello che stiamo inserendo\n # Se l'indice divisore_magg raggiunge 0, vuol dire che tutti i numeri della lista sono maggiori del numero attuale \n while divisore_magg >= 0 and lista[divisore_magg-1] > lista[divisore_magg]:\n # Scambio la posizione dei due elementi con gli indici specificati\n # Funzione inventata \n lista[divisore_magg], lista[divisore_magg-1] = lista[divisore_magg-1], lista[divisore_magg]\n # Diminuisco il separatore di 1\n divisore_magg -= 1\n ```\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/bn/sorting)\n ")),n(o.r,null,n(o.p,null,"\n # Merge sort\n \n Il _merge sort_ è una soluzione **ricorsiva** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Per questo algoritmo, utilizziamo la tecnica del **divide et impera**.\n \n 1. _Divide_: Divido A in **due parti**.\n 2. _Impera_: Metto **separatamente in ordine** le parti.\n 3. _Unisci_: **Unisco** le due parti.\n \n Consideriamo come **caso base** della ricorsione una parte composta da un numero, che ovviamente è già ordinata con sè stessa.\n \n ### Merge\n \n Per **unire le due parti** usiamo una funzione detta `merge()`.\n \n Costruiamo una nuova sequenza uguale alla sequenza 1, ma **aggiungiamo alla fine un valore sentinella** sempre maggiore di tutti gli elementi contenuti.\n \n > ```\n > | 1 | 3 | 7 | 8 | ∞ |\n > ```\n \n Facciamo **la stessa cosa** per la sequenza due.\n \n > ```\n > | 2 | 4 | 5 | 6 | ∞ |\n > ```\n \n Prendo i primi numeri delle due sequenze e **metto il più piccolo nella sequenza iniziale**.\n \n > ```\n > | 1 | 2 | 3 | | | | | | \n > | | | 7 | 8 | ∞ | \n > | | 4 | 5 | 6 | ∞ | \n > ```\n \n **Continuo** finchè non ho messo tutti i numeri; **grazie alla sentinella non usciremo mai dalla sequenza**, in quanto essa è sempre maggiore di tutti gli altri numeri.\n \n > ```\n > | 1 | 2 | 3 | 4 | 5 | 6 | | | \n > | | | 7 | 8 | ∞ | \n > | | | | | ∞ |\n > ```\n \n Quando **rimangono solo le sentinelle** significa che abbiamo aggiunto tutti gli elementi, e quindi abbiamo finito.\n \n > ```\n > | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | \n > | | | | | ∞ | \n > | | | | | ∞ | \n > ```\n \n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(n log n)` | `Ω(n log n)` | **`θ(n log n)`** |\n \n Il merge sort è un algoritmo ricorsivo con un **caso base in tempo costante** e che **richiama sè stesso 2 volte**.\n \n ```latex\n T(n) =\\\\\n \\\\\n Θ(1) \\qquad n=1\\\\\n 2 T(\\frac{n}{2}) + Θ(n) \\qquad n \\neq 1\n ```\n \n Applicando il **caso particolare del Master Theorem**, otteniamo:\n \n ```latex\n T(n) =\\\\\n \\\\\n Θ(1) \\qquad n=1\\\\\n Θ(n log n) \\qquad n \\neq 1\n ```\n \n ## Pseudocodice\n \n ```python\n def merge_sorted(part):\n # Caso base\n if len(part) == 1:\n return part\n # Divide\n middle = len(part) // 2\n part_a = part[:middle]\n part_b = part[middle:]\n # Impera\n sort_a = merge_sorted(part_a)\n sort_b = merge_sorted(part_b)\n # Combina\n return merge(sort_a, sort_b)\n ```\n \n ## Visualizzazione\n \n [hackerearth.com](https://www.hackerearth.com/practice/algorithms/sorting/merge-sort/visualize/)\n \n [visualgo.net](https://visualgo.net/bn/sorting) (Nota: visualizza solo la fase _Unisci_ del sort)\n ")),n(o.r,null,n(o.p,null,"\n # Quick sort\n \n Il _quick sort_ è un altro approccio **ricorsivo** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Anche qui, applichiamo il **divide et impera**.\n \n 1. _Divide_: Scelgo un **pivot** qualsiasi all'interno della lista. Metto alla sua **sinistra tutti i numeri minori** e alla sua **destra tutti i numeri maggiori**.\n 2. _Impera_: Eseguo un **quick sort su entrambe le sottoliste**.\n \n ### Esempi\n \n #### Iterazione con partizioni bilanciate\n \n Osserviamo come si formi una partizione con tre elementi e una con quattro. \n \n ```\n |¦ [2] 8 7 1 3 5 6 {4}\n 2 |¦ [8] 7 1 3 5 6 {4}\n 2 |8 ¦ [7] 1 3 5 6 {4}\n 2 |8 ¦ [7] 1 3 5 6 {4}\n 2 |8 7 ¦ [1] 3 5 6 {4}\n 2 1 |7 8 ¦ [3] 5 6 {4}\n 2 1 3 |8 7 ¦ [5] 6 {4}\n 2 1 3 |8 7 5 ¦ [6] {4}\n 2 1 3 |8 7 5 6 ¦ [{4}]\n [2 1 3] {4} [8 5 6 7]\n ```\n \n #### Iterazione con partizioni sbilanciate\n \n Osserviamo come si formi una partizione con **zero elementi** e una con tre.\n \n ```\n |¦ [4] 7 3 {1}\n |4 ¦ [7] 3 {1}\n |4 7 |¦ [3] {1}\n |4 7 3 |¦ [{1}]\n [] {1} [4 7 3]\n ```\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(n²)` | `Ω(n log n)` | - |\n \n Il costo della funzione è dato dalla somma del costo per **dividere in due partizioni** con il costo per realizzare il **Quick sort delle due sottopartizioni**\n \n Possiamo applicare allora il **Master Theorem generale**:\n \n ```latex\n T(n)\\\\\n =\\\\\n Θ(1) \\qquad per\\ n = 1\\\\\n T(q) + T(dim_lista - pivot - 1) + Θ(n) \\qquad per\\ n > 1\n ```\n \n ### Il caso migliore\n \n Se il pivot `q` è la **mediana della partizione** che stiamo ordinando, si vengono a creare due _sottopartizioni bilanciate_, e sostituendo otteniamo:\n \n ```latex\n T(n)\\\\\n =\\\\\n Θ(1) \\qquad per\\ n = 1\\\\\n 2 T(\\frac{n}{2}) + Θ(n) \\qquad per\\ n > 1\n ``` \n \n Possiamo allora applicare il **Master Theorem particolare**:\n \n ```latex\n T(n)\\\\\n =\\\\\n Θ(1) \\qquad per\\ n = 1\\\\\n Θ(n log n) \\qquad per\\ n > 1\n ```\n \n ### Il caso peggiore\n \n Se il pivot è uno degli **estremi dell'array**, si creano due _partizioni sbilanciate_: una delle due sottoliste è sempre vuota! \n Allora:\n \n ```latex\n T(n) = T(n-1) + Θ(n)\\\\\n = T(n-2) + Θ(n-1) + Θ(n)\\\\\n = T(n-3) + Θ(n-2) + Θ(n-1) + Θ(n)\\\\\n = …\n ∈ Θ(n^2)\n ```\n \n > \"Non date da mangiare sequenze ordinate al Quicksort, gli sono indigeste.\"\n \n ## Pseudocodice\n \n ```python\n def partition(partizione, inizio, fine):\n \"\"\"Dividi una partizione in due, usando l'ultimo elemento come pivot.\n \n Note utili:\n partizione[fine] è il pivot\n partizione[maggiori] è il primo numero dei maggiori\n partizione[non_iterati] è l'elemento su cui si sta iterando al momento\"\"\"\n # Crea il primo separatore (la | pipe nell'esempio)\n maggiori = inizio\n # Crea il secondo separatore (la ¦ broken pipe nell'esempio)\n non_iterati = inizio\n # Itera su ogni numero tra inizio e fine (escluso!)\n while non_iterati < fine:\n # Se l'elemento su cui stiamo iterando è minore del pivot\n if partizione[non_iterati] <= partizione[fine]:\n # Mettilo nell'insieme dei minori, scambiandolo con il primo numero dei maggiori e incrementando il primo separatore\n partizione[maggiori], partizione[non_iterati] = partizione[non_iterati], partizione[maggiori]\n maggiori += 1\n # Incrementa sempre il secondo separatore\n non_iterati += 1\n # Inserisci il pivot tra le due sottopartizioni create, \n partizione[fine], partizione[non_iterati] = partizione[non_iterati], partizione[fine]\n return maggiori\n ```\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/bn/sorting) (Nota: invece che prendere l'ultimo numero come pivot prende il primo, cambiando leggermente l'algoritmo.)\n \n ## Note per l'esame\n \n > La domanda che fa sempre è **\"Qual è la sequenza di pivot utilizzata?\"**\n \n > Elementi da soli _non_ vengono presi come pivot!\n ")),n(o.r,null,n(o.p,null,'\n # Counting sort\n\n Il _counting sort_ è un approccio diverso all\'ordinamento: **non usa il confronto**!\n \n ## Requisiti\n \n Il counting sort può essere utilizzato solo su **sequenze di numeri interi**, e solo se **siamo a conoscenza del minimo e del massimo** dei numeri contenuti nell\'array, ed essi non sono troppo distanti uno dall\'altro. \n (La memoria occupata dal counting sort aumenta linearmente con la differenza tra minimo e massimo!)\n \n Per semplicità, consideriamo il **minimo `0`**. \n L\'input allora sarà una sequenza di interi `A`, e il valore del **massimo `k`**, tale che `∀ n ∈ A, 0 \\leq n \\leq K`.\n \n ## Funzionamento\n \n Il counting sort **conta le ripetizioni** delle chiavi nella sequenza originale e in seguito **sovrascrive i valori** della sequenza con i valori ordinati ripetuti il numero di volte che sono stati individuati nella sequenza.\n \n > ```\n > 1 4 5 3 4 1 4 2 5 1\n > ```\n >\n > L\'`1` appare 3 volte, il `2` 1 volta, il `3` 1 volta, il `4` tre volte e il `5` due volte.\n >\n > La sequenza viene quindi così sovrascritta:\n > ```\n > 1 1 1 3 4 1 4 2 5 1 # Sovrascriviamo la sequenza con 1 ripetuto 3 volte\n > 1 1 1 2 3 4 4 4 5 1 # Sovrascriviamo la sequenza con 2, 3, 4 ripetuti rispettivamente 1 1 e 3 volte\n > 1 1 1 2 3 4 4 4 5 5 # Sovrascriviamo la sequenza con 5 ripetuto 2 volte: abbiamo finito!\n > ``` \n \n Esiste anche una **versione stabile** del counting sort che, invece che sovrascrivere, **sposta i valori**, mantenendo le informazioni aggiuntive nel caso invece che interi fossero altri tipi di dati.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(k + n)` | `Ω(k + n)` | **`θ(k + n)`** |\n \n L\'algoritmo è composto da quattro parti:\n - Ricerca del minimo e massimo (in `θ(n)`)\n - Inizializzazione dell\'indice (in `θ(k)`)\n - Conteggio dei numeri (in `θ(n)`)\n - Sovrascrittura dei numeri (in `θ(k + n)`)\n \n `2 + O(k) + O(n) + O(k + n) -> O(k + n)`\n \n Notiamo che `k` è costante, l\'algoritmo è `O(n)`, estremamente efficiente.\n \n ## Pseudocodice\n \n ```python\n def counting_sort(lista: typing.List[int]):\n """Ordina in-place una lista con il counting sort."""\n # Trovo la dimensione della lista\n dim = len(lista)\n # Trovo il massimo e il minimo all\'interno della lista\n minimo = min(lista)\n massimo = max(lista)\n # Creo l\'indice dei numeri, in modo che sia lungo k e pieno di 0\n indice = [0 for _ in range(minimo, massimo+1)]\n # Conto i numeri presenti, scorrendo su lista e aggiungendo 1 al numero corrispondente\n for i in range(dim):\n indice[lista[i]] += 1\n # Sovrascrivo i numeri nella lista\n count = 0\n for pos, val in enumerate(indice):\n for _ in range(val):\n indice[count] = pos\n count += 1\n \n def stable_counting_sorted(lista: typing.List[int], k: int) -> typing.List[int]:\n """Ordina stabilmente una lista con il counting sort stabile, e restituiscila."""\n # Trovo la dimensione della lista\n dim = len(lista)\n # Trovo il massimo e il minimo all\'interno della lista\n minimo = min(lista)\n massimo = max(lista)\n # Creo l\'indice dei numeri, in modo che sia lungo k e pieno di 0\n indice = [0 for _ in range(minimo, massimo+1)]\n # Conto i numeri presenti, scorrendo su lista e aggiungendo 1 al numero corrispondente\n for i in range(dim):\n indice[lista[i]] += 1\n # Faccio diventare l\'indice "il numero di numeri \\leq i"\n for i in range(len(indice)):\n if i == 0:\n continue\n indice[i] += indice[i-1]\n assert indice[-1] == dim\n # Creo una nuova lista, che sarà quella che verrà restituita\n nuova = [None for _ in range(dim)]\n # Inizio a posizionare i numeri, al contrario\n for i in range(0, dim, -1):\n nuova[indice[lista[i]]] = lista[i]\n indice[lista[i]] -= 1\n return nuova\n ```\n ')),n(o.r,null,n(o.p,null,"\n ## Introduzione alle Strutture Dati\n\n Una _struttura dati_ è un modo in cui si possono organizzare i dati di un programma.\n \n Si possono definire in due modi: **elementari** e **astratte**.\n \n ### Strutture dati elementari\n \n Le strutture _elementari_ dipendono strettamente dal modo in cui vengono memorizzati i dati.\n \n > **Array** e **liste** sono strutture dati elementari: sono definite dicendo come sono memorizzati i dati, rispettivamente, in celle contigue di memoria e da una serie di nodi con un valore e che puntano al successivo.\n \n ### Strutture dati astratte\n \n Le strutture _astratte_ sono separate dal modo in cui vengono memorizzati i dati, sono più ad alto livello, e si definiscono descrivendo le **proprietà** della struttura e i **metodi** che su di essa possono essere effettuate.\n \n > Una _classe_ in un qualsiasi linguaggio di programmazione è una struttura dati astratta.\n \n > Una _pila_ astratta:\n > - memorizza dati tutti dello stesso tipo\n > - `pop()`, estrae dalla pila l'ultimo valore inserito\n > - `push(val)`, aggiunge alla pila un valore\n > - `top()`, permette di vedere l'ultimo valore inserito nella pila\n > - `vuota()`, dice se la pila è vuota oppure no.\n ")),n(o.r,null,n(o.p,null,'\n # Array\n\n Un _array_ è sequenza di dati di **lunghezza conosciuta**, tutti dello **stesso tipo** e di una **dimensione fissa**, immagazzinata in **blocchi di memoria contigui**.\n \n ## Proprietà\n \n - E\' possibile accedere a tutti i blocchi di memoria conoscendo la loro **posizione relativa al primo** elemento.\n \n ## Metodi\n \n ```python\n class Array:\n def __init__(self, size, type=int): "Crea un array di dimensione size di elementi di tipo int."\n def __getitem__(self, index): "Restituisci il valore alla posizione index."\n def __setitem__(self, index, value): "Cambia il valore alla posizione index."\n ```\n \n ### Costo computazionale\n \n Tutte le operazioni su un array sono in **accesso immediato `O(1)`**!\n ')),n(o.r,null,n(o.p,null,'\n # Lista\n \n Una _lista_ è una sequenza di dati immagazzinata in **blocchi di memoria qualsiasi**.\n \n ## Proprietà\n \n Ogni dato ha un **riferimento** alla collocazione di memoria **successiva** (un puntatore): insieme, sono detti un _nodo_.\n \n E\' di **natura ricorsiva**: qualsiasi nodo di una lista può essere visto come inizio della lista con sè stesso e i suoi successivi.\n \n ## Metodi\n \n ```python\n class LinkedList:\n def __init__(self, value, next: typing.Optional[Node] = None):\n self.value = value\n self.next: typing.Optional[Node] = next\n \n def is_empty(self) -> bool: "Restituisce se la lista è vuota o no."\n def is_full(self) -> bool: "Restituisce se la lista è piena o no.\n def append(self, value): "Aggiunge un nuovo elemento in testa alla lista."\n def insert(self, value, index): "Inserisce un elemento dopo il nodo in posizione index."\n def insert_node(self, value, node): "Inserisce un nuovo elemento subito dopo un dato nodo."\n def find(self, node) -> int: "Trova l\'indice del nodo."\n def delete(self, value): "Elimina il primo nodo con quel valore dalla lista."\n def delete_node(self, node): "Elimina il nodo dalla lista."\n def forward(self, index) -> Node: "Restituisce il nodo in posizione index."\n ```\n \n ### Costo computazionale\n \n #### `List.forward(index)`\n \n Per raggiungere l\'`n`-esimo elemento, bisogna _scorrere tutti gli elementi prima di esso_: è dunque un **accesso sequenziale** in **`O(n)`**.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n ')),n(o.r,null,n(o.p,null,'\n # Coda (Queue)\n\n Una _coda_ è come una pila, ma segue la strategia **First In, First Out** (il primo inserito sarà il primo a essere estratto).\n \n ## Proprietà\n \n - I dati vi possono essere aggiunti solo tramite il **metodo `enqueue()`**\n - I dati possono essere estratti solo tramite il **metodo `dequeue()`**\n - Verranno restituiti i valori inseriti secondo la strategia **First In, First Out** (il primo inserito sarà il primo a essere estratto).\n \n > Hai presente quando fai la fila per pagare al supermercato? Beh, è quello, però non si possono superare le altre persone in nessun modo.\n \n ## Metodi\n \n ```python\n class Queue:\n def __init__(self): "Crea una nuova coda."\n def is_empty(self) -> bool: "Restituisce vero se la coda è vuota."\n def enqueue(self, data): "Aggiunge un dato alla coda."\n def first(self) -> ...: "Restituisce il primo dato della coda."\n def dequeue(self) -> ...: "Restituisce il primo dato della coda e lo rimuove."\n ```\n \n ## Implementazione tramite lista\n \n Posso implementare la coda con una lista, ma per realizzare l\'implementazione più efficiente devo tenere anche un puntatore all\'ultimo elemento della coda, in modo da non doverla scorrere ogni volta che voglio effettuare un\'operazione.\n \n Chiamiamo i due puntatori `head` e `tail` rispettivamente.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n ')),n(o.r,null,n(o.p,null,'\n # Pila (Stack)\n\n Una _pila_ è una struttura dati contenente **valori omogenei**.\n \n ## Proprietà\n \n - I dati vi possono essere aggiunti solo tramite il **metodo `push()`**\n - I dati possono essere estratti solo tramite il **metodo `pop()`**\n - Verranno restituiti i valori inseriti secondo la strategia **Last In, First Out** (l\'ultimo inserito sarà il primo a essere estratto).\n \n > Ci si può immaginare una pila di libri, da cui si può solo prendere un libro alla volta, quello più in alto.\n \n ## Metodi\n \n ```python\n class Stack:\n def __init__(self): "Crea una nuova pila."\n def is_empty(self) -> bool: "Restituisce vero se la pila è vuota."\n def push(self, data): "Aggiunge un dato alla pila."\n def top(self) -> ...: "Restituisce il primo dato della pila."\n def pop(self) -> ...: "Restituisce il primo dato della pila e lo rimuove."\n ```\n \n ## Implementazione tramite lista\n \n Utilizzando una lista possiamo realizzare una pila!\n \n La direzione dei puntatori sarà dall\'ultimo al primo, che non punterà più a nessuno.\n \n Il costo di tutti i metodi è `Θ(1)`!\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n ')),n(o.r,null,n(o.p,null,"\n # Albero radicato\n \n Un _albero radicato_ è una struttura dati di **natura ricorsiva** che organizza i dati in maniera **non-lineare**.\n \n ## Proprietà\n \n - Ogni nodo dell'albero ha un **unico genitore**: `∀ (padre, figlio), (padre' figlio) ∈ E \\implies padre = padre'`\n - Ogni nodo dell'albero può avere **un numero qualsiasi di figli**.\n \x3c!----\x3e\n - I **nodi superiori al padre** vengono chiamati _antenati_.\n - I **nodi inferiori ai figli** vengono chiamati _discendenti_.\n \x3c!----\x3e\n - Nodi **senza padre** sono detti _radice_: `\\notexists (padre, radice) ∈ E`\n - Nodi **con padre e figli** sono detti _rami_ o interni.\n - Nodi **senza figli** sono detti _foglie_.\n \x3c!----\x3e\n - La **distanza** tra il nodo radice e i suoi discendenti è detta _livello_:\n - I figli immediati sono di livello 1.\n - I \"nipoti\" (figli dei figli) sono di livello 2.\n - I figli dei nipoti sono livello 3.\n - E così via.\n - Il **livello massimo** all'interno di un albero è detto _altezza_, _profondità_ oppure _h_, ed è sempre `1 ≤ h ≤ n-1`.\n \x3c!----\x3e\n - Un albero ha sempre `n-1` archi.\n \n ## Alberi particolari\n \n ### Alberi `d`-ari\n \n Un albero _`d`-ario_ è un particolare tipo di albero che **limita il numero massimo di figli di un nodo** a `d`.\n \n > Un albero _binario_ può avere **massimo 2 figli** per ogni nodo; un albero _ternario_ ne può avere **3**; un albero _`17`-ario_ ne potrà avere **17**\n \n #### Alberi completi\n \n Un albero `d`-ario si dice _completo_ se **tutti i nodi hanno 0 o `d` figli**, e mai una numero in mezzo.\n \n #### Alberi bilanciati\n \n Un albero `d`-ario si dice _bilanciato_ se **tutti i livelli eccetto l'ultimo** hanno il numero massimo di figli.\n \n #### Alberi perfettamente bilanciati\n \n Un albero `d`-ario si dice _perfettamente bilanciato_ se **tutti i livelli incluso l'ultimo** hanno il numero massimo di figli.\n \n ##### Particolarità degli alberi binari perfettamente bilanciati\n \n Si può dimostrare per induzione che:\n - Hanno sempre `2^h` foglie.\n - Hanno sempre `2^{h+1}-1` (`\\sum_i=0^n 2^i`) nodi.\n - L'altezza è in `Θ(log n)`.\n \n ## Implementazione degli alberi\n \n Possiamo scegliere se usare una rappresentazione con array o con nodi e puntatori: ognuna ha vantaggi e svantaggi diversi.\n \n ### Implementazione tramite array\n \n E' suggerito se l'albero è regolare; più è simile a un albero d-ario completo, meglio è.\n \n ### Implementazione tramite nodi e puntatori\n \n Più adatta ad alberi irregolari.\n \n Se l'albero è regolare, creiamo il numero esatto di campi:\n \n - Valore\n - Figlio1\n - Figlio2\n - _Opzionale:_ Padre\n \n Se un albero è irregolare, creiamo una specie di lista:\n \n - Valore\n - Primo figlio\n - Prossimo fratello\n - _Opzionale:_ Padre\n ")),n(o.r,null,n(o.p,null,"\n #### Breadth-first search (BFS)\n\n La _breadth-first search_ è un algoritmo che visita **ogni livello** dell'albero in ordine, dal più basso al più alto.\n \n ## Funzionamento\n \n > 1. __Visita radice__\n > 2. __Visita figli__\n > 3. __Visita nipoti__\n > 4. __Visita pronipoti__\n \n Si può implementare con una coda, in cui verranno inseriti i figli del nodo visitato da visitare ed estratti dopo avere completato la visita del livello attuale.\n \n ## Pseudocodice \n \n ```python\n def bfs(radice):\n c = Queue()\n c.enqueue(radice)\n while not c.is_empty():\n nodo = c.dequeue()\n print(nodo)\n for figlio in nodo.figli:\n nodo.enqueue(figlio)\n ```\n ")),n(o.r,null,n(o.p,null,"\n # Depth-First Search\n\n La _depth-first search_ è un algoritmo che visita **tutti i sottoalberi di un figlio** prima di passare ad un altro sfruttando la natura ricorsiva degli alberi.\n \n ## Funzionamento\n \n Ci sono diverse versioni della depth-first search: ognuna visita la radice in un momento diverso.\n \n ### DFS previsita (pre-order)\n \n La _DFS pre-visita_ visita la **radice per prima**, poi tutti i sottoalberi formati dai figli uno dopo l'altro.\n \n > 1. __Visita radice__\n > 2. dfs_pre_order(figlio1)\n > 3. dfs_pre_order(figlio2)\n \n ### Postvisita (post-order)\n \n La _DFS postvisita_ visita prima tutti i sottoalberi dei figli, e **alla fine la radice**.\n \n > 1. dfs_post_order(figlio1)\n > 2. dfs_post_order(figlio2)\n > 3. __Visita radice__\n \n ### Invisita (in-order)\n \n La _DFS invisita_ visita **un certo numero di figli**, poi la radice, e infine i figli restanti.\n \n > 1. dfs_in_order(figlio1, 1)\n > 2. __Visita radice__\n > 3. dfs_in_order(figlio2, 1)\n ")),n(o.r,null,n(o.p,null,"\n # Albero binario di ricerca\n\n ## Proprietà\n \n - Albero **binario**\n - Chiavi appartenenti ad un **insieme totalmente ordinato** (N, Q, R, ma non C)\n \x3c!----\x3e\n - Per ogni nodo con valore `x`, se un valore `v` è nel sottoalbero di sinistra allora `v ≤ x`, mentre se è nel sottoalbero di destra allora `v > x`.\n \n ## Costo computazionale\n \n - Trovare un valore: `O(h)`\n - Ordinare i valori: `O(n)`\n - Trovare il minimo: `O(h)`\n - Trovare il massimo: `O(h)`\n - Inserire un elemento: `O(h)`\n - Cancellare un elemento: `O(h)`\n \n `h` vale `log n` in un albero perfettamente bilanciato, e più l'albero diventa sbilanciato, più si avvicina a `n`, raggiungendola nel caso l'albero sia una lista.\n \n ## Pseudocodice\n \n ### Cancellazione ricorsiva\n \n ```python\n def delete(tree, key):\n if tree is not None:\n # Se ho trovato il nodo che cercavo...\n if tree.key == key:\n # E c'è una sola diramazione...\n # Semplicemente stacca il nodo come in una lista.\n if tree.left is None:\n return tree.right\n if tree.right is None:\n return tree.left\n # Altrimenti, diventa il minimo dell'albero di destra\n tree.key = tree.right.min()\n # Ed eliminalo dal sottoalbero\n tree.right = delete(tree.right, tree.key)\n # Se la chiave attuale è diversa da quella che cerchiamo, continuo a navigare l'albero\n elif tree.key < key:\n tree.left = delete(tree.left, key)\n else:\n tree.right = delete(tree.right, key)\n return tree\n ```\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/bst)\n \n ## Approfondimenti\n \n Esistono alberi più avanzati che mantengono le proprietà degli alberi binari di ricerca, ma che si autobilanciano, come il [Red Black Tree](https://it.wikipedia.org/wiki/RB-Albero).\n ")),n(o.r,null,n(o.p,null,'\n # Heap binario\n \n L\'_heap binario_ è un **albero binario bilanciato a sinistra**.\n \n ## Proprietà\n \n - _Proprietà strutturale_:\n - L\'albero è **perfettamente bilanciato** in tutti i livelli tranne l\'ultimo\n - Nell\'ultimo livello, le foglie occupano le **posizioni più a sinistra** possibili\n - _Proprietà di ordinamento_:\n - La chiave di un qualsiasi nodo è **più piccola** di tutte quelle dei nodi **del suo sottoalbero**\n \n ## Metodi\n \n ```python\n class Heap:\n def __init__(self, H): ...\n def _heapify_ancestors(self, i): "Ripristina le proprietà dell\'heap per il nodo all\'indice specificato e i suoi genitori."\n def minimum(self): "Restituisce la chiave con il valore minimo in H."\n def decrease_value(self, index, new_value): "Diminuisce il valore della chiave all\'indice index a new_value."\n def insert(self, value): "Inserisci un nuovo valore nell\'albero."\n def _heapify_children(self, i): "Ripristina le proprietà dell\'heap per il nodo all\'indice specificato e i suoi figli."\n def pop(self): "Restituisce la chiave con il valore minimo, e la elimina."\n def from_list(l): "Crea un heap da una lista."\n ```\n \n ## Implementazione con un array\n \n Possiamo implementare l\'albero utilizzando un array con le chiavi dell\'albero memorizzate nell\'ordine _breadth-first_.\n \n L\'indice del figlio sinistro può essere trovato a `2i+1`, mentre l\'indice del figlio sinistro può essere trovato a `2i+2`; il genitore è a `i//2-1`.\n \n ### Pseudocodice\n \n ```python\n class Heap:\n def __init__(self, size):\n self.array = Array(size) # Il tipo Array non esiste; consideriamolo pseudocodice\n self.next_value = 0\n \n def _heapify_ancestors(self, index)\n """Ripristina le proprietà dell\'heap per il nodo all\'indice specificato e i suoi genitori.\n \n Costo:\n O(log n)"""\n # Trovo l\'indice del genitore\n parent = index // 2 - 1\n # Controllo se viene mantenuta la proprietà di ordinamento dell\'heap\n if self.array[index] < self.array[parent]:\n # Scambio i valori dei due nodi\n self.array[index], self.array[parent] = self.array[parent], self.array[index]\n # Faccio la stessa cosa con il genitore\n self._heapify(parent)\n \n \n def minimum(self):\n """Restituisce la chiave con il valore minimo in H.\n \n Costo:\n O(1)"""\n return self.array[0]\n \n def decrease_value(self, index, new_value):\n """Diminuisce il valore della chiave all\'indice index a new_value.\n \n Costo:\n O(log n)"""\n # Diminuisco il valore del nodo\n self.array[index] = new_value\n # Aggiorno l\'heap \n self._heapify(index)\n \n def insert(self, value):\n """Inserisci un nuovo valore nell\'albero.\n \n Costo:\n O(log n)"""\n # Trovo l\'indice in cui inserire il valore\n index = self.next_index \n # Aggiungo il valore in fondo\n self.array[index] = value\n # Aggiorno l\'heap\n self._heapify(index)\n \n def _heapify_children(self, index):\n """Ripristina le proprietà dell\'heap per il nodo all\'indice specificato e i suoi figli.\n \n Costo:\n O(log n)"""\n # Trovo l\'indice dei figli\n left = index * 2 + 1\n right = index * 2 + 2\n # Mi assicuro che i figli esistano\n try:\n # Guardo quale dei figli è maggiore\n if self.array[left] > self.array[right]:\n # Scambio i valori\n self.array[left], self.array[index] = self.array[index], self.array[left]\n # Ripeto la procedura sul figlio modificato\n self._heapify_children(left)\n else:\n # Scambio i valori\n self.array[right], self.array[index] = self.array[index], self.array[right]\n # Ripeto la procedura sul figlio modificato\n self._heapify_children(left)\n except IndexError:\n # La foglia non ha figli: ho finito!\n return\n \n def pop(self):\n """Restituisce la chiave con il valore minimo, e la elimina.\n \n Costo:\n O(log n)"""\n # Mi salvo il valore della radice\n value = self.array[0]\n # Sostituisco la radice con l\'ultima foglia a destra\n self.array[0], self.array[self.next_value] = self.array[self.next_value], self.array[0]\n ### Non bisognerebbe eliminare la foglia...?\n # Riordino l\'heap\n self._heapify_children(0)\n return value\n \n @staticmethod\n def from_list(l):\n """Crea un heap da una lista.\n \n Costo:\n O(n log n), ma si può abbassare"""\n heap = Heap(len(l)))\n heap.array = Array.from_list(l) # Pseudocodice\n heap.next_value = len(l)\n # Cominciamo a riordinare l\'heap dalla fine, in modo che rispetti le proprietà\n for index in range(heap.next_value, 0, -1):\n heap._heapify_children(index)\n ```\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/heap)\n ')),n(o.r,null,n(o.p,null,"\n # Coda con priorità\n \n La _coda con priorità_ è una struttura dati dal funzionamento molto simile a quello di una coda, ma invece che restituire il primo elemento inserito, essa restituisce l'**elemento con il valore di priorità minore**.\n \n ## Proprietà\n \n - Ogni elemento è una coppia costituita da **valore** e **priorità** (un numero intero).\n - Nuovi elementi possono essere aggiunti solo tramite il **metodo `insert()`**\n - Gli elementi possono essere estratti solo tramite il **metodo `pop()`**\n - Verranno restituiti i valori inseriti secondo la strategia **Lower Priority** (l'elemento con la priorità minore sarà il primo ad essere restituito).\n - E' possibile diminuire la priorità di un elemento (e quindi anticipare la sua estrazione)\n \n ## Metodi\n \n ```python\n class PriorityQueue:\n def __init__(self): ...\n def insert(self, new_elem: Element): ...\n def minimum(self) -> Element: ...\n def pop(self) -> Element: ...\n def decrease_priority_for(self, elem: Element, priority: int): ...\n ```\n \n ## Implementazione con lista\n \n E' possibile implementare la coda con priorità tramite una **lista**: l'inserimento di nuovi valori diventerà molto efficiente, ma tutte le altre operazioni saranno linearmente lente.\n \n ### Costo computazionale\n \n - *insert()*: `O(1)`\n - *minimum()*: `O(n)`\n - *pop()*: `O(n)`\n - *decrease_priority_for()*: `O(n)`\n \n ## Implementazione con lista ordinata\n \n Implementando la coda con priorità con una **lista ordinata** si avrà un costo di ordinamento elevato negli inserimenti e modifiche alla priorità, ma costi costanti nell'estrazione di un elemento.\n \n ### Costo computazionale\n \n - *insert()*: `O(n)`\n - *minimum()*: `O(1)`\n - *pop()*: `O(1)`\n - *decrease_priority_for()*: `O(n)`\n \n ## Implementazione con heap\n \n La **soluzione migliore** è quella di implementare la coda con priorità tramite un **heap**: tutti i costi saranno logaritmici, eccetto l'inserimento che sarà costante.\n \n - `insert()` costa `O(1)`\n - `minimum()` costa `O(log n)`\n - `pop()` costa `O(log n)`\n - `decrease_priority_for()` costa `O(log n)`\n \n ## Approfondimenti\n \n Esistono code con priorità che restituiscono **l'elemento con priorità maggiore**, invece che quello minore.\n ")),n(o.r,null,n(o.p,null,"\n # Heap sort\n\n L'_heap sort_ è un algoritmo di ordinamento per confronto **iterativo**.\n \n ## Funzionamento\n \n Per effettuare un heap sort, creiamo un **heap massimo** in cui inseriamo tutti i valori che vogliamo ordinare.\n \n Una volta applicate le proprietà dell'heap, chiamiamo una versione particolare di `heap.pop()` che invece che rimuovere dall'array i valori estratti li posiziona nello spazio creatosi in fondo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(n log n)` | `Ω(n log n)` | **`θ(n log n)`** |\n ")),n(o.r,null,n(o.p,null,"\n # Grafo\n \n Un _grafo_ è una struttura dati che rappresenta elementi interconnessi tra loro.\n \n Esistono due tipi di grafi: _orientati_ e _non orientati_.\n \n Per semplicità, consideriamo i nostri nodi numerati da 1 a `n`.\n \n ## Proprietà\n \n - Gli elementi sono rappresentati tramite _nodi_.\n - Il loro _grado_ è dato dal **numero degli archi** che vi incidono.\n - Se il grafo è orientato, hanno anche un _in-degree_ (**numero di archi entranti**) e un _out-degree_ (**numero di archi uscenti**).\n - Le connessioni tra elementi sono rappresentate tramite _archi_.\n - Un arco _incide_ esattamente su **due nodi**.\n - Se il grafo è orientato, sono _uscenti_ da uno dei due nodi ed _entranti_ nell'altro.\n - Sono matematicamente meno del **quadrato dei nodi**.\n \n ## Grafi particolari\n \n ### Catena\n \n Una _catena_ è un **grafo non orientato** composto da una **sequenza di nodi** aventi un **grado massimo di 2** tutti collegati tra loro.\n \n ### Cammino\n \n Un _cammino_ è un **grafo orientato** composto da una **sequenza di nodi** aventi un **in-degree** e un **out-degree** **massimo di 1**, collegati tra loro in modo che partendo dal primo e seguendo gli archi sia possibile arrivare all'ultimo.\n \n ### Cricca\n \n Una _cricca_ è un grafo in cui **tutti i nodi sono collegati tra loro**.\n \n Se il grafo è **non orientato**, la cricca ha `((n-1)n)/2` archi.\n \n Se il grafo è **orientato**, ha per ogni coppia un arco in entrambe le direzioni, quindi ha `(n-1)n` archi.\n \n ### Direct Acyclic Graph\n \n Un _DAG_ è un grafo diretto che non contiene nessun ciclo.\n \n Su di esso possiamo effettuare un ordinamento, detto _linearizzazione_, tra i nodi: otteniamo l'_ordine topologico_.\n \n I primi elementi dei DAG sono detti _Source_ (_Sorgente_), mentre gli ultimi sono detti _Sink_ (_Pozzo_).\n \n #### Albero\n \n Un **albero** può essere considerato un DAG con una **sorgente singola** e le **foglie come pozzi**.\n \n ### Grafo fortemente connesso\n \n Un insieme di nodi `V` di un **grafo diretto** `G` si dice una _componente fortemente connessa_ se:\n \n 1. Per ogni coppia di nodi `∀ u, v ∈ V' : ∃ un cammino u->v in G'`\n 2. Massimale (non può diventare più grande)\n \n > Praticamente una componente fortemente connessa è un gruppo di nodi tra i quali si può viaggiare liberamente da e a qualsiasi nodo al suo interno.\n \n Un grafo si dice _fortemente connesso_ se l'insieme `V` coincide con l'insieme dei nodi del grafo `G`.\n \n > Se partendo da qualsiasi nodo di un grafo riesco ad arrivare a qualsiasi altro nodo, allora il grafo è fortemente connesso.\n \n Inoltre, se creiamo un nuovo grafo, in cui **ogni nodo rappresenta una componente fortemente connessa** del nostro grafo iniziale, **otteniamo un DAG**, perchè tutti i cicli sono stati integrati nella componente.\n \n ### Trasposto di un grafo\n \n Il _trasposto_ di un **grafo diretto** `G` è il grafo stesso con gli archi che però vanno nella **direzione opposta**.\n \n ### Grafo pesato\n \n Un _grafo pesato_ è un particolare grafo che associa a ciascun arco un **costo** per attraversarlo.\n \n #### Costi negativi\n \n I costi possono anche essere negativi: rappresenteranno allora un **guadagno** ottenuto attraversando il nodo.\n \n ### Minimum spanning tree\n \n Un _minimum spanning tree_ è il **sottoinsieme degli archi** di un **grafo non diretto** che **connettono tutti i nodi** con il **minor costo possibile**.\n \n I MST hanno [molte proprietà](https://en.wikipedia.org/wiki/Minimum_spanning_tree#Properties); sono troppe da scrivere qui, e probabilmente non ci interesseranno nemmeno.\n \n ## Implementazione tramite matrice di adiacenza\n \n Possiamo implementare un grafo creando una **matrice di `bool` di dimensione `n * n`** in cui le **caselle collegate sono vere** e le caselle non collegate sono false.\n \n > Ad esempio, possiamo implementare un grafo non orientato in questo modo (`█` indica l'esistenza di un collegamento e ` ` indica la sua assenza):\n >\n > | |1|2|3|\n > |-|-|-|-|\n > |1|░|░|░|\n > |2|█|░|░|\n > |3|█| |░|\n >\n > Esistono gli archi `1-2` e `1-3`, ma non esiste un collegamento `2-3`.\n \n > Un grafo orientato invece si può implementare così:\n >\n > | |1|2|3|\n > |-|-|-|-|\n > |1|░|█| |\n > |2|█|░| |\n > |3|█| |░|\n >\n > Esistono gli archi `1->2`, `2->1` e `3->1`, ma non ci sono collegamenti `2->3`, `1->3` e `3->2`.\n \n ### Costo computazionale\n \n #### Tempo\n \n Le matrici di adiacenza portano alla realizzazione di algoritmi molto veloci: verificare l'esistenza di un arco è in `O(1)`!\n \n Abbiamo però penalità significative quando vogliamo effettuare operazioni sugli archi: ad esempio, trovare il trasposto di un grafo implementato con una matrice di adiacenza è in `O(nodi²)`.\n \n #### Memoria\n \n E' poco efficiente in quanto a memoria: l'upper bound è in `O(n^2)`. \n \n ## Implementazione tramite liste di adiacenza\n \n Un'alternativa alla matrice di adiacenza è quella di creare un'**array di liste**, le quali contengono i **vicini di ciascun nodo**.\n \n > |Posizione|Lista|\n > |-|-|\n > |1|[2, 3]|\n > |2|[]|\n > |3|[1]|\n >\n > Esistono gli archi `1->2`, `1->3`, e `3->1`, ma non esistono `2->1`, `2->3` e `3->2`.\n \n ### Costo computazionale\n \n #### Tempo\n \n Utilizzando le liste di adiacenza, il tempo richiesto per verificare l'esistenza di un arco sale a `O(max-out-degree)`.\n \n E' efficace però quando il problema che vogliamo risolvere riguarda operazioni su archi: trovare la trasposta è in `O(archi)`.\n \n #### Memoria \n \n La memoria richiesta dalle liste di adiacenza è minore di quella delle matrici: l'upper bound è in `O(nodi + archi)`.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/graphds)\n ")),n(o.r,null,n(o.p,null,"\n # Visitare un grafo\n \n Come per gli alberi radicati, esistono due modi per visitare un grafo: _depth-first search_ e _breadth-first search_.\n \n In entrambi i casi, non visito mai due volte lo stesso nodo, e come risultato ottengo **molteplici alberi**, il cui insieme viene detto _foresta di copertura_.\n \n Se il grafo che vogliamo visitare è diretto, allora dobbiamo **considerare come vicini solo gli archi uscenti**\n \n ## Depth-first search\n \n La DFS ci può risultare utile per **identificare le componenti connesse** di un grafo e **identificare eventuali cicli**.\n \n ### Funzionamento\n \n Posso utilizzare la DFS per classificare gli archi di un grafo in quattro categorie:\n \n - _Tree_, archi che ci fanno **scoprire un nuovo nodo**\n - _Forward_, archi che ci portano a un **discendente**\n - _Back_, archi che ci portano ad un **antenato**\n - _Cross_, archi che **connettono due sottoalberi** diversi\n \n Usiamo due array inizializzati a 0 chiamati `pre` e `post`, grandi quanto il numero di archi del grafo, che ci indicano rispettivamente quando un nodo è stato scoperto e quando è terminata la visita. \n Inoltre, creiamo una variabile `clock` che avanza ad ogni evento. \n Alla scoperta di un nuovo nodo, mettiamo il valore attuale di `clock` all'interno di `pre[n]`. \n Alla fine della visita di un nodo invece mettiamo il valore di `clock` in `post[n]`.\n \n **Durante la visita**, gli archi avranno i seguenti valori:\n - _Tree_: `pre[dst] == 0`\n - _Forward_: `pre[src] < pre[dst] && post[dst] > 0`\n - _Back_: `pre[dst] < pre[src] && post[dst] == 0`\n - _Cross_: Tutti gli altri (`post[dst] < pre[src]`)\n \n **A fine visita**, gli archi avranno i seguenti valori:\n - _Tree_: `pre[dst] < pre[dst] < post[dst] < pre[src]`\n - _Forward_: `pre[dst] < pre[dst] < post[dst] < pre[src]`\n - _Back_: `pre[src] < pre[dst] < post[dst] < post[src]`\n - _Cross_: `pre[dst] < post[dst] < pre[src] < post[src]`\n \n Se un **grafo non diretto** contiene degli **archi Back**, allora esso **conterrà un ciclo**.\n \n #### DFS nel grafo trasposto\n \n Se effettuo una DFS sul trasposto di un grafo, posso **scoprire i nodi che hanno un cammino verso l'origine**.\n \n #### DFS nella componente fortemente connessa\n \n Se effettuo una DFS in una componente fortemente connessa e nella sua trasposta, il **`post` della trasposta sarà sempre minore** del `post` della componente originale.\n \n ### Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(nodi + archi)` | `Ω(nodi + archi)` | **`θ(nodi + archi)`** |\n | Memoria | `O(nodi)` | `Ω(nodi)` | **`θ(nodi)`** |\n \n ### Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/dfsbfs)\n \n ## Breadth-first search\n \n La BFS ci può risultare utile per **trovare tutti i nodi a una certa distanza** da un'origine.\n \n ### Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(nodi + archi)` | `Ω(nodi + archi)` | **`θ(nodi + archi)`** |\n | Memoria | `O(nodi + archi)` | `Ω(nodi + archi)` | **`θ(nodi + archi)`** |\n \n ### Pseudocodice\n \n Come per gli alberi, la implementiamo in modo **iterativo**:\n \n ```python\n queue = [starting_node]\n parents = [None for node in graph.nodes]\n distance = [-1 for node in graph.nodes]\n \n # TODO: controllami quando sei più sveglio\n \n while queue:\n node, source, distance = queue.pop(0)\n parents[node.number] = source\n distance[node.number] = distance\n for neighbour in node.neighbours:\n queue.append((neighbour, node, distance+1))\n ```\n \n > Nella coda, la distanza massima tra un nodo e l'altro è 1.\n \n ### Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/dfsbfs)\n ")),n(o.r,null,n(o.p,null,"\n # Algoritmi greedy\n\n Un modo per risolvere problemi algoritmici può essere usare una **tecnica** _greedy_.\n \n Le tecniche greedy consistono nel effettuare tanti piccoli passi, ed effettuare una **scelta** in base ai dati **locali al passo attuale**.\n \n > Scegli il numero di monete più piccole possibili per comporre €1.12.\n >\n > L'algoritmo cerca di scegliere sempre la moneta più grande possibile compatibile con il prezzo in quel momento, quindi:\n > | Moneta scelta | Rimanente |\n > |---------------|-----------|\n > | € 1.00 | € 0.12 |\n > | € 0.10 | € 0.02 |\n > | € 0.02 | € 0.00 |\n \n ## Esempi\n \n Sono algoritmi greedy:\n \n - L'_Algoritmo di Dijkstra_\n - L'_Algoritmo di Kruskal_\n - L'_Algoritmo di Prim_\n ")),n(o.r,null,n(o.p,null,"\n # Percorso più breve\n\n Trovare il _percorso più breve_ (o _cammino minimo_) tra due nodi di un **grafo pesato** è un problema frequente nell'informatica; per questo, sono stati sviluppati [numerosi algoritmi](https://en.wikipedia.org/wiki/Shortest_path_problem) per risolverlo.\n \n > Ad esempio, il pathfinding dei nemici nei videogiochi, oppure Google Maps!\n \n ## Percorso più breve da una sorgente singola\n \n Una sottocategoria del problema del percorso più breve è il caso in cui ci interessa sapere i percorsi più brevi che **partono da uno specifico nodo del grafo**: è detto problema del _percorso più breve da una sorgente singola_, o _single-source shortest path_.\n \n Si può notare che se il grafo contiene **costi negativi** allora è possibile che il percorso più breve non esista, in quanto diventa possibile la comparsa di **cicli di costo infinitamente negativo**.\n \n Possiamo notare che, se il percorso più breve tra `A` e `D` è `A-B-C-D`, allora il cammino minimo tra `B` e `D` passerà obbligatoriamente per `C` (`B-C-D`).\n Diremo più avanti che il percorso più breve ha una **sottostruttura ottimale**.\n \n ### Esempi\n \n Alcuni algoritmi che trovano il percorso più breve sono:\n - L'_Algoritmo di Dijkstra_\n - L'_Algoritmo di Bellman-Ford_\n - La [_ricerca A*_](https://en.wikipedia.org/wiki/A*_search_algorithm)\n ")),n(o.r,null,n(o.p,null,"\n # Algoritmo di Dijkstra\n \n L'_Algoritmo di [Dijkstra](https://upload.wikimedia.org/wikipedia/commons/8/85/Dijkstra.ogg)_ è un algoritmo che risolve il problema del **percorso più breve da una sorgente singola** per grafi con pesi **reali positivi** `\\mathbb{R}^+`.\n \n L'algoritmo trova tutti i percorsi più brevi per raggiungere qualsiasi nodo del grafo partendo da un dato nodo, assieme al costo richiesto per farlo.\n \n ## Funzionamento\n \n 1. Separiamo tutti i nodi del grafo in due gruppi: **visitati** e **non visitati**. \n - Tutti i nodi partono da **non visitati**.\n 2. Per ogni nodo, manteniamo un valore \"**costo richiesto per raggiungerlo**\", che verrà cambiato man mano che l'algoritmo avanza.\n - Il costo di partenza è `+∞`.\n - Il costo sarà **definitivo per i nodi visitati**, e **provvisorio per i non visitati**.\n 3. Creiamo un insieme detto _frontiera_ che conterrà tutti i **nodi non visitati adiacenti** a quelli visitati.\n 4. Prendiamo il nodo iniziale, che avrà un **costo di `0`**, e definiamolo il nodo _attuale_.\n 5. Finchè ci sono dei nodi non sono stati visitati, ripetiamo il seguente ciclo:\n 1. Aggiungiamo i nodi adiacenti al nodo attuale alla frontiera.\n - Il costo per raggiungerli sarà il **costo per il nodo attuale sommato al costo dell'arco** che li connette al nodo attuale. \n Se questo **costo** risulta essere **minore del costo provvisorio** precedente, esso **diventerà il nuovo costo**.\n - Questa operazione è detta _rilassamento dell'arco_.\n 2. Facciamo diventare **visitato** il nodo attuale.\n - Il percorso che abbiamo fatto per raggiungerlo è obbligatoriamente il più breve.\n 3. Il prossimo nodo attuale sarà il nodo di frontiera con un costo più basso.\n - Per questo, è possibile definire l'algoritmo di Dijkstra come un **algoritmo greedy**.\n \n ### Non funziona se...\n \n L'algoritmo smette di funzionare nel caso in cui siano presenti **costi negativi** e il grafo non sia **aciclico**, in quanto non saremmo mai in grado di rendere visitato un nodo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | `O(nodi + archi) log nodi)` |\n \n ### Scomposizione\n \n - Inizializzazione: `O(nodi)`\n - Creazione coda priorità: `O(nodi log nodi)`\n - Ciclo: `O((nodi + archi) log nodi)`\n \n ## Pseudocodice\n \n ```python\n import math\n \n class Info:\n def __init__(self, distance=math.inf, previous=None):\n self.distance = distance\n self.previous = previous\n \n def dijkstra(graph, start):\n data = [Info() for node in graph.nodes]\n queue = PriorityQueue([start])\n while queue:\n node = queue.pop()\n for arc in node.connections:\n other = arc.other(node)\n if data[node.number].distance + arc.cost < data[other].distance:\n data[other].distance = data[node.number].distance + arc.cost\n queue.decrease_priority_for(other, data[other].distance)\n data[v].previous = node\n return data\n ```\n \n ## Visualizzazione\n \n [Visualgo](https://visualgo.net/en/sssp)\n ")),n(o.r,null,n(o.p,null,"\n # Algoritmo di Bellman-Ford\n\n L'_Algoritmo di Bellman-Ford_ è un algoritmo che, come l'Algoritmo di Dijkstra, risolve il problema del **percorso più breve da una sorgente singola**, però, a differenza da quest'ultimo, l'Algoritmo di Bellman-Ford accetta in input anche grafi con pesi **reali** `\\mathbb{R}` (sia positivi, sia negativi).\n \n ## Funzionamento\n \n L'approccio dell'algoritmo è simile a quello di Dijkstra: entrambi usano il **rilassamento** degli archi per ottenere un costo provvisorio per il raggiungimento di un nodo, ma invece che rilassare solo l'arco con costo inferiore, questo algoritmo **rilassa tutti gli archi** ripetutamente, eliminando la frontiera e il problema dei nodi negativi.\n \n L'operazione di rilassamento è ripetuta `nodi - 1` volte, ovvero la **lunghezza massima** di un cammino aciclico all'interno di un grafo.\n \n Possiamo individuare dopo i rilassamenti se è presente un nodo con un **ciclo negativo**: ci basta controllare se esiste un arco che connette due nodi con una distanza incompatibile: se `a.distanza + arco.costo < b.distanza`, allora è presente un ciclo negativo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | `O(nodi * archi)` |\n \n ## Pseudocodice\n \n > TODO\n \n ## Visualizzazione\n \n [Visualgo](https://visualgo.net/en/sssp)\n ")),n(o.r,null,n(o.p,null,'\n # Disjoint set\n \n Il _disjoint set_ è una struttura dati che rappresenta elementi di un insieme raggruppati in **sottoinsiemi disgiunti**.\n \n ## Metodi\n \n ```python\n class DisjointNode:\n def __init__(self): ...\n def find_set(self): "Trova il rappresentante dell\'elemento."\n def union(self, other): "Unisce i sottoinsiemi che contengono questo nodo e `other`."\n ```\n \n ## Implementazione tramite array\n \n Possiamo implementare il disjoint set con due array: uno per l\'**indice del rappresentante** e uno per il **rango dell\'insieme**.\n \n Un singoletto avrà **sè stesso come rappresentante** e **rango `0`**.\n \n ### Costo computazionale\n \n - *create_set()*: `O(1)`\n - *find_set()*: `O(h)`\n - *union()*: `O(h)`\n \n ### Pseudocodice\n \n ```python\n class DisjointNode:\n def __init__(self):\n self.parent = self\n self.rank = 0\n \n def find_set(self):\n element = self\n while self.parent != element:\n element = self.parent\n return element\n \n def union(self, other):\n repres_self = self.find_set()\n repres_other = other.find_set()\n if repres_self == repres_other:\n return\n if repres_self.rank < repres_other.rank:\n repres_greater = repres_other\n repres_lesser = repres_self\n else:\n repres_greater = repres_self\n repres_lesser = repres_other\n repres_lesser.parent = repres_greater\n if repres_greater.rank == repres_lesser.rank:\n repres_greater.rank += 1\n ```\n \n ### Visualizzazione\n \n [cs.usfca.edu](https://www.cs.usfca.edu/~galles/JavascriptVisual/DisjointSets.html)\n ')),n(o.r,null,n(o.p,null,"\n # Trovare il minimum spanning tree\n\n Un altro problema ricorrente riguardante i grafi è trovare il _minimum spanning tree_ di un dato grafo non diretto.\n \n > E' utile per trovare il modo più efficiente per connettere le cose: ad esempio, per decidere la struttura di una rete internet!\n \n ## Esempi\n \n Gli algoritmi principali che risolvono il problema sono due, ed entrambi sono **algoritmi greedy**:\n \n - L'_Algoritmo di Kruskal_\n - L'_Algoritmo di Prim_\n ")),n(o.r,null,n(o.p,null,"\n # Algoritmo di Kruskal\n \n L'_Algoritmo di Kruskal_ è un algoritmo **greedy** che **trova il minimum spanning tree** di un grafo.\n \n ## Funzionamento\n \n 1. Ripetiamo questa procedura finchè tutti i nodi non sono connessi:\n 1. Prendiamo ad ogni passo **l'arco meno costoso** del grafo non ancora aggiunto all'insieme.\n 2. Assicuriamoci che **non si creino cicli**: se non se ne verrebbero a creare, possiamo **aggiungere l'arco all'insieme**.\n - Gli archi devono quindi connettere nodi in **componenti connesse diverse**.\n - Possiamo rappresentare le componenti connesse con un **Disjoint Set**.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | `O(archi²)` |\n \n ### Scomposizione\n \n - DisjointSet.__init__(): `O(archi)`\n - Per ogni ciclo: `O(archi²)`\n - DisjointSet.find_set(): `O(1)`\n - DisjointSet.union(): `O(archi)`\n \n ## Pseudocodice\n \n ```python\n def minimum_spanning_tree_kruskal(graph):\n ds = DisjointSet()\n for node in graph.nodes:\n ds.create_set(node)\n arcs = []\n sorted_arcs = sorted(graph.arcs, key=lambda arc: arc.cost)\n for arc in sorted_arcs:\n if ds.find_set(node.start) != ds.find_set(node.end):\n arcs.append(arc)\n ds.union(node.start, node.end)\n return arcs\n ```\n ")),n(o.r,null,n(o.p,null,"\n # Algoritmo di Prim\n \n L'_Algoritmo di Prim_ è un altro algoritmo **greedy** che **trova il minimum spanning tree** di un grafo.\n \n ## Funzionamento\n \n Creo una **coda con priorità** in cui inserisco tutti gli archi visibili dal mio albero, in cui la chiave è il **costo dell'arco**.\n \n Per trovare l'arco con costo più piccolo posso **estrarre un arco** dalla coda: la priorità ci garantisce che esso è l'**arco meno costoso**.\n \n Aggiungo allora un nuovo nodo all'albero, e con esso, **aggiungo alla coda** tutti gli **archi che scoprono un nuovo nodo**.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | `O(archi + nodi log nodi)` |\n \n ## Pseudocodice\n \n ```python\n import math\n \n def minimum_spanning_tree_prim(graph, cost_array, start_node):\n # E' un Array di bool: se l'indice corrispondente al nodo è uguale a true, vuol dire che il (nodo è contenuto nell'albero.\n contains = [False for _ in range(len(graph))]\n # Contiene il precedente di ogni nodo \n prev = [None for _ in range(len(graph))]\n # Contiene il costo per arrivare a quel nodo\n cost = [math.inf for _ in range(len(graph))]\n # Creo la priority queue\n pq = PriorityQueue(graph.arcs, key=lambda arc: arc.cost)\n # Parto dal nodo `start_index`\n # Il costo dell'origine è 0.\n cost[start_node.index] = 0\n contains[start_node.index] = True\n \n while not pq.is_empty():\n new_node = pq.pop()\n contains[new_node.index] = True\n for arc in new_node.connections:\n other_node = arc.other(new_node)\n if not contains[other_node.index] and cost[other_node.index] > arc.cost:\n cost[other_node.index] = arc.cost\n prev[other_node.index] = new_node\n pq.decrease_priority_for(other_node, arc.cost)\n # L'array di prev rappresenta un albero.\n return prev\n ```_\n ")),n(o.r,null,n(o.p,null,"\n # Compressione\n\n _Comprimere_ un file significa **ridurne le dimensioni** senza modificarne il significato.\n \n ## Categorie\n \n ### Compressione lossless\n \n Nella _compressione lossless_, i dati possono essere decompressi riottenendo una copia identica dell'originale.\n \n > Immaginiamo un file che contiene solo le lettere `a, b, c, d, e, f`.\n >\n > Le lettere compaiono con questa frequenza:\n > |a|b|c|d|e|f|\n > |45%|13%|12%|16%|9%|5%|\n >\n > Possiamo codificare le lettere nel seguente modo:\n > |a|b|c|d|e|f|\n > |`0b0`|`0b100`|`0b101`|`0b111`|`0b1100`|`0b1101`|\n >\n > Scrivere `abacadae` richiederebbe 64 bits con la codifica ASCII estesa, ma in questo modo riusciamo a scriverlo con soli 17 bits!\n \n Le codifiche di un file compresso devono rispettare la proprietà del _Codice a prefisso_, che dice che **nessun codice deve essere il prefisso di un altro codice**; altrimenti, si avrebbero ambiguità nella decodifica.\n \n > a = `1`\n > b = `11`\n >\n > `111` è `ab`, `ba` oppure `aaa`?\n \n Creiamo allora un _albero di decodifica_: un **albero binario** che, leggendo uno ad uno i bit codificati, ci permette di arrivare al **valore del codice presente sulle foglie** dell'albero.\n \n Gli alberi di decodifica sono sempre **completi**.\n \n > Un albero di decodifica incompleto sarebbe non ottimizzato!\n \n #### Esempi\n \n - .png\n - .flac\n - .zip\n - ...\n \n ### Compressione lossy\n \n Nella _compressione lossy_, alcuni dati [solitamente](http://needsmorejpeg.com/) irrilevanti vengono perduti: non si può, dunque, ricostruire l'originale.\n \n #### Esempi\n \n - .jpeg\n - .mp3\n - ...\n ")),n(o.r,null,n(o.p,null,"\n # Algoritmo di Huffman\n\n L'_Algoritmo di Huffman_ è un **algoritmo greedy** per la **costruzione di un albero di decodifica**.\n \n ## Funzionamento\n \n 1. Costruisco **un albero** (con un solo nodo) **per ogni elemento dell'alfabeto**.\n 2. Associo ad **ogni albero la frequenza dell'elemento** da cui è stato creato, per poi inserire tutti gli elementi in una coda con priorità.\n 3. Finchè non ho **un albero solo**:\n 1. Estraggo dalla coda i **due alberi con frequenza minore**.\n 2. **Li rendo fratelli**, creando un nuovo nodo in cui sono uno figlio destro e uno figlio sinistro.\n 3. Associo al nuovo nodo la **somma delle frequenze dei due alberi**, e inserisco il nuovo albero nella coda.\n \n > È molto raro che venga un albero \"dritto\"; se succede, probabilmente c'è qualcosa che non va.\n ")),n(o.r,null,n(o.p,null,"\n # Dizionario\n \n Un _dizionario_ è una struttura dati che **associa dei valori a delle chiavi**.\n \n ## Proprietà\n \n - Ogni elemento del dizionario è un **valore** che è stato **associato a una chiave**.\n - Possiamo aggiungere nuovi elementi con il **metodo `add(chiave, valore)`**.\n - Posiamo estrarre elementi con il **metodo `get(chiave)`**, che restituirà il valore associato a `chiave`.\n - E' possibile rimuovere elementi con il **metodo `delete(chiave)`**.\n - Due elementi con **chiavi diverse** non devono **mai restituire lo stesso valore**.\n \n ## Metodi\n \n Beh... Non ha molto senso in questo caso...\n \n ```python\n dict()\n ```\n \n ## Implementazione con tabella hash\n \n Una _tabella hash_ è un'array di coppie **chiave-valore**, che formano l'insieme _universo_.\n \n Per determinare l'**indice dell'array** in cui inserire una coppia, usiamo una [funzione _hash_](https://it.wikipedia.org/wiki/Hash#Algoritmo_di_hash) sulla chiave, che restituirà **numeri da `0` a `len(hash_table)`**.\n \n ### Risoluzione collisioni\n \n Potrebbe capitare però che **due chiavi diverse abbiano lo stesso indice**. Dobbiamo allora usare un metodo di _risoluzione collisioni_, che mi permetta di distinguere tra chiavi diverse.\n \n #### Lista di trabocco\n \n Possiamo salvare nell'array **liste di coppie** chiave-valore; in caso di collisione, **aggiungo un nuovo elemento alla lista**.\n \n In media, ciascuna di queste liste conterrà `elementi_inseriti / dimensione_tabella` elementi.\n \n #### Indirizzamento aperto\n \n Possiamo decidere di mettere le coppie che non trovano posto nel loro indice in **un altro indirizzo vuoto** dell'array.\n \n Ci sono diversi modi in cui decidere il nuovo indirizzo, ognuno con vantaggi e svantaggi: si può scegliere quello successivo, oppure il primo vuoto dell'array, oppure un indirizzo casuale.\n \n > Python, nei `dict`, usa indirizzamento aperto pseudorandom.\n \n ### Costo computazionale\n \n - Aggiungere una chiave: `O(n)`\n - Trovare una chiave: `O(n)`\n - Eliminare una chiave: `O(n)`\n ")),n(o.r,null,n(o.p,null,"\n # Programmazione dinamica\n \n La _programmazione dinamica_ è una **tecnica** di programmazione che prevede l'**estensione di una soluzione ottima precedente**.\n \n Tutti i problemi in cui si può applicare si possono risolvere anche con la **ricorsione**, ma a differenza della ricorsione, questa tecnica riesce ad evitare di ricalcolare la soluzione per ogni chiamata ricorsiva, ottenendo quindi tempi molto migliori.\n \n Si può applicare solo se un problema ha una **sottostruttura ottimale**, ovvero se la soluzione ottima di un sottoproblema è inclusa nella soluzione ottima del problema. \n \n ## Esempi\n \n - _Problema dello zaino_\n - ...\n \n > Il cammino minimo per raggiungere un nodo in un DAG è dato da `arco.costo + arco.primo_nodo.costo_cammino_minimo()`.\n >\n > ```python\n > def SPD_PD(graph, start):\n > distance = [float(inf) for node in graph.nodes]:\n > distance[start] = 0\n > # I nodi devono essere in ordine di linearizzazione\n > for node in graph.nodes:\n > distance[node] = min([(arc.cost + distance[arc.other(node)] for arc in node.connections])\n > ```\n \n > Ho una sequenza di interi da `a_1` a `a_n`. Voglio trovare la sottosequenza crescente più lunga.\n >\n > 5 2 3 4 7 3 6 3 1 6\n >\n > Trovo tutte le sequenze lunghe 1, e le rendo nodi di un grafo diretto.\n >\n > Da ogni nodo, creo una connessione verso i suoi maggiori.\n >\n > Infine, cerco i cammini massimi del grafo. \n > \n > Essi saranno la soluzione del problema.\n \n > Trova la lunghezza della sottosequenza più lunga che termina con `j`.\n >\n > `L[j]` = lunghezza della sottosequenza più lunga che termina in `j`\n > \n > ```python\n > L[j] = max([1 + L[node] for arc in node.connections)]\n > ```\n >\n > Esempio:\n > ```python\n > L[9] = max([1+L[8], 1+L[3], 1+L[6]])\n > ```\n ")),n(o.r,null,n(o.p,null,"\n # Problema dello zaino\n \n Il problema dello zaino è un problema _pseudo-trattabile_: non abbiamo dimostrazioni di se sia trattabile o intrattabile.\n \n ## Descrizione\n \n > Sei un ladro, e devi mettere **più refurtiva possibile** nello zaino per scappare. \n > Lo zaino può portare **al massimo `dim` kili**.\n >\n > **Quali** (e quanti) oggetti scegli?\n \n | Input | Output |\n |-------|--------|\n | `dim`ensione_zaino, `n`umero_oggetti, `oggetto.peso`, `oggetto.valore` | `profitto_massimo` |\n \n ## Categorie\n \n ### Problema con ripetizione\n \n Puoi prendere **tutte le copie che vuoi** di un oggetto.\n \n #### Soluzione\n \n `K(dim)` è il valore massimo ottenibile con uno zaino di capacità `dim`.\n \n > Se `i` appartenesse alla soluzione ottima, allora `K(dim) = i.valore + K(dim - i.peso)`...\n \n Possiamo dire che `K(dim) = max(i.valore + K(dim - i.peso))`.\n \n Inoltre, `K(0) = 0`.\n \n Ci salviamo tutte le soluzioni da `K(0)` a `K(dim)`, e le usiamo per calcolare il massimo in seguito.\n \n Calcolare `K(dim)` avrà allora un costo di `O(n * dim)`:\n - `n`, perchè trovare il massimo è un'operazione lineare\n - `dim`, perchè `dim` sono tutti i casi tra i quali devo andare a provare\n \n Il costo computazionale, allora, è in `O(n * dim)`. \n \n Però, il **tempo richiesto** dal nostro algoritmo dipende non dalla lunghezza dell'input, bensì dal **valore numerico** di `dim`, che corrisponde alla dimensione dell'array delle soluzioni. \n Allora, si dice che l'algoritmo è in **tempo _pseudo-polinomiale_**.\n \n ### Problema senza ripetizione\n \n Si può prendere **ogni oggetto una volta sola**.\n \n #### Soluzione _bruteforce_\n \n Scelgo se prendere o no l'item 1.\n \n Si creano due percorsi:\n - Non prendo l'oggetto: `valore = 0, peso = 0`\n - Prendo l'oggetto: `valore = oggetto.valore, peso = oggetto.peso`\n \n Continuo a creare percorsi, creando una specie di albero binario.\n \n Se a un certo punto vedo che `valore = x, peso = K` e `valore < x, peso = K`, allora posso escludere automaticamente tutto il sottoalbero destro, perchè non può essere migliore del sinistro: allora, sarò riuscito a ridurre il numero dei casi rispetto alla ricorsione.\n \n ### Problema in due variabili\n \n `K(j, w)` = massimo valore ottenibile con uno zaino di capacità `w` scegliendo gli item da `1` a `j`.\n \n Non possiamo più applicare la soluzione bruteforce, perchè abbiamo due variabili, `j` e `w`.\n \n Allora, prendo l'elemento `j`. Esso può essere o non essere nella soluzione: mi calcolo entrambe le alternative, e mi tengo l'alternativa dal valore più alto.\n \n Se `j` non è nella soluzione, il risultato diventerà `K(j-1, w)`; se invece è nella soluzione, il risultato sarà `j.valore + K(j-1, w-j.peso)`.\n \n In pratica, prendiamo\n \n ```latex\n K(j, w) = max\n \\begin{cases}\n V_j + K(j-1, w-w_j)\n K(j-1, w)\n \\end{cases}\n ```\n \n Costruisco allora una matrice con `j` su un asse e `w` sull'altro. \n Riempio le caselle con il valore di `K(j, w)`. \n Nella casella con `K(j, w)` avremo la soluzione ottima.\n \n Il tempo necessario per riempire tutte le caselle è nuovamente `O(n * w)`, ancora **pseudopolinomiale**.\n \n Per sapere che oggetti ho messo o no devo tenere traccia in qualche modo della catena del calcolo, usando, ad esempio, una pila.\n ")),n(o.r,null,n(o.p,null,"\n # Problemi intrattabili\n \n ## Problema di Set-Cover\n \n ### Input\n \n `U`niverso di `e`lementi\n \n `S`ottoinsieme di `s`ottoinsiemi di elementi di `U`\n \n ### Output\n \n Il minimo `S'`ottoinsieme di `s`ottoinsiemi che copra completamente `U`.\n \n ### Soluzione in `O(n^d)`\n \n Non c'è.\n \n ### Non-soluzione alternativa\n \n Faccio una scelta greedy, ma non posso dimostrare in alcun modo che la soluzione ottenuta sia quella ottima. \n Infatti, l'algoritmo non dà sempre la soluzione ottima, ma dà una soluzione accettabile in tempo polinomiale.\n \n Seleziono sempre il sottoinsieme che copre più elementi mancanti possibili.\n \n #### Costo computazionale\n \n `Costo greedy <= log(numero_elementi) * Costo ottimo`\n ")))}}.call(this,i("hosL").h)}}]); +//# sourceMappingURL=route-AlgoritmiEStruttureDati.chunk.382e2.esm.js.map \ No newline at end of file diff --git a/docs/route-AlgoritmiEStruttureDati.chunk.382e2.esm.js.map b/docs/route-AlgoritmiEStruttureDati.chunk.382e2.esm.js.map new file mode 100644 index 0000000..f62dcba --- /dev/null +++ b/docs/route-AlgoritmiEStruttureDati.chunk.382e2.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/AlgoritmiEStruttureDati.js"],"names":["r","String","raw"],"mappings":"2IAEA,MAAMA,EAAIC,OAAOC,IAGF,qBACX,OACI,aACI,EAAC,IAAD,KACI,EAAC,IAAD,KAAWF,EAAX,OAAa;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;sBA+EjB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,2tFA8ChB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,4oGA6ChB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,01BAiBhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,srPA0IhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,8sGA6ChB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,+TAQhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,+0DAgChB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,qyBAoBhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,q/BAmBhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,ggGAqDhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,ugGA6ChB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,0pJAyGhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,s9MAsIhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,quLAkGhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,6oDA2BhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,wmCAuBhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,gyEAyChB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,2+DAmChB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,kzDAqChB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,yrIAgFhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,kqCA4BhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,ojDAkChB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,84FAyDhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,g3PA+IhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,wzGA4DhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,+5BAkBhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,8zQAmJhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,khLAiGhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,ioCAyBhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,stDAwBhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,i5IAuEhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,yyDA4BhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,8xFA6DhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,8rBAehB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,umEA2ChB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,o2FAoDhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,kiFAsDhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,ikCAiBhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,g8FAoDhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,srFAmDhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,i1JAwFhB,EAAC,IAAD,KACI,EAAC,IAAD,KAAY,ywC","file":"route-AlgoritmiEStruttureDati.chunk.382e2.esm.js","sourcesContent":["import {Markdown, Panel} from \"bluelib\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n

\n \n {r`\n # Algoritmi e Strutture Dati\n\n Docente: [**Manuela Montangero**](mailto:manuela.montangero@unimore.it)\n\n Crediti: **9 CFU** (72 ore di lezione)\n\n Orario di ricevimento: **Giovedì dalle 14:30 alle 16:30**\n _Mandare una mail prima, altrimenti potrebbe andarsene_\n\n\n #### Regole particolari per le email\n\n - Oggetto \"ASD\"\n - Mail **firmata** con **nome e cognome**\n - Mail spedita dall'**account Unimore**\n\n ### Materiale\n\n Libri:\n - **Introduzione agli Algoritmi e Strutture Dati** di _T.H. Cormen, C. E. Leiserson, R. L. Rivest, C. Stein_\n\n **[Dolly (FIM)](https://dolly.fim.unimore.it/2018/course/view.php?id=26)**\n\n ### Tutorato\n\n Tutor: [**Gianluca d'Addese**](mailto:tutoratoalgoritmi@gmail.com)\n\n Cosa: **Esercizi sugli argomenti visti a lezione** e **preparatori all'esame**\n\n Quando: **Mercoledì dalle 09:00 alle 11:00**...?\n\n ### Esame\n\n Per iscriversi all'esame, bisogna aver passato:\n\n - Analisi matematica (propedeutica)\n - Programmazione I\n\n Formato:\n\n - Prima prova scritta\n - Risolvere problemi con algoritmi proposti a lezione\n - E' un test sulla preparazione\n - Dura 1h30m\n - Non si può usare nessun tipo di materiale\n - Seconda prova scritta\n - Proponi soluzioni per nuovi problemi non studiati a lezione\n - Domande teoriche sugli argomenti studiati\n - Dura 2h\n - E' il giorno dopo la prima prova\n - Si può utilizzare qualsiasi materiale, ma non deve permettere di comunicare\n - Orale facoltativo\n - Solo per chi supera entrambi gli scritti\n - Domande su quello che abbiamo visto a lezione (\"perchè gli algoritmi funzionano?\")\n - Informare via email entro 3 giorni dalla pubblicazione degli esiti della seconda prova\n - L'orale potrebbe migliorare o peggiorare il voto (anche \"molto\")\n\n **Attenzione:** Vengono verbalizzati anche i voti insufficienti; ricordarsi di rifiutarli!\n\n Ci sono i seguenti appelli:\n\n - 3 appelli tra Giugno e Luglio\n - 1 appello a Settembre\n - 2 appelli a Gennaio e Febbraio\n\n Vale il salto di appello se:\n\n - Uno studente regolarmente iscritto **non si presenta** all'appello e non ha avvisato via email almeno il giorno prima.\n - Uno studente ha riportato una **grave insufficienza** in uno dei due scritti, e l'appello successivo è nella stessa sessione\n\n\n ### Note\n\n Il corso è ben collegato con quello di Programmazione 2.\n\n Dormire non fa bene!\n `}\n \n \n {`\n # Il nome del corso\n\n ## Cosa sono gli algoritmi?\n\n Gli algoritmi sono modi sistematici per risolvere problemi.\n\n Sono fondamentali per sviluppare software, in quanto i computer sono eccellenti esecutori di algoritmi.\n\n ## Come si sviluppa un algoritmo?\n\n Innanzitutto, bisogna conoscere gli _input_ e gli _output_ del problema, rispettivamente i dati di partenza e i dati di arrivo di esso; si ha quindi una fase di **ricerca**.\n\n Poi, si deve trovare un procedimento che ci faccia risolvere il nostro problema: è quello che faremo in questa materia!\n\n Infine, bisogna scrivere la soluzione in un modo che possa essere eseguita da un computer: questa è la **programmazione**.\n\n ## Che tipo di problemi possiamo risolvere?\n\n Un algoritmo risolve problemi di tipo generale, non ci interessa sapere _il risultato di 123+456_, ma vogliamo sapere _il risultato di x+y_, dove x e y sono due numeri naturali qualsiasi.\n\n Un problema può essere quindi considerato circa come una **funzione matematica**, che connette ogni input a un output corrispondente.\n\n ## Che caratteristiche ha un algoritmo?\n\n Per prima cosa, ripetendo l'algoritmo più volte con lo stesso ingresso deve dare sempre la stessa uscita come **risultato**, finendo in un **tempo finito**.\n\n Deve essere **ben ordinato**: cambiando l'ordine in cui vengono effettuate le operazioni, è probabile che anche il risultato cambi!\n\n Le sue istruzioni devono essere **non ambigue**, cioè che non possano essere interpretate in più modi, e **effettivamente realizzabili**, cioè realizzabili con l'esecutore che vogliamo usare per eseguire l'algoritmo.\n\n ## Esistono algoritmi equivalenti?\n\n **Sì!** Possono esserci due algoritmi che dati gli stessi input, hanno gli stessi output, e quindi risolvono lo stesso problema.\n\n In compenso, possono avere un numero di operazioni diverse, e quindi essere **uno più veloce** (da eseguire) dell'altro.\n\n ## Come si verifica la correttezza di un algoritmo?\n\n L'algoritmo deve essere **valido per tutti gli input**, anche se questi sono infiniti.\n\n Possiamo effettuare prove matematiche per verificarne la correttezza; il **principio di induzione** è dunque una dei teoremi fondamentali dell'algoritmica.\n\n Possiamo però verificare la _non correttezza_ di un algoritmo trovando un singolo controesempio.\n `}\n \n \n {`\n # Efficienza degli algoritmi\n \n Un buon algoritmo deve essere **efficiente**, ovvero deve usare il minimo delle risorse necessarie, come _usare il minimo di tempo possibile_.\n \n ## Come misuriamo il tempo necessario?\n \n Cerchiamo di astrarre il tempo dal particolare esecutore, e andiamo a contare il numero di operazioni elementari richieste per eseguire il nostro algoritmo nel caso peggiore.\n \n Un algoritmo efficiente, infatti, all'aumentare dei dati in ingresso, diventerà sempre più veloce rispetto a uno non efficiente, anche su computer più lenti!\n \n > Il [Bubble Sort](https://en.wikipedia.org/wiki/Bubble_sort) è sempre più lento di un [Tree Sort](https://en.wikipedia.org/wiki/Tree_sort), anche su computer più lenti, perchè, dovendo ordinare liste sempre più lunghe, prima o poi si raggiunge un punto in cui il primo è più veloce (in termini di tempo) dell'altro.\n \n Dobbiamo andare a vedere, quindi, _il numero di operazioni richieste per ottenere il risultato nel caso peggiore_.\n \n Consideriamo operazioni sia operazioni aritmetiche sia operazioni logiche, e diciamo che ciascuna costa 1.\n \n > L'[algoritmo di Euclide](https://it.wikipedia.org/wiki/Algoritmo_di_Euclide) per l'MCD costa \\`3\\` per ogni iterazione (un giro del ciclo \\`while\\`). Diciamo, allora, che costa \\`3n\\`, dove \\`n\\` è il numero più alto dei due, perchè nel caso peggiore (uno dei due numeri è 1) l'algoritmo compie \\`n\\` iterazioni.\n \n ## Altri parametri ottimizzabili\n \n È possibile che alcuni algoritmi per vari motivi cerchino di ottimizzare altri parametri diversi dal tempo, come ad esempio _la dimensione dell'input_ o la _memoria utilizzata_. \n \n > Generalmente, questo viene fatto sui dispositivi embedded, con memoria molto limitata.\n \n ### Criteri di costo di memoria\n \n Ci sono vari criteri con cui stimare la memoria richiesta da un dato: è possibile che il costo risultante vari in base al criterio scelto!\n \n #### Criterio di costo logaritmico\n \n Un dato costa il numero di bit necessari per rappresentarlo.\n \n > Un int che contiene il numero \\`n\\` costa \\`log_2(n)\\`. \n > Un array di \\`[n]\\` numeri tutti uguali costa \\`n log_2(n)\\`.\n \n #### Criterio di costo uniforme\n \n Un dato costa il numero di elementi che lo costituiscono.\n \n > Un int che contiene il numero \\`n\\` costa \\`1\\`. \n > Un array di \\`[n]\\` numeri costa \\`n\\`. \n > Una matrice \\`[m][n]\\` costa \\`m*n\\`.\n `}\n \n \n {`\n # Modelli algoritmici\n\n Per progettare un algoritmo, abbiamo bisogno di sapere le proprietà del nostro esecutore, ovvero il suo _modello algoritmico_.\n \n > Ad esempio, dobbiamo sapere quali istruzioni è in grado di eseguire, e quanto tempo queste istruzioni richiedono.\n \n ## Il modello RAM\n \n Il modello in uso su tutti i computer attuali è il _modello RAM_: \n \n - In ogni cella di memoria può essere archiviato un dato.\n - Il **tempo di accesso** alle celle è **costante** per tutte le celle.\n - La **memoria** principale è **infinita**.\n - Si ha **un solo processore**.\n `}\n \n \n {`\n # Notazione asintotica\n \n La _notazione asintotica_ è un sistema per **stimare** velocemente il costo di un algoritmo complesso.\n \n Ci permette di **confrontare velocemente il caso peggiore** degli algoritmi.\n \n In particolare, consideriamo il _rapporto tra il numero di operazioni nel caso peggiore e la dimensione dell'input_.\n \n ## Limiti\n \n Possiamo dare a questa stima dei limiti, superiore e inferiore, che rappresenteranno rispettivamente un costo che non sarà **mai superato** e un costo che verrà **sempre superato**.\n \n Chiameremo questi limiti _upper bound_ e _lower bound_; la loro combinazione darà un _tight bound_.\n \n L'obiettivo sarà di _ricavare i bound più precisi possibile_ per un dato algoritmo, ovvero l'**upper bound più basso** e il **lower bound più alto**.\n \n ### O grande\n \n > \"O grande\" \n > O di g(n)\n > \"big-O\"\n \n Per rappresentare la stima, useremo una notazione particolare, detta _O grande_, con la seguente proprietà:\n - Date due funzioni \\`f(n) : N -> R\\` e \\`g(n) : N -> R\\`, diremo che \\`f(n) ∈ O(g(n))\\` se e soltanto se \\`∃ c > 0, n ≥ n_0\\` tali che \\`∀ n ≥ 0, f(n) ≤ c * g(n)\\`\n \n Quando una funzione è O grande di un altra, significa che **asintoticamente, la funzione in O grande è sempre maggiore di quella che sta venendo stimata**.\n \n > **Ipotesi** \n > - \\`f(n) = 2n² + 3n + 6\\` \n > - \\`g(n) = n²\\`\n >\n > **Tesi** \n > - \\`f(n) ∈ O(n²)\\`.\n >\n > **Svolgimento** \n > Scrivo una disequazione, lasciando intatto il termine noto: \n > 1. \\`2n² + 3n + 6 ≤ 2n² + 3n² + 6\\` \n > 2. \\`n² ≤ 2n² + 3n² + n² = 6n²\\` per \\`n ≥ 3\\`\n >\n > Sappiamo, allora, che \\`2n² + 3n + 6 ≤ 6n²\\`.\n \n #### Espressioni di O grande\n \n Questa tabella rappresenta le espressioni di O grande più comunemente utilizzate, in ordine **dalla più forte alla più debole**.\n \n > Più forte significa che, per ogni riga della tabella, tutte le righe sottostanti sono contenute nell'espressione.\n >\n > Ad esempio, \\`O(n) ∈ O(1)\\`.\n \n | Espressione O() | Nome |\n |-----------------|------|\n | \\`O(1)\\` | Costante |\n | \\`O(log log n)\\` | loglog |\n | \\`O(log n)\\` | Logaritmica |\n | \\`Ω(n^{1/c})\\` (per c ≥ 1) | Sublineare |\n | \\`O(n)\\` | Lineare |\n | \\`O(n log n)\\` | nlogn |\n | \\`O(n²)\\` | Quadratica |\n | \\`O(n³)\\` | Cubica |\n | \\`O(n^k)\\` (per k ≥ 1) | Polinomiale |\n | \\`O(a^n)\\` (per a ≥ 1) | Esponenziale |\n | \\`O(n!)\\` | Fattoriale |\n \n #### Polinomiale\n \n Molto spesso, noteremo che il tempo richiesto da una funzione è O grande di un polinomio di grado K, ovvero \\`f(n) ∈ O(n^k)\\`.\n \n Notiamo che in questi casi, possiamo semplificare l'O grande al grado massimo del polinomio.\n \n > Ad esempio, \\`O(n² + n + 1) = O(n²)\\`.\n \n ##### Dimostrazione\n \n Per \\`n > 0 \\\\and 0 ≤ i ≤ k\\`: \n ![LaTeX](https://latex.codecogs.com/png.latex?a_k%20n^k%20+%20a_{k-1}%20n^{k-1}%20+%20%E2%80%A6%20+%20a_1%20n%20+%20a_0%20%E2%89%A4%20|a_k|%20n^k%20+%20|a_{k-1}|%20n^k%20+%20%E2%80%A6%20+%20|a_1|%20n^k%20+%20|a_0|%20n^k%20=%20(|a_k|%20+%20|a_{k-1}|%20+%20%E2%80%A6%20+%20|a_1|%20+%20|a_0|)%20n^k)\n \n #### Proprietà di O grande\n \n 1. \\`f(n) ∈ O(g(n)) -> ∀ a > 0, a * f(n) ∈ O(g(n))\\`.\n 2. \\`f(n) ∈ O(g(n)), d(n) ∈ O(h(n)) -> f(n) + d(n) ∈ O(g(n) + h(n)) -> O(max\\\\{g(n), h(n)\\\\})\\`\n 3. \\`f(n) ∈ O(g(n)), d(n) ∈ O(h(n)) -> f(n) * d(n) ∈ O(g(n) * h(n))\\`\n \n In pratica, se una funzione è la _somma di più termini_, basta guardare l'**\\`O()\\` più grande** tra tutti i suoi termini; se invece una funzione è un _prodotto di più termini_, si possono **omettere le costanti**, e l'\\`O()\\` finale sarà dato dal **prodotto degli \\`O()\\`** dei termini.\n \n ## Lower bound\n \n Possiamo anche stimare il _lower bound_, il limite inferiore: il **numero minimo di operazioni** che viene effettuato **nel caso migliore** con la **massima dimensione dell'ingresso**.\n \n ### Ω()\n \n > \"Omega\" \n > Omega di g(n)\n > \"big-Omega\"\n \n Esiste un equivalente di O grande per il lower bound: è detto _Omega grande_, o più semplicemente _Omega_, e funziona nello stesso identico modo, solo... al contrario.\n \n Diremo che \\`f(n) ∈ Ω(g(n))\\` se e solo se \\`∃ c > 0, n_0 ≥ 0 : ∀ n ≥ n_0 f(n) ≥ c * g(n)\\`.\n \n #### Espressioni di Ω()\n \n Anche in questa tabella le espressioni sono **dalla più forte alla più debole**.\n \n | Espressione Ω() | Nome |\n |-----------------|------|\n | \\`Ω(n!)\\` | Fattoriale |\n | \\`Ω(a^n)\\` (per a ≥ 1) | Esponenziale |\n | \\`Ω(n^k)\\` (per k ≥ 1) | Polinomiale |\n | \\`Ω(n³)\\` | Cubica |\n | \\`Ω(n²)\\` | Quadratica |\n | \\`Ω(n log n)\\` | nlogn |\n | \\`Ω(n)\\` | Lineare |\n | \\`Ω(n^{1/c})\\` (per c ≥ 1) | Sublineare |\n | \\`Ω(log n)\\` | Logaritmica |\n | \\`Ω(log log n)\\` | loglog |\n | \\`Ω(1)\\` | Costante |\n \n ## Tight bound\n \n Quando **upper e lower bound coincidono**, allora otteniamo un _tight bound_.\n \n ### θ()\n \n > \"Theta\" \n > Theta di g(n)\n > \"big-Theta\"\n \n Anche per il tight bound abbiamo una notazione equivalente a O grande e Omega grande: _Theta grande_!\n \n Diciamo che \\`f(n) ∈ θ(g(n))\\` se e solo se \\`∃ c_1, c_2 > 0, n_0 ≥ 0 : ∀ n ≥ n_0, c_1 * g(n) ≤ f(n) ≤ c_2 * g(n)\\`.\n \n Ha la particolarità che non valgono tutte le proprietà degli altri due: va usata quindi con cautela!\n \n ## Risorse utili\n \n [khanacademy.org](https://www.khanacademy.org/computing/computer-science/algorithms/asymptotic-notation/a/big-big-theta-notation)\n `}\n \n \n {`\n # Problemi algoritmici\n \n Un _problema algoritmico_ è un problema matematico che si vuole provare a risolvere con un algoritmo.\n \n > Dati 10 numeri, voglio sapere se sono in ordine crescente oppure no.\n \n ## Caterigorizzazione\n \n I problemi algoritmici si dividono in tre categorie: problemi _trattabili_, problemi _intrattabili_ e problemi _irrisolvibili_.\n \n ### Problema trattabile\n \n Perchè un problema algoritmico sia _trattabile_, deve avere **almeno un algoritmo con upper bound polinomiale**.\n \n > Questo significa che il tempo impiegato da un computer per risolvere il problema rimane ragionevole, e che quindi può essere utilizzato in maniera efficiente.\n \n La trattabilità è un campo ancora parecchio aperto: esistono anche tanti problemi di cui non si è ancora dimostrata la trattabilità o intrattabilità.\n \n > La [fattorizzazione](https://it.wikipedia.org/wiki/Fattorizzazione) è uno di questi problemi: l'assenza di una dimostrazione è ciò che la rende uno dei pilastri della sicurezza informatica moderna.\n \n ### Problema intrattabile\n \n Se **un problema non ha nessun algoritmo con upper bound polinomiale**, allora si dice che è **intrattabile**.\n \n ### Problema irrisolvibile\n \n Se **non esistono algoritmi per risolvere un problema**, allora questo si dice **irrisolvibile**.\n \n > [Dato un algoritmo con certi input, riusciamo a capire con un algoritmo se la sua esecuzione termina o no?](https://en.wikipedia.org/wiki/Halting_problem)\n \n ### Upper e lower bound di problemi\n \n Si può anche trovare un _upper bound_ e un _lower bound_ per un problema, ma bisogna generalizzare di più.\n \n L'**upper bound di un problema** è il minimo upper bound di tutti gli algoritmi che lo risolvono; deve esistere almeno un algoritmo che lo risolva che abbia lo stesso _upper bound_. E' praticamente il tempo migliore per risolvere il problema dato.\n \n Il **lower bound di un problema** è il minimo lower bound di tutti gli algoritmi che lo risolvono; non deve esistere nemmeno un algoritmo che abbia un lower bound migliore. E' il numero assolutamente minimo di operazioni richieste, non si può fare meglio di così.\n \n In particolare, abbiamo che l'_upper bound di un algoritmo_ -> l'_upper bound del suo problema_, \n e il _lower bound di un problema_ -> il _lower bound di un suo algoritmo_.\n \n Generalmente, il _lower bound di un problema_ è una rappresentazione abbastanza accurata della sua difficoltà.\n `}\n \n \n {`\n # Ricerca binaria\n \n Non credo di aver bisogno di studiare la ricerca binaria, quindi non ho preso appunti a riguardo.\n \n Se non siete me, e state cercando informazioni a riguardo, andate a vedere su Wikipedia!\n `}\n \n \n {`\n # Divide et impera\n \n Un modo efficace per risolvere un problema è di usare il metodo _divide et impera (et combina)_.\n \n - _Divide_: Divido il problema in **tanti sottoproblemi**.\n - _Impera_: **Risolvo indipendentemente dal resto** ciascuno dei sottoproblemi.\n - _Combina_: **Combino** i risultati dei sottoproblemi per **risolvere il problema principale**.\n \n ## Ricorsione\n \n Un algoritmo (o funzione) si dice _ricorsivo_ quando durante l'esecuzione **richiama sè stesso**.\n \n Dato che tutti gli algoritmi devono avere termine entro un tempo finito, se scriviamo una funzione ricorsiva è fondamentale finire con un **caso base**, che non chiami ulteriormente la ricorsione.\n \n Se esiste una funzione ricorsiva, allora esiste _sempre_ una _funzione iterativa_ che darà lo stesso risultato.\n \n > Sul pratico, una funzione ricorsiva tipicamente è **più costosa** del suo equivalente iterativo: se possibile, quindi, la ricorsione andrebbe evitata.\n \n #### Pseudocodice di esempio\n \n \\`\\`\\`python\n def fattoriale(n):\n # Caso base; la ricorsione finisce e dà un risultato fisso\n if n <= 1:\n return 1\n # Caso ricorsivo; la funzione restituisce il risultato di sè stessa (ma con parametri diversi)\n else:\n return n * fattoriale(n - 1)\n \\`\\`\\`\n `}\n \n \n {`\n # Master Theorem\n \n Il _Master Theorem_ è uno dei teoremi più importanti dell'algoritmica.\n \n Esso permette di **calcolare l'upper bound di un algoritmo ricorsivo** in modo piuttosto semplice.\n \n ## Ipotesi\n \n Dato un algoritmo:\n - Con uno o più casi base\n - Che richiama la funzione ricorsiva un numero n di volte\n \n ## Tesi\n \n Allora, il suo upper bound avrà la formula:\n \n ![](https://quicklatex.com/cache3/89/ql_08d29a7e55d561a900570bc83b93ff89_l3.png)\n `}\n \n \n {`\n # Caso particolare del Master Theorem\n \n ## Ipotesi\n \n Se: \n ![](https://quicklatex.com/cache3/57/ql_e34dc27b42831d3c3ff671b0f3861257_l3.png)\n \n Ovvero, se la dimensione dell'input viene divisa ad ogni ciclo da una costante b, è polinomiale e il caso base è costante...\n \n ## Tesi\n \n Allora: \n ![](https://quicklatex.com/cache3/ca/ql_26e3557a6ca2d6ac4b8481e7c5263fca_l3.png)\n \n > In pratica, se il costo dominante è quello della parte \"fissa\" dell'algoritmo, esso sarà \\`O(n^d)\\`, mentre se il costo dominante è quello delle chiamate ricorsive, esso sarà \\`O(n^{log_b e})\\`. \n > Se nessuno dei due è dominante... si dividono circa in parti uguali, creando un costo di \\`O(n^d log n)\\`.\n `}\n \n \n {`\n # Ordinamento\n \n Un problema molto frequente nell'informatica consiste nell'**ordinare efficientemente grandi quantità di elementi**.\n \n Esistono [tantissimi](https://it.wikipedia.org/wiki/Algoritmo_di_ordinamento) algoritmi per effettuare l'ordinamento. \n L'**efficienza** di ciascuno **varia** di caso in caso: alcuni sono estremamente efficienti se quasi tutti i numeri sono già nell'ordine giusto; altri, invece, potrebbero impiegare tantissimo tempo.\n \n In termini matematici, abbiamo:\n \n - **Input:** A[n]\n - **Output:** B, ∀ i < n, A[i] ≤ A[i+1]\n \n ## Ordinamento tramite confronto\n \n L'ordinamento \"tradizionale\" è detto _ordinamento tramite confronto_: funziona sempre, e **non ha altri modi di ottenere informazioni** se non con l'operazione logica di confronto tra i dati.\n \n ### Limiti\n \n E' un problema risolto: è dimostrabile che il suo **lower bound** è **\\`Ω(n log n)\\`**; possiamo quindi dire che qualsiasi algoritmo di ordinamento è in \\`Ω(n log n)\\`, e se riusciamo a trovare un algoritmo di ordinamento in \\`O(n log n)\\` siamo riusciti a raggiungere il massimo dell'efficienza.\n \n #### Dimostrazione\n \n Consideriamo **tutte le possibili permutazioni** della sequenza da ordinare: sono \\`n!\\`.\n \n Per ogni confronto che effettuiamo, **riduciamo la quantità di permutazioni** correttamente ordinate; prima o poi, rimarrà **una sola possibilità**.\n \n **TODO, non trovo la spiegazione corretta!**\n \n ### Esempi\n \n Algoritmi che effettuano l'ordinamento tramite confronto sono:\n - _Bubble sort_\n - _Merge sort_\n - _Insertion sort_\n - _Quick sort_\n - _Heap sort_\n - E tanti, tanti altri!\n \n ## Ordinamento con altri mezzi\n \n Esistono algoritmi che ricavano informazioni in altri modi, diversi dal confronto.\n \n Essi possono avere un lower bound più basso di \\`O(n log n)\\`, però hanno spesso limitazioni sul loro utilizzo.\n \n ### Esempi\n \n - _Counting sort_, indicizza i valori da ordinare\n - _Radix sort_, guarda singolarmente le cifre dei valori\n - _Sleep sort_, sfrutta i thread e la funzione sleep per ordinare valori\n - E altri ancora!\n `}\n \n \n {`\n # Insertion sort\n \n L'_insertion sort_ è una soluzione **iterativa** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Considero la sequenza divisa in **due parti**: una parte **ordinata** e una parte **non ordinata**.\n \n Parto dal primo elemento della lista: è sempre ordinato con sè stesso. \n Poi, aggiungo uno alla volta i numeri della parte non ordinata a quella ordinata; prima trovo in quale posizione dovrò andare a mettere il numero, poi **faccio slittare tutti i numeri dopo quella posizione** avanti di 1, in modo da **creare lo spazio** in cui infine **inserirò** il numero.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(n²)\\` | \\`Ω(n)\\` | - |\n \n Nel _caso migliore_ (**lista già ordinata**), il numero da inserire è già nella posizione giusta, quindi non devo effettuare altri confronti oltre il primo, rendendo il lower bound dell'algoritmo \\`Ω(n)\\`.\n \n Nel _caso peggiore_ (**lista nell'ordine inverso**), dobbiamo confrontare il numero da inserire con tutti gli altri nella parte ordinata: dobbiamo allora eseguire \\`1+2+3+4+5+… = \\\\frac{(n-1)(n)}{2}\\` confronti; ciò significa che l'upper bound è \\`O(n²)\\`!\n \n ## Pseudocodice\n \n \\`\\`\\`python\n def insertion_sorted(lista):\n # Itero su tutti i numeri della lista, dal primo all'ultimo.\n for divisore_ord in range(len(lista)):\n # Partendo dalla posizione attuale, creo l'indice di divisione numeri ordinati maggiori e minori\n divisore_magg = divisore_ord\n # Faccio slittare avanti i numeri maggiori di quello che stiamo inserendo\n # Se l'indice divisore_magg raggiunge 0, vuol dire che tutti i numeri della lista sono maggiori del numero attuale \n while divisore_magg >= 0 and lista[divisore_magg-1] > lista[divisore_magg]:\n # Scambio la posizione dei due elementi con gli indici specificati\n # Funzione inventata \n lista[divisore_magg], lista[divisore_magg-1] = lista[divisore_magg-1], lista[divisore_magg]\n # Diminuisco il separatore di 1\n divisore_magg -= 1\n \\`\\`\\`\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/bn/sorting)\n `}\n \n \n {`\n # Merge sort\n \n Il _merge sort_ è una soluzione **ricorsiva** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Per questo algoritmo, utilizziamo la tecnica del **divide et impera**.\n \n 1. _Divide_: Divido A in **due parti**.\n 2. _Impera_: Metto **separatamente in ordine** le parti.\n 3. _Unisci_: **Unisco** le due parti.\n \n Consideriamo come **caso base** della ricorsione una parte composta da un numero, che ovviamente è già ordinata con sè stessa.\n \n ### Merge\n \n Per **unire le due parti** usiamo una funzione detta \\`merge()\\`.\n \n Costruiamo una nuova sequenza uguale alla sequenza 1, ma **aggiungiamo alla fine un valore sentinella** sempre maggiore di tutti gli elementi contenuti.\n \n > \\`\\`\\`\n > | 1 | 3 | 7 | 8 | ∞ |\n > \\`\\`\\`\n \n Facciamo **la stessa cosa** per la sequenza due.\n \n > \\`\\`\\`\n > | 2 | 4 | 5 | 6 | ∞ |\n > \\`\\`\\`\n \n Prendo i primi numeri delle due sequenze e **metto il più piccolo nella sequenza iniziale**.\n \n > \\`\\`\\`\n > | 1 | 2 | 3 | | | | | | \n > | | | 7 | 8 | ∞ | \n > | | 4 | 5 | 6 | ∞ | \n > \\`\\`\\`\n \n **Continuo** finchè non ho messo tutti i numeri; **grazie alla sentinella non usciremo mai dalla sequenza**, in quanto essa è sempre maggiore di tutti gli altri numeri.\n \n > \\`\\`\\`\n > | 1 | 2 | 3 | 4 | 5 | 6 | | | \n > | | | 7 | 8 | ∞ | \n > | | | | | ∞ |\n > \\`\\`\\`\n \n Quando **rimangono solo le sentinelle** significa che abbiamo aggiunto tutti gli elementi, e quindi abbiamo finito.\n \n > \\`\\`\\`\n > | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | \n > | | | | | ∞ | \n > | | | | | ∞ | \n > \\`\\`\\`\n \n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(n log n)\\` | \\`Ω(n log n)\\` | **\\`θ(n log n)\\`** |\n \n Il merge sort è un algoritmo ricorsivo con un **caso base in tempo costante** e che **richiama sè stesso 2 volte**.\n \n \\`\\`\\`latex\n T(n) =\\\\\\\\\n \\\\\\\\\n Θ(1) \\\\qquad n=1\\\\\\\\\n 2 T(\\\\frac{n}{2}) + Θ(n) \\\\qquad n \\\\neq 1\n \\`\\`\\`\n \n Applicando il **caso particolare del Master Theorem**, otteniamo:\n \n \\`\\`\\`latex\n T(n) =\\\\\\\\\n \\\\\\\\\n Θ(1) \\\\qquad n=1\\\\\\\\\n Θ(n log n) \\\\qquad n \\\\neq 1\n \\`\\`\\`\n \n ## Pseudocodice\n \n \\`\\`\\`python\n def merge_sorted(part):\n # Caso base\n if len(part) == 1:\n return part\n # Divide\n middle = len(part) // 2\n part_a = part[:middle]\n part_b = part[middle:]\n # Impera\n sort_a = merge_sorted(part_a)\n sort_b = merge_sorted(part_b)\n # Combina\n return merge(sort_a, sort_b)\n \\`\\`\\`\n \n ## Visualizzazione\n \n [hackerearth.com](https://www.hackerearth.com/practice/algorithms/sorting/merge-sort/visualize/)\n \n [visualgo.net](https://visualgo.net/bn/sorting) (Nota: visualizza solo la fase _Unisci_ del sort)\n `}\n \n \n {`\n # Quick sort\n \n Il _quick sort_ è un altro approccio **ricorsivo** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Anche qui, applichiamo il **divide et impera**.\n \n 1. _Divide_: Scelgo un **pivot** qualsiasi all'interno della lista. Metto alla sua **sinistra tutti i numeri minori** e alla sua **destra tutti i numeri maggiori**.\n 2. _Impera_: Eseguo un **quick sort su entrambe le sottoliste**.\n \n ### Esempi\n \n #### Iterazione con partizioni bilanciate\n \n Osserviamo come si formi una partizione con tre elementi e una con quattro. \n \n \\`\\`\\`\n |¦ [2] 8 7 1 3 5 6 {4}\n 2 |¦ [8] 7 1 3 5 6 {4}\n 2 |8 ¦ [7] 1 3 5 6 {4}\n 2 |8 ¦ [7] 1 3 5 6 {4}\n 2 |8 7 ¦ [1] 3 5 6 {4}\n 2 1 |7 8 ¦ [3] 5 6 {4}\n 2 1 3 |8 7 ¦ [5] 6 {4}\n 2 1 3 |8 7 5 ¦ [6] {4}\n 2 1 3 |8 7 5 6 ¦ [{4}]\n [2 1 3] {4} [8 5 6 7]\n \\`\\`\\`\n \n #### Iterazione con partizioni sbilanciate\n \n Osserviamo come si formi una partizione con **zero elementi** e una con tre.\n \n \\`\\`\\`\n |¦ [4] 7 3 {1}\n |4 ¦ [7] 3 {1}\n |4 7 |¦ [3] {1}\n |4 7 3 |¦ [{1}]\n [] {1} [4 7 3]\n \\`\\`\\`\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(n²)\\` | \\`Ω(n log n)\\` | - |\n \n Il costo della funzione è dato dalla somma del costo per **dividere in due partizioni** con il costo per realizzare il **Quick sort delle due sottopartizioni**\n \n Possiamo applicare allora il **Master Theorem generale**:\n \n \\`\\`\\`latex\n T(n)\\\\\\\\\n =\\\\\\\\\n Θ(1) \\\\qquad per\\\\ n = 1\\\\\\\\\n T(q) + T(dim_lista - pivot - 1) + Θ(n) \\\\qquad per\\\\ n > 1\n \\`\\`\\`\n \n ### Il caso migliore\n \n Se il pivot \\`q\\` è la **mediana della partizione** che stiamo ordinando, si vengono a creare due _sottopartizioni bilanciate_, e sostituendo otteniamo:\n \n \\`\\`\\`latex\n T(n)\\\\\\\\\n =\\\\\\\\\n Θ(1) \\\\qquad per\\\\ n = 1\\\\\\\\\n 2 T(\\\\frac{n}{2}) + Θ(n) \\\\qquad per\\\\ n > 1\n \\`\\`\\` \n \n Possiamo allora applicare il **Master Theorem particolare**:\n \n \\`\\`\\`latex\n T(n)\\\\\\\\\n =\\\\\\\\\n Θ(1) \\\\qquad per\\\\ n = 1\\\\\\\\\n Θ(n log n) \\\\qquad per\\\\ n > 1\n \\`\\`\\`\n \n ### Il caso peggiore\n \n Se il pivot è uno degli **estremi dell'array**, si creano due _partizioni sbilanciate_: una delle due sottoliste è sempre vuota! \n Allora:\n \n \\`\\`\\`latex\n T(n) = T(n-1) + Θ(n)\\\\\\\\\n = T(n-2) + Θ(n-1) + Θ(n)\\\\\\\\\n = T(n-3) + Θ(n-2) + Θ(n-1) + Θ(n)\\\\\\\\\n = …\n ∈ Θ(n^2)\n \\`\\`\\`\n \n > \"Non date da mangiare sequenze ordinate al Quicksort, gli sono indigeste.\"\n \n ## Pseudocodice\n \n \\`\\`\\`python\n def partition(partizione, inizio, fine):\n \"\"\"Dividi una partizione in due, usando l'ultimo elemento come pivot.\n \n Note utili:\n partizione[fine] è il pivot\n partizione[maggiori] è il primo numero dei maggiori\n partizione[non_iterati] è l'elemento su cui si sta iterando al momento\"\"\"\n # Crea il primo separatore (la | pipe nell'esempio)\n maggiori = inizio\n # Crea il secondo separatore (la ¦ broken pipe nell'esempio)\n non_iterati = inizio\n # Itera su ogni numero tra inizio e fine (escluso!)\n while non_iterati < fine:\n # Se l'elemento su cui stiamo iterando è minore del pivot\n if partizione[non_iterati] <= partizione[fine]:\n # Mettilo nell'insieme dei minori, scambiandolo con il primo numero dei maggiori e incrementando il primo separatore\n partizione[maggiori], partizione[non_iterati] = partizione[non_iterati], partizione[maggiori]\n maggiori += 1\n # Incrementa sempre il secondo separatore\n non_iterati += 1\n # Inserisci il pivot tra le due sottopartizioni create, \n partizione[fine], partizione[non_iterati] = partizione[non_iterati], partizione[fine]\n return maggiori\n \\`\\`\\`\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/bn/sorting) (Nota: invece che prendere l'ultimo numero come pivot prende il primo, cambiando leggermente l'algoritmo.)\n \n ## Note per l'esame\n \n > La domanda che fa sempre è **\"Qual è la sequenza di pivot utilizzata?\"**\n \n > Elementi da soli _non_ vengono presi come pivot!\n `}\n \n \n {`\n # Counting sort\n\n Il _counting sort_ è un approccio diverso all'ordinamento: **non usa il confronto**!\n \n ## Requisiti\n \n Il counting sort può essere utilizzato solo su **sequenze di numeri interi**, e solo se **siamo a conoscenza del minimo e del massimo** dei numeri contenuti nell'array, ed essi non sono troppo distanti uno dall'altro. \n (La memoria occupata dal counting sort aumenta linearmente con la differenza tra minimo e massimo!)\n \n Per semplicità, consideriamo il **minimo \\`0\\`**. \n L'input allora sarà una sequenza di interi \\`A\\`, e il valore del **massimo \\`k\\`**, tale che \\`∀ n ∈ A, 0 \\\\leq n \\\\leq K\\`.\n \n ## Funzionamento\n \n Il counting sort **conta le ripetizioni** delle chiavi nella sequenza originale e in seguito **sovrascrive i valori** della sequenza con i valori ordinati ripetuti il numero di volte che sono stati individuati nella sequenza.\n \n > \\`\\`\\`\n > 1 4 5 3 4 1 4 2 5 1\n > \\`\\`\\`\n >\n > L'\\`1\\` appare 3 volte, il \\`2\\` 1 volta, il \\`3\\` 1 volta, il \\`4\\` tre volte e il \\`5\\` due volte.\n >\n > La sequenza viene quindi così sovrascritta:\n > \\`\\`\\`\n > 1 1 1 3 4 1 4 2 5 1 # Sovrascriviamo la sequenza con 1 ripetuto 3 volte\n > 1 1 1 2 3 4 4 4 5 1 # Sovrascriviamo la sequenza con 2, 3, 4 ripetuti rispettivamente 1 1 e 3 volte\n > 1 1 1 2 3 4 4 4 5 5 # Sovrascriviamo la sequenza con 5 ripetuto 2 volte: abbiamo finito!\n > \\`\\`\\` \n \n Esiste anche una **versione stabile** del counting sort che, invece che sovrascrivere, **sposta i valori**, mantenendo le informazioni aggiuntive nel caso invece che interi fossero altri tipi di dati.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(k + n)\\` | \\`Ω(k + n)\\` | **\\`θ(k + n)\\`** |\n \n L'algoritmo è composto da quattro parti:\n - Ricerca del minimo e massimo (in \\`θ(n)\\`)\n - Inizializzazione dell'indice (in \\`θ(k)\\`)\n - Conteggio dei numeri (in \\`θ(n)\\`)\n - Sovrascrittura dei numeri (in \\`θ(k + n)\\`)\n \n \\`2 + O(k) + O(n) + O(k + n) -> O(k + n)\\`\n \n Notiamo che \\`k\\` è costante, l'algoritmo è \\`O(n)\\`, estremamente efficiente.\n \n ## Pseudocodice\n \n \\`\\`\\`python\n def counting_sort(lista: typing.List[int]):\n \"\"\"Ordina in-place una lista con il counting sort.\"\"\"\n # Trovo la dimensione della lista\n dim = len(lista)\n # Trovo il massimo e il minimo all'interno della lista\n minimo = min(lista)\n massimo = max(lista)\n # Creo l'indice dei numeri, in modo che sia lungo k e pieno di 0\n indice = [0 for _ in range(minimo, massimo+1)]\n # Conto i numeri presenti, scorrendo su lista e aggiungendo 1 al numero corrispondente\n for i in range(dim):\n indice[lista[i]] += 1\n # Sovrascrivo i numeri nella lista\n count = 0\n for pos, val in enumerate(indice):\n for _ in range(val):\n indice[count] = pos\n count += 1\n \n def stable_counting_sorted(lista: typing.List[int], k: int) -> typing.List[int]:\n \"\"\"Ordina stabilmente una lista con il counting sort stabile, e restituiscila.\"\"\"\n # Trovo la dimensione della lista\n dim = len(lista)\n # Trovo il massimo e il minimo all'interno della lista\n minimo = min(lista)\n massimo = max(lista)\n # Creo l'indice dei numeri, in modo che sia lungo k e pieno di 0\n indice = [0 for _ in range(minimo, massimo+1)]\n # Conto i numeri presenti, scorrendo su lista e aggiungendo 1 al numero corrispondente\n for i in range(dim):\n indice[lista[i]] += 1\n # Faccio diventare l'indice \"il numero di numeri \\\\leq i\"\n for i in range(len(indice)):\n if i == 0:\n continue\n indice[i] += indice[i-1]\n assert indice[-1] == dim\n # Creo una nuova lista, che sarà quella che verrà restituita\n nuova = [None for _ in range(dim)]\n # Inizio a posizionare i numeri, al contrario\n for i in range(0, dim, -1):\n nuova[indice[lista[i]]] = lista[i]\n indice[lista[i]] -= 1\n return nuova\n \\`\\`\\`\n `}\n \n \n {`\n ## Introduzione alle Strutture Dati\n\n Una _struttura dati_ è un modo in cui si possono organizzare i dati di un programma.\n \n Si possono definire in due modi: **elementari** e **astratte**.\n \n ### Strutture dati elementari\n \n Le strutture _elementari_ dipendono strettamente dal modo in cui vengono memorizzati i dati.\n \n > **Array** e **liste** sono strutture dati elementari: sono definite dicendo come sono memorizzati i dati, rispettivamente, in celle contigue di memoria e da una serie di nodi con un valore e che puntano al successivo.\n \n ### Strutture dati astratte\n \n Le strutture _astratte_ sono separate dal modo in cui vengono memorizzati i dati, sono più ad alto livello, e si definiscono descrivendo le **proprietà** della struttura e i **metodi** che su di essa possono essere effettuate.\n \n > Una _classe_ in un qualsiasi linguaggio di programmazione è una struttura dati astratta.\n \n > Una _pila_ astratta:\n > - memorizza dati tutti dello stesso tipo\n > - \\`pop()\\`, estrae dalla pila l'ultimo valore inserito\n > - \\`push(val)\\`, aggiunge alla pila un valore\n > - \\`top()\\`, permette di vedere l'ultimo valore inserito nella pila\n > - \\`vuota()\\`, dice se la pila è vuota oppure no.\n `}\n \n \n {`\n # Array\n\n Un _array_ è sequenza di dati di **lunghezza conosciuta**, tutti dello **stesso tipo** e di una **dimensione fissa**, immagazzinata in **blocchi di memoria contigui**.\n \n ## Proprietà\n \n - E' possibile accedere a tutti i blocchi di memoria conoscendo la loro **posizione relativa al primo** elemento.\n \n ## Metodi\n \n \\`\\`\\`python\n class Array:\n def __init__(self, size, type=int): \"Crea un array di dimensione size di elementi di tipo int.\"\n def __getitem__(self, index): \"Restituisci il valore alla posizione index.\"\n def __setitem__(self, index, value): \"Cambia il valore alla posizione index.\"\n \\`\\`\\`\n \n ### Costo computazionale\n \n Tutte le operazioni su un array sono in **accesso immediato \\`O(1)\\`**!\n `}\n \n \n {`\n # Lista\n \n Una _lista_ è una sequenza di dati immagazzinata in **blocchi di memoria qualsiasi**.\n \n ## Proprietà\n \n Ogni dato ha un **riferimento** alla collocazione di memoria **successiva** (un puntatore): insieme, sono detti un _nodo_.\n \n E' di **natura ricorsiva**: qualsiasi nodo di una lista può essere visto come inizio della lista con sè stesso e i suoi successivi.\n \n ## Metodi\n \n \\`\\`\\`python\n class LinkedList:\n def __init__(self, value, next: typing.Optional[Node] = None):\n self.value = value\n self.next: typing.Optional[Node] = next\n \n def is_empty(self) -> bool: \"Restituisce se la lista è vuota o no.\"\n def is_full(self) -> bool: \"Restituisce se la lista è piena o no.\n def append(self, value): \"Aggiunge un nuovo elemento in testa alla lista.\"\n def insert(self, value, index): \"Inserisce un elemento dopo il nodo in posizione index.\"\n def insert_node(self, value, node): \"Inserisce un nuovo elemento subito dopo un dato nodo.\"\n def find(self, node) -> int: \"Trova l'indice del nodo.\"\n def delete(self, value): \"Elimina il primo nodo con quel valore dalla lista.\"\n def delete_node(self, node): \"Elimina il nodo dalla lista.\"\n def forward(self, index) -> Node: \"Restituisce il nodo in posizione index.\"\n \\`\\`\\`\n \n ### Costo computazionale\n \n #### \\`List.forward(index)\\`\n \n Per raggiungere l'\\`n\\`-esimo elemento, bisogna _scorrere tutti gli elementi prima di esso_: è dunque un **accesso sequenziale** in **\\`O(n)\\`**.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n `}\n \n \n {`\n # Coda (Queue)\n\n Una _coda_ è come una pila, ma segue la strategia **First In, First Out** (il primo inserito sarà il primo a essere estratto).\n \n ## Proprietà\n \n - I dati vi possono essere aggiunti solo tramite il **metodo \\`enqueue()\\`**\n - I dati possono essere estratti solo tramite il **metodo \\`dequeue()\\`**\n - Verranno restituiti i valori inseriti secondo la strategia **First In, First Out** (il primo inserito sarà il primo a essere estratto).\n \n > Hai presente quando fai la fila per pagare al supermercato? Beh, è quello, però non si possono superare le altre persone in nessun modo.\n \n ## Metodi\n \n \\`\\`\\`python\n class Queue:\n def __init__(self): \"Crea una nuova coda.\"\n def is_empty(self) -> bool: \"Restituisce vero se la coda è vuota.\"\n def enqueue(self, data): \"Aggiunge un dato alla coda.\"\n def first(self) -> ...: \"Restituisce il primo dato della coda.\"\n def dequeue(self) -> ...: \"Restituisce il primo dato della coda e lo rimuove.\"\n \\`\\`\\`\n \n ## Implementazione tramite lista\n \n Posso implementare la coda con una lista, ma per realizzare l'implementazione più efficiente devo tenere anche un puntatore all'ultimo elemento della coda, in modo da non doverla scorrere ogni volta che voglio effettuare un'operazione.\n \n Chiamiamo i due puntatori \\`head\\` e \\`tail\\` rispettivamente.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n `}\n \n \n {`\n # Pila (Stack)\n\n Una _pila_ è una struttura dati contenente **valori omogenei**.\n \n ## Proprietà\n \n - I dati vi possono essere aggiunti solo tramite il **metodo \\`push()\\`**\n - I dati possono essere estratti solo tramite il **metodo \\`pop()\\`**\n - Verranno restituiti i valori inseriti secondo la strategia **Last In, First Out** (l'ultimo inserito sarà il primo a essere estratto).\n \n > Ci si può immaginare una pila di libri, da cui si può solo prendere un libro alla volta, quello più in alto.\n \n ## Metodi\n \n \\`\\`\\`python\n class Stack:\n def __init__(self): \"Crea una nuova pila.\"\n def is_empty(self) -> bool: \"Restituisce vero se la pila è vuota.\"\n def push(self, data): \"Aggiunge un dato alla pila.\"\n def top(self) -> ...: \"Restituisce il primo dato della pila.\"\n def pop(self) -> ...: \"Restituisce il primo dato della pila e lo rimuove.\"\n \\`\\`\\`\n \n ## Implementazione tramite lista\n \n Utilizzando una lista possiamo realizzare una pila!\n \n La direzione dei puntatori sarà dall'ultimo al primo, che non punterà più a nessuno.\n \n Il costo di tutti i metodi è \\`Θ(1)\\`!\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n `}\n \n \n {`\n # Albero radicato\n \n Un _albero radicato_ è una struttura dati di **natura ricorsiva** che organizza i dati in maniera **non-lineare**.\n \n ## Proprietà\n \n - Ogni nodo dell'albero ha un **unico genitore**: \\`∀ (padre, figlio), (padre' figlio) ∈ E \\\\implies padre = padre'\\`\n - Ogni nodo dell'albero può avere **un numero qualsiasi di figli**.\n \n - I **nodi superiori al padre** vengono chiamati _antenati_.\n - I **nodi inferiori ai figli** vengono chiamati _discendenti_.\n \n - Nodi **senza padre** sono detti _radice_: \\`\\\\notexists (padre, radice) ∈ E\\`\n - Nodi **con padre e figli** sono detti _rami_ o interni.\n - Nodi **senza figli** sono detti _foglie_.\n \n - La **distanza** tra il nodo radice e i suoi discendenti è detta _livello_:\n - I figli immediati sono di livello 1.\n - I \"nipoti\" (figli dei figli) sono di livello 2.\n - I figli dei nipoti sono livello 3.\n - E così via.\n - Il **livello massimo** all'interno di un albero è detto _altezza_, _profondità_ oppure _h_, ed è sempre \\`1 ≤ h ≤ n-1\\`.\n \n - Un albero ha sempre \\`n-1\\` archi.\n \n ## Alberi particolari\n \n ### Alberi \\`d\\`-ari\n \n Un albero _\\`d\\`-ario_ è un particolare tipo di albero che **limita il numero massimo di figli di un nodo** a \\`d\\`.\n \n > Un albero _binario_ può avere **massimo 2 figli** per ogni nodo; un albero _ternario_ ne può avere **3**; un albero _\\`17\\`-ario_ ne potrà avere **17**\n \n #### Alberi completi\n \n Un albero \\`d\\`-ario si dice _completo_ se **tutti i nodi hanno 0 o \\`d\\` figli**, e mai una numero in mezzo.\n \n #### Alberi bilanciati\n \n Un albero \\`d\\`-ario si dice _bilanciato_ se **tutti i livelli eccetto l'ultimo** hanno il numero massimo di figli.\n \n #### Alberi perfettamente bilanciati\n \n Un albero \\`d\\`-ario si dice _perfettamente bilanciato_ se **tutti i livelli incluso l'ultimo** hanno il numero massimo di figli.\n \n ##### Particolarità degli alberi binari perfettamente bilanciati\n \n Si può dimostrare per induzione che:\n - Hanno sempre \\`2^h\\` foglie.\n - Hanno sempre \\`2^{h+1}-1\\` (\\`\\\\sum_i=0^n 2^i\\`) nodi.\n - L'altezza è in \\`Θ(log n)\\`.\n \n ## Implementazione degli alberi\n \n Possiamo scegliere se usare una rappresentazione con array o con nodi e puntatori: ognuna ha vantaggi e svantaggi diversi.\n \n ### Implementazione tramite array\n \n E' suggerito se l'albero è regolare; più è simile a un albero d-ario completo, meglio è.\n \n ### Implementazione tramite nodi e puntatori\n \n Più adatta ad alberi irregolari.\n \n Se l'albero è regolare, creiamo il numero esatto di campi:\n \n - Valore\n - Figlio1\n - Figlio2\n - _Opzionale:_ Padre\n \n Se un albero è irregolare, creiamo una specie di lista:\n \n - Valore\n - Primo figlio\n - Prossimo fratello\n - _Opzionale:_ Padre\n `}\n \n \n {`\n #### Breadth-first search (BFS)\n\n La _breadth-first search_ è un algoritmo che visita **ogni livello** dell'albero in ordine, dal più basso al più alto.\n \n ## Funzionamento\n \n > 1. __Visita radice__\n > 2. __Visita figli__\n > 3. __Visita nipoti__\n > 4. __Visita pronipoti__\n \n Si può implementare con una coda, in cui verranno inseriti i figli del nodo visitato da visitare ed estratti dopo avere completato la visita del livello attuale.\n \n ## Pseudocodice \n \n \\`\\`\\`python\n def bfs(radice):\n c = Queue()\n c.enqueue(radice)\n while not c.is_empty():\n nodo = c.dequeue()\n print(nodo)\n for figlio in nodo.figli:\n nodo.enqueue(figlio)\n \\`\\`\\`\n `}\n \n \n {`\n # Depth-First Search\n\n La _depth-first search_ è un algoritmo che visita **tutti i sottoalberi di un figlio** prima di passare ad un altro sfruttando la natura ricorsiva degli alberi.\n \n ## Funzionamento\n \n Ci sono diverse versioni della depth-first search: ognuna visita la radice in un momento diverso.\n \n ### DFS previsita (pre-order)\n \n La _DFS pre-visita_ visita la **radice per prima**, poi tutti i sottoalberi formati dai figli uno dopo l'altro.\n \n > 1. __Visita radice__\n > 2. dfs_pre_order(figlio1)\n > 3. dfs_pre_order(figlio2)\n \n ### Postvisita (post-order)\n \n La _DFS postvisita_ visita prima tutti i sottoalberi dei figli, e **alla fine la radice**.\n \n > 1. dfs_post_order(figlio1)\n > 2. dfs_post_order(figlio2)\n > 3. __Visita radice__\n \n ### Invisita (in-order)\n \n La _DFS invisita_ visita **un certo numero di figli**, poi la radice, e infine i figli restanti.\n \n > 1. dfs_in_order(figlio1, 1)\n > 2. __Visita radice__\n > 3. dfs_in_order(figlio2, 1)\n `}\n \n \n {`\n # Albero binario di ricerca\n\n ## Proprietà\n \n - Albero **binario**\n - Chiavi appartenenti ad un **insieme totalmente ordinato** (N, Q, R, ma non C)\n \n - Per ogni nodo con valore \\`x\\`, se un valore \\`v\\` è nel sottoalbero di sinistra allora \\`v ≤ x\\`, mentre se è nel sottoalbero di destra allora \\`v > x\\`.\n \n ## Costo computazionale\n \n - Trovare un valore: \\`O(h)\\`\n - Ordinare i valori: \\`O(n)\\`\n - Trovare il minimo: \\`O(h)\\`\n - Trovare il massimo: \\`O(h)\\`\n - Inserire un elemento: \\`O(h)\\`\n - Cancellare un elemento: \\`O(h)\\`\n \n \\`h\\` vale \\`log n\\` in un albero perfettamente bilanciato, e più l'albero diventa sbilanciato, più si avvicina a \\`n\\`, raggiungendola nel caso l'albero sia una lista.\n \n ## Pseudocodice\n \n ### Cancellazione ricorsiva\n \n \\`\\`\\`python\n def delete(tree, key):\n if tree is not None:\n # Se ho trovato il nodo che cercavo...\n if tree.key == key:\n # E c'è una sola diramazione...\n # Semplicemente stacca il nodo come in una lista.\n if tree.left is None:\n return tree.right\n if tree.right is None:\n return tree.left\n # Altrimenti, diventa il minimo dell'albero di destra\n tree.key = tree.right.min()\n # Ed eliminalo dal sottoalbero\n tree.right = delete(tree.right, tree.key)\n # Se la chiave attuale è diversa da quella che cerchiamo, continuo a navigare l'albero\n elif tree.key < key:\n tree.left = delete(tree.left, key)\n else:\n tree.right = delete(tree.right, key)\n return tree\n \\`\\`\\`\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/bst)\n \n ## Approfondimenti\n \n Esistono alberi più avanzati che mantengono le proprietà degli alberi binari di ricerca, ma che si autobilanciano, come il [Red Black Tree](https://it.wikipedia.org/wiki/RB-Albero).\n `}\n \n \n {`\n # Heap binario\n \n L'_heap binario_ è un **albero binario bilanciato a sinistra**.\n \n ## Proprietà\n \n - _Proprietà strutturale_:\n - L'albero è **perfettamente bilanciato** in tutti i livelli tranne l'ultimo\n - Nell'ultimo livello, le foglie occupano le **posizioni più a sinistra** possibili\n - _Proprietà di ordinamento_:\n - La chiave di un qualsiasi nodo è **più piccola** di tutte quelle dei nodi **del suo sottoalbero**\n \n ## Metodi\n \n \\`\\`\\`python\n class Heap:\n def __init__(self, H): ...\n def _heapify_ancestors(self, i): \"Ripristina le proprietà dell'heap per il nodo all'indice specificato e i suoi genitori.\"\n def minimum(self): \"Restituisce la chiave con il valore minimo in H.\"\n def decrease_value(self, index, new_value): \"Diminuisce il valore della chiave all'indice index a new_value.\"\n def insert(self, value): \"Inserisci un nuovo valore nell'albero.\"\n def _heapify_children(self, i): \"Ripristina le proprietà dell'heap per il nodo all'indice specificato e i suoi figli.\"\n def pop(self): \"Restituisce la chiave con il valore minimo, e la elimina.\"\n def from_list(l): \"Crea un heap da una lista.\"\n \\`\\`\\`\n \n ## Implementazione con un array\n \n Possiamo implementare l'albero utilizzando un array con le chiavi dell'albero memorizzate nell'ordine _breadth-first_.\n \n L'indice del figlio sinistro può essere trovato a \\`2i+1\\`, mentre l'indice del figlio sinistro può essere trovato a \\`2i+2\\`; il genitore è a \\`i//2-1\\`.\n \n ### Pseudocodice\n \n \\`\\`\\`python\n class Heap:\n def __init__(self, size):\n self.array = Array(size) # Il tipo Array non esiste; consideriamolo pseudocodice\n self.next_value = 0\n \n def _heapify_ancestors(self, index)\n \"\"\"Ripristina le proprietà dell'heap per il nodo all'indice specificato e i suoi genitori.\n \n Costo:\n O(log n)\"\"\"\n # Trovo l'indice del genitore\n parent = index // 2 - 1\n # Controllo se viene mantenuta la proprietà di ordinamento dell'heap\n if self.array[index] < self.array[parent]:\n # Scambio i valori dei due nodi\n self.array[index], self.array[parent] = self.array[parent], self.array[index]\n # Faccio la stessa cosa con il genitore\n self._heapify(parent)\n \n \n def minimum(self):\n \"\"\"Restituisce la chiave con il valore minimo in H.\n \n Costo:\n O(1)\"\"\"\n return self.array[0]\n \n def decrease_value(self, index, new_value):\n \"\"\"Diminuisce il valore della chiave all'indice index a new_value.\n \n Costo:\n O(log n)\"\"\"\n # Diminuisco il valore del nodo\n self.array[index] = new_value\n # Aggiorno l'heap \n self._heapify(index)\n \n def insert(self, value):\n \"\"\"Inserisci un nuovo valore nell'albero.\n \n Costo:\n O(log n)\"\"\"\n # Trovo l'indice in cui inserire il valore\n index = self.next_index \n # Aggiungo il valore in fondo\n self.array[index] = value\n # Aggiorno l'heap\n self._heapify(index)\n \n def _heapify_children(self, index):\n \"\"\"Ripristina le proprietà dell'heap per il nodo all'indice specificato e i suoi figli.\n \n Costo:\n O(log n)\"\"\"\n # Trovo l'indice dei figli\n left = index * 2 + 1\n right = index * 2 + 2\n # Mi assicuro che i figli esistano\n try:\n # Guardo quale dei figli è maggiore\n if self.array[left] > self.array[right]:\n # Scambio i valori\n self.array[left], self.array[index] = self.array[index], self.array[left]\n # Ripeto la procedura sul figlio modificato\n self._heapify_children(left)\n else:\n # Scambio i valori\n self.array[right], self.array[index] = self.array[index], self.array[right]\n # Ripeto la procedura sul figlio modificato\n self._heapify_children(left)\n except IndexError:\n # La foglia non ha figli: ho finito!\n return\n \n def pop(self):\n \"\"\"Restituisce la chiave con il valore minimo, e la elimina.\n \n Costo:\n O(log n)\"\"\"\n # Mi salvo il valore della radice\n value = self.array[0]\n # Sostituisco la radice con l'ultima foglia a destra\n self.array[0], self.array[self.next_value] = self.array[self.next_value], self.array[0]\n ### Non bisognerebbe eliminare la foglia...?\n # Riordino l'heap\n self._heapify_children(0)\n return value\n \n @staticmethod\n def from_list(l):\n \"\"\"Crea un heap da una lista.\n \n Costo:\n O(n log n), ma si può abbassare\"\"\"\n heap = Heap(len(l)))\n heap.array = Array.from_list(l) # Pseudocodice\n heap.next_value = len(l)\n # Cominciamo a riordinare l'heap dalla fine, in modo che rispetti le proprietà\n for index in range(heap.next_value, 0, -1):\n heap._heapify_children(index)\n \\`\\`\\`\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/heap)\n `}\n \n \n {`\n # Coda con priorità\n \n La _coda con priorità_ è una struttura dati dal funzionamento molto simile a quello di una coda, ma invece che restituire il primo elemento inserito, essa restituisce l'**elemento con il valore di priorità minore**.\n \n ## Proprietà\n \n - Ogni elemento è una coppia costituita da **valore** e **priorità** (un numero intero).\n - Nuovi elementi possono essere aggiunti solo tramite il **metodo \\`insert()\\`**\n - Gli elementi possono essere estratti solo tramite il **metodo \\`pop()\\`**\n - Verranno restituiti i valori inseriti secondo la strategia **Lower Priority** (l'elemento con la priorità minore sarà il primo ad essere restituito).\n - E' possibile diminuire la priorità di un elemento (e quindi anticipare la sua estrazione)\n \n ## Metodi\n \n \\`\\`\\`python\n class PriorityQueue:\n def __init__(self): ...\n def insert(self, new_elem: Element): ...\n def minimum(self) -> Element: ...\n def pop(self) -> Element: ...\n def decrease_priority_for(self, elem: Element, priority: int): ...\n \\`\\`\\`\n \n ## Implementazione con lista\n \n E' possibile implementare la coda con priorità tramite una **lista**: l'inserimento di nuovi valori diventerà molto efficiente, ma tutte le altre operazioni saranno linearmente lente.\n \n ### Costo computazionale\n \n - *insert()*: \\`O(1)\\`\n - *minimum()*: \\`O(n)\\`\n - *pop()*: \\`O(n)\\`\n - *decrease_priority_for()*: \\`O(n)\\`\n \n ## Implementazione con lista ordinata\n \n Implementando la coda con priorità con una **lista ordinata** si avrà un costo di ordinamento elevato negli inserimenti e modifiche alla priorità, ma costi costanti nell'estrazione di un elemento.\n \n ### Costo computazionale\n \n - *insert()*: \\`O(n)\\`\n - *minimum()*: \\`O(1)\\`\n - *pop()*: \\`O(1)\\`\n - *decrease_priority_for()*: \\`O(n)\\`\n \n ## Implementazione con heap\n \n La **soluzione migliore** è quella di implementare la coda con priorità tramite un **heap**: tutti i costi saranno logaritmici, eccetto l'inserimento che sarà costante.\n \n - \\`insert()\\` costa \\`O(1)\\`\n - \\`minimum()\\` costa \\`O(log n)\\`\n - \\`pop()\\` costa \\`O(log n)\\`\n - \\`decrease_priority_for()\\` costa \\`O(log n)\\`\n \n ## Approfondimenti\n \n Esistono code con priorità che restituiscono **l'elemento con priorità maggiore**, invece che quello minore.\n `}\n \n \n {`\n # Heap sort\n\n L'_heap sort_ è un algoritmo di ordinamento per confronto **iterativo**.\n \n ## Funzionamento\n \n Per effettuare un heap sort, creiamo un **heap massimo** in cui inseriamo tutti i valori che vogliamo ordinare.\n \n Una volta applicate le proprietà dell'heap, chiamiamo una versione particolare di \\`heap.pop()\\` che invece che rimuovere dall'array i valori estratti li posiziona nello spazio creatosi in fondo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(n log n)\\` | \\`Ω(n log n)\\` | **\\`θ(n log n)\\`** |\n `}\n \n \n {`\n # Grafo\n \n Un _grafo_ è una struttura dati che rappresenta elementi interconnessi tra loro.\n \n Esistono due tipi di grafi: _orientati_ e _non orientati_.\n \n Per semplicità, consideriamo i nostri nodi numerati da 1 a \\`n\\`.\n \n ## Proprietà\n \n - Gli elementi sono rappresentati tramite _nodi_.\n - Il loro _grado_ è dato dal **numero degli archi** che vi incidono.\n - Se il grafo è orientato, hanno anche un _in-degree_ (**numero di archi entranti**) e un _out-degree_ (**numero di archi uscenti**).\n - Le connessioni tra elementi sono rappresentate tramite _archi_.\n - Un arco _incide_ esattamente su **due nodi**.\n - Se il grafo è orientato, sono _uscenti_ da uno dei due nodi ed _entranti_ nell'altro.\n - Sono matematicamente meno del **quadrato dei nodi**.\n \n ## Grafi particolari\n \n ### Catena\n \n Una _catena_ è un **grafo non orientato** composto da una **sequenza di nodi** aventi un **grado massimo di 2** tutti collegati tra loro.\n \n ### Cammino\n \n Un _cammino_ è un **grafo orientato** composto da una **sequenza di nodi** aventi un **in-degree** e un **out-degree** **massimo di 1**, collegati tra loro in modo che partendo dal primo e seguendo gli archi sia possibile arrivare all'ultimo.\n \n ### Cricca\n \n Una _cricca_ è un grafo in cui **tutti i nodi sono collegati tra loro**.\n \n Se il grafo è **non orientato**, la cricca ha \\`((n-1)n)/2\\` archi.\n \n Se il grafo è **orientato**, ha per ogni coppia un arco in entrambe le direzioni, quindi ha \\`(n-1)n\\` archi.\n \n ### Direct Acyclic Graph\n \n Un _DAG_ è un grafo diretto che non contiene nessun ciclo.\n \n Su di esso possiamo effettuare un ordinamento, detto _linearizzazione_, tra i nodi: otteniamo l'_ordine topologico_.\n \n I primi elementi dei DAG sono detti _Source_ (_Sorgente_), mentre gli ultimi sono detti _Sink_ (_Pozzo_).\n \n #### Albero\n \n Un **albero** può essere considerato un DAG con una **sorgente singola** e le **foglie come pozzi**.\n \n ### Grafo fortemente connesso\n \n Un insieme di nodi \\`V\\` di un **grafo diretto** \\`G\\` si dice una _componente fortemente connessa_ se:\n \n 1. Per ogni coppia di nodi \\`∀ u, v ∈ V' : ∃ un cammino u->v in G'\\`\n 2. Massimale (non può diventare più grande)\n \n > Praticamente una componente fortemente connessa è un gruppo di nodi tra i quali si può viaggiare liberamente da e a qualsiasi nodo al suo interno.\n \n Un grafo si dice _fortemente connesso_ se l'insieme \\`V\\` coincide con l'insieme dei nodi del grafo \\`G\\`.\n \n > Se partendo da qualsiasi nodo di un grafo riesco ad arrivare a qualsiasi altro nodo, allora il grafo è fortemente connesso.\n \n Inoltre, se creiamo un nuovo grafo, in cui **ogni nodo rappresenta una componente fortemente connessa** del nostro grafo iniziale, **otteniamo un DAG**, perchè tutti i cicli sono stati integrati nella componente.\n \n ### Trasposto di un grafo\n \n Il _trasposto_ di un **grafo diretto** \\`G\\` è il grafo stesso con gli archi che però vanno nella **direzione opposta**.\n \n ### Grafo pesato\n \n Un _grafo pesato_ è un particolare grafo che associa a ciascun arco un **costo** per attraversarlo.\n \n #### Costi negativi\n \n I costi possono anche essere negativi: rappresenteranno allora un **guadagno** ottenuto attraversando il nodo.\n \n ### Minimum spanning tree\n \n Un _minimum spanning tree_ è il **sottoinsieme degli archi** di un **grafo non diretto** che **connettono tutti i nodi** con il **minor costo possibile**.\n \n I MST hanno [molte proprietà](https://en.wikipedia.org/wiki/Minimum_spanning_tree#Properties); sono troppe da scrivere qui, e probabilmente non ci interesseranno nemmeno.\n \n ## Implementazione tramite matrice di adiacenza\n \n Possiamo implementare un grafo creando una **matrice di \\`bool\\` di dimensione \\`n * n\\`** in cui le **caselle collegate sono vere** e le caselle non collegate sono false.\n \n > Ad esempio, possiamo implementare un grafo non orientato in questo modo (\\`█\\` indica l'esistenza di un collegamento e \\` \\` indica la sua assenza):\n >\n > | |1|2|3|\n > |-|-|-|-|\n > |1|░|░|░|\n > |2|█|░|░|\n > |3|█| |░|\n >\n > Esistono gli archi \\`1-2\\` e \\`1-3\\`, ma non esiste un collegamento \\`2-3\\`.\n \n > Un grafo orientato invece si può implementare così:\n >\n > | |1|2|3|\n > |-|-|-|-|\n > |1|░|█| |\n > |2|█|░| |\n > |3|█| |░|\n >\n > Esistono gli archi \\`1->2\\`, \\`2->1\\` e \\`3->1\\`, ma non ci sono collegamenti \\`2->3\\`, \\`1->3\\` e \\`3->2\\`.\n \n ### Costo computazionale\n \n #### Tempo\n \n Le matrici di adiacenza portano alla realizzazione di algoritmi molto veloci: verificare l'esistenza di un arco è in \\`O(1)\\`!\n \n Abbiamo però penalità significative quando vogliamo effettuare operazioni sugli archi: ad esempio, trovare il trasposto di un grafo implementato con una matrice di adiacenza è in \\`O(nodi²)\\`.\n \n #### Memoria\n \n E' poco efficiente in quanto a memoria: l'upper bound è in \\`O(n^2)\\`. \n \n ## Implementazione tramite liste di adiacenza\n \n Un'alternativa alla matrice di adiacenza è quella di creare un'**array di liste**, le quali contengono i **vicini di ciascun nodo**.\n \n > |Posizione|Lista|\n > |-|-|\n > |1|[2, 3]|\n > |2|[]|\n > |3|[1]|\n >\n > Esistono gli archi \\`1->2\\`, \\`1->3\\`, e \\`3->1\\`, ma non esistono \\`2->1\\`, \\`2->3\\` e \\`3->2\\`.\n \n ### Costo computazionale\n \n #### Tempo\n \n Utilizzando le liste di adiacenza, il tempo richiesto per verificare l'esistenza di un arco sale a \\`O(max-out-degree)\\`.\n \n E' efficace però quando il problema che vogliamo risolvere riguarda operazioni su archi: trovare la trasposta è in \\`O(archi)\\`.\n \n #### Memoria \n \n La memoria richiesta dalle liste di adiacenza è minore di quella delle matrici: l'upper bound è in \\`O(nodi + archi)\\`.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/graphds)\n `}\n \n \n {`\n # Visitare un grafo\n \n Come per gli alberi radicati, esistono due modi per visitare un grafo: _depth-first search_ e _breadth-first search_.\n \n In entrambi i casi, non visito mai due volte lo stesso nodo, e come risultato ottengo **molteplici alberi**, il cui insieme viene detto _foresta di copertura_.\n \n Se il grafo che vogliamo visitare è diretto, allora dobbiamo **considerare come vicini solo gli archi uscenti**\n \n ## Depth-first search\n \n La DFS ci può risultare utile per **identificare le componenti connesse** di un grafo e **identificare eventuali cicli**.\n \n ### Funzionamento\n \n Posso utilizzare la DFS per classificare gli archi di un grafo in quattro categorie:\n \n - _Tree_, archi che ci fanno **scoprire un nuovo nodo**\n - _Forward_, archi che ci portano a un **discendente**\n - _Back_, archi che ci portano ad un **antenato**\n - _Cross_, archi che **connettono due sottoalberi** diversi\n \n Usiamo due array inizializzati a 0 chiamati \\`pre\\` e \\`post\\`, grandi quanto il numero di archi del grafo, che ci indicano rispettivamente quando un nodo è stato scoperto e quando è terminata la visita. \n Inoltre, creiamo una variabile \\`clock\\` che avanza ad ogni evento. \n Alla scoperta di un nuovo nodo, mettiamo il valore attuale di \\`clock\\` all'interno di \\`pre[n]\\`. \n Alla fine della visita di un nodo invece mettiamo il valore di \\`clock\\` in \\`post[n]\\`.\n \n **Durante la visita**, gli archi avranno i seguenti valori:\n - _Tree_: \\`pre[dst] == 0\\`\n - _Forward_: \\`pre[src] < pre[dst] && post[dst] > 0\\`\n - _Back_: \\`pre[dst] < pre[src] && post[dst] == 0\\`\n - _Cross_: Tutti gli altri (\\`post[dst] < pre[src]\\`)\n \n **A fine visita**, gli archi avranno i seguenti valori:\n - _Tree_: \\`pre[dst] < pre[dst] < post[dst] < pre[src]\\`\n - _Forward_: \\`pre[dst] < pre[dst] < post[dst] < pre[src]\\`\n - _Back_: \\`pre[src] < pre[dst] < post[dst] < post[src]\\`\n - _Cross_: \\`pre[dst] < post[dst] < pre[src] < post[src]\\`\n \n Se un **grafo non diretto** contiene degli **archi Back**, allora esso **conterrà un ciclo**.\n \n #### DFS nel grafo trasposto\n \n Se effettuo una DFS sul trasposto di un grafo, posso **scoprire i nodi che hanno un cammino verso l'origine**.\n \n #### DFS nella componente fortemente connessa\n \n Se effettuo una DFS in una componente fortemente connessa e nella sua trasposta, il **\\`post\\` della trasposta sarà sempre minore** del \\`post\\` della componente originale.\n \n ### Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(nodi + archi)\\` | \\`Ω(nodi + archi)\\` | **\\`θ(nodi + archi)\\`** |\n | Memoria | \\`O(nodi)\\` | \\`Ω(nodi)\\` | **\\`θ(nodi)\\`** |\n \n ### Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/dfsbfs)\n \n ## Breadth-first search\n \n La BFS ci può risultare utile per **trovare tutti i nodi a una certa distanza** da un'origine.\n \n ### Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(nodi + archi)\\` | \\`Ω(nodi + archi)\\` | **\\`θ(nodi + archi)\\`** |\n | Memoria | \\`O(nodi + archi)\\` | \\`Ω(nodi + archi)\\` | **\\`θ(nodi + archi)\\`** |\n \n ### Pseudocodice\n \n Come per gli alberi, la implementiamo in modo **iterativo**:\n \n \\`\\`\\`python\n queue = [starting_node]\n parents = [None for node in graph.nodes]\n distance = [-1 for node in graph.nodes]\n \n # TODO: controllami quando sei più sveglio\n \n while queue:\n node, source, distance = queue.pop(0)\n parents[node.number] = source\n distance[node.number] = distance\n for neighbour in node.neighbours:\n queue.append((neighbour, node, distance+1))\n \\`\\`\\`\n \n > Nella coda, la distanza massima tra un nodo e l'altro è 1.\n \n ### Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/dfsbfs)\n `}\n \n \n {`\n # Algoritmi greedy\n\n Un modo per risolvere problemi algoritmici può essere usare una **tecnica** _greedy_.\n \n Le tecniche greedy consistono nel effettuare tanti piccoli passi, ed effettuare una **scelta** in base ai dati **locali al passo attuale**.\n \n > Scegli il numero di monete più piccole possibili per comporre €1.12.\n >\n > L'algoritmo cerca di scegliere sempre la moneta più grande possibile compatibile con il prezzo in quel momento, quindi:\n > | Moneta scelta | Rimanente |\n > |---------------|-----------|\n > | € 1.00 | € 0.12 |\n > | € 0.10 | € 0.02 |\n > | € 0.02 | € 0.00 |\n \n ## Esempi\n \n Sono algoritmi greedy:\n \n - L'_Algoritmo di Dijkstra_\n - L'_Algoritmo di Kruskal_\n - L'_Algoritmo di Prim_\n `}\n \n \n {`\n # Percorso più breve\n\n Trovare il _percorso più breve_ (o _cammino minimo_) tra due nodi di un **grafo pesato** è un problema frequente nell'informatica; per questo, sono stati sviluppati [numerosi algoritmi](https://en.wikipedia.org/wiki/Shortest_path_problem) per risolverlo.\n \n > Ad esempio, il pathfinding dei nemici nei videogiochi, oppure Google Maps!\n \n ## Percorso più breve da una sorgente singola\n \n Una sottocategoria del problema del percorso più breve è il caso in cui ci interessa sapere i percorsi più brevi che **partono da uno specifico nodo del grafo**: è detto problema del _percorso più breve da una sorgente singola_, o _single-source shortest path_.\n \n Si può notare che se il grafo contiene **costi negativi** allora è possibile che il percorso più breve non esista, in quanto diventa possibile la comparsa di **cicli di costo infinitamente negativo**.\n \n Possiamo notare che, se il percorso più breve tra \\`A\\` e \\`D\\` è \\`A-B-C-D\\`, allora il cammino minimo tra \\`B\\` e \\`D\\` passerà obbligatoriamente per \\`C\\` (\\`B-C-D\\`).\n Diremo più avanti che il percorso più breve ha una **sottostruttura ottimale**.\n \n ### Esempi\n \n Alcuni algoritmi che trovano il percorso più breve sono:\n - L'_Algoritmo di Dijkstra_\n - L'_Algoritmo di Bellman-Ford_\n - La [_ricerca A*_](https://en.wikipedia.org/wiki/A*_search_algorithm)\n `}\n \n \n {`\n # Algoritmo di Dijkstra\n \n L'_Algoritmo di [Dijkstra](https://upload.wikimedia.org/wikipedia/commons/8/85/Dijkstra.ogg)_ è un algoritmo che risolve il problema del **percorso più breve da una sorgente singola** per grafi con pesi **reali positivi** \\`\\\\mathbb{R}^+\\`.\n \n L'algoritmo trova tutti i percorsi più brevi per raggiungere qualsiasi nodo del grafo partendo da un dato nodo, assieme al costo richiesto per farlo.\n \n ## Funzionamento\n \n 1. Separiamo tutti i nodi del grafo in due gruppi: **visitati** e **non visitati**. \n - Tutti i nodi partono da **non visitati**.\n 2. Per ogni nodo, manteniamo un valore \"**costo richiesto per raggiungerlo**\", che verrà cambiato man mano che l'algoritmo avanza.\n - Il costo di partenza è \\`+∞\\`.\n - Il costo sarà **definitivo per i nodi visitati**, e **provvisorio per i non visitati**.\n 3. Creiamo un insieme detto _frontiera_ che conterrà tutti i **nodi non visitati adiacenti** a quelli visitati.\n 4. Prendiamo il nodo iniziale, che avrà un **costo di \\`0\\`**, e definiamolo il nodo _attuale_.\n 5. Finchè ci sono dei nodi non sono stati visitati, ripetiamo il seguente ciclo:\n 1. Aggiungiamo i nodi adiacenti al nodo attuale alla frontiera.\n - Il costo per raggiungerli sarà il **costo per il nodo attuale sommato al costo dell'arco** che li connette al nodo attuale. \n Se questo **costo** risulta essere **minore del costo provvisorio** precedente, esso **diventerà il nuovo costo**.\n - Questa operazione è detta _rilassamento dell'arco_.\n 2. Facciamo diventare **visitato** il nodo attuale.\n - Il percorso che abbiamo fatto per raggiungerlo è obbligatoriamente il più breve.\n 3. Il prossimo nodo attuale sarà il nodo di frontiera con un costo più basso.\n - Per questo, è possibile definire l'algoritmo di Dijkstra come un **algoritmo greedy**.\n \n ### Non funziona se...\n \n L'algoritmo smette di funzionare nel caso in cui siano presenti **costi negativi** e il grafo non sia **aciclico**, in quanto non saremmo mai in grado di rendere visitato un nodo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | \\`O(nodi + archi) log nodi)\\` |\n \n ### Scomposizione\n \n - Inizializzazione: \\`O(nodi)\\`\n - Creazione coda priorità: \\`O(nodi log nodi)\\`\n - Ciclo: \\`O((nodi + archi) log nodi)\\`\n \n ## Pseudocodice\n \n \\`\\`\\`python\n import math\n \n class Info:\n def __init__(self, distance=math.inf, previous=None):\n self.distance = distance\n self.previous = previous\n \n def dijkstra(graph, start):\n data = [Info() for node in graph.nodes]\n queue = PriorityQueue([start])\n while queue:\n node = queue.pop()\n for arc in node.connections:\n other = arc.other(node)\n if data[node.number].distance + arc.cost < data[other].distance:\n data[other].distance = data[node.number].distance + arc.cost\n queue.decrease_priority_for(other, data[other].distance)\n data[v].previous = node\n return data\n \\`\\`\\`\n \n ## Visualizzazione\n \n [Visualgo](https://visualgo.net/en/sssp)\n `}\n \n \n {`\n # Algoritmo di Bellman-Ford\n\n L'_Algoritmo di Bellman-Ford_ è un algoritmo che, come l'Algoritmo di Dijkstra, risolve il problema del **percorso più breve da una sorgente singola**, però, a differenza da quest'ultimo, l'Algoritmo di Bellman-Ford accetta in input anche grafi con pesi **reali** \\`\\\\mathbb{R}\\` (sia positivi, sia negativi).\n \n ## Funzionamento\n \n L'approccio dell'algoritmo è simile a quello di Dijkstra: entrambi usano il **rilassamento** degli archi per ottenere un costo provvisorio per il raggiungimento di un nodo, ma invece che rilassare solo l'arco con costo inferiore, questo algoritmo **rilassa tutti gli archi** ripetutamente, eliminando la frontiera e il problema dei nodi negativi.\n \n L'operazione di rilassamento è ripetuta \\`nodi - 1\\` volte, ovvero la **lunghezza massima** di un cammino aciclico all'interno di un grafo.\n \n Possiamo individuare dopo i rilassamenti se è presente un nodo con un **ciclo negativo**: ci basta controllare se esiste un arco che connette due nodi con una distanza incompatibile: se \\`a.distanza + arco.costo < b.distanza\\`, allora è presente un ciclo negativo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | \\`O(nodi * archi)\\` |\n \n ## Pseudocodice\n \n > TODO\n \n ## Visualizzazione\n \n [Visualgo](https://visualgo.net/en/sssp)\n `}\n \n \n {`\n # Disjoint set\n \n Il _disjoint set_ è una struttura dati che rappresenta elementi di un insieme raggruppati in **sottoinsiemi disgiunti**.\n \n ## Metodi\n \n \\`\\`\\`python\n class DisjointNode:\n def __init__(self): ...\n def find_set(self): \"Trova il rappresentante dell'elemento.\"\n def union(self, other): \"Unisce i sottoinsiemi che contengono questo nodo e \\`other\\`.\"\n \\`\\`\\`\n \n ## Implementazione tramite array\n \n Possiamo implementare il disjoint set con due array: uno per l'**indice del rappresentante** e uno per il **rango dell'insieme**.\n \n Un singoletto avrà **sè stesso come rappresentante** e **rango \\`0\\`**.\n \n ### Costo computazionale\n \n - *create_set()*: \\`O(1)\\`\n - *find_set()*: \\`O(h)\\`\n - *union()*: \\`O(h)\\`\n \n ### Pseudocodice\n \n \\`\\`\\`python\n class DisjointNode:\n def __init__(self):\n self.parent = self\n self.rank = 0\n \n def find_set(self):\n element = self\n while self.parent != element:\n element = self.parent\n return element\n \n def union(self, other):\n repres_self = self.find_set()\n repres_other = other.find_set()\n if repres_self == repres_other:\n return\n if repres_self.rank < repres_other.rank:\n repres_greater = repres_other\n repres_lesser = repres_self\n else:\n repres_greater = repres_self\n repres_lesser = repres_other\n repres_lesser.parent = repres_greater\n if repres_greater.rank == repres_lesser.rank:\n repres_greater.rank += 1\n \\`\\`\\`\n \n ### Visualizzazione\n \n [cs.usfca.edu](https://www.cs.usfca.edu/~galles/JavascriptVisual/DisjointSets.html)\n `}\n \n \n {`\n # Trovare il minimum spanning tree\n\n Un altro problema ricorrente riguardante i grafi è trovare il _minimum spanning tree_ di un dato grafo non diretto.\n \n > E' utile per trovare il modo più efficiente per connettere le cose: ad esempio, per decidere la struttura di una rete internet!\n \n ## Esempi\n \n Gli algoritmi principali che risolvono il problema sono due, ed entrambi sono **algoritmi greedy**:\n \n - L'_Algoritmo di Kruskal_\n - L'_Algoritmo di Prim_\n `}\n \n \n {`\n # Algoritmo di Kruskal\n \n L'_Algoritmo di Kruskal_ è un algoritmo **greedy** che **trova il minimum spanning tree** di un grafo.\n \n ## Funzionamento\n \n 1. Ripetiamo questa procedura finchè tutti i nodi non sono connessi:\n 1. Prendiamo ad ogni passo **l'arco meno costoso** del grafo non ancora aggiunto all'insieme.\n 2. Assicuriamoci che **non si creino cicli**: se non se ne verrebbero a creare, possiamo **aggiungere l'arco all'insieme**.\n - Gli archi devono quindi connettere nodi in **componenti connesse diverse**.\n - Possiamo rappresentare le componenti connesse con un **Disjoint Set**.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | \\`O(archi²)\\` |\n \n ### Scomposizione\n \n - DisjointSet.__init__(): \\`O(archi)\\`\n - Per ogni ciclo: \\`O(archi²)\\`\n - DisjointSet.find_set(): \\`O(1)\\`\n - DisjointSet.union(): \\`O(archi)\\`\n \n ## Pseudocodice\n \n \\`\\`\\`python\n def minimum_spanning_tree_kruskal(graph):\n ds = DisjointSet()\n for node in graph.nodes:\n ds.create_set(node)\n arcs = []\n sorted_arcs = sorted(graph.arcs, key=lambda arc: arc.cost)\n for arc in sorted_arcs:\n if ds.find_set(node.start) != ds.find_set(node.end):\n arcs.append(arc)\n ds.union(node.start, node.end)\n return arcs\n \\`\\`\\`\n `}\n \n \n {`\n # Algoritmo di Prim\n \n L'_Algoritmo di Prim_ è un altro algoritmo **greedy** che **trova il minimum spanning tree** di un grafo.\n \n ## Funzionamento\n \n Creo una **coda con priorità** in cui inserisco tutti gli archi visibili dal mio albero, in cui la chiave è il **costo dell'arco**.\n \n Per trovare l'arco con costo più piccolo posso **estrarre un arco** dalla coda: la priorità ci garantisce che esso è l'**arco meno costoso**.\n \n Aggiungo allora un nuovo nodo all'albero, e con esso, **aggiungo alla coda** tutti gli **archi che scoprono un nuovo nodo**.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | \\`O(archi + nodi log nodi)\\` |\n \n ## Pseudocodice\n \n \\`\\`\\`python\n import math\n \n def minimum_spanning_tree_prim(graph, cost_array, start_node):\n # E' un Array di bool: se l'indice corrispondente al nodo è uguale a true, vuol dire che il (nodo è contenuto nell'albero.\n contains = [False for _ in range(len(graph))]\n # Contiene il precedente di ogni nodo \n prev = [None for _ in range(len(graph))]\n # Contiene il costo per arrivare a quel nodo\n cost = [math.inf for _ in range(len(graph))]\n # Creo la priority queue\n pq = PriorityQueue(graph.arcs, key=lambda arc: arc.cost)\n # Parto dal nodo \\`start_index\\`\n # Il costo dell'origine è 0.\n cost[start_node.index] = 0\n contains[start_node.index] = True\n \n while not pq.is_empty():\n new_node = pq.pop()\n contains[new_node.index] = True\n for arc in new_node.connections:\n other_node = arc.other(new_node)\n if not contains[other_node.index] and cost[other_node.index] > arc.cost:\n cost[other_node.index] = arc.cost\n prev[other_node.index] = new_node\n pq.decrease_priority_for(other_node, arc.cost)\n # L'array di prev rappresenta un albero.\n return prev\n \\`\\`\\`_\n `}\n \n \n {`\n # Compressione\n\n _Comprimere_ un file significa **ridurne le dimensioni** senza modificarne il significato.\n \n ## Categorie\n \n ### Compressione lossless\n \n Nella _compressione lossless_, i dati possono essere decompressi riottenendo una copia identica dell'originale.\n \n > Immaginiamo un file che contiene solo le lettere \\`a, b, c, d, e, f\\`.\n >\n > Le lettere compaiono con questa frequenza:\n > |a|b|c|d|e|f|\n > |45%|13%|12%|16%|9%|5%|\n >\n > Possiamo codificare le lettere nel seguente modo:\n > |a|b|c|d|e|f|\n > |\\`0b0\\`|\\`0b100\\`|\\`0b101\\`|\\`0b111\\`|\\`0b1100\\`|\\`0b1101\\`|\n >\n > Scrivere \\`abacadae\\` richiederebbe 64 bits con la codifica ASCII estesa, ma in questo modo riusciamo a scriverlo con soli 17 bits!\n \n Le codifiche di un file compresso devono rispettare la proprietà del _Codice a prefisso_, che dice che **nessun codice deve essere il prefisso di un altro codice**; altrimenti, si avrebbero ambiguità nella decodifica.\n \n > a = \\`1\\`\n > b = \\`11\\`\n >\n > \\`111\\` è \\`ab\\`, \\`ba\\` oppure \\`aaa\\`?\n \n Creiamo allora un _albero di decodifica_: un **albero binario** che, leggendo uno ad uno i bit codificati, ci permette di arrivare al **valore del codice presente sulle foglie** dell'albero.\n \n Gli alberi di decodifica sono sempre **completi**.\n \n > Un albero di decodifica incompleto sarebbe non ottimizzato!\n \n #### Esempi\n \n - .png\n - .flac\n - .zip\n - ...\n \n ### Compressione lossy\n \n Nella _compressione lossy_, alcuni dati [solitamente](http://needsmorejpeg.com/) irrilevanti vengono perduti: non si può, dunque, ricostruire l'originale.\n \n #### Esempi\n \n - .jpeg\n - .mp3\n - ...\n `}\n \n \n {`\n # Algoritmo di Huffman\n\n L'_Algoritmo di Huffman_ è un **algoritmo greedy** per la **costruzione di un albero di decodifica**.\n \n ## Funzionamento\n \n 1. Costruisco **un albero** (con un solo nodo) **per ogni elemento dell'alfabeto**.\n 2. Associo ad **ogni albero la frequenza dell'elemento** da cui è stato creato, per poi inserire tutti gli elementi in una coda con priorità.\n 3. Finchè non ho **un albero solo**:\n 1. Estraggo dalla coda i **due alberi con frequenza minore**.\n 2. **Li rendo fratelli**, creando un nuovo nodo in cui sono uno figlio destro e uno figlio sinistro.\n 3. Associo al nuovo nodo la **somma delle frequenze dei due alberi**, e inserisco il nuovo albero nella coda.\n \n > È molto raro che venga un albero \"dritto\"; se succede, probabilmente c'è qualcosa che non va.\n `}\n \n \n {`\n # Dizionario\n \n Un _dizionario_ è una struttura dati che **associa dei valori a delle chiavi**.\n \n ## Proprietà\n \n - Ogni elemento del dizionario è un **valore** che è stato **associato a una chiave**.\n - Possiamo aggiungere nuovi elementi con il **metodo \\`add(chiave, valore)\\`**.\n - Posiamo estrarre elementi con il **metodo \\`get(chiave)\\`**, che restituirà il valore associato a \\`chiave\\`.\n - E' possibile rimuovere elementi con il **metodo \\`delete(chiave)\\`**.\n - Due elementi con **chiavi diverse** non devono **mai restituire lo stesso valore**.\n \n ## Metodi\n \n Beh... Non ha molto senso in questo caso...\n \n \\`\\`\\`python\n dict()\n \\`\\`\\`\n \n ## Implementazione con tabella hash\n \n Una _tabella hash_ è un'array di coppie **chiave-valore**, che formano l'insieme _universo_.\n \n Per determinare l'**indice dell'array** in cui inserire una coppia, usiamo una [funzione _hash_](https://it.wikipedia.org/wiki/Hash#Algoritmo_di_hash) sulla chiave, che restituirà **numeri da \\`0\\` a \\`len(hash_table)\\`**.\n \n ### Risoluzione collisioni\n \n Potrebbe capitare però che **due chiavi diverse abbiano lo stesso indice**. Dobbiamo allora usare un metodo di _risoluzione collisioni_, che mi permetta di distinguere tra chiavi diverse.\n \n #### Lista di trabocco\n \n Possiamo salvare nell'array **liste di coppie** chiave-valore; in caso di collisione, **aggiungo un nuovo elemento alla lista**.\n \n In media, ciascuna di queste liste conterrà \\`elementi_inseriti / dimensione_tabella\\` elementi.\n \n #### Indirizzamento aperto\n \n Possiamo decidere di mettere le coppie che non trovano posto nel loro indice in **un altro indirizzo vuoto** dell'array.\n \n Ci sono diversi modi in cui decidere il nuovo indirizzo, ognuno con vantaggi e svantaggi: si può scegliere quello successivo, oppure il primo vuoto dell'array, oppure un indirizzo casuale.\n \n > Python, nei \\`dict\\`, usa indirizzamento aperto pseudorandom.\n \n ### Costo computazionale\n \n - Aggiungere una chiave: \\`O(n)\\`\n - Trovare una chiave: \\`O(n)\\`\n - Eliminare una chiave: \\`O(n)\\`\n `}\n \n \n {`\n # Programmazione dinamica\n \n La _programmazione dinamica_ è una **tecnica** di programmazione che prevede l'**estensione di una soluzione ottima precedente**.\n \n Tutti i problemi in cui si può applicare si possono risolvere anche con la **ricorsione**, ma a differenza della ricorsione, questa tecnica riesce ad evitare di ricalcolare la soluzione per ogni chiamata ricorsiva, ottenendo quindi tempi molto migliori.\n \n Si può applicare solo se un problema ha una **sottostruttura ottimale**, ovvero se la soluzione ottima di un sottoproblema è inclusa nella soluzione ottima del problema. \n \n ## Esempi\n \n - _Problema dello zaino_\n - ...\n \n > Il cammino minimo per raggiungere un nodo in un DAG è dato da \\`arco.costo + arco.primo_nodo.costo_cammino_minimo()\\`.\n >\n > \\`\\`\\`python\n > def SPD_PD(graph, start):\n > distance = [float(inf) for node in graph.nodes]:\n > distance[start] = 0\n > # I nodi devono essere in ordine di linearizzazione\n > for node in graph.nodes:\n > distance[node] = min([(arc.cost + distance[arc.other(node)] for arc in node.connections])\n > \\`\\`\\`\n \n > Ho una sequenza di interi da \\`a_1\\` a \\`a_n\\`. Voglio trovare la sottosequenza crescente più lunga.\n >\n > 5 2 3 4 7 3 6 3 1 6\n >\n > Trovo tutte le sequenze lunghe 1, e le rendo nodi di un grafo diretto.\n >\n > Da ogni nodo, creo una connessione verso i suoi maggiori.\n >\n > Infine, cerco i cammini massimi del grafo. \n > \n > Essi saranno la soluzione del problema.\n \n > Trova la lunghezza della sottosequenza più lunga che termina con \\`j\\`.\n >\n > \\`L[j]\\` = lunghezza della sottosequenza più lunga che termina in \\`j\\`\n > \n > \\`\\`\\`python\n > L[j] = max([1 + L[node] for arc in node.connections)]\n > \\`\\`\\`\n >\n > Esempio:\n > \\`\\`\\`python\n > L[9] = max([1+L[8], 1+L[3], 1+L[6]])\n > \\`\\`\\`\n `}\n \n \n {`\n # Problema dello zaino\n \n Il problema dello zaino è un problema _pseudo-trattabile_: non abbiamo dimostrazioni di se sia trattabile o intrattabile.\n \n ## Descrizione\n \n > Sei un ladro, e devi mettere **più refurtiva possibile** nello zaino per scappare. \n > Lo zaino può portare **al massimo \\`dim\\` kili**.\n >\n > **Quali** (e quanti) oggetti scegli?\n \n | Input | Output |\n |-------|--------|\n | \\`dim\\`ensione_zaino, \\`n\\`umero_oggetti, \\`oggetto.peso\\`, \\`oggetto.valore\\` | \\`profitto_massimo\\` |\n \n ## Categorie\n \n ### Problema con ripetizione\n \n Puoi prendere **tutte le copie che vuoi** di un oggetto.\n \n #### Soluzione\n \n \\`K(dim)\\` è il valore massimo ottenibile con uno zaino di capacità \\`dim\\`.\n \n > Se \\`i\\` appartenesse alla soluzione ottima, allora \\`K(dim) = i.valore + K(dim - i.peso)\\`...\n \n Possiamo dire che \\`K(dim) = max(i.valore + K(dim - i.peso))\\`.\n \n Inoltre, \\`K(0) = 0\\`.\n \n Ci salviamo tutte le soluzioni da \\`K(0)\\` a \\`K(dim)\\`, e le usiamo per calcolare il massimo in seguito.\n \n Calcolare \\`K(dim)\\` avrà allora un costo di \\`O(n * dim)\\`:\n - \\`n\\`, perchè trovare il massimo è un'operazione lineare\n - \\`dim\\`, perchè \\`dim\\` sono tutti i casi tra i quali devo andare a provare\n \n Il costo computazionale, allora, è in \\`O(n * dim)\\`. \n \n Però, il **tempo richiesto** dal nostro algoritmo dipende non dalla lunghezza dell'input, bensì dal **valore numerico** di \\`dim\\`, che corrisponde alla dimensione dell'array delle soluzioni. \n Allora, si dice che l'algoritmo è in **tempo _pseudo-polinomiale_**.\n \n ### Problema senza ripetizione\n \n Si può prendere **ogni oggetto una volta sola**.\n \n #### Soluzione _bruteforce_\n \n Scelgo se prendere o no l'item 1.\n \n Si creano due percorsi:\n - Non prendo l'oggetto: \\`valore = 0, peso = 0\\`\n - Prendo l'oggetto: \\`valore = oggetto.valore, peso = oggetto.peso\\`\n \n Continuo a creare percorsi, creando una specie di albero binario.\n \n Se a un certo punto vedo che \\`valore = x, peso = K\\` e \\`valore < x, peso = K\\`, allora posso escludere automaticamente tutto il sottoalbero destro, perchè non può essere migliore del sinistro: allora, sarò riuscito a ridurre il numero dei casi rispetto alla ricorsione.\n \n ### Problema in due variabili\n \n \\`K(j, w)\\` = massimo valore ottenibile con uno zaino di capacità \\`w\\` scegliendo gli item da \\`1\\` a \\`j\\`.\n \n Non possiamo più applicare la soluzione bruteforce, perchè abbiamo due variabili, \\`j\\` e \\`w\\`.\n \n Allora, prendo l'elemento \\`j\\`. Esso può essere o non essere nella soluzione: mi calcolo entrambe le alternative, e mi tengo l'alternativa dal valore più alto.\n \n Se \\`j\\` non è nella soluzione, il risultato diventerà \\`K(j-1, w)\\`; se invece è nella soluzione, il risultato sarà \\`j.valore + K(j-1, w-j.peso)\\`.\n \n In pratica, prendiamo\n \n \\`\\`\\`latex\n K(j, w) = max\n \\\\begin{cases}\n V_j + K(j-1, w-w_j)\n K(j-1, w)\n \\\\end{cases}\n \\`\\`\\`\n \n Costruisco allora una matrice con \\`j\\` su un asse e \\`w\\` sull'altro. \n Riempio le caselle con il valore di \\`K(j, w)\\`. \n Nella casella con \\`K(j, w)\\` avremo la soluzione ottima.\n \n Il tempo necessario per riempire tutte le caselle è nuovamente \\`O(n * w)\\`, ancora **pseudopolinomiale**.\n \n Per sapere che oggetti ho messo o no devo tenere traccia in qualche modo della catena del calcolo, usando, ad esempio, una pila.\n `}\n \n \n {`\n # Problemi intrattabili\n \n ## Problema di Set-Cover\n \n ### Input\n \n \\`U\\`niverso di \\`e\\`lementi\n \n \\`S\\`ottoinsieme di \\`s\\`ottoinsiemi di elementi di \\`U\\`\n \n ### Output\n \n Il minimo \\`S'\\`ottoinsieme di \\`s\\`ottoinsiemi che copra completamente \\`U\\`.\n \n ### Soluzione in \\`O(n^d)\\`\n \n Non c'è.\n \n ### Non-soluzione alternativa\n \n Faccio una scelta greedy, ma non posso dimostrare in alcun modo che la soluzione ottenuta sia quella ottima. \n Infatti, l'algoritmo non dà sempre la soluzione ottima, ma dà una soluzione accettabile in tempo polinomiale.\n \n Seleziono sempre il sottoinsieme che copre più elementi mancanti possibili.\n \n #### Costo computazionale\n \n \\`Costo greedy <= log(numero_elementi) * Costo ottimo\\`\n `}\n \n
\n );\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-AlgoritmiEStruttureDati.chunk.c3842.js b/docs/route-AlgoritmiEStruttureDati.chunk.c3842.js new file mode 100644 index 0000000..5015eb4 --- /dev/null +++ b/docs/route-AlgoritmiEStruttureDati.chunk.c3842.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[2],{w9qZ:function(n,e,i){"use strict";i.r(e),function(n){function o(){var n=function(n,e){e||(e=n.slice(0));return n.raw=e,n}(["\n # Algoritmi e Strutture Dati\n\n Docente: [**Manuela Montangero**](mailto:manuela.montangero@unimore.it)\n\n Crediti: **9 CFU** (72 ore di lezione)\n\n Orario di ricevimento: **Giovedì dalle 14:30 alle 16:30**\n _Mandare una mail prima, altrimenti potrebbe andarsene_\n\n\n #### Regole particolari per le email\n\n - Oggetto \"ASD\"\n - Mail **firmata** con **nome e cognome**\n - Mail spedita dall'**account Unimore**\n\n ### Materiale\n\n Libri:\n - **Introduzione agli Algoritmi e Strutture Dati** di _T.H. Cormen, C. E. Leiserson, R. L. Rivest, C. Stein_\n\n **[Dolly (FIM)](https://dolly.fim.unimore.it/2018/course/view.php?id=26)**\n\n ### Tutorato\n\n Tutor: [**Gianluca d'Addese**](mailto:tutoratoalgoritmi@gmail.com)\n\n Cosa: **Esercizi sugli argomenti visti a lezione** e **preparatori all'esame**\n\n Quando: **Mercoledì dalle 09:00 alle 11:00**...?\n\n ### Esame\n\n Per iscriversi all'esame, bisogna aver passato:\n\n - Analisi matematica (propedeutica)\n - Programmazione I\n\n Formato:\n\n - Prima prova scritta\n - Risolvere problemi con algoritmi proposti a lezione\n - E' un test sulla preparazione\n - Dura 1h30m\n - Non si può usare nessun tipo di materiale\n - Seconda prova scritta\n - Proponi soluzioni per nuovi problemi non studiati a lezione\n - Domande teoriche sugli argomenti studiati\n - Dura 2h\n - E' il giorno dopo la prima prova\n - Si può utilizzare qualsiasi materiale, ma non deve permettere di comunicare\n - Orale facoltativo\n - Solo per chi supera entrambi gli scritti\n - Domande su quello che abbiamo visto a lezione (\"perchè gli algoritmi funzionano?\")\n - Informare via email entro 3 giorni dalla pubblicazione degli esiti della seconda prova\n - L'orale potrebbe migliorare o peggiorare il voto (anche \"molto\")\n\n **Attenzione:** Vengono verbalizzati anche i voti insufficienti; ricordarsi di rifiutarli!\n\n Ci sono i seguenti appelli:\n\n - 3 appelli tra Giugno e Luglio\n - 1 appello a Settembre\n - 2 appelli a Gennaio e Febbraio\n\n Vale il salto di appello se:\n\n - Uno studente regolarmente iscritto **non si presenta** all'appello e non ha avvisato via email almeno il giorno prima.\n - Uno studente ha riportato una **grave insufficienza** in uno dei due scritti, e l'appello successivo è nella stessa sessione\n\n\n ### Note\n\n Il corso è ben collegato con quello di Programmazione 2.\n\n Dormire non fa bene!\n "]);return o=function(){return n},n}var a=i("mbOI"),r=String.raw;e.default=function(){return n("div",null,n(a.r,null,n(a.p,null,r(o()))),n(a.r,null,n(a.p,null,"\n # Il nome del corso\n\n ## Cosa sono gli algoritmi?\n\n Gli algoritmi sono modi sistematici per risolvere problemi.\n\n Sono fondamentali per sviluppare software, in quanto i computer sono eccellenti esecutori di algoritmi.\n\n ## Come si sviluppa un algoritmo?\n\n Innanzitutto, bisogna conoscere gli _input_ e gli _output_ del problema, rispettivamente i dati di partenza e i dati di arrivo di esso; si ha quindi una fase di **ricerca**.\n\n Poi, si deve trovare un procedimento che ci faccia risolvere il nostro problema: è quello che faremo in questa materia!\n\n Infine, bisogna scrivere la soluzione in un modo che possa essere eseguita da un computer: questa è la **programmazione**.\n\n ## Che tipo di problemi possiamo risolvere?\n\n Un algoritmo risolve problemi di tipo generale, non ci interessa sapere _il risultato di 123+456_, ma vogliamo sapere _il risultato di x+y_, dove x e y sono due numeri naturali qualsiasi.\n\n Un problema può essere quindi considerato circa come una **funzione matematica**, che connette ogni input a un output corrispondente.\n\n ## Che caratteristiche ha un algoritmo?\n\n Per prima cosa, ripetendo l'algoritmo più volte con lo stesso ingresso deve dare sempre la stessa uscita come **risultato**, finendo in un **tempo finito**.\n\n Deve essere **ben ordinato**: cambiando l'ordine in cui vengono effettuate le operazioni, è probabile che anche il risultato cambi!\n\n Le sue istruzioni devono essere **non ambigue**, cioè che non possano essere interpretate in più modi, e **effettivamente realizzabili**, cioè realizzabili con l'esecutore che vogliamo usare per eseguire l'algoritmo.\n\n ## Esistono algoritmi equivalenti?\n\n **Sì!** Possono esserci due algoritmi che dati gli stessi input, hanno gli stessi output, e quindi risolvono lo stesso problema.\n\n In compenso, possono avere un numero di operazioni diverse, e quindi essere **uno più veloce** (da eseguire) dell'altro.\n\n ## Come si verifica la correttezza di un algoritmo?\n\n L'algoritmo deve essere **valido per tutti gli input**, anche se questi sono infiniti.\n\n Possiamo effettuare prove matematiche per verificarne la correttezza; il **principio di induzione** è dunque una dei teoremi fondamentali dell'algoritmica.\n\n Possiamo però verificare la _non correttezza_ di un algoritmo trovando un singolo controesempio.\n ")),n(a.r,null,n(a.p,null,"\n # Efficienza degli algoritmi\n \n Un buon algoritmo deve essere **efficiente**, ovvero deve usare il minimo delle risorse necessarie, come _usare il minimo di tempo possibile_.\n \n ## Come misuriamo il tempo necessario?\n \n Cerchiamo di astrarre il tempo dal particolare esecutore, e andiamo a contare il numero di operazioni elementari richieste per eseguire il nostro algoritmo nel caso peggiore.\n \n Un algoritmo efficiente, infatti, all'aumentare dei dati in ingresso, diventerà sempre più veloce rispetto a uno non efficiente, anche su computer più lenti!\n \n > Il [Bubble Sort](https://en.wikipedia.org/wiki/Bubble_sort) è sempre più lento di un [Tree Sort](https://en.wikipedia.org/wiki/Tree_sort), anche su computer più lenti, perchè, dovendo ordinare liste sempre più lunghe, prima o poi si raggiunge un punto in cui il primo è più veloce (in termini di tempo) dell'altro.\n \n Dobbiamo andare a vedere, quindi, _il numero di operazioni richieste per ottenere il risultato nel caso peggiore_.\n \n Consideriamo operazioni sia operazioni aritmetiche sia operazioni logiche, e diciamo che ciascuna costa 1.\n \n > L'[algoritmo di Euclide](https://it.wikipedia.org/wiki/Algoritmo_di_Euclide) per l'MCD costa `3` per ogni iterazione (un giro del ciclo `while`). Diciamo, allora, che costa `3n`, dove `n` è il numero più alto dei due, perchè nel caso peggiore (uno dei due numeri è 1) l'algoritmo compie `n` iterazioni.\n \n ## Altri parametri ottimizzabili\n \n È possibile che alcuni algoritmi per vari motivi cerchino di ottimizzare altri parametri diversi dal tempo, come ad esempio _la dimensione dell'input_ o la _memoria utilizzata_. \n \n > Generalmente, questo viene fatto sui dispositivi embedded, con memoria molto limitata.\n \n ### Criteri di costo di memoria\n \n Ci sono vari criteri con cui stimare la memoria richiesta da un dato: è possibile che il costo risultante vari in base al criterio scelto!\n \n #### Criterio di costo logaritmico\n \n Un dato costa il numero di bit necessari per rappresentarlo.\n \n > Un int che contiene il numero `n` costa `log_2(n)`. \n > Un array di `[n]` numeri tutti uguali costa `n log_2(n)`.\n \n #### Criterio di costo uniforme\n \n Un dato costa il numero di elementi che lo costituiscono.\n \n > Un int che contiene il numero `n` costa `1`. \n > Un array di `[n]` numeri costa `n`. \n > Una matrice `[m][n]` costa `m*n`.\n ")),n(a.r,null,n(a.p,null,"\n # Modelli algoritmici\n\n Per progettare un algoritmo, abbiamo bisogno di sapere le proprietà del nostro esecutore, ovvero il suo _modello algoritmico_.\n \n > Ad esempio, dobbiamo sapere quali istruzioni è in grado di eseguire, e quanto tempo queste istruzioni richiedono.\n \n ## Il modello RAM\n \n Il modello in uso su tutti i computer attuali è il _modello RAM_: \n \n - In ogni cella di memoria può essere archiviato un dato.\n - Il **tempo di accesso** alle celle è **costante** per tutte le celle.\n - La **memoria** principale è **infinita**.\n - Si ha **un solo processore**.\n ")),n(a.r,null,n(a.p,null,'\n # Notazione asintotica\n \n La _notazione asintotica_ è un sistema per **stimare** velocemente il costo di un algoritmo complesso.\n \n Ci permette di **confrontare velocemente il caso peggiore** degli algoritmi.\n \n In particolare, consideriamo il _rapporto tra il numero di operazioni nel caso peggiore e la dimensione dell\'input_.\n \n ## Limiti\n \n Possiamo dare a questa stima dei limiti, superiore e inferiore, che rappresenteranno rispettivamente un costo che non sarà **mai superato** e un costo che verrà **sempre superato**.\n \n Chiameremo questi limiti _upper bound_ e _lower bound_; la loro combinazione darà un _tight bound_.\n \n L\'obiettivo sarà di _ricavare i bound più precisi possibile_ per un dato algoritmo, ovvero l\'**upper bound più basso** e il **lower bound più alto**.\n \n ### O grande\n \n > "O grande" \n > O di g(n)\n > "big-O"\n \n Per rappresentare la stima, useremo una notazione particolare, detta _O grande_, con la seguente proprietà:\n - Date due funzioni `f(n) : N -> R` e `g(n) : N -> R`, diremo che `f(n) ∈ O(g(n))` se e soltanto se `∃ c > 0, n ≥ n_0` tali che `∀ n ≥ 0, f(n) ≤ c * g(n)`\n \n Quando una funzione è O grande di un altra, significa che **asintoticamente, la funzione in O grande è sempre maggiore di quella che sta venendo stimata**.\n \n > **Ipotesi** \n > - `f(n) = 2n² + 3n + 6` \n > - `g(n) = n²`\n >\n > **Tesi** \n > - `f(n) ∈ O(n²)`.\n >\n > **Svolgimento** \n > Scrivo una disequazione, lasciando intatto il termine noto: \n > 1. `2n² + 3n + 6 ≤ 2n² + 3n² + 6` \n > 2. `n² ≤ 2n² + 3n² + n² = 6n²` per `n ≥ 3`\n >\n > Sappiamo, allora, che `2n² + 3n + 6 ≤ 6n²`.\n \n #### Espressioni di O grande\n \n Questa tabella rappresenta le espressioni di O grande più comunemente utilizzate, in ordine **dalla più forte alla più debole**.\n \n > Più forte significa che, per ogni riga della tabella, tutte le righe sottostanti sono contenute nell\'espressione.\n >\n > Ad esempio, `O(n) ∈ O(1)`.\n \n | Espressione O() | Nome |\n |-----------------|------|\n | `O(1)` | Costante |\n | `O(log log n)` | loglog |\n | `O(log n)` | Logaritmica |\n | `Ω(n^{1/c})` (per c ≥ 1) | Sublineare |\n | `O(n)` | Lineare |\n | `O(n log n)` | nlogn |\n | `O(n²)` | Quadratica |\n | `O(n³)` | Cubica |\n | `O(n^k)` (per k ≥ 1) | Polinomiale |\n | `O(a^n)` (per a ≥ 1) | Esponenziale |\n | `O(n!)` | Fattoriale |\n \n #### Polinomiale\n \n Molto spesso, noteremo che il tempo richiesto da una funzione è O grande di un polinomio di grado K, ovvero `f(n) ∈ O(n^k)`.\n \n Notiamo che in questi casi, possiamo semplificare l\'O grande al grado massimo del polinomio.\n \n > Ad esempio, `O(n² + n + 1) = O(n²)`.\n \n ##### Dimostrazione\n \n Per `n > 0 \\and 0 ≤ i ≤ k`: \n ![LaTeX](https://latex.codecogs.com/png.latex?a_k%20n^k%20+%20a_{k-1}%20n^{k-1}%20+%20%E2%80%A6%20+%20a_1%20n%20+%20a_0%20%E2%89%A4%20|a_k|%20n^k%20+%20|a_{k-1}|%20n^k%20+%20%E2%80%A6%20+%20|a_1|%20n^k%20+%20|a_0|%20n^k%20=%20(|a_k|%20+%20|a_{k-1}|%20+%20%E2%80%A6%20+%20|a_1|%20+%20|a_0|)%20n^k)\n \n #### Proprietà di O grande\n \n 1. `f(n) ∈ O(g(n)) -> ∀ a > 0, a * f(n) ∈ O(g(n))`.\n 2. `f(n) ∈ O(g(n)), d(n) ∈ O(h(n)) -> f(n) + d(n) ∈ O(g(n) + h(n)) -> O(max\\{g(n), h(n)\\})`\n 3. `f(n) ∈ O(g(n)), d(n) ∈ O(h(n)) -> f(n) * d(n) ∈ O(g(n) * h(n))`\n \n In pratica, se una funzione è la _somma di più termini_, basta guardare l\'**`O()` più grande** tra tutti i suoi termini; se invece una funzione è un _prodotto di più termini_, si possono **omettere le costanti**, e l\'`O()` finale sarà dato dal **prodotto degli `O()`** dei termini.\n \n ## Lower bound\n \n Possiamo anche stimare il _lower bound_, il limite inferiore: il **numero minimo di operazioni** che viene effettuato **nel caso migliore** con la **massima dimensione dell\'ingresso**.\n \n ### Ω()\n \n > "Omega" \n > Omega di g(n)\n > "big-Omega"\n \n Esiste un equivalente di O grande per il lower bound: è detto _Omega grande_, o più semplicemente _Omega_, e funziona nello stesso identico modo, solo... al contrario.\n \n Diremo che `f(n) ∈ Ω(g(n))` se e solo se `∃ c > 0, n_0 ≥ 0 : ∀ n ≥ n_0 f(n) ≥ c * g(n)`.\n \n #### Espressioni di Ω()\n \n Anche in questa tabella le espressioni sono **dalla più forte alla più debole**.\n \n | Espressione Ω() | Nome |\n |-----------------|------|\n | `Ω(n!)` | Fattoriale |\n | `Ω(a^n)` (per a ≥ 1) | Esponenziale |\n | `Ω(n^k)` (per k ≥ 1) | Polinomiale |\n | `Ω(n³)` | Cubica |\n | `Ω(n²)` | Quadratica |\n | `Ω(n log n)` | nlogn |\n | `Ω(n)` | Lineare |\n | `Ω(n^{1/c})` (per c ≥ 1) | Sublineare |\n | `Ω(log n)` | Logaritmica |\n | `Ω(log log n)` | loglog |\n | `Ω(1)` | Costante |\n \n ## Tight bound\n \n Quando **upper e lower bound coincidono**, allora otteniamo un _tight bound_.\n \n ### θ()\n \n > "Theta" \n > Theta di g(n)\n > "big-Theta"\n \n Anche per il tight bound abbiamo una notazione equivalente a O grande e Omega grande: _Theta grande_!\n \n Diciamo che `f(n) ∈ θ(g(n))` se e solo se `∃ c_1, c_2 > 0, n_0 ≥ 0 : ∀ n ≥ n_0, c_1 * g(n) ≤ f(n) ≤ c_2 * g(n)`.\n \n Ha la particolarità che non valgono tutte le proprietà degli altri due: va usata quindi con cautela!\n \n ## Risorse utili\n \n [khanacademy.org](https://www.khanacademy.org/computing/computer-science/algorithms/asymptotic-notation/a/big-big-theta-notation)\n ')),n(a.r,null,n(a.p,null,"\n # Problemi algoritmici\n \n Un _problema algoritmico_ è un problema matematico che si vuole provare a risolvere con un algoritmo.\n \n > Dati 10 numeri, voglio sapere se sono in ordine crescente oppure no.\n \n ## Caterigorizzazione\n \n I problemi algoritmici si dividono in tre categorie: problemi _trattabili_, problemi _intrattabili_ e problemi _irrisolvibili_.\n \n ### Problema trattabile\n \n Perchè un problema algoritmico sia _trattabile_, deve avere **almeno un algoritmo con upper bound polinomiale**.\n \n > Questo significa che il tempo impiegato da un computer per risolvere il problema rimane ragionevole, e che quindi può essere utilizzato in maniera efficiente.\n \n La trattabilità è un campo ancora parecchio aperto: esistono anche tanti problemi di cui non si è ancora dimostrata la trattabilità o intrattabilità.\n \n > La [fattorizzazione](https://it.wikipedia.org/wiki/Fattorizzazione) è uno di questi problemi: l'assenza di una dimostrazione è ciò che la rende uno dei pilastri della sicurezza informatica moderna.\n \n ### Problema intrattabile\n \n Se **un problema non ha nessun algoritmo con upper bound polinomiale**, allora si dice che è **intrattabile**.\n \n ### Problema irrisolvibile\n \n Se **non esistono algoritmi per risolvere un problema**, allora questo si dice **irrisolvibile**.\n \n > [Dato un algoritmo con certi input, riusciamo a capire con un algoritmo se la sua esecuzione termina o no?](https://en.wikipedia.org/wiki/Halting_problem)\n \n ### Upper e lower bound di problemi\n \n Si può anche trovare un _upper bound_ e un _lower bound_ per un problema, ma bisogna generalizzare di più.\n \n L'**upper bound di un problema** è il minimo upper bound di tutti gli algoritmi che lo risolvono; deve esistere almeno un algoritmo che lo risolva che abbia lo stesso _upper bound_. E' praticamente il tempo migliore per risolvere il problema dato.\n \n Il **lower bound di un problema** è il minimo lower bound di tutti gli algoritmi che lo risolvono; non deve esistere nemmeno un algoritmo che abbia un lower bound migliore. E' il numero assolutamente minimo di operazioni richieste, non si può fare meglio di così.\n \n In particolare, abbiamo che l'_upper bound di un algoritmo_ -> l'_upper bound del suo problema_, \n e il _lower bound di un problema_ -> il _lower bound di un suo algoritmo_.\n \n Generalmente, il _lower bound di un problema_ è una rappresentazione abbastanza accurata della sua difficoltà.\n ")),n(a.r,null,n(a.p,null,"\n # Ricerca binaria\n \n Non credo di aver bisogno di studiare la ricerca binaria, quindi non ho preso appunti a riguardo.\n \n Se non siete me, e state cercando informazioni a riguardo, andate a vedere su Wikipedia!\n ")),n(a.r,null,n(a.p,null,"\n # Divide et impera\n \n Un modo efficace per risolvere un problema è di usare il metodo _divide et impera (et combina)_.\n \n - _Divide_: Divido il problema in **tanti sottoproblemi**.\n - _Impera_: **Risolvo indipendentemente dal resto** ciascuno dei sottoproblemi.\n - _Combina_: **Combino** i risultati dei sottoproblemi per **risolvere il problema principale**.\n \n ## Ricorsione\n \n Un algoritmo (o funzione) si dice _ricorsivo_ quando durante l'esecuzione **richiama sè stesso**.\n \n Dato che tutti gli algoritmi devono avere termine entro un tempo finito, se scriviamo una funzione ricorsiva è fondamentale finire con un **caso base**, che non chiami ulteriormente la ricorsione.\n \n Se esiste una funzione ricorsiva, allora esiste _sempre_ una _funzione iterativa_ che darà lo stesso risultato.\n \n > Sul pratico, una funzione ricorsiva tipicamente è **più costosa** del suo equivalente iterativo: se possibile, quindi, la ricorsione andrebbe evitata.\n \n #### Pseudocodice di esempio\n \n ```python\n def fattoriale(n):\n # Caso base; la ricorsione finisce e dà un risultato fisso\n if n <= 1:\n return 1\n # Caso ricorsivo; la funzione restituisce il risultato di sè stessa (ma con parametri diversi)\n else:\n return n * fattoriale(n - 1)\n ```\n ")),n(a.r,null,n(a.p,null,"\n # Master Theorem\n \n Il _Master Theorem_ è uno dei teoremi più importanti dell'algoritmica.\n \n Esso permette di **calcolare l'upper bound di un algoritmo ricorsivo** in modo piuttosto semplice.\n \n ## Ipotesi\n \n Dato un algoritmo:\n - Con uno o più casi base\n - Che richiama la funzione ricorsiva un numero n di volte\n \n ## Tesi\n \n Allora, il suo upper bound avrà la formula:\n \n ![](https://quicklatex.com/cache3/89/ql_08d29a7e55d561a900570bc83b93ff89_l3.png)\n ")),n(a.r,null,n(a.p,null,"\n # Caso particolare del Master Theorem\n \n ## Ipotesi\n \n Se: \n ![](https://quicklatex.com/cache3/57/ql_e34dc27b42831d3c3ff671b0f3861257_l3.png)\n \n Ovvero, se la dimensione dell'input viene divisa ad ogni ciclo da una costante b, è polinomiale e il caso base è costante...\n \n ## Tesi\n \n Allora: \n ![](https://quicklatex.com/cache3/ca/ql_26e3557a6ca2d6ac4b8481e7c5263fca_l3.png)\n \n > In pratica, se il costo dominante è quello della parte \"fissa\" dell'algoritmo, esso sarà `O(n^d)`, mentre se il costo dominante è quello delle chiamate ricorsive, esso sarà `O(n^{log_b e})`. \n > Se nessuno dei due è dominante... si dividono circa in parti uguali, creando un costo di `O(n^d log n)`.\n ")),n(a.r,null,n(a.p,null,"\n # Ordinamento\n \n Un problema molto frequente nell'informatica consiste nell'**ordinare efficientemente grandi quantità di elementi**.\n \n Esistono [tantissimi](https://it.wikipedia.org/wiki/Algoritmo_di_ordinamento) algoritmi per effettuare l'ordinamento. \n L'**efficienza** di ciascuno **varia** di caso in caso: alcuni sono estremamente efficienti se quasi tutti i numeri sono già nell'ordine giusto; altri, invece, potrebbero impiegare tantissimo tempo.\n \n In termini matematici, abbiamo:\n \n - **Input:** A[n]\n - **Output:** B, ∀ i < n, A[i] ≤ A[i+1]\n \n ## Ordinamento tramite confronto\n \n L'ordinamento \"tradizionale\" è detto _ordinamento tramite confronto_: funziona sempre, e **non ha altri modi di ottenere informazioni** se non con l'operazione logica di confronto tra i dati.\n \n ### Limiti\n \n E' un problema risolto: è dimostrabile che il suo **lower bound** è **`Ω(n log n)`**; possiamo quindi dire che qualsiasi algoritmo di ordinamento è in `Ω(n log n)`, e se riusciamo a trovare un algoritmo di ordinamento in `O(n log n)` siamo riusciti a raggiungere il massimo dell'efficienza.\n \n #### Dimostrazione\n \n Consideriamo **tutte le possibili permutazioni** della sequenza da ordinare: sono `n!`.\n \n Per ogni confronto che effettuiamo, **riduciamo la quantità di permutazioni** correttamente ordinate; prima o poi, rimarrà **una sola possibilità**.\n \n **TODO, non trovo la spiegazione corretta!**\n \n ### Esempi\n \n Algoritmi che effettuano l'ordinamento tramite confronto sono:\n - _Bubble sort_\n - _Merge sort_\n - _Insertion sort_\n - _Quick sort_\n - _Heap sort_\n - E tanti, tanti altri!\n \n ## Ordinamento con altri mezzi\n \n Esistono algoritmi che ricavano informazioni in altri modi, diversi dal confronto.\n \n Essi possono avere un lower bound più basso di `O(n log n)`, però hanno spesso limitazioni sul loro utilizzo.\n \n ### Esempi\n \n - _Counting sort_, indicizza i valori da ordinare\n - _Radix sort_, guarda singolarmente le cifre dei valori\n - _Sleep sort_, sfrutta i thread e la funzione sleep per ordinare valori\n - E altri ancora!\n ")),n(a.r,null,n(a.p,null,"\n # Insertion sort\n \n L'_insertion sort_ è una soluzione **iterativa** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Considero la sequenza divisa in **due parti**: una parte **ordinata** e una parte **non ordinata**.\n \n Parto dal primo elemento della lista: è sempre ordinato con sè stesso. \n Poi, aggiungo uno alla volta i numeri della parte non ordinata a quella ordinata; prima trovo in quale posizione dovrò andare a mettere il numero, poi **faccio slittare tutti i numeri dopo quella posizione** avanti di 1, in modo da **creare lo spazio** in cui infine **inserirò** il numero.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(n²)` | `Ω(n)` | - |\n \n Nel _caso migliore_ (**lista già ordinata**), il numero da inserire è già nella posizione giusta, quindi non devo effettuare altri confronti oltre il primo, rendendo il lower bound dell'algoritmo `Ω(n)`.\n \n Nel _caso peggiore_ (**lista nell'ordine inverso**), dobbiamo confrontare il numero da inserire con tutti gli altri nella parte ordinata: dobbiamo allora eseguire `1+2+3+4+5+… = \\frac{(n-1)(n)}{2}` confronti; ciò significa che l'upper bound è `O(n²)`!\n \n ## Pseudocodice\n \n ```python\n def insertion_sorted(lista):\n # Itero su tutti i numeri della lista, dal primo all'ultimo.\n for divisore_ord in range(len(lista)):\n # Partendo dalla posizione attuale, creo l'indice di divisione numeri ordinati maggiori e minori\n divisore_magg = divisore_ord\n # Faccio slittare avanti i numeri maggiori di quello che stiamo inserendo\n # Se l'indice divisore_magg raggiunge 0, vuol dire che tutti i numeri della lista sono maggiori del numero attuale \n while divisore_magg >= 0 and lista[divisore_magg-1] > lista[divisore_magg]:\n # Scambio la posizione dei due elementi con gli indici specificati\n # Funzione inventata \n lista[divisore_magg], lista[divisore_magg-1] = lista[divisore_magg-1], lista[divisore_magg]\n # Diminuisco il separatore di 1\n divisore_magg -= 1\n ```\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/bn/sorting)\n ")),n(a.r,null,n(a.p,null,"\n # Merge sort\n \n Il _merge sort_ è una soluzione **ricorsiva** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Per questo algoritmo, utilizziamo la tecnica del **divide et impera**.\n \n 1. _Divide_: Divido A in **due parti**.\n 2. _Impera_: Metto **separatamente in ordine** le parti.\n 3. _Unisci_: **Unisco** le due parti.\n \n Consideriamo come **caso base** della ricorsione una parte composta da un numero, che ovviamente è già ordinata con sè stessa.\n \n ### Merge\n \n Per **unire le due parti** usiamo una funzione detta `merge()`.\n \n Costruiamo una nuova sequenza uguale alla sequenza 1, ma **aggiungiamo alla fine un valore sentinella** sempre maggiore di tutti gli elementi contenuti.\n \n > ```\n > | 1 | 3 | 7 | 8 | ∞ |\n > ```\n \n Facciamo **la stessa cosa** per la sequenza due.\n \n > ```\n > | 2 | 4 | 5 | 6 | ∞ |\n > ```\n \n Prendo i primi numeri delle due sequenze e **metto il più piccolo nella sequenza iniziale**.\n \n > ```\n > | 1 | 2 | 3 | | | | | | \n > | | | 7 | 8 | ∞ | \n > | | 4 | 5 | 6 | ∞ | \n > ```\n \n **Continuo** finchè non ho messo tutti i numeri; **grazie alla sentinella non usciremo mai dalla sequenza**, in quanto essa è sempre maggiore di tutti gli altri numeri.\n \n > ```\n > | 1 | 2 | 3 | 4 | 5 | 6 | | | \n > | | | 7 | 8 | ∞ | \n > | | | | | ∞ |\n > ```\n \n Quando **rimangono solo le sentinelle** significa che abbiamo aggiunto tutti gli elementi, e quindi abbiamo finito.\n \n > ```\n > | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | \n > | | | | | ∞ | \n > | | | | | ∞ | \n > ```\n \n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(n log n)` | `Ω(n log n)` | **`θ(n log n)`** |\n \n Il merge sort è un algoritmo ricorsivo con un **caso base in tempo costante** e che **richiama sè stesso 2 volte**.\n \n ```latex\n T(n) =\\\\\n \\\\\n Θ(1) \\qquad n=1\\\\\n 2 T(\\frac{n}{2}) + Θ(n) \\qquad n \\neq 1\n ```\n \n Applicando il **caso particolare del Master Theorem**, otteniamo:\n \n ```latex\n T(n) =\\\\\n \\\\\n Θ(1) \\qquad n=1\\\\\n Θ(n log n) \\qquad n \\neq 1\n ```\n \n ## Pseudocodice\n \n ```python\n def merge_sorted(part):\n # Caso base\n if len(part) == 1:\n return part\n # Divide\n middle = len(part) // 2\n part_a = part[:middle]\n part_b = part[middle:]\n # Impera\n sort_a = merge_sorted(part_a)\n sort_b = merge_sorted(part_b)\n # Combina\n return merge(sort_a, sort_b)\n ```\n \n ## Visualizzazione\n \n [hackerearth.com](https://www.hackerearth.com/practice/algorithms/sorting/merge-sort/visualize/)\n \n [visualgo.net](https://visualgo.net/bn/sorting) (Nota: visualizza solo la fase _Unisci_ del sort)\n ")),n(a.r,null,n(a.p,null,"\n # Quick sort\n \n Il _quick sort_ è un altro approccio **ricorsivo** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Anche qui, applichiamo il **divide et impera**.\n \n 1. _Divide_: Scelgo un **pivot** qualsiasi all'interno della lista. Metto alla sua **sinistra tutti i numeri minori** e alla sua **destra tutti i numeri maggiori**.\n 2. _Impera_: Eseguo un **quick sort su entrambe le sottoliste**.\n \n ### Esempi\n \n #### Iterazione con partizioni bilanciate\n \n Osserviamo come si formi una partizione con tre elementi e una con quattro. \n \n ```\n |¦ [2] 8 7 1 3 5 6 {4}\n 2 |¦ [8] 7 1 3 5 6 {4}\n 2 |8 ¦ [7] 1 3 5 6 {4}\n 2 |8 ¦ [7] 1 3 5 6 {4}\n 2 |8 7 ¦ [1] 3 5 6 {4}\n 2 1 |7 8 ¦ [3] 5 6 {4}\n 2 1 3 |8 7 ¦ [5] 6 {4}\n 2 1 3 |8 7 5 ¦ [6] {4}\n 2 1 3 |8 7 5 6 ¦ [{4}]\n [2 1 3] {4} [8 5 6 7]\n ```\n \n #### Iterazione con partizioni sbilanciate\n \n Osserviamo come si formi una partizione con **zero elementi** e una con tre.\n \n ```\n |¦ [4] 7 3 {1}\n |4 ¦ [7] 3 {1}\n |4 7 |¦ [3] {1}\n |4 7 3 |¦ [{1}]\n [] {1} [4 7 3]\n ```\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(n²)` | `Ω(n log n)` | - |\n \n Il costo della funzione è dato dalla somma del costo per **dividere in due partizioni** con il costo per realizzare il **Quick sort delle due sottopartizioni**\n \n Possiamo applicare allora il **Master Theorem generale**:\n \n ```latex\n T(n)\\\\\n =\\\\\n Θ(1) \\qquad per\\ n = 1\\\\\n T(q) + T(dim_lista - pivot - 1) + Θ(n) \\qquad per\\ n > 1\n ```\n \n ### Il caso migliore\n \n Se il pivot `q` è la **mediana della partizione** che stiamo ordinando, si vengono a creare due _sottopartizioni bilanciate_, e sostituendo otteniamo:\n \n ```latex\n T(n)\\\\\n =\\\\\n Θ(1) \\qquad per\\ n = 1\\\\\n 2 T(\\frac{n}{2}) + Θ(n) \\qquad per\\ n > 1\n ``` \n \n Possiamo allora applicare il **Master Theorem particolare**:\n \n ```latex\n T(n)\\\\\n =\\\\\n Θ(1) \\qquad per\\ n = 1\\\\\n Θ(n log n) \\qquad per\\ n > 1\n ```\n \n ### Il caso peggiore\n \n Se il pivot è uno degli **estremi dell'array**, si creano due _partizioni sbilanciate_: una delle due sottoliste è sempre vuota! \n Allora:\n \n ```latex\n T(n) = T(n-1) + Θ(n)\\\\\n = T(n-2) + Θ(n-1) + Θ(n)\\\\\n = T(n-3) + Θ(n-2) + Θ(n-1) + Θ(n)\\\\\n = …\n ∈ Θ(n^2)\n ```\n \n > \"Non date da mangiare sequenze ordinate al Quicksort, gli sono indigeste.\"\n \n ## Pseudocodice\n \n ```python\n def partition(partizione, inizio, fine):\n \"\"\"Dividi una partizione in due, usando l'ultimo elemento come pivot.\n \n Note utili:\n partizione[fine] è il pivot\n partizione[maggiori] è il primo numero dei maggiori\n partizione[non_iterati] è l'elemento su cui si sta iterando al momento\"\"\"\n # Crea il primo separatore (la | pipe nell'esempio)\n maggiori = inizio\n # Crea il secondo separatore (la ¦ broken pipe nell'esempio)\n non_iterati = inizio\n # Itera su ogni numero tra inizio e fine (escluso!)\n while non_iterati < fine:\n # Se l'elemento su cui stiamo iterando è minore del pivot\n if partizione[non_iterati] <= partizione[fine]:\n # Mettilo nell'insieme dei minori, scambiandolo con il primo numero dei maggiori e incrementando il primo separatore\n partizione[maggiori], partizione[non_iterati] = partizione[non_iterati], partizione[maggiori]\n maggiori += 1\n # Incrementa sempre il secondo separatore\n non_iterati += 1\n # Inserisci il pivot tra le due sottopartizioni create, \n partizione[fine], partizione[non_iterati] = partizione[non_iterati], partizione[fine]\n return maggiori\n ```\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/bn/sorting) (Nota: invece che prendere l'ultimo numero come pivot prende il primo, cambiando leggermente l'algoritmo.)\n \n ## Note per l'esame\n \n > La domanda che fa sempre è **\"Qual è la sequenza di pivot utilizzata?\"**\n \n > Elementi da soli _non_ vengono presi come pivot!\n ")),n(a.r,null,n(a.p,null,'\n # Counting sort\n\n Il _counting sort_ è un approccio diverso all\'ordinamento: **non usa il confronto**!\n \n ## Requisiti\n \n Il counting sort può essere utilizzato solo su **sequenze di numeri interi**, e solo se **siamo a conoscenza del minimo e del massimo** dei numeri contenuti nell\'array, ed essi non sono troppo distanti uno dall\'altro. \n (La memoria occupata dal counting sort aumenta linearmente con la differenza tra minimo e massimo!)\n \n Per semplicità, consideriamo il **minimo `0`**. \n L\'input allora sarà una sequenza di interi `A`, e il valore del **massimo `k`**, tale che `∀ n ∈ A, 0 \\leq n \\leq K`.\n \n ## Funzionamento\n \n Il counting sort **conta le ripetizioni** delle chiavi nella sequenza originale e in seguito **sovrascrive i valori** della sequenza con i valori ordinati ripetuti il numero di volte che sono stati individuati nella sequenza.\n \n > ```\n > 1 4 5 3 4 1 4 2 5 1\n > ```\n >\n > L\'`1` appare 3 volte, il `2` 1 volta, il `3` 1 volta, il `4` tre volte e il `5` due volte.\n >\n > La sequenza viene quindi così sovrascritta:\n > ```\n > 1 1 1 3 4 1 4 2 5 1 # Sovrascriviamo la sequenza con 1 ripetuto 3 volte\n > 1 1 1 2 3 4 4 4 5 1 # Sovrascriviamo la sequenza con 2, 3, 4 ripetuti rispettivamente 1 1 e 3 volte\n > 1 1 1 2 3 4 4 4 5 5 # Sovrascriviamo la sequenza con 5 ripetuto 2 volte: abbiamo finito!\n > ``` \n \n Esiste anche una **versione stabile** del counting sort che, invece che sovrascrivere, **sposta i valori**, mantenendo le informazioni aggiuntive nel caso invece che interi fossero altri tipi di dati.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(k + n)` | `Ω(k + n)` | **`θ(k + n)`** |\n \n L\'algoritmo è composto da quattro parti:\n - Ricerca del minimo e massimo (in `θ(n)`)\n - Inizializzazione dell\'indice (in `θ(k)`)\n - Conteggio dei numeri (in `θ(n)`)\n - Sovrascrittura dei numeri (in `θ(k + n)`)\n \n `2 + O(k) + O(n) + O(k + n) -> O(k + n)`\n \n Notiamo che `k` è costante, l\'algoritmo è `O(n)`, estremamente efficiente.\n \n ## Pseudocodice\n \n ```python\n def counting_sort(lista: typing.List[int]):\n """Ordina in-place una lista con il counting sort."""\n # Trovo la dimensione della lista\n dim = len(lista)\n # Trovo il massimo e il minimo all\'interno della lista\n minimo = min(lista)\n massimo = max(lista)\n # Creo l\'indice dei numeri, in modo che sia lungo k e pieno di 0\n indice = [0 for _ in range(minimo, massimo+1)]\n # Conto i numeri presenti, scorrendo su lista e aggiungendo 1 al numero corrispondente\n for i in range(dim):\n indice[lista[i]] += 1\n # Sovrascrivo i numeri nella lista\n count = 0\n for pos, val in enumerate(indice):\n for _ in range(val):\n indice[count] = pos\n count += 1\n \n def stable_counting_sorted(lista: typing.List[int], k: int) -> typing.List[int]:\n """Ordina stabilmente una lista con il counting sort stabile, e restituiscila."""\n # Trovo la dimensione della lista\n dim = len(lista)\n # Trovo il massimo e il minimo all\'interno della lista\n minimo = min(lista)\n massimo = max(lista)\n # Creo l\'indice dei numeri, in modo che sia lungo k e pieno di 0\n indice = [0 for _ in range(minimo, massimo+1)]\n # Conto i numeri presenti, scorrendo su lista e aggiungendo 1 al numero corrispondente\n for i in range(dim):\n indice[lista[i]] += 1\n # Faccio diventare l\'indice "il numero di numeri \\leq i"\n for i in range(len(indice)):\n if i == 0:\n continue\n indice[i] += indice[i-1]\n assert indice[-1] == dim\n # Creo una nuova lista, che sarà quella che verrà restituita\n nuova = [None for _ in range(dim)]\n # Inizio a posizionare i numeri, al contrario\n for i in range(0, dim, -1):\n nuova[indice[lista[i]]] = lista[i]\n indice[lista[i]] -= 1\n return nuova\n ```\n ')),n(a.r,null,n(a.p,null,"\n ## Introduzione alle Strutture Dati\n\n Una _struttura dati_ è un modo in cui si possono organizzare i dati di un programma.\n \n Si possono definire in due modi: **elementari** e **astratte**.\n \n ### Strutture dati elementari\n \n Le strutture _elementari_ dipendono strettamente dal modo in cui vengono memorizzati i dati.\n \n > **Array** e **liste** sono strutture dati elementari: sono definite dicendo come sono memorizzati i dati, rispettivamente, in celle contigue di memoria e da una serie di nodi con un valore e che puntano al successivo.\n \n ### Strutture dati astratte\n \n Le strutture _astratte_ sono separate dal modo in cui vengono memorizzati i dati, sono più ad alto livello, e si definiscono descrivendo le **proprietà** della struttura e i **metodi** che su di essa possono essere effettuate.\n \n > Una _classe_ in un qualsiasi linguaggio di programmazione è una struttura dati astratta.\n \n > Una _pila_ astratta:\n > - memorizza dati tutti dello stesso tipo\n > - `pop()`, estrae dalla pila l'ultimo valore inserito\n > - `push(val)`, aggiunge alla pila un valore\n > - `top()`, permette di vedere l'ultimo valore inserito nella pila\n > - `vuota()`, dice se la pila è vuota oppure no.\n ")),n(a.r,null,n(a.p,null,'\n # Array\n\n Un _array_ è sequenza di dati di **lunghezza conosciuta**, tutti dello **stesso tipo** e di una **dimensione fissa**, immagazzinata in **blocchi di memoria contigui**.\n \n ## Proprietà\n \n - E\' possibile accedere a tutti i blocchi di memoria conoscendo la loro **posizione relativa al primo** elemento.\n \n ## Metodi\n \n ```python\n class Array:\n def __init__(self, size, type=int): "Crea un array di dimensione size di elementi di tipo int."\n def __getitem__(self, index): "Restituisci il valore alla posizione index."\n def __setitem__(self, index, value): "Cambia il valore alla posizione index."\n ```\n \n ### Costo computazionale\n \n Tutte le operazioni su un array sono in **accesso immediato `O(1)`**!\n ')),n(a.r,null,n(a.p,null,'\n # Lista\n \n Una _lista_ è una sequenza di dati immagazzinata in **blocchi di memoria qualsiasi**.\n \n ## Proprietà\n \n Ogni dato ha un **riferimento** alla collocazione di memoria **successiva** (un puntatore): insieme, sono detti un _nodo_.\n \n E\' di **natura ricorsiva**: qualsiasi nodo di una lista può essere visto come inizio della lista con sè stesso e i suoi successivi.\n \n ## Metodi\n \n ```python\n class LinkedList:\n def __init__(self, value, next: typing.Optional[Node] = None):\n self.value = value\n self.next: typing.Optional[Node] = next\n \n def is_empty(self) -> bool: "Restituisce se la lista è vuota o no."\n def is_full(self) -> bool: "Restituisce se la lista è piena o no.\n def append(self, value): "Aggiunge un nuovo elemento in testa alla lista."\n def insert(self, value, index): "Inserisce un elemento dopo il nodo in posizione index."\n def insert_node(self, value, node): "Inserisce un nuovo elemento subito dopo un dato nodo."\n def find(self, node) -> int: "Trova l\'indice del nodo."\n def delete(self, value): "Elimina il primo nodo con quel valore dalla lista."\n def delete_node(self, node): "Elimina il nodo dalla lista."\n def forward(self, index) -> Node: "Restituisce il nodo in posizione index."\n ```\n \n ### Costo computazionale\n \n #### `List.forward(index)`\n \n Per raggiungere l\'`n`-esimo elemento, bisogna _scorrere tutti gli elementi prima di esso_: è dunque un **accesso sequenziale** in **`O(n)`**.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n ')),n(a.r,null,n(a.p,null,'\n # Coda (Queue)\n\n Una _coda_ è come una pila, ma segue la strategia **First In, First Out** (il primo inserito sarà il primo a essere estratto).\n \n ## Proprietà\n \n - I dati vi possono essere aggiunti solo tramite il **metodo `enqueue()`**\n - I dati possono essere estratti solo tramite il **metodo `dequeue()`**\n - Verranno restituiti i valori inseriti secondo la strategia **First In, First Out** (il primo inserito sarà il primo a essere estratto).\n \n > Hai presente quando fai la fila per pagare al supermercato? Beh, è quello, però non si possono superare le altre persone in nessun modo.\n \n ## Metodi\n \n ```python\n class Queue:\n def __init__(self): "Crea una nuova coda."\n def is_empty(self) -> bool: "Restituisce vero se la coda è vuota."\n def enqueue(self, data): "Aggiunge un dato alla coda."\n def first(self) -> ...: "Restituisce il primo dato della coda."\n def dequeue(self) -> ...: "Restituisce il primo dato della coda e lo rimuove."\n ```\n \n ## Implementazione tramite lista\n \n Posso implementare la coda con una lista, ma per realizzare l\'implementazione più efficiente devo tenere anche un puntatore all\'ultimo elemento della coda, in modo da non doverla scorrere ogni volta che voglio effettuare un\'operazione.\n \n Chiamiamo i due puntatori `head` e `tail` rispettivamente.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n ')),n(a.r,null,n(a.p,null,'\n # Pila (Stack)\n\n Una _pila_ è una struttura dati contenente **valori omogenei**.\n \n ## Proprietà\n \n - I dati vi possono essere aggiunti solo tramite il **metodo `push()`**\n - I dati possono essere estratti solo tramite il **metodo `pop()`**\n - Verranno restituiti i valori inseriti secondo la strategia **Last In, First Out** (l\'ultimo inserito sarà il primo a essere estratto).\n \n > Ci si può immaginare una pila di libri, da cui si può solo prendere un libro alla volta, quello più in alto.\n \n ## Metodi\n \n ```python\n class Stack:\n def __init__(self): "Crea una nuova pila."\n def is_empty(self) -> bool: "Restituisce vero se la pila è vuota."\n def push(self, data): "Aggiunge un dato alla pila."\n def top(self) -> ...: "Restituisce il primo dato della pila."\n def pop(self) -> ...: "Restituisce il primo dato della pila e lo rimuove."\n ```\n \n ## Implementazione tramite lista\n \n Utilizzando una lista possiamo realizzare una pila!\n \n La direzione dei puntatori sarà dall\'ultimo al primo, che non punterà più a nessuno.\n \n Il costo di tutti i metodi è `Θ(1)`!\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n ')),n(a.r,null,n(a.p,null,"\n # Albero radicato\n \n Un _albero radicato_ è una struttura dati di **natura ricorsiva** che organizza i dati in maniera **non-lineare**.\n \n ## Proprietà\n \n - Ogni nodo dell'albero ha un **unico genitore**: `∀ (padre, figlio), (padre' figlio) ∈ E \\implies padre = padre'`\n - Ogni nodo dell'albero può avere **un numero qualsiasi di figli**.\n \x3c!----\x3e\n - I **nodi superiori al padre** vengono chiamati _antenati_.\n - I **nodi inferiori ai figli** vengono chiamati _discendenti_.\n \x3c!----\x3e\n - Nodi **senza padre** sono detti _radice_: `\\notexists (padre, radice) ∈ E`\n - Nodi **con padre e figli** sono detti _rami_ o interni.\n - Nodi **senza figli** sono detti _foglie_.\n \x3c!----\x3e\n - La **distanza** tra il nodo radice e i suoi discendenti è detta _livello_:\n - I figli immediati sono di livello 1.\n - I \"nipoti\" (figli dei figli) sono di livello 2.\n - I figli dei nipoti sono livello 3.\n - E così via.\n - Il **livello massimo** all'interno di un albero è detto _altezza_, _profondità_ oppure _h_, ed è sempre `1 ≤ h ≤ n-1`.\n \x3c!----\x3e\n - Un albero ha sempre `n-1` archi.\n \n ## Alberi particolari\n \n ### Alberi `d`-ari\n \n Un albero _`d`-ario_ è un particolare tipo di albero che **limita il numero massimo di figli di un nodo** a `d`.\n \n > Un albero _binario_ può avere **massimo 2 figli** per ogni nodo; un albero _ternario_ ne può avere **3**; un albero _`17`-ario_ ne potrà avere **17**\n \n #### Alberi completi\n \n Un albero `d`-ario si dice _completo_ se **tutti i nodi hanno 0 o `d` figli**, e mai una numero in mezzo.\n \n #### Alberi bilanciati\n \n Un albero `d`-ario si dice _bilanciato_ se **tutti i livelli eccetto l'ultimo** hanno il numero massimo di figli.\n \n #### Alberi perfettamente bilanciati\n \n Un albero `d`-ario si dice _perfettamente bilanciato_ se **tutti i livelli incluso l'ultimo** hanno il numero massimo di figli.\n \n ##### Particolarità degli alberi binari perfettamente bilanciati\n \n Si può dimostrare per induzione che:\n - Hanno sempre `2^h` foglie.\n - Hanno sempre `2^{h+1}-1` (`\\sum_i=0^n 2^i`) nodi.\n - L'altezza è in `Θ(log n)`.\n \n ## Implementazione degli alberi\n \n Possiamo scegliere se usare una rappresentazione con array o con nodi e puntatori: ognuna ha vantaggi e svantaggi diversi.\n \n ### Implementazione tramite array\n \n E' suggerito se l'albero è regolare; più è simile a un albero d-ario completo, meglio è.\n \n ### Implementazione tramite nodi e puntatori\n \n Più adatta ad alberi irregolari.\n \n Se l'albero è regolare, creiamo il numero esatto di campi:\n \n - Valore\n - Figlio1\n - Figlio2\n - _Opzionale:_ Padre\n \n Se un albero è irregolare, creiamo una specie di lista:\n \n - Valore\n - Primo figlio\n - Prossimo fratello\n - _Opzionale:_ Padre\n ")),n(a.r,null,n(a.p,null,"\n #### Breadth-first search (BFS)\n\n La _breadth-first search_ è un algoritmo che visita **ogni livello** dell'albero in ordine, dal più basso al più alto.\n \n ## Funzionamento\n \n > 1. __Visita radice__\n > 2. __Visita figli__\n > 3. __Visita nipoti__\n > 4. __Visita pronipoti__\n \n Si può implementare con una coda, in cui verranno inseriti i figli del nodo visitato da visitare ed estratti dopo avere completato la visita del livello attuale.\n \n ## Pseudocodice \n \n ```python\n def bfs(radice):\n c = Queue()\n c.enqueue(radice)\n while not c.is_empty():\n nodo = c.dequeue()\n print(nodo)\n for figlio in nodo.figli:\n nodo.enqueue(figlio)\n ```\n ")),n(a.r,null,n(a.p,null,"\n # Depth-First Search\n\n La _depth-first search_ è un algoritmo che visita **tutti i sottoalberi di un figlio** prima di passare ad un altro sfruttando la natura ricorsiva degli alberi.\n \n ## Funzionamento\n \n Ci sono diverse versioni della depth-first search: ognuna visita la radice in un momento diverso.\n \n ### DFS previsita (pre-order)\n \n La _DFS pre-visita_ visita la **radice per prima**, poi tutti i sottoalberi formati dai figli uno dopo l'altro.\n \n > 1. __Visita radice__\n > 2. dfs_pre_order(figlio1)\n > 3. dfs_pre_order(figlio2)\n \n ### Postvisita (post-order)\n \n La _DFS postvisita_ visita prima tutti i sottoalberi dei figli, e **alla fine la radice**.\n \n > 1. dfs_post_order(figlio1)\n > 2. dfs_post_order(figlio2)\n > 3. __Visita radice__\n \n ### Invisita (in-order)\n \n La _DFS invisita_ visita **un certo numero di figli**, poi la radice, e infine i figli restanti.\n \n > 1. dfs_in_order(figlio1, 1)\n > 2. __Visita radice__\n > 3. dfs_in_order(figlio2, 1)\n ")),n(a.r,null,n(a.p,null,"\n # Albero binario di ricerca\n\n ## Proprietà\n \n - Albero **binario**\n - Chiavi appartenenti ad un **insieme totalmente ordinato** (N, Q, R, ma non C)\n \x3c!----\x3e\n - Per ogni nodo con valore `x`, se un valore `v` è nel sottoalbero di sinistra allora `v ≤ x`, mentre se è nel sottoalbero di destra allora `v > x`.\n \n ## Costo computazionale\n \n - Trovare un valore: `O(h)`\n - Ordinare i valori: `O(n)`\n - Trovare il minimo: `O(h)`\n - Trovare il massimo: `O(h)`\n - Inserire un elemento: `O(h)`\n - Cancellare un elemento: `O(h)`\n \n `h` vale `log n` in un albero perfettamente bilanciato, e più l'albero diventa sbilanciato, più si avvicina a `n`, raggiungendola nel caso l'albero sia una lista.\n \n ## Pseudocodice\n \n ### Cancellazione ricorsiva\n \n ```python\n def delete(tree, key):\n if tree is not None:\n # Se ho trovato il nodo che cercavo...\n if tree.key == key:\n # E c'è una sola diramazione...\n # Semplicemente stacca il nodo come in una lista.\n if tree.left is None:\n return tree.right\n if tree.right is None:\n return tree.left\n # Altrimenti, diventa il minimo dell'albero di destra\n tree.key = tree.right.min()\n # Ed eliminalo dal sottoalbero\n tree.right = delete(tree.right, tree.key)\n # Se la chiave attuale è diversa da quella che cerchiamo, continuo a navigare l'albero\n elif tree.key < key:\n tree.left = delete(tree.left, key)\n else:\n tree.right = delete(tree.right, key)\n return tree\n ```\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/bst)\n \n ## Approfondimenti\n \n Esistono alberi più avanzati che mantengono le proprietà degli alberi binari di ricerca, ma che si autobilanciano, come il [Red Black Tree](https://it.wikipedia.org/wiki/RB-Albero).\n ")),n(a.r,null,n(a.p,null,'\n # Heap binario\n \n L\'_heap binario_ è un **albero binario bilanciato a sinistra**.\n \n ## Proprietà\n \n - _Proprietà strutturale_:\n - L\'albero è **perfettamente bilanciato** in tutti i livelli tranne l\'ultimo\n - Nell\'ultimo livello, le foglie occupano le **posizioni più a sinistra** possibili\n - _Proprietà di ordinamento_:\n - La chiave di un qualsiasi nodo è **più piccola** di tutte quelle dei nodi **del suo sottoalbero**\n \n ## Metodi\n \n ```python\n class Heap:\n def __init__(self, H): ...\n def _heapify_ancestors(self, i): "Ripristina le proprietà dell\'heap per il nodo all\'indice specificato e i suoi genitori."\n def minimum(self): "Restituisce la chiave con il valore minimo in H."\n def decrease_value(self, index, new_value): "Diminuisce il valore della chiave all\'indice index a new_value."\n def insert(self, value): "Inserisci un nuovo valore nell\'albero."\n def _heapify_children(self, i): "Ripristina le proprietà dell\'heap per il nodo all\'indice specificato e i suoi figli."\n def pop(self): "Restituisce la chiave con il valore minimo, e la elimina."\n def from_list(l): "Crea un heap da una lista."\n ```\n \n ## Implementazione con un array\n \n Possiamo implementare l\'albero utilizzando un array con le chiavi dell\'albero memorizzate nell\'ordine _breadth-first_.\n \n L\'indice del figlio sinistro può essere trovato a `2i+1`, mentre l\'indice del figlio sinistro può essere trovato a `2i+2`; il genitore è a `i//2-1`.\n \n ### Pseudocodice\n \n ```python\n class Heap:\n def __init__(self, size):\n self.array = Array(size) # Il tipo Array non esiste; consideriamolo pseudocodice\n self.next_value = 0\n \n def _heapify_ancestors(self, index)\n """Ripristina le proprietà dell\'heap per il nodo all\'indice specificato e i suoi genitori.\n \n Costo:\n O(log n)"""\n # Trovo l\'indice del genitore\n parent = index // 2 - 1\n # Controllo se viene mantenuta la proprietà di ordinamento dell\'heap\n if self.array[index] < self.array[parent]:\n # Scambio i valori dei due nodi\n self.array[index], self.array[parent] = self.array[parent], self.array[index]\n # Faccio la stessa cosa con il genitore\n self._heapify(parent)\n \n \n def minimum(self):\n """Restituisce la chiave con il valore minimo in H.\n \n Costo:\n O(1)"""\n return self.array[0]\n \n def decrease_value(self, index, new_value):\n """Diminuisce il valore della chiave all\'indice index a new_value.\n \n Costo:\n O(log n)"""\n # Diminuisco il valore del nodo\n self.array[index] = new_value\n # Aggiorno l\'heap \n self._heapify(index)\n \n def insert(self, value):\n """Inserisci un nuovo valore nell\'albero.\n \n Costo:\n O(log n)"""\n # Trovo l\'indice in cui inserire il valore\n index = self.next_index \n # Aggiungo il valore in fondo\n self.array[index] = value\n # Aggiorno l\'heap\n self._heapify(index)\n \n def _heapify_children(self, index):\n """Ripristina le proprietà dell\'heap per il nodo all\'indice specificato e i suoi figli.\n \n Costo:\n O(log n)"""\n # Trovo l\'indice dei figli\n left = index * 2 + 1\n right = index * 2 + 2\n # Mi assicuro che i figli esistano\n try:\n # Guardo quale dei figli è maggiore\n if self.array[left] > self.array[right]:\n # Scambio i valori\n self.array[left], self.array[index] = self.array[index], self.array[left]\n # Ripeto la procedura sul figlio modificato\n self._heapify_children(left)\n else:\n # Scambio i valori\n self.array[right], self.array[index] = self.array[index], self.array[right]\n # Ripeto la procedura sul figlio modificato\n self._heapify_children(left)\n except IndexError:\n # La foglia non ha figli: ho finito!\n return\n \n def pop(self):\n """Restituisce la chiave con il valore minimo, e la elimina.\n \n Costo:\n O(log n)"""\n # Mi salvo il valore della radice\n value = self.array[0]\n # Sostituisco la radice con l\'ultima foglia a destra\n self.array[0], self.array[self.next_value] = self.array[self.next_value], self.array[0]\n ### Non bisognerebbe eliminare la foglia...?\n # Riordino l\'heap\n self._heapify_children(0)\n return value\n \n @staticmethod\n def from_list(l):\n """Crea un heap da una lista.\n \n Costo:\n O(n log n), ma si può abbassare"""\n heap = Heap(len(l)))\n heap.array = Array.from_list(l) # Pseudocodice\n heap.next_value = len(l)\n # Cominciamo a riordinare l\'heap dalla fine, in modo che rispetti le proprietà\n for index in range(heap.next_value, 0, -1):\n heap._heapify_children(index)\n ```\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/heap)\n ')),n(a.r,null,n(a.p,null,"\n # Coda con priorità\n \n La _coda con priorità_ è una struttura dati dal funzionamento molto simile a quello di una coda, ma invece che restituire il primo elemento inserito, essa restituisce l'**elemento con il valore di priorità minore**.\n \n ## Proprietà\n \n - Ogni elemento è una coppia costituita da **valore** e **priorità** (un numero intero).\n - Nuovi elementi possono essere aggiunti solo tramite il **metodo `insert()`**\n - Gli elementi possono essere estratti solo tramite il **metodo `pop()`**\n - Verranno restituiti i valori inseriti secondo la strategia **Lower Priority** (l'elemento con la priorità minore sarà il primo ad essere restituito).\n - E' possibile diminuire la priorità di un elemento (e quindi anticipare la sua estrazione)\n \n ## Metodi\n \n ```python\n class PriorityQueue:\n def __init__(self): ...\n def insert(self, new_elem: Element): ...\n def minimum(self) -> Element: ...\n def pop(self) -> Element: ...\n def decrease_priority_for(self, elem: Element, priority: int): ...\n ```\n \n ## Implementazione con lista\n \n E' possibile implementare la coda con priorità tramite una **lista**: l'inserimento di nuovi valori diventerà molto efficiente, ma tutte le altre operazioni saranno linearmente lente.\n \n ### Costo computazionale\n \n - *insert()*: `O(1)`\n - *minimum()*: `O(n)`\n - *pop()*: `O(n)`\n - *decrease_priority_for()*: `O(n)`\n \n ## Implementazione con lista ordinata\n \n Implementando la coda con priorità con una **lista ordinata** si avrà un costo di ordinamento elevato negli inserimenti e modifiche alla priorità, ma costi costanti nell'estrazione di un elemento.\n \n ### Costo computazionale\n \n - *insert()*: `O(n)`\n - *minimum()*: `O(1)`\n - *pop()*: `O(1)`\n - *decrease_priority_for()*: `O(n)`\n \n ## Implementazione con heap\n \n La **soluzione migliore** è quella di implementare la coda con priorità tramite un **heap**: tutti i costi saranno logaritmici, eccetto l'inserimento che sarà costante.\n \n - `insert()` costa `O(1)`\n - `minimum()` costa `O(log n)`\n - `pop()` costa `O(log n)`\n - `decrease_priority_for()` costa `O(log n)`\n \n ## Approfondimenti\n \n Esistono code con priorità che restituiscono **l'elemento con priorità maggiore**, invece che quello minore.\n ")),n(a.r,null,n(a.p,null,"\n # Heap sort\n\n L'_heap sort_ è un algoritmo di ordinamento per confronto **iterativo**.\n \n ## Funzionamento\n \n Per effettuare un heap sort, creiamo un **heap massimo** in cui inseriamo tutti i valori che vogliamo ordinare.\n \n Una volta applicate le proprietà dell'heap, chiamiamo una versione particolare di `heap.pop()` che invece che rimuovere dall'array i valori estratti li posiziona nello spazio creatosi in fondo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(n log n)` | `Ω(n log n)` | **`θ(n log n)`** |\n ")),n(a.r,null,n(a.p,null,"\n # Grafo\n \n Un _grafo_ è una struttura dati che rappresenta elementi interconnessi tra loro.\n \n Esistono due tipi di grafi: _orientati_ e _non orientati_.\n \n Per semplicità, consideriamo i nostri nodi numerati da 1 a `n`.\n \n ## Proprietà\n \n - Gli elementi sono rappresentati tramite _nodi_.\n - Il loro _grado_ è dato dal **numero degli archi** che vi incidono.\n - Se il grafo è orientato, hanno anche un _in-degree_ (**numero di archi entranti**) e un _out-degree_ (**numero di archi uscenti**).\n - Le connessioni tra elementi sono rappresentate tramite _archi_.\n - Un arco _incide_ esattamente su **due nodi**.\n - Se il grafo è orientato, sono _uscenti_ da uno dei due nodi ed _entranti_ nell'altro.\n - Sono matematicamente meno del **quadrato dei nodi**.\n \n ## Grafi particolari\n \n ### Catena\n \n Una _catena_ è un **grafo non orientato** composto da una **sequenza di nodi** aventi un **grado massimo di 2** tutti collegati tra loro.\n \n ### Cammino\n \n Un _cammino_ è un **grafo orientato** composto da una **sequenza di nodi** aventi un **in-degree** e un **out-degree** **massimo di 1**, collegati tra loro in modo che partendo dal primo e seguendo gli archi sia possibile arrivare all'ultimo.\n \n ### Cricca\n \n Una _cricca_ è un grafo in cui **tutti i nodi sono collegati tra loro**.\n \n Se il grafo è **non orientato**, la cricca ha `((n-1)n)/2` archi.\n \n Se il grafo è **orientato**, ha per ogni coppia un arco in entrambe le direzioni, quindi ha `(n-1)n` archi.\n \n ### Direct Acyclic Graph\n \n Un _DAG_ è un grafo diretto che non contiene nessun ciclo.\n \n Su di esso possiamo effettuare un ordinamento, detto _linearizzazione_, tra i nodi: otteniamo l'_ordine topologico_.\n \n I primi elementi dei DAG sono detti _Source_ (_Sorgente_), mentre gli ultimi sono detti _Sink_ (_Pozzo_).\n \n #### Albero\n \n Un **albero** può essere considerato un DAG con una **sorgente singola** e le **foglie come pozzi**.\n \n ### Grafo fortemente connesso\n \n Un insieme di nodi `V` di un **grafo diretto** `G` si dice una _componente fortemente connessa_ se:\n \n 1. Per ogni coppia di nodi `∀ u, v ∈ V' : ∃ un cammino u->v in G'`\n 2. Massimale (non può diventare più grande)\n \n > Praticamente una componente fortemente connessa è un gruppo di nodi tra i quali si può viaggiare liberamente da e a qualsiasi nodo al suo interno.\n \n Un grafo si dice _fortemente connesso_ se l'insieme `V` coincide con l'insieme dei nodi del grafo `G`.\n \n > Se partendo da qualsiasi nodo di un grafo riesco ad arrivare a qualsiasi altro nodo, allora il grafo è fortemente connesso.\n \n Inoltre, se creiamo un nuovo grafo, in cui **ogni nodo rappresenta una componente fortemente connessa** del nostro grafo iniziale, **otteniamo un DAG**, perchè tutti i cicli sono stati integrati nella componente.\n \n ### Trasposto di un grafo\n \n Il _trasposto_ di un **grafo diretto** `G` è il grafo stesso con gli archi che però vanno nella **direzione opposta**.\n \n ### Grafo pesato\n \n Un _grafo pesato_ è un particolare grafo che associa a ciascun arco un **costo** per attraversarlo.\n \n #### Costi negativi\n \n I costi possono anche essere negativi: rappresenteranno allora un **guadagno** ottenuto attraversando il nodo.\n \n ### Minimum spanning tree\n \n Un _minimum spanning tree_ è il **sottoinsieme degli archi** di un **grafo non diretto** che **connettono tutti i nodi** con il **minor costo possibile**.\n \n I MST hanno [molte proprietà](https://en.wikipedia.org/wiki/Minimum_spanning_tree#Properties); sono troppe da scrivere qui, e probabilmente non ci interesseranno nemmeno.\n \n ## Implementazione tramite matrice di adiacenza\n \n Possiamo implementare un grafo creando una **matrice di `bool` di dimensione `n * n`** in cui le **caselle collegate sono vere** e le caselle non collegate sono false.\n \n > Ad esempio, possiamo implementare un grafo non orientato in questo modo (`█` indica l'esistenza di un collegamento e ` ` indica la sua assenza):\n >\n > | |1|2|3|\n > |-|-|-|-|\n > |1|░|░|░|\n > |2|█|░|░|\n > |3|█| |░|\n >\n > Esistono gli archi `1-2` e `1-3`, ma non esiste un collegamento `2-3`.\n \n > Un grafo orientato invece si può implementare così:\n >\n > | |1|2|3|\n > |-|-|-|-|\n > |1|░|█| |\n > |2|█|░| |\n > |3|█| |░|\n >\n > Esistono gli archi `1->2`, `2->1` e `3->1`, ma non ci sono collegamenti `2->3`, `1->3` e `3->2`.\n \n ### Costo computazionale\n \n #### Tempo\n \n Le matrici di adiacenza portano alla realizzazione di algoritmi molto veloci: verificare l'esistenza di un arco è in `O(1)`!\n \n Abbiamo però penalità significative quando vogliamo effettuare operazioni sugli archi: ad esempio, trovare il trasposto di un grafo implementato con una matrice di adiacenza è in `O(nodi²)`.\n \n #### Memoria\n \n E' poco efficiente in quanto a memoria: l'upper bound è in `O(n^2)`. \n \n ## Implementazione tramite liste di adiacenza\n \n Un'alternativa alla matrice di adiacenza è quella di creare un'**array di liste**, le quali contengono i **vicini di ciascun nodo**.\n \n > |Posizione|Lista|\n > |-|-|\n > |1|[2, 3]|\n > |2|[]|\n > |3|[1]|\n >\n > Esistono gli archi `1->2`, `1->3`, e `3->1`, ma non esistono `2->1`, `2->3` e `3->2`.\n \n ### Costo computazionale\n \n #### Tempo\n \n Utilizzando le liste di adiacenza, il tempo richiesto per verificare l'esistenza di un arco sale a `O(max-out-degree)`.\n \n E' efficace però quando il problema che vogliamo risolvere riguarda operazioni su archi: trovare la trasposta è in `O(archi)`.\n \n #### Memoria \n \n La memoria richiesta dalle liste di adiacenza è minore di quella delle matrici: l'upper bound è in `O(nodi + archi)`.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/graphds)\n ")),n(a.r,null,n(a.p,null,"\n # Visitare un grafo\n \n Come per gli alberi radicati, esistono due modi per visitare un grafo: _depth-first search_ e _breadth-first search_.\n \n In entrambi i casi, non visito mai due volte lo stesso nodo, e come risultato ottengo **molteplici alberi**, il cui insieme viene detto _foresta di copertura_.\n \n Se il grafo che vogliamo visitare è diretto, allora dobbiamo **considerare come vicini solo gli archi uscenti**\n \n ## Depth-first search\n \n La DFS ci può risultare utile per **identificare le componenti connesse** di un grafo e **identificare eventuali cicli**.\n \n ### Funzionamento\n \n Posso utilizzare la DFS per classificare gli archi di un grafo in quattro categorie:\n \n - _Tree_, archi che ci fanno **scoprire un nuovo nodo**\n - _Forward_, archi che ci portano a un **discendente**\n - _Back_, archi che ci portano ad un **antenato**\n - _Cross_, archi che **connettono due sottoalberi** diversi\n \n Usiamo due array inizializzati a 0 chiamati `pre` e `post`, grandi quanto il numero di archi del grafo, che ci indicano rispettivamente quando un nodo è stato scoperto e quando è terminata la visita. \n Inoltre, creiamo una variabile `clock` che avanza ad ogni evento. \n Alla scoperta di un nuovo nodo, mettiamo il valore attuale di `clock` all'interno di `pre[n]`. \n Alla fine della visita di un nodo invece mettiamo il valore di `clock` in `post[n]`.\n \n **Durante la visita**, gli archi avranno i seguenti valori:\n - _Tree_: `pre[dst] == 0`\n - _Forward_: `pre[src] < pre[dst] && post[dst] > 0`\n - _Back_: `pre[dst] < pre[src] && post[dst] == 0`\n - _Cross_: Tutti gli altri (`post[dst] < pre[src]`)\n \n **A fine visita**, gli archi avranno i seguenti valori:\n - _Tree_: `pre[dst] < pre[dst] < post[dst] < pre[src]`\n - _Forward_: `pre[dst] < pre[dst] < post[dst] < pre[src]`\n - _Back_: `pre[src] < pre[dst] < post[dst] < post[src]`\n - _Cross_: `pre[dst] < post[dst] < pre[src] < post[src]`\n \n Se un **grafo non diretto** contiene degli **archi Back**, allora esso **conterrà un ciclo**.\n \n #### DFS nel grafo trasposto\n \n Se effettuo una DFS sul trasposto di un grafo, posso **scoprire i nodi che hanno un cammino verso l'origine**.\n \n #### DFS nella componente fortemente connessa\n \n Se effettuo una DFS in una componente fortemente connessa e nella sua trasposta, il **`post` della trasposta sarà sempre minore** del `post` della componente originale.\n \n ### Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(nodi + archi)` | `Ω(nodi + archi)` | **`θ(nodi + archi)`** |\n | Memoria | `O(nodi)` | `Ω(nodi)` | **`θ(nodi)`** |\n \n ### Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/dfsbfs)\n \n ## Breadth-first search\n \n La BFS ci può risultare utile per **trovare tutti i nodi a una certa distanza** da un'origine.\n \n ### Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | `O(nodi + archi)` | `Ω(nodi + archi)` | **`θ(nodi + archi)`** |\n | Memoria | `O(nodi + archi)` | `Ω(nodi + archi)` | **`θ(nodi + archi)`** |\n \n ### Pseudocodice\n \n Come per gli alberi, la implementiamo in modo **iterativo**:\n \n ```python\n queue = [starting_node]\n parents = [None for node in graph.nodes]\n distance = [-1 for node in graph.nodes]\n \n # TODO: controllami quando sei più sveglio\n \n while queue:\n node, source, distance = queue.pop(0)\n parents[node.number] = source\n distance[node.number] = distance\n for neighbour in node.neighbours:\n queue.append((neighbour, node, distance+1))\n ```\n \n > Nella coda, la distanza massima tra un nodo e l'altro è 1.\n \n ### Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/dfsbfs)\n ")),n(a.r,null,n(a.p,null,"\n # Algoritmi greedy\n\n Un modo per risolvere problemi algoritmici può essere usare una **tecnica** _greedy_.\n \n Le tecniche greedy consistono nel effettuare tanti piccoli passi, ed effettuare una **scelta** in base ai dati **locali al passo attuale**.\n \n > Scegli il numero di monete più piccole possibili per comporre €1.12.\n >\n > L'algoritmo cerca di scegliere sempre la moneta più grande possibile compatibile con il prezzo in quel momento, quindi:\n > | Moneta scelta | Rimanente |\n > |---------------|-----------|\n > | € 1.00 | € 0.12 |\n > | € 0.10 | € 0.02 |\n > | € 0.02 | € 0.00 |\n \n ## Esempi\n \n Sono algoritmi greedy:\n \n - L'_Algoritmo di Dijkstra_\n - L'_Algoritmo di Kruskal_\n - L'_Algoritmo di Prim_\n ")),n(a.r,null,n(a.p,null,"\n # Percorso più breve\n\n Trovare il _percorso più breve_ (o _cammino minimo_) tra due nodi di un **grafo pesato** è un problema frequente nell'informatica; per questo, sono stati sviluppati [numerosi algoritmi](https://en.wikipedia.org/wiki/Shortest_path_problem) per risolverlo.\n \n > Ad esempio, il pathfinding dei nemici nei videogiochi, oppure Google Maps!\n \n ## Percorso più breve da una sorgente singola\n \n Una sottocategoria del problema del percorso più breve è il caso in cui ci interessa sapere i percorsi più brevi che **partono da uno specifico nodo del grafo**: è detto problema del _percorso più breve da una sorgente singola_, o _single-source shortest path_.\n \n Si può notare che se il grafo contiene **costi negativi** allora è possibile che il percorso più breve non esista, in quanto diventa possibile la comparsa di **cicli di costo infinitamente negativo**.\n \n Possiamo notare che, se il percorso più breve tra `A` e `D` è `A-B-C-D`, allora il cammino minimo tra `B` e `D` passerà obbligatoriamente per `C` (`B-C-D`).\n Diremo più avanti che il percorso più breve ha una **sottostruttura ottimale**.\n \n ### Esempi\n \n Alcuni algoritmi che trovano il percorso più breve sono:\n - L'_Algoritmo di Dijkstra_\n - L'_Algoritmo di Bellman-Ford_\n - La [_ricerca A*_](https://en.wikipedia.org/wiki/A*_search_algorithm)\n ")),n(a.r,null,n(a.p,null,"\n # Algoritmo di Dijkstra\n \n L'_Algoritmo di [Dijkstra](https://upload.wikimedia.org/wikipedia/commons/8/85/Dijkstra.ogg)_ è un algoritmo che risolve il problema del **percorso più breve da una sorgente singola** per grafi con pesi **reali positivi** `\\mathbb{R}^+`.\n \n L'algoritmo trova tutti i percorsi più brevi per raggiungere qualsiasi nodo del grafo partendo da un dato nodo, assieme al costo richiesto per farlo.\n \n ## Funzionamento\n \n 1. Separiamo tutti i nodi del grafo in due gruppi: **visitati** e **non visitati**. \n - Tutti i nodi partono da **non visitati**.\n 2. Per ogni nodo, manteniamo un valore \"**costo richiesto per raggiungerlo**\", che verrà cambiato man mano che l'algoritmo avanza.\n - Il costo di partenza è `+∞`.\n - Il costo sarà **definitivo per i nodi visitati**, e **provvisorio per i non visitati**.\n 3. Creiamo un insieme detto _frontiera_ che conterrà tutti i **nodi non visitati adiacenti** a quelli visitati.\n 4. Prendiamo il nodo iniziale, che avrà un **costo di `0`**, e definiamolo il nodo _attuale_.\n 5. Finchè ci sono dei nodi non sono stati visitati, ripetiamo il seguente ciclo:\n 1. Aggiungiamo i nodi adiacenti al nodo attuale alla frontiera.\n - Il costo per raggiungerli sarà il **costo per il nodo attuale sommato al costo dell'arco** che li connette al nodo attuale. \n Se questo **costo** risulta essere **minore del costo provvisorio** precedente, esso **diventerà il nuovo costo**.\n - Questa operazione è detta _rilassamento dell'arco_.\n 2. Facciamo diventare **visitato** il nodo attuale.\n - Il percorso che abbiamo fatto per raggiungerlo è obbligatoriamente il più breve.\n 3. Il prossimo nodo attuale sarà il nodo di frontiera con un costo più basso.\n - Per questo, è possibile definire l'algoritmo di Dijkstra come un **algoritmo greedy**.\n \n ### Non funziona se...\n \n L'algoritmo smette di funzionare nel caso in cui siano presenti **costi negativi** e il grafo non sia **aciclico**, in quanto non saremmo mai in grado di rendere visitato un nodo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | `O(nodi + archi) log nodi)` |\n \n ### Scomposizione\n \n - Inizializzazione: `O(nodi)`\n - Creazione coda priorità: `O(nodi log nodi)`\n - Ciclo: `O((nodi + archi) log nodi)`\n \n ## Pseudocodice\n \n ```python\n import math\n \n class Info:\n def __init__(self, distance=math.inf, previous=None):\n self.distance = distance\n self.previous = previous\n \n def dijkstra(graph, start):\n data = [Info() for node in graph.nodes]\n queue = PriorityQueue([start])\n while queue:\n node = queue.pop()\n for arc in node.connections:\n other = arc.other(node)\n if data[node.number].distance + arc.cost < data[other].distance:\n data[other].distance = data[node.number].distance + arc.cost\n queue.decrease_priority_for(other, data[other].distance)\n data[v].previous = node\n return data\n ```\n \n ## Visualizzazione\n \n [Visualgo](https://visualgo.net/en/sssp)\n ")),n(a.r,null,n(a.p,null,"\n # Algoritmo di Bellman-Ford\n\n L'_Algoritmo di Bellman-Ford_ è un algoritmo che, come l'Algoritmo di Dijkstra, risolve il problema del **percorso più breve da una sorgente singola**, però, a differenza da quest'ultimo, l'Algoritmo di Bellman-Ford accetta in input anche grafi con pesi **reali** `\\mathbb{R}` (sia positivi, sia negativi).\n \n ## Funzionamento\n \n L'approccio dell'algoritmo è simile a quello di Dijkstra: entrambi usano il **rilassamento** degli archi per ottenere un costo provvisorio per il raggiungimento di un nodo, ma invece che rilassare solo l'arco con costo inferiore, questo algoritmo **rilassa tutti gli archi** ripetutamente, eliminando la frontiera e il problema dei nodi negativi.\n \n L'operazione di rilassamento è ripetuta `nodi - 1` volte, ovvero la **lunghezza massima** di un cammino aciclico all'interno di un grafo.\n \n Possiamo individuare dopo i rilassamenti se è presente un nodo con un **ciclo negativo**: ci basta controllare se esiste un arco che connette due nodi con una distanza incompatibile: se `a.distanza + arco.costo < b.distanza`, allora è presente un ciclo negativo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | `O(nodi * archi)` |\n \n ## Pseudocodice\n \n > TODO\n \n ## Visualizzazione\n \n [Visualgo](https://visualgo.net/en/sssp)\n ")),n(a.r,null,n(a.p,null,'\n # Disjoint set\n \n Il _disjoint set_ è una struttura dati che rappresenta elementi di un insieme raggruppati in **sottoinsiemi disgiunti**.\n \n ## Metodi\n \n ```python\n class DisjointNode:\n def __init__(self): ...\n def find_set(self): "Trova il rappresentante dell\'elemento."\n def union(self, other): "Unisce i sottoinsiemi che contengono questo nodo e `other`."\n ```\n \n ## Implementazione tramite array\n \n Possiamo implementare il disjoint set con due array: uno per l\'**indice del rappresentante** e uno per il **rango dell\'insieme**.\n \n Un singoletto avrà **sè stesso come rappresentante** e **rango `0`**.\n \n ### Costo computazionale\n \n - *create_set()*: `O(1)`\n - *find_set()*: `O(h)`\n - *union()*: `O(h)`\n \n ### Pseudocodice\n \n ```python\n class DisjointNode:\n def __init__(self):\n self.parent = self\n self.rank = 0\n \n def find_set(self):\n element = self\n while self.parent != element:\n element = self.parent\n return element\n \n def union(self, other):\n repres_self = self.find_set()\n repres_other = other.find_set()\n if repres_self == repres_other:\n return\n if repres_self.rank < repres_other.rank:\n repres_greater = repres_other\n repres_lesser = repres_self\n else:\n repres_greater = repres_self\n repres_lesser = repres_other\n repres_lesser.parent = repres_greater\n if repres_greater.rank == repres_lesser.rank:\n repres_greater.rank += 1\n ```\n \n ### Visualizzazione\n \n [cs.usfca.edu](https://www.cs.usfca.edu/~galles/JavascriptVisual/DisjointSets.html)\n ')),n(a.r,null,n(a.p,null,"\n # Trovare il minimum spanning tree\n\n Un altro problema ricorrente riguardante i grafi è trovare il _minimum spanning tree_ di un dato grafo non diretto.\n \n > E' utile per trovare il modo più efficiente per connettere le cose: ad esempio, per decidere la struttura di una rete internet!\n \n ## Esempi\n \n Gli algoritmi principali che risolvono il problema sono due, ed entrambi sono **algoritmi greedy**:\n \n - L'_Algoritmo di Kruskal_\n - L'_Algoritmo di Prim_\n ")),n(a.r,null,n(a.p,null,"\n # Algoritmo di Kruskal\n \n L'_Algoritmo di Kruskal_ è un algoritmo **greedy** che **trova il minimum spanning tree** di un grafo.\n \n ## Funzionamento\n \n 1. Ripetiamo questa procedura finchè tutti i nodi non sono connessi:\n 1. Prendiamo ad ogni passo **l'arco meno costoso** del grafo non ancora aggiunto all'insieme.\n 2. Assicuriamoci che **non si creino cicli**: se non se ne verrebbero a creare, possiamo **aggiungere l'arco all'insieme**.\n - Gli archi devono quindi connettere nodi in **componenti connesse diverse**.\n - Possiamo rappresentare le componenti connesse con un **Disjoint Set**.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | `O(archi²)` |\n \n ### Scomposizione\n \n - DisjointSet.__init__(): `O(archi)`\n - Per ogni ciclo: `O(archi²)`\n - DisjointSet.find_set(): `O(1)`\n - DisjointSet.union(): `O(archi)`\n \n ## Pseudocodice\n \n ```python\n def minimum_spanning_tree_kruskal(graph):\n ds = DisjointSet()\n for node in graph.nodes:\n ds.create_set(node)\n arcs = []\n sorted_arcs = sorted(graph.arcs, key=lambda arc: arc.cost)\n for arc in sorted_arcs:\n if ds.find_set(node.start) != ds.find_set(node.end):\n arcs.append(arc)\n ds.union(node.start, node.end)\n return arcs\n ```\n ")),n(a.r,null,n(a.p,null,"\n # Algoritmo di Prim\n \n L'_Algoritmo di Prim_ è un altro algoritmo **greedy** che **trova il minimum spanning tree** di un grafo.\n \n ## Funzionamento\n \n Creo una **coda con priorità** in cui inserisco tutti gli archi visibili dal mio albero, in cui la chiave è il **costo dell'arco**.\n \n Per trovare l'arco con costo più piccolo posso **estrarre un arco** dalla coda: la priorità ci garantisce che esso è l'**arco meno costoso**.\n \n Aggiungo allora un nuovo nodo all'albero, e con esso, **aggiungo alla coda** tutti gli **archi che scoprono un nuovo nodo**.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | `O(archi + nodi log nodi)` |\n \n ## Pseudocodice\n \n ```python\n import math\n \n def minimum_spanning_tree_prim(graph, cost_array, start_node):\n # E' un Array di bool: se l'indice corrispondente al nodo è uguale a true, vuol dire che il (nodo è contenuto nell'albero.\n contains = [False for _ in range(len(graph))]\n # Contiene il precedente di ogni nodo \n prev = [None for _ in range(len(graph))]\n # Contiene il costo per arrivare a quel nodo\n cost = [math.inf for _ in range(len(graph))]\n # Creo la priority queue\n pq = PriorityQueue(graph.arcs, key=lambda arc: arc.cost)\n # Parto dal nodo `start_index`\n # Il costo dell'origine è 0.\n cost[start_node.index] = 0\n contains[start_node.index] = True\n \n while not pq.is_empty():\n new_node = pq.pop()\n contains[new_node.index] = True\n for arc in new_node.connections:\n other_node = arc.other(new_node)\n if not contains[other_node.index] and cost[other_node.index] > arc.cost:\n cost[other_node.index] = arc.cost\n prev[other_node.index] = new_node\n pq.decrease_priority_for(other_node, arc.cost)\n # L'array di prev rappresenta un albero.\n return prev\n ```_\n ")),n(a.r,null,n(a.p,null,"\n # Compressione\n\n _Comprimere_ un file significa **ridurne le dimensioni** senza modificarne il significato.\n \n ## Categorie\n \n ### Compressione lossless\n \n Nella _compressione lossless_, i dati possono essere decompressi riottenendo una copia identica dell'originale.\n \n > Immaginiamo un file che contiene solo le lettere `a, b, c, d, e, f`.\n >\n > Le lettere compaiono con questa frequenza:\n > |a|b|c|d|e|f|\n > |45%|13%|12%|16%|9%|5%|\n >\n > Possiamo codificare le lettere nel seguente modo:\n > |a|b|c|d|e|f|\n > |`0b0`|`0b100`|`0b101`|`0b111`|`0b1100`|`0b1101`|\n >\n > Scrivere `abacadae` richiederebbe 64 bits con la codifica ASCII estesa, ma in questo modo riusciamo a scriverlo con soli 17 bits!\n \n Le codifiche di un file compresso devono rispettare la proprietà del _Codice a prefisso_, che dice che **nessun codice deve essere il prefisso di un altro codice**; altrimenti, si avrebbero ambiguità nella decodifica.\n \n > a = `1`\n > b = `11`\n >\n > `111` è `ab`, `ba` oppure `aaa`?\n \n Creiamo allora un _albero di decodifica_: un **albero binario** che, leggendo uno ad uno i bit codificati, ci permette di arrivare al **valore del codice presente sulle foglie** dell'albero.\n \n Gli alberi di decodifica sono sempre **completi**.\n \n > Un albero di decodifica incompleto sarebbe non ottimizzato!\n \n #### Esempi\n \n - .png\n - .flac\n - .zip\n - ...\n \n ### Compressione lossy\n \n Nella _compressione lossy_, alcuni dati [solitamente](http://needsmorejpeg.com/) irrilevanti vengono perduti: non si può, dunque, ricostruire l'originale.\n \n #### Esempi\n \n - .jpeg\n - .mp3\n - ...\n ")),n(a.r,null,n(a.p,null,"\n # Algoritmo di Huffman\n\n L'_Algoritmo di Huffman_ è un **algoritmo greedy** per la **costruzione di un albero di decodifica**.\n \n ## Funzionamento\n \n 1. Costruisco **un albero** (con un solo nodo) **per ogni elemento dell'alfabeto**.\n 2. Associo ad **ogni albero la frequenza dell'elemento** da cui è stato creato, per poi inserire tutti gli elementi in una coda con priorità.\n 3. Finchè non ho **un albero solo**:\n 1. Estraggo dalla coda i **due alberi con frequenza minore**.\n 2. **Li rendo fratelli**, creando un nuovo nodo in cui sono uno figlio destro e uno figlio sinistro.\n 3. Associo al nuovo nodo la **somma delle frequenze dei due alberi**, e inserisco il nuovo albero nella coda.\n \n > È molto raro che venga un albero \"dritto\"; se succede, probabilmente c'è qualcosa che non va.\n ")),n(a.r,null,n(a.p,null,"\n # Dizionario\n \n Un _dizionario_ è una struttura dati che **associa dei valori a delle chiavi**.\n \n ## Proprietà\n \n - Ogni elemento del dizionario è un **valore** che è stato **associato a una chiave**.\n - Possiamo aggiungere nuovi elementi con il **metodo `add(chiave, valore)`**.\n - Posiamo estrarre elementi con il **metodo `get(chiave)`**, che restituirà il valore associato a `chiave`.\n - E' possibile rimuovere elementi con il **metodo `delete(chiave)`**.\n - Due elementi con **chiavi diverse** non devono **mai restituire lo stesso valore**.\n \n ## Metodi\n \n Beh... Non ha molto senso in questo caso...\n \n ```python\n dict()\n ```\n \n ## Implementazione con tabella hash\n \n Una _tabella hash_ è un'array di coppie **chiave-valore**, che formano l'insieme _universo_.\n \n Per determinare l'**indice dell'array** in cui inserire una coppia, usiamo una [funzione _hash_](https://it.wikipedia.org/wiki/Hash#Algoritmo_di_hash) sulla chiave, che restituirà **numeri da `0` a `len(hash_table)`**.\n \n ### Risoluzione collisioni\n \n Potrebbe capitare però che **due chiavi diverse abbiano lo stesso indice**. Dobbiamo allora usare un metodo di _risoluzione collisioni_, che mi permetta di distinguere tra chiavi diverse.\n \n #### Lista di trabocco\n \n Possiamo salvare nell'array **liste di coppie** chiave-valore; in caso di collisione, **aggiungo un nuovo elemento alla lista**.\n \n In media, ciascuna di queste liste conterrà `elementi_inseriti / dimensione_tabella` elementi.\n \n #### Indirizzamento aperto\n \n Possiamo decidere di mettere le coppie che non trovano posto nel loro indice in **un altro indirizzo vuoto** dell'array.\n \n Ci sono diversi modi in cui decidere il nuovo indirizzo, ognuno con vantaggi e svantaggi: si può scegliere quello successivo, oppure il primo vuoto dell'array, oppure un indirizzo casuale.\n \n > Python, nei `dict`, usa indirizzamento aperto pseudorandom.\n \n ### Costo computazionale\n \n - Aggiungere una chiave: `O(n)`\n - Trovare una chiave: `O(n)`\n - Eliminare una chiave: `O(n)`\n ")),n(a.r,null,n(a.p,null,"\n # Programmazione dinamica\n \n La _programmazione dinamica_ è una **tecnica** di programmazione che prevede l'**estensione di una soluzione ottima precedente**.\n \n Tutti i problemi in cui si può applicare si possono risolvere anche con la **ricorsione**, ma a differenza della ricorsione, questa tecnica riesce ad evitare di ricalcolare la soluzione per ogni chiamata ricorsiva, ottenendo quindi tempi molto migliori.\n \n Si può applicare solo se un problema ha una **sottostruttura ottimale**, ovvero se la soluzione ottima di un sottoproblema è inclusa nella soluzione ottima del problema. \n \n ## Esempi\n \n - _Problema dello zaino_\n - ...\n \n > Il cammino minimo per raggiungere un nodo in un DAG è dato da `arco.costo + arco.primo_nodo.costo_cammino_minimo()`.\n >\n > ```python\n > def SPD_PD(graph, start):\n > distance = [float(inf) for node in graph.nodes]:\n > distance[start] = 0\n > # I nodi devono essere in ordine di linearizzazione\n > for node in graph.nodes:\n > distance[node] = min([(arc.cost + distance[arc.other(node)] for arc in node.connections])\n > ```\n \n > Ho una sequenza di interi da `a_1` a `a_n`. Voglio trovare la sottosequenza crescente più lunga.\n >\n > 5 2 3 4 7 3 6 3 1 6\n >\n > Trovo tutte le sequenze lunghe 1, e le rendo nodi di un grafo diretto.\n >\n > Da ogni nodo, creo una connessione verso i suoi maggiori.\n >\n > Infine, cerco i cammini massimi del grafo. \n > \n > Essi saranno la soluzione del problema.\n \n > Trova la lunghezza della sottosequenza più lunga che termina con `j`.\n >\n > `L[j]` = lunghezza della sottosequenza più lunga che termina in `j`\n > \n > ```python\n > L[j] = max([1 + L[node] for arc in node.connections)]\n > ```\n >\n > Esempio:\n > ```python\n > L[9] = max([1+L[8], 1+L[3], 1+L[6]])\n > ```\n ")),n(a.r,null,n(a.p,null,"\n # Problema dello zaino\n \n Il problema dello zaino è un problema _pseudo-trattabile_: non abbiamo dimostrazioni di se sia trattabile o intrattabile.\n \n ## Descrizione\n \n > Sei un ladro, e devi mettere **più refurtiva possibile** nello zaino per scappare. \n > Lo zaino può portare **al massimo `dim` kili**.\n >\n > **Quali** (e quanti) oggetti scegli?\n \n | Input | Output |\n |-------|--------|\n | `dim`ensione_zaino, `n`umero_oggetti, `oggetto.peso`, `oggetto.valore` | `profitto_massimo` |\n \n ## Categorie\n \n ### Problema con ripetizione\n \n Puoi prendere **tutte le copie che vuoi** di un oggetto.\n \n #### Soluzione\n \n `K(dim)` è il valore massimo ottenibile con uno zaino di capacità `dim`.\n \n > Se `i` appartenesse alla soluzione ottima, allora `K(dim) = i.valore + K(dim - i.peso)`...\n \n Possiamo dire che `K(dim) = max(i.valore + K(dim - i.peso))`.\n \n Inoltre, `K(0) = 0`.\n \n Ci salviamo tutte le soluzioni da `K(0)` a `K(dim)`, e le usiamo per calcolare il massimo in seguito.\n \n Calcolare `K(dim)` avrà allora un costo di `O(n * dim)`:\n - `n`, perchè trovare il massimo è un'operazione lineare\n - `dim`, perchè `dim` sono tutti i casi tra i quali devo andare a provare\n \n Il costo computazionale, allora, è in `O(n * dim)`. \n \n Però, il **tempo richiesto** dal nostro algoritmo dipende non dalla lunghezza dell'input, bensì dal **valore numerico** di `dim`, che corrisponde alla dimensione dell'array delle soluzioni. \n Allora, si dice che l'algoritmo è in **tempo _pseudo-polinomiale_**.\n \n ### Problema senza ripetizione\n \n Si può prendere **ogni oggetto una volta sola**.\n \n #### Soluzione _bruteforce_\n \n Scelgo se prendere o no l'item 1.\n \n Si creano due percorsi:\n - Non prendo l'oggetto: `valore = 0, peso = 0`\n - Prendo l'oggetto: `valore = oggetto.valore, peso = oggetto.peso`\n \n Continuo a creare percorsi, creando una specie di albero binario.\n \n Se a un certo punto vedo che `valore = x, peso = K` e `valore < x, peso = K`, allora posso escludere automaticamente tutto il sottoalbero destro, perchè non può essere migliore del sinistro: allora, sarò riuscito a ridurre il numero dei casi rispetto alla ricorsione.\n \n ### Problema in due variabili\n \n `K(j, w)` = massimo valore ottenibile con uno zaino di capacità `w` scegliendo gli item da `1` a `j`.\n \n Non possiamo più applicare la soluzione bruteforce, perchè abbiamo due variabili, `j` e `w`.\n \n Allora, prendo l'elemento `j`. Esso può essere o non essere nella soluzione: mi calcolo entrambe le alternative, e mi tengo l'alternativa dal valore più alto.\n \n Se `j` non è nella soluzione, il risultato diventerà `K(j-1, w)`; se invece è nella soluzione, il risultato sarà `j.valore + K(j-1, w-j.peso)`.\n \n In pratica, prendiamo\n \n ```latex\n K(j, w) = max\n \\begin{cases}\n V_j + K(j-1, w-w_j)\n K(j-1, w)\n \\end{cases}\n ```\n \n Costruisco allora una matrice con `j` su un asse e `w` sull'altro. \n Riempio le caselle con il valore di `K(j, w)`. \n Nella casella con `K(j, w)` avremo la soluzione ottima.\n \n Il tempo necessario per riempire tutte le caselle è nuovamente `O(n * w)`, ancora **pseudopolinomiale**.\n \n Per sapere che oggetti ho messo o no devo tenere traccia in qualche modo della catena del calcolo, usando, ad esempio, una pila.\n ")),n(a.r,null,n(a.p,null,"\n # Problemi intrattabili\n \n ## Problema di Set-Cover\n \n ### Input\n \n `U`niverso di `e`lementi\n \n `S`ottoinsieme di `s`ottoinsiemi di elementi di `U`\n \n ### Output\n \n Il minimo `S'`ottoinsieme di `s`ottoinsiemi che copra completamente `U`.\n \n ### Soluzione in `O(n^d)`\n \n Non c'è.\n \n ### Non-soluzione alternativa\n \n Faccio una scelta greedy, ma non posso dimostrare in alcun modo che la soluzione ottenuta sia quella ottima. \n Infatti, l'algoritmo non dà sempre la soluzione ottima, ma dà una soluzione accettabile in tempo polinomiale.\n \n Seleziono sempre il sottoinsieme che copre più elementi mancanti possibili.\n \n #### Costo computazionale\n \n `Costo greedy <= log(numero_elementi) * Costo ottimo`\n ")))}}.call(this,i("hosL").h)}}]); +//# sourceMappingURL=route-AlgoritmiEStruttureDati.chunk.c3842.js.map \ No newline at end of file diff --git a/docs/route-AlgoritmiEStruttureDati.chunk.c3842.js.map b/docs/route-AlgoritmiEStruttureDati.chunk.c3842.js.map new file mode 100644 index 0000000..e51f11d --- /dev/null +++ b/docs/route-AlgoritmiEStruttureDati.chunk.c3842.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/AlgoritmiEStruttureDati.js"],"names":["r","String","raw"],"mappings":"s+GAEMA,EAAIC,OAAOC,IAGF,qBACX,OACI,aACI,EAAC,IAAD,KACI,EAAC,IAAD,KAAWF,EAAX,OA+EJ,EAAC,IAAD,KACI,EAAC,IAAD,guFA8CJ,EAAC,IAAD,KACI,EAAC,IAAD,ipGA6CJ,EAAC,IAAD,KACI,EAAC,IAAD,+1BAiBJ,EAAC,IAAD,KACI,EAAC,IAAD,2rPA0IJ,EAAC,IAAD,KACI,EAAC,IAAD,mtGA6CJ,EAAC,IAAD,KACI,EAAC,IAAD,oUAQJ,EAAC,IAAD,KACI,EAAC,IAAD,o1DAgCJ,EAAC,IAAD,KACI,EAAC,IAAD,0yBAoBJ,EAAC,IAAD,KACI,EAAC,IAAD,0/BAmBJ,EAAC,IAAD,KACI,EAAC,IAAD,qgGAqDJ,EAAC,IAAD,KACI,EAAC,IAAD,4gGA6CJ,EAAC,IAAD,KACI,EAAC,IAAD,+pJAyGJ,EAAC,IAAD,KACI,EAAC,IAAD,29MAsIJ,EAAC,IAAD,KACI,EAAC,IAAD,0uLAkGJ,EAAC,IAAD,KACI,EAAC,IAAD,kpDA2BJ,EAAC,IAAD,KACI,EAAC,IAAD,6mCAuBJ,EAAC,IAAD,KACI,EAAC,IAAD,qyEAyCJ,EAAC,IAAD,KACI,EAAC,IAAD,g/DAmCJ,EAAC,IAAD,KACI,EAAC,IAAD,uzDAqCJ,EAAC,IAAD,KACI,EAAC,IAAD,8rIAgFJ,EAAC,IAAD,KACI,EAAC,IAAD,uqCA4BJ,EAAC,IAAD,KACI,EAAC,IAAD,yjDAkCJ,EAAC,IAAD,KACI,EAAC,IAAD,m5FAyDJ,EAAC,IAAD,KACI,EAAC,IAAD,q3PA+IJ,EAAC,IAAD,KACI,EAAC,IAAD,6zGA4DJ,EAAC,IAAD,KACI,EAAC,IAAD,o6BAkBJ,EAAC,IAAD,KACI,EAAC,IAAD,m0QAmJJ,EAAC,IAAD,KACI,EAAC,IAAD,uhLAiGJ,EAAC,IAAD,KACI,EAAC,IAAD,soCAyBJ,EAAC,IAAD,KACI,EAAC,IAAD,2tDAwBJ,EAAC,IAAD,KACI,EAAC,IAAD,s5IAuEJ,EAAC,IAAD,KACI,EAAC,IAAD,8yDA4BJ,EAAC,IAAD,KACI,EAAC,IAAD,myFA6DJ,EAAC,IAAD,KACI,EAAC,IAAD,msBAeJ,EAAC,IAAD,KACI,EAAC,IAAD,4mEA2CJ,EAAC,IAAD,KACI,EAAC,IAAD,y2FAoDJ,EAAC,IAAD,KACI,EAAC,IAAD,uiFAsDJ,EAAC,IAAD,KACI,EAAC,IAAD,skCAiBJ,EAAC,IAAD,KACI,EAAC,IAAD,q8FAoDJ,EAAC,IAAD,KACI,EAAC,IAAD,2rFAmDJ,EAAC,IAAD,KACI,EAAC,IAAD,s1JAwFJ,EAAC,IAAD,KACI,EAAC,IAAD,8wC","file":"route-AlgoritmiEStruttureDati.chunk.c3842.js","sourcesContent":["import {Markdown, Panel} from \"bluelib\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n
\n \n {r`\n # Algoritmi e Strutture Dati\n\n Docente: [**Manuela Montangero**](mailto:manuela.montangero@unimore.it)\n\n Crediti: **9 CFU** (72 ore di lezione)\n\n Orario di ricevimento: **Giovedì dalle 14:30 alle 16:30**\n _Mandare una mail prima, altrimenti potrebbe andarsene_\n\n\n #### Regole particolari per le email\n\n - Oggetto \"ASD\"\n - Mail **firmata** con **nome e cognome**\n - Mail spedita dall'**account Unimore**\n\n ### Materiale\n\n Libri:\n - **Introduzione agli Algoritmi e Strutture Dati** di _T.H. Cormen, C. E. Leiserson, R. L. Rivest, C. Stein_\n\n **[Dolly (FIM)](https://dolly.fim.unimore.it/2018/course/view.php?id=26)**\n\n ### Tutorato\n\n Tutor: [**Gianluca d'Addese**](mailto:tutoratoalgoritmi@gmail.com)\n\n Cosa: **Esercizi sugli argomenti visti a lezione** e **preparatori all'esame**\n\n Quando: **Mercoledì dalle 09:00 alle 11:00**...?\n\n ### Esame\n\n Per iscriversi all'esame, bisogna aver passato:\n\n - Analisi matematica (propedeutica)\n - Programmazione I\n\n Formato:\n\n - Prima prova scritta\n - Risolvere problemi con algoritmi proposti a lezione\n - E' un test sulla preparazione\n - Dura 1h30m\n - Non si può usare nessun tipo di materiale\n - Seconda prova scritta\n - Proponi soluzioni per nuovi problemi non studiati a lezione\n - Domande teoriche sugli argomenti studiati\n - Dura 2h\n - E' il giorno dopo la prima prova\n - Si può utilizzare qualsiasi materiale, ma non deve permettere di comunicare\n - Orale facoltativo\n - Solo per chi supera entrambi gli scritti\n - Domande su quello che abbiamo visto a lezione (\"perchè gli algoritmi funzionano?\")\n - Informare via email entro 3 giorni dalla pubblicazione degli esiti della seconda prova\n - L'orale potrebbe migliorare o peggiorare il voto (anche \"molto\")\n\n **Attenzione:** Vengono verbalizzati anche i voti insufficienti; ricordarsi di rifiutarli!\n\n Ci sono i seguenti appelli:\n\n - 3 appelli tra Giugno e Luglio\n - 1 appello a Settembre\n - 2 appelli a Gennaio e Febbraio\n\n Vale il salto di appello se:\n\n - Uno studente regolarmente iscritto **non si presenta** all'appello e non ha avvisato via email almeno il giorno prima.\n - Uno studente ha riportato una **grave insufficienza** in uno dei due scritti, e l'appello successivo è nella stessa sessione\n\n\n ### Note\n\n Il corso è ben collegato con quello di Programmazione 2.\n\n Dormire non fa bene!\n `}\n \n \n {`\n # Il nome del corso\n\n ## Cosa sono gli algoritmi?\n\n Gli algoritmi sono modi sistematici per risolvere problemi.\n\n Sono fondamentali per sviluppare software, in quanto i computer sono eccellenti esecutori di algoritmi.\n\n ## Come si sviluppa un algoritmo?\n\n Innanzitutto, bisogna conoscere gli _input_ e gli _output_ del problema, rispettivamente i dati di partenza e i dati di arrivo di esso; si ha quindi una fase di **ricerca**.\n\n Poi, si deve trovare un procedimento che ci faccia risolvere il nostro problema: è quello che faremo in questa materia!\n\n Infine, bisogna scrivere la soluzione in un modo che possa essere eseguita da un computer: questa è la **programmazione**.\n\n ## Che tipo di problemi possiamo risolvere?\n\n Un algoritmo risolve problemi di tipo generale, non ci interessa sapere _il risultato di 123+456_, ma vogliamo sapere _il risultato di x+y_, dove x e y sono due numeri naturali qualsiasi.\n\n Un problema può essere quindi considerato circa come una **funzione matematica**, che connette ogni input a un output corrispondente.\n\n ## Che caratteristiche ha un algoritmo?\n\n Per prima cosa, ripetendo l'algoritmo più volte con lo stesso ingresso deve dare sempre la stessa uscita come **risultato**, finendo in un **tempo finito**.\n\n Deve essere **ben ordinato**: cambiando l'ordine in cui vengono effettuate le operazioni, è probabile che anche il risultato cambi!\n\n Le sue istruzioni devono essere **non ambigue**, cioè che non possano essere interpretate in più modi, e **effettivamente realizzabili**, cioè realizzabili con l'esecutore che vogliamo usare per eseguire l'algoritmo.\n\n ## Esistono algoritmi equivalenti?\n\n **Sì!** Possono esserci due algoritmi che dati gli stessi input, hanno gli stessi output, e quindi risolvono lo stesso problema.\n\n In compenso, possono avere un numero di operazioni diverse, e quindi essere **uno più veloce** (da eseguire) dell'altro.\n\n ## Come si verifica la correttezza di un algoritmo?\n\n L'algoritmo deve essere **valido per tutti gli input**, anche se questi sono infiniti.\n\n Possiamo effettuare prove matematiche per verificarne la correttezza; il **principio di induzione** è dunque una dei teoremi fondamentali dell'algoritmica.\n\n Possiamo però verificare la _non correttezza_ di un algoritmo trovando un singolo controesempio.\n `}\n \n \n {`\n # Efficienza degli algoritmi\n \n Un buon algoritmo deve essere **efficiente**, ovvero deve usare il minimo delle risorse necessarie, come _usare il minimo di tempo possibile_.\n \n ## Come misuriamo il tempo necessario?\n \n Cerchiamo di astrarre il tempo dal particolare esecutore, e andiamo a contare il numero di operazioni elementari richieste per eseguire il nostro algoritmo nel caso peggiore.\n \n Un algoritmo efficiente, infatti, all'aumentare dei dati in ingresso, diventerà sempre più veloce rispetto a uno non efficiente, anche su computer più lenti!\n \n > Il [Bubble Sort](https://en.wikipedia.org/wiki/Bubble_sort) è sempre più lento di un [Tree Sort](https://en.wikipedia.org/wiki/Tree_sort), anche su computer più lenti, perchè, dovendo ordinare liste sempre più lunghe, prima o poi si raggiunge un punto in cui il primo è più veloce (in termini di tempo) dell'altro.\n \n Dobbiamo andare a vedere, quindi, _il numero di operazioni richieste per ottenere il risultato nel caso peggiore_.\n \n Consideriamo operazioni sia operazioni aritmetiche sia operazioni logiche, e diciamo che ciascuna costa 1.\n \n > L'[algoritmo di Euclide](https://it.wikipedia.org/wiki/Algoritmo_di_Euclide) per l'MCD costa \\`3\\` per ogni iterazione (un giro del ciclo \\`while\\`). Diciamo, allora, che costa \\`3n\\`, dove \\`n\\` è il numero più alto dei due, perchè nel caso peggiore (uno dei due numeri è 1) l'algoritmo compie \\`n\\` iterazioni.\n \n ## Altri parametri ottimizzabili\n \n È possibile che alcuni algoritmi per vari motivi cerchino di ottimizzare altri parametri diversi dal tempo, come ad esempio _la dimensione dell'input_ o la _memoria utilizzata_. \n \n > Generalmente, questo viene fatto sui dispositivi embedded, con memoria molto limitata.\n \n ### Criteri di costo di memoria\n \n Ci sono vari criteri con cui stimare la memoria richiesta da un dato: è possibile che il costo risultante vari in base al criterio scelto!\n \n #### Criterio di costo logaritmico\n \n Un dato costa il numero di bit necessari per rappresentarlo.\n \n > Un int che contiene il numero \\`n\\` costa \\`log_2(n)\\`. \n > Un array di \\`[n]\\` numeri tutti uguali costa \\`n log_2(n)\\`.\n \n #### Criterio di costo uniforme\n \n Un dato costa il numero di elementi che lo costituiscono.\n \n > Un int che contiene il numero \\`n\\` costa \\`1\\`. \n > Un array di \\`[n]\\` numeri costa \\`n\\`. \n > Una matrice \\`[m][n]\\` costa \\`m*n\\`.\n `}\n \n \n {`\n # Modelli algoritmici\n\n Per progettare un algoritmo, abbiamo bisogno di sapere le proprietà del nostro esecutore, ovvero il suo _modello algoritmico_.\n \n > Ad esempio, dobbiamo sapere quali istruzioni è in grado di eseguire, e quanto tempo queste istruzioni richiedono.\n \n ## Il modello RAM\n \n Il modello in uso su tutti i computer attuali è il _modello RAM_: \n \n - In ogni cella di memoria può essere archiviato un dato.\n - Il **tempo di accesso** alle celle è **costante** per tutte le celle.\n - La **memoria** principale è **infinita**.\n - Si ha **un solo processore**.\n `}\n \n \n {`\n # Notazione asintotica\n \n La _notazione asintotica_ è un sistema per **stimare** velocemente il costo di un algoritmo complesso.\n \n Ci permette di **confrontare velocemente il caso peggiore** degli algoritmi.\n \n In particolare, consideriamo il _rapporto tra il numero di operazioni nel caso peggiore e la dimensione dell'input_.\n \n ## Limiti\n \n Possiamo dare a questa stima dei limiti, superiore e inferiore, che rappresenteranno rispettivamente un costo che non sarà **mai superato** e un costo che verrà **sempre superato**.\n \n Chiameremo questi limiti _upper bound_ e _lower bound_; la loro combinazione darà un _tight bound_.\n \n L'obiettivo sarà di _ricavare i bound più precisi possibile_ per un dato algoritmo, ovvero l'**upper bound più basso** e il **lower bound più alto**.\n \n ### O grande\n \n > \"O grande\" \n > O di g(n)\n > \"big-O\"\n \n Per rappresentare la stima, useremo una notazione particolare, detta _O grande_, con la seguente proprietà:\n - Date due funzioni \\`f(n) : N -> R\\` e \\`g(n) : N -> R\\`, diremo che \\`f(n) ∈ O(g(n))\\` se e soltanto se \\`∃ c > 0, n ≥ n_0\\` tali che \\`∀ n ≥ 0, f(n) ≤ c * g(n)\\`\n \n Quando una funzione è O grande di un altra, significa che **asintoticamente, la funzione in O grande è sempre maggiore di quella che sta venendo stimata**.\n \n > **Ipotesi** \n > - \\`f(n) = 2n² + 3n + 6\\` \n > - \\`g(n) = n²\\`\n >\n > **Tesi** \n > - \\`f(n) ∈ O(n²)\\`.\n >\n > **Svolgimento** \n > Scrivo una disequazione, lasciando intatto il termine noto: \n > 1. \\`2n² + 3n + 6 ≤ 2n² + 3n² + 6\\` \n > 2. \\`n² ≤ 2n² + 3n² + n² = 6n²\\` per \\`n ≥ 3\\`\n >\n > Sappiamo, allora, che \\`2n² + 3n + 6 ≤ 6n²\\`.\n \n #### Espressioni di O grande\n \n Questa tabella rappresenta le espressioni di O grande più comunemente utilizzate, in ordine **dalla più forte alla più debole**.\n \n > Più forte significa che, per ogni riga della tabella, tutte le righe sottostanti sono contenute nell'espressione.\n >\n > Ad esempio, \\`O(n) ∈ O(1)\\`.\n \n | Espressione O() | Nome |\n |-----------------|------|\n | \\`O(1)\\` | Costante |\n | \\`O(log log n)\\` | loglog |\n | \\`O(log n)\\` | Logaritmica |\n | \\`Ω(n^{1/c})\\` (per c ≥ 1) | Sublineare |\n | \\`O(n)\\` | Lineare |\n | \\`O(n log n)\\` | nlogn |\n | \\`O(n²)\\` | Quadratica |\n | \\`O(n³)\\` | Cubica |\n | \\`O(n^k)\\` (per k ≥ 1) | Polinomiale |\n | \\`O(a^n)\\` (per a ≥ 1) | Esponenziale |\n | \\`O(n!)\\` | Fattoriale |\n \n #### Polinomiale\n \n Molto spesso, noteremo che il tempo richiesto da una funzione è O grande di un polinomio di grado K, ovvero \\`f(n) ∈ O(n^k)\\`.\n \n Notiamo che in questi casi, possiamo semplificare l'O grande al grado massimo del polinomio.\n \n > Ad esempio, \\`O(n² + n + 1) = O(n²)\\`.\n \n ##### Dimostrazione\n \n Per \\`n > 0 \\\\and 0 ≤ i ≤ k\\`: \n ![LaTeX](https://latex.codecogs.com/png.latex?a_k%20n^k%20+%20a_{k-1}%20n^{k-1}%20+%20%E2%80%A6%20+%20a_1%20n%20+%20a_0%20%E2%89%A4%20|a_k|%20n^k%20+%20|a_{k-1}|%20n^k%20+%20%E2%80%A6%20+%20|a_1|%20n^k%20+%20|a_0|%20n^k%20=%20(|a_k|%20+%20|a_{k-1}|%20+%20%E2%80%A6%20+%20|a_1|%20+%20|a_0|)%20n^k)\n \n #### Proprietà di O grande\n \n 1. \\`f(n) ∈ O(g(n)) -> ∀ a > 0, a * f(n) ∈ O(g(n))\\`.\n 2. \\`f(n) ∈ O(g(n)), d(n) ∈ O(h(n)) -> f(n) + d(n) ∈ O(g(n) + h(n)) -> O(max\\\\{g(n), h(n)\\\\})\\`\n 3. \\`f(n) ∈ O(g(n)), d(n) ∈ O(h(n)) -> f(n) * d(n) ∈ O(g(n) * h(n))\\`\n \n In pratica, se una funzione è la _somma di più termini_, basta guardare l'**\\`O()\\` più grande** tra tutti i suoi termini; se invece una funzione è un _prodotto di più termini_, si possono **omettere le costanti**, e l'\\`O()\\` finale sarà dato dal **prodotto degli \\`O()\\`** dei termini.\n \n ## Lower bound\n \n Possiamo anche stimare il _lower bound_, il limite inferiore: il **numero minimo di operazioni** che viene effettuato **nel caso migliore** con la **massima dimensione dell'ingresso**.\n \n ### Ω()\n \n > \"Omega\" \n > Omega di g(n)\n > \"big-Omega\"\n \n Esiste un equivalente di O grande per il lower bound: è detto _Omega grande_, o più semplicemente _Omega_, e funziona nello stesso identico modo, solo... al contrario.\n \n Diremo che \\`f(n) ∈ Ω(g(n))\\` se e solo se \\`∃ c > 0, n_0 ≥ 0 : ∀ n ≥ n_0 f(n) ≥ c * g(n)\\`.\n \n #### Espressioni di Ω()\n \n Anche in questa tabella le espressioni sono **dalla più forte alla più debole**.\n \n | Espressione Ω() | Nome |\n |-----------------|------|\n | \\`Ω(n!)\\` | Fattoriale |\n | \\`Ω(a^n)\\` (per a ≥ 1) | Esponenziale |\n | \\`Ω(n^k)\\` (per k ≥ 1) | Polinomiale |\n | \\`Ω(n³)\\` | Cubica |\n | \\`Ω(n²)\\` | Quadratica |\n | \\`Ω(n log n)\\` | nlogn |\n | \\`Ω(n)\\` | Lineare |\n | \\`Ω(n^{1/c})\\` (per c ≥ 1) | Sublineare |\n | \\`Ω(log n)\\` | Logaritmica |\n | \\`Ω(log log n)\\` | loglog |\n | \\`Ω(1)\\` | Costante |\n \n ## Tight bound\n \n Quando **upper e lower bound coincidono**, allora otteniamo un _tight bound_.\n \n ### θ()\n \n > \"Theta\" \n > Theta di g(n)\n > \"big-Theta\"\n \n Anche per il tight bound abbiamo una notazione equivalente a O grande e Omega grande: _Theta grande_!\n \n Diciamo che \\`f(n) ∈ θ(g(n))\\` se e solo se \\`∃ c_1, c_2 > 0, n_0 ≥ 0 : ∀ n ≥ n_0, c_1 * g(n) ≤ f(n) ≤ c_2 * g(n)\\`.\n \n Ha la particolarità che non valgono tutte le proprietà degli altri due: va usata quindi con cautela!\n \n ## Risorse utili\n \n [khanacademy.org](https://www.khanacademy.org/computing/computer-science/algorithms/asymptotic-notation/a/big-big-theta-notation)\n `}\n \n \n {`\n # Problemi algoritmici\n \n Un _problema algoritmico_ è un problema matematico che si vuole provare a risolvere con un algoritmo.\n \n > Dati 10 numeri, voglio sapere se sono in ordine crescente oppure no.\n \n ## Caterigorizzazione\n \n I problemi algoritmici si dividono in tre categorie: problemi _trattabili_, problemi _intrattabili_ e problemi _irrisolvibili_.\n \n ### Problema trattabile\n \n Perchè un problema algoritmico sia _trattabile_, deve avere **almeno un algoritmo con upper bound polinomiale**.\n \n > Questo significa che il tempo impiegato da un computer per risolvere il problema rimane ragionevole, e che quindi può essere utilizzato in maniera efficiente.\n \n La trattabilità è un campo ancora parecchio aperto: esistono anche tanti problemi di cui non si è ancora dimostrata la trattabilità o intrattabilità.\n \n > La [fattorizzazione](https://it.wikipedia.org/wiki/Fattorizzazione) è uno di questi problemi: l'assenza di una dimostrazione è ciò che la rende uno dei pilastri della sicurezza informatica moderna.\n \n ### Problema intrattabile\n \n Se **un problema non ha nessun algoritmo con upper bound polinomiale**, allora si dice che è **intrattabile**.\n \n ### Problema irrisolvibile\n \n Se **non esistono algoritmi per risolvere un problema**, allora questo si dice **irrisolvibile**.\n \n > [Dato un algoritmo con certi input, riusciamo a capire con un algoritmo se la sua esecuzione termina o no?](https://en.wikipedia.org/wiki/Halting_problem)\n \n ### Upper e lower bound di problemi\n \n Si può anche trovare un _upper bound_ e un _lower bound_ per un problema, ma bisogna generalizzare di più.\n \n L'**upper bound di un problema** è il minimo upper bound di tutti gli algoritmi che lo risolvono; deve esistere almeno un algoritmo che lo risolva che abbia lo stesso _upper bound_. E' praticamente il tempo migliore per risolvere il problema dato.\n \n Il **lower bound di un problema** è il minimo lower bound di tutti gli algoritmi che lo risolvono; non deve esistere nemmeno un algoritmo che abbia un lower bound migliore. E' il numero assolutamente minimo di operazioni richieste, non si può fare meglio di così.\n \n In particolare, abbiamo che l'_upper bound di un algoritmo_ -> l'_upper bound del suo problema_, \n e il _lower bound di un problema_ -> il _lower bound di un suo algoritmo_.\n \n Generalmente, il _lower bound di un problema_ è una rappresentazione abbastanza accurata della sua difficoltà.\n `}\n \n \n {`\n # Ricerca binaria\n \n Non credo di aver bisogno di studiare la ricerca binaria, quindi non ho preso appunti a riguardo.\n \n Se non siete me, e state cercando informazioni a riguardo, andate a vedere su Wikipedia!\n `}\n \n \n {`\n # Divide et impera\n \n Un modo efficace per risolvere un problema è di usare il metodo _divide et impera (et combina)_.\n \n - _Divide_: Divido il problema in **tanti sottoproblemi**.\n - _Impera_: **Risolvo indipendentemente dal resto** ciascuno dei sottoproblemi.\n - _Combina_: **Combino** i risultati dei sottoproblemi per **risolvere il problema principale**.\n \n ## Ricorsione\n \n Un algoritmo (o funzione) si dice _ricorsivo_ quando durante l'esecuzione **richiama sè stesso**.\n \n Dato che tutti gli algoritmi devono avere termine entro un tempo finito, se scriviamo una funzione ricorsiva è fondamentale finire con un **caso base**, che non chiami ulteriormente la ricorsione.\n \n Se esiste una funzione ricorsiva, allora esiste _sempre_ una _funzione iterativa_ che darà lo stesso risultato.\n \n > Sul pratico, una funzione ricorsiva tipicamente è **più costosa** del suo equivalente iterativo: se possibile, quindi, la ricorsione andrebbe evitata.\n \n #### Pseudocodice di esempio\n \n \\`\\`\\`python\n def fattoriale(n):\n # Caso base; la ricorsione finisce e dà un risultato fisso\n if n <= 1:\n return 1\n # Caso ricorsivo; la funzione restituisce il risultato di sè stessa (ma con parametri diversi)\n else:\n return n * fattoriale(n - 1)\n \\`\\`\\`\n `}\n \n \n {`\n # Master Theorem\n \n Il _Master Theorem_ è uno dei teoremi più importanti dell'algoritmica.\n \n Esso permette di **calcolare l'upper bound di un algoritmo ricorsivo** in modo piuttosto semplice.\n \n ## Ipotesi\n \n Dato un algoritmo:\n - Con uno o più casi base\n - Che richiama la funzione ricorsiva un numero n di volte\n \n ## Tesi\n \n Allora, il suo upper bound avrà la formula:\n \n ![](https://quicklatex.com/cache3/89/ql_08d29a7e55d561a900570bc83b93ff89_l3.png)\n `}\n \n \n {`\n # Caso particolare del Master Theorem\n \n ## Ipotesi\n \n Se: \n ![](https://quicklatex.com/cache3/57/ql_e34dc27b42831d3c3ff671b0f3861257_l3.png)\n \n Ovvero, se la dimensione dell'input viene divisa ad ogni ciclo da una costante b, è polinomiale e il caso base è costante...\n \n ## Tesi\n \n Allora: \n ![](https://quicklatex.com/cache3/ca/ql_26e3557a6ca2d6ac4b8481e7c5263fca_l3.png)\n \n > In pratica, se il costo dominante è quello della parte \"fissa\" dell'algoritmo, esso sarà \\`O(n^d)\\`, mentre se il costo dominante è quello delle chiamate ricorsive, esso sarà \\`O(n^{log_b e})\\`. \n > Se nessuno dei due è dominante... si dividono circa in parti uguali, creando un costo di \\`O(n^d log n)\\`.\n `}\n \n \n {`\n # Ordinamento\n \n Un problema molto frequente nell'informatica consiste nell'**ordinare efficientemente grandi quantità di elementi**.\n \n Esistono [tantissimi](https://it.wikipedia.org/wiki/Algoritmo_di_ordinamento) algoritmi per effettuare l'ordinamento. \n L'**efficienza** di ciascuno **varia** di caso in caso: alcuni sono estremamente efficienti se quasi tutti i numeri sono già nell'ordine giusto; altri, invece, potrebbero impiegare tantissimo tempo.\n \n In termini matematici, abbiamo:\n \n - **Input:** A[n]\n - **Output:** B, ∀ i < n, A[i] ≤ A[i+1]\n \n ## Ordinamento tramite confronto\n \n L'ordinamento \"tradizionale\" è detto _ordinamento tramite confronto_: funziona sempre, e **non ha altri modi di ottenere informazioni** se non con l'operazione logica di confronto tra i dati.\n \n ### Limiti\n \n E' un problema risolto: è dimostrabile che il suo **lower bound** è **\\`Ω(n log n)\\`**; possiamo quindi dire che qualsiasi algoritmo di ordinamento è in \\`Ω(n log n)\\`, e se riusciamo a trovare un algoritmo di ordinamento in \\`O(n log n)\\` siamo riusciti a raggiungere il massimo dell'efficienza.\n \n #### Dimostrazione\n \n Consideriamo **tutte le possibili permutazioni** della sequenza da ordinare: sono \\`n!\\`.\n \n Per ogni confronto che effettuiamo, **riduciamo la quantità di permutazioni** correttamente ordinate; prima o poi, rimarrà **una sola possibilità**.\n \n **TODO, non trovo la spiegazione corretta!**\n \n ### Esempi\n \n Algoritmi che effettuano l'ordinamento tramite confronto sono:\n - _Bubble sort_\n - _Merge sort_\n - _Insertion sort_\n - _Quick sort_\n - _Heap sort_\n - E tanti, tanti altri!\n \n ## Ordinamento con altri mezzi\n \n Esistono algoritmi che ricavano informazioni in altri modi, diversi dal confronto.\n \n Essi possono avere un lower bound più basso di \\`O(n log n)\\`, però hanno spesso limitazioni sul loro utilizzo.\n \n ### Esempi\n \n - _Counting sort_, indicizza i valori da ordinare\n - _Radix sort_, guarda singolarmente le cifre dei valori\n - _Sleep sort_, sfrutta i thread e la funzione sleep per ordinare valori\n - E altri ancora!\n `}\n \n \n {`\n # Insertion sort\n \n L'_insertion sort_ è una soluzione **iterativa** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Considero la sequenza divisa in **due parti**: una parte **ordinata** e una parte **non ordinata**.\n \n Parto dal primo elemento della lista: è sempre ordinato con sè stesso. \n Poi, aggiungo uno alla volta i numeri della parte non ordinata a quella ordinata; prima trovo in quale posizione dovrò andare a mettere il numero, poi **faccio slittare tutti i numeri dopo quella posizione** avanti di 1, in modo da **creare lo spazio** in cui infine **inserirò** il numero.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(n²)\\` | \\`Ω(n)\\` | - |\n \n Nel _caso migliore_ (**lista già ordinata**), il numero da inserire è già nella posizione giusta, quindi non devo effettuare altri confronti oltre il primo, rendendo il lower bound dell'algoritmo \\`Ω(n)\\`.\n \n Nel _caso peggiore_ (**lista nell'ordine inverso**), dobbiamo confrontare il numero da inserire con tutti gli altri nella parte ordinata: dobbiamo allora eseguire \\`1+2+3+4+5+… = \\\\frac{(n-1)(n)}{2}\\` confronti; ciò significa che l'upper bound è \\`O(n²)\\`!\n \n ## Pseudocodice\n \n \\`\\`\\`python\n def insertion_sorted(lista):\n # Itero su tutti i numeri della lista, dal primo all'ultimo.\n for divisore_ord in range(len(lista)):\n # Partendo dalla posizione attuale, creo l'indice di divisione numeri ordinati maggiori e minori\n divisore_magg = divisore_ord\n # Faccio slittare avanti i numeri maggiori di quello che stiamo inserendo\n # Se l'indice divisore_magg raggiunge 0, vuol dire che tutti i numeri della lista sono maggiori del numero attuale \n while divisore_magg >= 0 and lista[divisore_magg-1] > lista[divisore_magg]:\n # Scambio la posizione dei due elementi con gli indici specificati\n # Funzione inventata \n lista[divisore_magg], lista[divisore_magg-1] = lista[divisore_magg-1], lista[divisore_magg]\n # Diminuisco il separatore di 1\n divisore_magg -= 1\n \\`\\`\\`\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/bn/sorting)\n `}\n \n \n {`\n # Merge sort\n \n Il _merge sort_ è una soluzione **ricorsiva** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Per questo algoritmo, utilizziamo la tecnica del **divide et impera**.\n \n 1. _Divide_: Divido A in **due parti**.\n 2. _Impera_: Metto **separatamente in ordine** le parti.\n 3. _Unisci_: **Unisco** le due parti.\n \n Consideriamo come **caso base** della ricorsione una parte composta da un numero, che ovviamente è già ordinata con sè stessa.\n \n ### Merge\n \n Per **unire le due parti** usiamo una funzione detta \\`merge()\\`.\n \n Costruiamo una nuova sequenza uguale alla sequenza 1, ma **aggiungiamo alla fine un valore sentinella** sempre maggiore di tutti gli elementi contenuti.\n \n > \\`\\`\\`\n > | 1 | 3 | 7 | 8 | ∞ |\n > \\`\\`\\`\n \n Facciamo **la stessa cosa** per la sequenza due.\n \n > \\`\\`\\`\n > | 2 | 4 | 5 | 6 | ∞ |\n > \\`\\`\\`\n \n Prendo i primi numeri delle due sequenze e **metto il più piccolo nella sequenza iniziale**.\n \n > \\`\\`\\`\n > | 1 | 2 | 3 | | | | | | \n > | | | 7 | 8 | ∞ | \n > | | 4 | 5 | 6 | ∞ | \n > \\`\\`\\`\n \n **Continuo** finchè non ho messo tutti i numeri; **grazie alla sentinella non usciremo mai dalla sequenza**, in quanto essa è sempre maggiore di tutti gli altri numeri.\n \n > \\`\\`\\`\n > | 1 | 2 | 3 | 4 | 5 | 6 | | | \n > | | | 7 | 8 | ∞ | \n > | | | | | ∞ |\n > \\`\\`\\`\n \n Quando **rimangono solo le sentinelle** significa che abbiamo aggiunto tutti gli elementi, e quindi abbiamo finito.\n \n > \\`\\`\\`\n > | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | \n > | | | | | ∞ | \n > | | | | | ∞ | \n > \\`\\`\\`\n \n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(n log n)\\` | \\`Ω(n log n)\\` | **\\`θ(n log n)\\`** |\n \n Il merge sort è un algoritmo ricorsivo con un **caso base in tempo costante** e che **richiama sè stesso 2 volte**.\n \n \\`\\`\\`latex\n T(n) =\\\\\\\\\n \\\\\\\\\n Θ(1) \\\\qquad n=1\\\\\\\\\n 2 T(\\\\frac{n}{2}) + Θ(n) \\\\qquad n \\\\neq 1\n \\`\\`\\`\n \n Applicando il **caso particolare del Master Theorem**, otteniamo:\n \n \\`\\`\\`latex\n T(n) =\\\\\\\\\n \\\\\\\\\n Θ(1) \\\\qquad n=1\\\\\\\\\n Θ(n log n) \\\\qquad n \\\\neq 1\n \\`\\`\\`\n \n ## Pseudocodice\n \n \\`\\`\\`python\n def merge_sorted(part):\n # Caso base\n if len(part) == 1:\n return part\n # Divide\n middle = len(part) // 2\n part_a = part[:middle]\n part_b = part[middle:]\n # Impera\n sort_a = merge_sorted(part_a)\n sort_b = merge_sorted(part_b)\n # Combina\n return merge(sort_a, sort_b)\n \\`\\`\\`\n \n ## Visualizzazione\n \n [hackerearth.com](https://www.hackerearth.com/practice/algorithms/sorting/merge-sort/visualize/)\n \n [visualgo.net](https://visualgo.net/bn/sorting) (Nota: visualizza solo la fase _Unisci_ del sort)\n `}\n \n \n {`\n # Quick sort\n \n Il _quick sort_ è un altro approccio **ricorsivo** all'ordinamento per confronto.\n \n ## Funzionamento\n \n Anche qui, applichiamo il **divide et impera**.\n \n 1. _Divide_: Scelgo un **pivot** qualsiasi all'interno della lista. Metto alla sua **sinistra tutti i numeri minori** e alla sua **destra tutti i numeri maggiori**.\n 2. _Impera_: Eseguo un **quick sort su entrambe le sottoliste**.\n \n ### Esempi\n \n #### Iterazione con partizioni bilanciate\n \n Osserviamo come si formi una partizione con tre elementi e una con quattro. \n \n \\`\\`\\`\n |¦ [2] 8 7 1 3 5 6 {4}\n 2 |¦ [8] 7 1 3 5 6 {4}\n 2 |8 ¦ [7] 1 3 5 6 {4}\n 2 |8 ¦ [7] 1 3 5 6 {4}\n 2 |8 7 ¦ [1] 3 5 6 {4}\n 2 1 |7 8 ¦ [3] 5 6 {4}\n 2 1 3 |8 7 ¦ [5] 6 {4}\n 2 1 3 |8 7 5 ¦ [6] {4}\n 2 1 3 |8 7 5 6 ¦ [{4}]\n [2 1 3] {4} [8 5 6 7]\n \\`\\`\\`\n \n #### Iterazione con partizioni sbilanciate\n \n Osserviamo come si formi una partizione con **zero elementi** e una con tre.\n \n \\`\\`\\`\n |¦ [4] 7 3 {1}\n |4 ¦ [7] 3 {1}\n |4 7 |¦ [3] {1}\n |4 7 3 |¦ [{1}]\n [] {1} [4 7 3]\n \\`\\`\\`\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(n²)\\` | \\`Ω(n log n)\\` | - |\n \n Il costo della funzione è dato dalla somma del costo per **dividere in due partizioni** con il costo per realizzare il **Quick sort delle due sottopartizioni**\n \n Possiamo applicare allora il **Master Theorem generale**:\n \n \\`\\`\\`latex\n T(n)\\\\\\\\\n =\\\\\\\\\n Θ(1) \\\\qquad per\\\\ n = 1\\\\\\\\\n T(q) + T(dim_lista - pivot - 1) + Θ(n) \\\\qquad per\\\\ n > 1\n \\`\\`\\`\n \n ### Il caso migliore\n \n Se il pivot \\`q\\` è la **mediana della partizione** che stiamo ordinando, si vengono a creare due _sottopartizioni bilanciate_, e sostituendo otteniamo:\n \n \\`\\`\\`latex\n T(n)\\\\\\\\\n =\\\\\\\\\n Θ(1) \\\\qquad per\\\\ n = 1\\\\\\\\\n 2 T(\\\\frac{n}{2}) + Θ(n) \\\\qquad per\\\\ n > 1\n \\`\\`\\` \n \n Possiamo allora applicare il **Master Theorem particolare**:\n \n \\`\\`\\`latex\n T(n)\\\\\\\\\n =\\\\\\\\\n Θ(1) \\\\qquad per\\\\ n = 1\\\\\\\\\n Θ(n log n) \\\\qquad per\\\\ n > 1\n \\`\\`\\`\n \n ### Il caso peggiore\n \n Se il pivot è uno degli **estremi dell'array**, si creano due _partizioni sbilanciate_: una delle due sottoliste è sempre vuota! \n Allora:\n \n \\`\\`\\`latex\n T(n) = T(n-1) + Θ(n)\\\\\\\\\n = T(n-2) + Θ(n-1) + Θ(n)\\\\\\\\\n = T(n-3) + Θ(n-2) + Θ(n-1) + Θ(n)\\\\\\\\\n = …\n ∈ Θ(n^2)\n \\`\\`\\`\n \n > \"Non date da mangiare sequenze ordinate al Quicksort, gli sono indigeste.\"\n \n ## Pseudocodice\n \n \\`\\`\\`python\n def partition(partizione, inizio, fine):\n \"\"\"Dividi una partizione in due, usando l'ultimo elemento come pivot.\n \n Note utili:\n partizione[fine] è il pivot\n partizione[maggiori] è il primo numero dei maggiori\n partizione[non_iterati] è l'elemento su cui si sta iterando al momento\"\"\"\n # Crea il primo separatore (la | pipe nell'esempio)\n maggiori = inizio\n # Crea il secondo separatore (la ¦ broken pipe nell'esempio)\n non_iterati = inizio\n # Itera su ogni numero tra inizio e fine (escluso!)\n while non_iterati < fine:\n # Se l'elemento su cui stiamo iterando è minore del pivot\n if partizione[non_iterati] <= partizione[fine]:\n # Mettilo nell'insieme dei minori, scambiandolo con il primo numero dei maggiori e incrementando il primo separatore\n partizione[maggiori], partizione[non_iterati] = partizione[non_iterati], partizione[maggiori]\n maggiori += 1\n # Incrementa sempre il secondo separatore\n non_iterati += 1\n # Inserisci il pivot tra le due sottopartizioni create, \n partizione[fine], partizione[non_iterati] = partizione[non_iterati], partizione[fine]\n return maggiori\n \\`\\`\\`\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/bn/sorting) (Nota: invece che prendere l'ultimo numero come pivot prende il primo, cambiando leggermente l'algoritmo.)\n \n ## Note per l'esame\n \n > La domanda che fa sempre è **\"Qual è la sequenza di pivot utilizzata?\"**\n \n > Elementi da soli _non_ vengono presi come pivot!\n `}\n \n \n {`\n # Counting sort\n\n Il _counting sort_ è un approccio diverso all'ordinamento: **non usa il confronto**!\n \n ## Requisiti\n \n Il counting sort può essere utilizzato solo su **sequenze di numeri interi**, e solo se **siamo a conoscenza del minimo e del massimo** dei numeri contenuti nell'array, ed essi non sono troppo distanti uno dall'altro. \n (La memoria occupata dal counting sort aumenta linearmente con la differenza tra minimo e massimo!)\n \n Per semplicità, consideriamo il **minimo \\`0\\`**. \n L'input allora sarà una sequenza di interi \\`A\\`, e il valore del **massimo \\`k\\`**, tale che \\`∀ n ∈ A, 0 \\\\leq n \\\\leq K\\`.\n \n ## Funzionamento\n \n Il counting sort **conta le ripetizioni** delle chiavi nella sequenza originale e in seguito **sovrascrive i valori** della sequenza con i valori ordinati ripetuti il numero di volte che sono stati individuati nella sequenza.\n \n > \\`\\`\\`\n > 1 4 5 3 4 1 4 2 5 1\n > \\`\\`\\`\n >\n > L'\\`1\\` appare 3 volte, il \\`2\\` 1 volta, il \\`3\\` 1 volta, il \\`4\\` tre volte e il \\`5\\` due volte.\n >\n > La sequenza viene quindi così sovrascritta:\n > \\`\\`\\`\n > 1 1 1 3 4 1 4 2 5 1 # Sovrascriviamo la sequenza con 1 ripetuto 3 volte\n > 1 1 1 2 3 4 4 4 5 1 # Sovrascriviamo la sequenza con 2, 3, 4 ripetuti rispettivamente 1 1 e 3 volte\n > 1 1 1 2 3 4 4 4 5 5 # Sovrascriviamo la sequenza con 5 ripetuto 2 volte: abbiamo finito!\n > \\`\\`\\` \n \n Esiste anche una **versione stabile** del counting sort che, invece che sovrascrivere, **sposta i valori**, mantenendo le informazioni aggiuntive nel caso invece che interi fossero altri tipi di dati.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(k + n)\\` | \\`Ω(k + n)\\` | **\\`θ(k + n)\\`** |\n \n L'algoritmo è composto da quattro parti:\n - Ricerca del minimo e massimo (in \\`θ(n)\\`)\n - Inizializzazione dell'indice (in \\`θ(k)\\`)\n - Conteggio dei numeri (in \\`θ(n)\\`)\n - Sovrascrittura dei numeri (in \\`θ(k + n)\\`)\n \n \\`2 + O(k) + O(n) + O(k + n) -> O(k + n)\\`\n \n Notiamo che \\`k\\` è costante, l'algoritmo è \\`O(n)\\`, estremamente efficiente.\n \n ## Pseudocodice\n \n \\`\\`\\`python\n def counting_sort(lista: typing.List[int]):\n \"\"\"Ordina in-place una lista con il counting sort.\"\"\"\n # Trovo la dimensione della lista\n dim = len(lista)\n # Trovo il massimo e il minimo all'interno della lista\n minimo = min(lista)\n massimo = max(lista)\n # Creo l'indice dei numeri, in modo che sia lungo k e pieno di 0\n indice = [0 for _ in range(minimo, massimo+1)]\n # Conto i numeri presenti, scorrendo su lista e aggiungendo 1 al numero corrispondente\n for i in range(dim):\n indice[lista[i]] += 1\n # Sovrascrivo i numeri nella lista\n count = 0\n for pos, val in enumerate(indice):\n for _ in range(val):\n indice[count] = pos\n count += 1\n \n def stable_counting_sorted(lista: typing.List[int], k: int) -> typing.List[int]:\n \"\"\"Ordina stabilmente una lista con il counting sort stabile, e restituiscila.\"\"\"\n # Trovo la dimensione della lista\n dim = len(lista)\n # Trovo il massimo e il minimo all'interno della lista\n minimo = min(lista)\n massimo = max(lista)\n # Creo l'indice dei numeri, in modo che sia lungo k e pieno di 0\n indice = [0 for _ in range(minimo, massimo+1)]\n # Conto i numeri presenti, scorrendo su lista e aggiungendo 1 al numero corrispondente\n for i in range(dim):\n indice[lista[i]] += 1\n # Faccio diventare l'indice \"il numero di numeri \\\\leq i\"\n for i in range(len(indice)):\n if i == 0:\n continue\n indice[i] += indice[i-1]\n assert indice[-1] == dim\n # Creo una nuova lista, che sarà quella che verrà restituita\n nuova = [None for _ in range(dim)]\n # Inizio a posizionare i numeri, al contrario\n for i in range(0, dim, -1):\n nuova[indice[lista[i]]] = lista[i]\n indice[lista[i]] -= 1\n return nuova\n \\`\\`\\`\n `}\n \n \n {`\n ## Introduzione alle Strutture Dati\n\n Una _struttura dati_ è un modo in cui si possono organizzare i dati di un programma.\n \n Si possono definire in due modi: **elementari** e **astratte**.\n \n ### Strutture dati elementari\n \n Le strutture _elementari_ dipendono strettamente dal modo in cui vengono memorizzati i dati.\n \n > **Array** e **liste** sono strutture dati elementari: sono definite dicendo come sono memorizzati i dati, rispettivamente, in celle contigue di memoria e da una serie di nodi con un valore e che puntano al successivo.\n \n ### Strutture dati astratte\n \n Le strutture _astratte_ sono separate dal modo in cui vengono memorizzati i dati, sono più ad alto livello, e si definiscono descrivendo le **proprietà** della struttura e i **metodi** che su di essa possono essere effettuate.\n \n > Una _classe_ in un qualsiasi linguaggio di programmazione è una struttura dati astratta.\n \n > Una _pila_ astratta:\n > - memorizza dati tutti dello stesso tipo\n > - \\`pop()\\`, estrae dalla pila l'ultimo valore inserito\n > - \\`push(val)\\`, aggiunge alla pila un valore\n > - \\`top()\\`, permette di vedere l'ultimo valore inserito nella pila\n > - \\`vuota()\\`, dice se la pila è vuota oppure no.\n `}\n \n \n {`\n # Array\n\n Un _array_ è sequenza di dati di **lunghezza conosciuta**, tutti dello **stesso tipo** e di una **dimensione fissa**, immagazzinata in **blocchi di memoria contigui**.\n \n ## Proprietà\n \n - E' possibile accedere a tutti i blocchi di memoria conoscendo la loro **posizione relativa al primo** elemento.\n \n ## Metodi\n \n \\`\\`\\`python\n class Array:\n def __init__(self, size, type=int): \"Crea un array di dimensione size di elementi di tipo int.\"\n def __getitem__(self, index): \"Restituisci il valore alla posizione index.\"\n def __setitem__(self, index, value): \"Cambia il valore alla posizione index.\"\n \\`\\`\\`\n \n ### Costo computazionale\n \n Tutte le operazioni su un array sono in **accesso immediato \\`O(1)\\`**!\n `}\n \n \n {`\n # Lista\n \n Una _lista_ è una sequenza di dati immagazzinata in **blocchi di memoria qualsiasi**.\n \n ## Proprietà\n \n Ogni dato ha un **riferimento** alla collocazione di memoria **successiva** (un puntatore): insieme, sono detti un _nodo_.\n \n E' di **natura ricorsiva**: qualsiasi nodo di una lista può essere visto come inizio della lista con sè stesso e i suoi successivi.\n \n ## Metodi\n \n \\`\\`\\`python\n class LinkedList:\n def __init__(self, value, next: typing.Optional[Node] = None):\n self.value = value\n self.next: typing.Optional[Node] = next\n \n def is_empty(self) -> bool: \"Restituisce se la lista è vuota o no.\"\n def is_full(self) -> bool: \"Restituisce se la lista è piena o no.\n def append(self, value): \"Aggiunge un nuovo elemento in testa alla lista.\"\n def insert(self, value, index): \"Inserisce un elemento dopo il nodo in posizione index.\"\n def insert_node(self, value, node): \"Inserisce un nuovo elemento subito dopo un dato nodo.\"\n def find(self, node) -> int: \"Trova l'indice del nodo.\"\n def delete(self, value): \"Elimina il primo nodo con quel valore dalla lista.\"\n def delete_node(self, node): \"Elimina il nodo dalla lista.\"\n def forward(self, index) -> Node: \"Restituisce il nodo in posizione index.\"\n \\`\\`\\`\n \n ### Costo computazionale\n \n #### \\`List.forward(index)\\`\n \n Per raggiungere l'\\`n\\`-esimo elemento, bisogna _scorrere tutti gli elementi prima di esso_: è dunque un **accesso sequenziale** in **\\`O(n)\\`**.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n `}\n \n \n {`\n # Coda (Queue)\n\n Una _coda_ è come una pila, ma segue la strategia **First In, First Out** (il primo inserito sarà il primo a essere estratto).\n \n ## Proprietà\n \n - I dati vi possono essere aggiunti solo tramite il **metodo \\`enqueue()\\`**\n - I dati possono essere estratti solo tramite il **metodo \\`dequeue()\\`**\n - Verranno restituiti i valori inseriti secondo la strategia **First In, First Out** (il primo inserito sarà il primo a essere estratto).\n \n > Hai presente quando fai la fila per pagare al supermercato? Beh, è quello, però non si possono superare le altre persone in nessun modo.\n \n ## Metodi\n \n \\`\\`\\`python\n class Queue:\n def __init__(self): \"Crea una nuova coda.\"\n def is_empty(self) -> bool: \"Restituisce vero se la coda è vuota.\"\n def enqueue(self, data): \"Aggiunge un dato alla coda.\"\n def first(self) -> ...: \"Restituisce il primo dato della coda.\"\n def dequeue(self) -> ...: \"Restituisce il primo dato della coda e lo rimuove.\"\n \\`\\`\\`\n \n ## Implementazione tramite lista\n \n Posso implementare la coda con una lista, ma per realizzare l'implementazione più efficiente devo tenere anche un puntatore all'ultimo elemento della coda, in modo da non doverla scorrere ogni volta che voglio effettuare un'operazione.\n \n Chiamiamo i due puntatori \\`head\\` e \\`tail\\` rispettivamente.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n `}\n \n \n {`\n # Pila (Stack)\n\n Una _pila_ è una struttura dati contenente **valori omogenei**.\n \n ## Proprietà\n \n - I dati vi possono essere aggiunti solo tramite il **metodo \\`push()\\`**\n - I dati possono essere estratti solo tramite il **metodo \\`pop()\\`**\n - Verranno restituiti i valori inseriti secondo la strategia **Last In, First Out** (l'ultimo inserito sarà il primo a essere estratto).\n \n > Ci si può immaginare una pila di libri, da cui si può solo prendere un libro alla volta, quello più in alto.\n \n ## Metodi\n \n \\`\\`\\`python\n class Stack:\n def __init__(self): \"Crea una nuova pila.\"\n def is_empty(self) -> bool: \"Restituisce vero se la pila è vuota.\"\n def push(self, data): \"Aggiunge un dato alla pila.\"\n def top(self) -> ...: \"Restituisce il primo dato della pila.\"\n def pop(self) -> ...: \"Restituisce il primo dato della pila e lo rimuove.\"\n \\`\\`\\`\n \n ## Implementazione tramite lista\n \n Utilizzando una lista possiamo realizzare una pila!\n \n La direzione dei puntatori sarà dall'ultimo al primo, che non punterà più a nessuno.\n \n Il costo di tutti i metodi è \\`Θ(1)\\`!\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/list)\n `}\n \n \n {`\n # Albero radicato\n \n Un _albero radicato_ è una struttura dati di **natura ricorsiva** che organizza i dati in maniera **non-lineare**.\n \n ## Proprietà\n \n - Ogni nodo dell'albero ha un **unico genitore**: \\`∀ (padre, figlio), (padre' figlio) ∈ E \\\\implies padre = padre'\\`\n - Ogni nodo dell'albero può avere **un numero qualsiasi di figli**.\n \n - I **nodi superiori al padre** vengono chiamati _antenati_.\n - I **nodi inferiori ai figli** vengono chiamati _discendenti_.\n \n - Nodi **senza padre** sono detti _radice_: \\`\\\\notexists (padre, radice) ∈ E\\`\n - Nodi **con padre e figli** sono detti _rami_ o interni.\n - Nodi **senza figli** sono detti _foglie_.\n \n - La **distanza** tra il nodo radice e i suoi discendenti è detta _livello_:\n - I figli immediati sono di livello 1.\n - I \"nipoti\" (figli dei figli) sono di livello 2.\n - I figli dei nipoti sono livello 3.\n - E così via.\n - Il **livello massimo** all'interno di un albero è detto _altezza_, _profondità_ oppure _h_, ed è sempre \\`1 ≤ h ≤ n-1\\`.\n \n - Un albero ha sempre \\`n-1\\` archi.\n \n ## Alberi particolari\n \n ### Alberi \\`d\\`-ari\n \n Un albero _\\`d\\`-ario_ è un particolare tipo di albero che **limita il numero massimo di figli di un nodo** a \\`d\\`.\n \n > Un albero _binario_ può avere **massimo 2 figli** per ogni nodo; un albero _ternario_ ne può avere **3**; un albero _\\`17\\`-ario_ ne potrà avere **17**\n \n #### Alberi completi\n \n Un albero \\`d\\`-ario si dice _completo_ se **tutti i nodi hanno 0 o \\`d\\` figli**, e mai una numero in mezzo.\n \n #### Alberi bilanciati\n \n Un albero \\`d\\`-ario si dice _bilanciato_ se **tutti i livelli eccetto l'ultimo** hanno il numero massimo di figli.\n \n #### Alberi perfettamente bilanciati\n \n Un albero \\`d\\`-ario si dice _perfettamente bilanciato_ se **tutti i livelli incluso l'ultimo** hanno il numero massimo di figli.\n \n ##### Particolarità degli alberi binari perfettamente bilanciati\n \n Si può dimostrare per induzione che:\n - Hanno sempre \\`2^h\\` foglie.\n - Hanno sempre \\`2^{h+1}-1\\` (\\`\\\\sum_i=0^n 2^i\\`) nodi.\n - L'altezza è in \\`Θ(log n)\\`.\n \n ## Implementazione degli alberi\n \n Possiamo scegliere se usare una rappresentazione con array o con nodi e puntatori: ognuna ha vantaggi e svantaggi diversi.\n \n ### Implementazione tramite array\n \n E' suggerito se l'albero è regolare; più è simile a un albero d-ario completo, meglio è.\n \n ### Implementazione tramite nodi e puntatori\n \n Più adatta ad alberi irregolari.\n \n Se l'albero è regolare, creiamo il numero esatto di campi:\n \n - Valore\n - Figlio1\n - Figlio2\n - _Opzionale:_ Padre\n \n Se un albero è irregolare, creiamo una specie di lista:\n \n - Valore\n - Primo figlio\n - Prossimo fratello\n - _Opzionale:_ Padre\n `}\n \n \n {`\n #### Breadth-first search (BFS)\n\n La _breadth-first search_ è un algoritmo che visita **ogni livello** dell'albero in ordine, dal più basso al più alto.\n \n ## Funzionamento\n \n > 1. __Visita radice__\n > 2. __Visita figli__\n > 3. __Visita nipoti__\n > 4. __Visita pronipoti__\n \n Si può implementare con una coda, in cui verranno inseriti i figli del nodo visitato da visitare ed estratti dopo avere completato la visita del livello attuale.\n \n ## Pseudocodice \n \n \\`\\`\\`python\n def bfs(radice):\n c = Queue()\n c.enqueue(radice)\n while not c.is_empty():\n nodo = c.dequeue()\n print(nodo)\n for figlio in nodo.figli:\n nodo.enqueue(figlio)\n \\`\\`\\`\n `}\n \n \n {`\n # Depth-First Search\n\n La _depth-first search_ è un algoritmo che visita **tutti i sottoalberi di un figlio** prima di passare ad un altro sfruttando la natura ricorsiva degli alberi.\n \n ## Funzionamento\n \n Ci sono diverse versioni della depth-first search: ognuna visita la radice in un momento diverso.\n \n ### DFS previsita (pre-order)\n \n La _DFS pre-visita_ visita la **radice per prima**, poi tutti i sottoalberi formati dai figli uno dopo l'altro.\n \n > 1. __Visita radice__\n > 2. dfs_pre_order(figlio1)\n > 3. dfs_pre_order(figlio2)\n \n ### Postvisita (post-order)\n \n La _DFS postvisita_ visita prima tutti i sottoalberi dei figli, e **alla fine la radice**.\n \n > 1. dfs_post_order(figlio1)\n > 2. dfs_post_order(figlio2)\n > 3. __Visita radice__\n \n ### Invisita (in-order)\n \n La _DFS invisita_ visita **un certo numero di figli**, poi la radice, e infine i figli restanti.\n \n > 1. dfs_in_order(figlio1, 1)\n > 2. __Visita radice__\n > 3. dfs_in_order(figlio2, 1)\n `}\n \n \n {`\n # Albero binario di ricerca\n\n ## Proprietà\n \n - Albero **binario**\n - Chiavi appartenenti ad un **insieme totalmente ordinato** (N, Q, R, ma non C)\n \n - Per ogni nodo con valore \\`x\\`, se un valore \\`v\\` è nel sottoalbero di sinistra allora \\`v ≤ x\\`, mentre se è nel sottoalbero di destra allora \\`v > x\\`.\n \n ## Costo computazionale\n \n - Trovare un valore: \\`O(h)\\`\n - Ordinare i valori: \\`O(n)\\`\n - Trovare il minimo: \\`O(h)\\`\n - Trovare il massimo: \\`O(h)\\`\n - Inserire un elemento: \\`O(h)\\`\n - Cancellare un elemento: \\`O(h)\\`\n \n \\`h\\` vale \\`log n\\` in un albero perfettamente bilanciato, e più l'albero diventa sbilanciato, più si avvicina a \\`n\\`, raggiungendola nel caso l'albero sia una lista.\n \n ## Pseudocodice\n \n ### Cancellazione ricorsiva\n \n \\`\\`\\`python\n def delete(tree, key):\n if tree is not None:\n # Se ho trovato il nodo che cercavo...\n if tree.key == key:\n # E c'è una sola diramazione...\n # Semplicemente stacca il nodo come in una lista.\n if tree.left is None:\n return tree.right\n if tree.right is None:\n return tree.left\n # Altrimenti, diventa il minimo dell'albero di destra\n tree.key = tree.right.min()\n # Ed eliminalo dal sottoalbero\n tree.right = delete(tree.right, tree.key)\n # Se la chiave attuale è diversa da quella che cerchiamo, continuo a navigare l'albero\n elif tree.key < key:\n tree.left = delete(tree.left, key)\n else:\n tree.right = delete(tree.right, key)\n return tree\n \\`\\`\\`\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/bst)\n \n ## Approfondimenti\n \n Esistono alberi più avanzati che mantengono le proprietà degli alberi binari di ricerca, ma che si autobilanciano, come il [Red Black Tree](https://it.wikipedia.org/wiki/RB-Albero).\n `}\n \n \n {`\n # Heap binario\n \n L'_heap binario_ è un **albero binario bilanciato a sinistra**.\n \n ## Proprietà\n \n - _Proprietà strutturale_:\n - L'albero è **perfettamente bilanciato** in tutti i livelli tranne l'ultimo\n - Nell'ultimo livello, le foglie occupano le **posizioni più a sinistra** possibili\n - _Proprietà di ordinamento_:\n - La chiave di un qualsiasi nodo è **più piccola** di tutte quelle dei nodi **del suo sottoalbero**\n \n ## Metodi\n \n \\`\\`\\`python\n class Heap:\n def __init__(self, H): ...\n def _heapify_ancestors(self, i): \"Ripristina le proprietà dell'heap per il nodo all'indice specificato e i suoi genitori.\"\n def minimum(self): \"Restituisce la chiave con il valore minimo in H.\"\n def decrease_value(self, index, new_value): \"Diminuisce il valore della chiave all'indice index a new_value.\"\n def insert(self, value): \"Inserisci un nuovo valore nell'albero.\"\n def _heapify_children(self, i): \"Ripristina le proprietà dell'heap per il nodo all'indice specificato e i suoi figli.\"\n def pop(self): \"Restituisce la chiave con il valore minimo, e la elimina.\"\n def from_list(l): \"Crea un heap da una lista.\"\n \\`\\`\\`\n \n ## Implementazione con un array\n \n Possiamo implementare l'albero utilizzando un array con le chiavi dell'albero memorizzate nell'ordine _breadth-first_.\n \n L'indice del figlio sinistro può essere trovato a \\`2i+1\\`, mentre l'indice del figlio sinistro può essere trovato a \\`2i+2\\`; il genitore è a \\`i//2-1\\`.\n \n ### Pseudocodice\n \n \\`\\`\\`python\n class Heap:\n def __init__(self, size):\n self.array = Array(size) # Il tipo Array non esiste; consideriamolo pseudocodice\n self.next_value = 0\n \n def _heapify_ancestors(self, index)\n \"\"\"Ripristina le proprietà dell'heap per il nodo all'indice specificato e i suoi genitori.\n \n Costo:\n O(log n)\"\"\"\n # Trovo l'indice del genitore\n parent = index // 2 - 1\n # Controllo se viene mantenuta la proprietà di ordinamento dell'heap\n if self.array[index] < self.array[parent]:\n # Scambio i valori dei due nodi\n self.array[index], self.array[parent] = self.array[parent], self.array[index]\n # Faccio la stessa cosa con il genitore\n self._heapify(parent)\n \n \n def minimum(self):\n \"\"\"Restituisce la chiave con il valore minimo in H.\n \n Costo:\n O(1)\"\"\"\n return self.array[0]\n \n def decrease_value(self, index, new_value):\n \"\"\"Diminuisce il valore della chiave all'indice index a new_value.\n \n Costo:\n O(log n)\"\"\"\n # Diminuisco il valore del nodo\n self.array[index] = new_value\n # Aggiorno l'heap \n self._heapify(index)\n \n def insert(self, value):\n \"\"\"Inserisci un nuovo valore nell'albero.\n \n Costo:\n O(log n)\"\"\"\n # Trovo l'indice in cui inserire il valore\n index = self.next_index \n # Aggiungo il valore in fondo\n self.array[index] = value\n # Aggiorno l'heap\n self._heapify(index)\n \n def _heapify_children(self, index):\n \"\"\"Ripristina le proprietà dell'heap per il nodo all'indice specificato e i suoi figli.\n \n Costo:\n O(log n)\"\"\"\n # Trovo l'indice dei figli\n left = index * 2 + 1\n right = index * 2 + 2\n # Mi assicuro che i figli esistano\n try:\n # Guardo quale dei figli è maggiore\n if self.array[left] > self.array[right]:\n # Scambio i valori\n self.array[left], self.array[index] = self.array[index], self.array[left]\n # Ripeto la procedura sul figlio modificato\n self._heapify_children(left)\n else:\n # Scambio i valori\n self.array[right], self.array[index] = self.array[index], self.array[right]\n # Ripeto la procedura sul figlio modificato\n self._heapify_children(left)\n except IndexError:\n # La foglia non ha figli: ho finito!\n return\n \n def pop(self):\n \"\"\"Restituisce la chiave con il valore minimo, e la elimina.\n \n Costo:\n O(log n)\"\"\"\n # Mi salvo il valore della radice\n value = self.array[0]\n # Sostituisco la radice con l'ultima foglia a destra\n self.array[0], self.array[self.next_value] = self.array[self.next_value], self.array[0]\n ### Non bisognerebbe eliminare la foglia...?\n # Riordino l'heap\n self._heapify_children(0)\n return value\n \n @staticmethod\n def from_list(l):\n \"\"\"Crea un heap da una lista.\n \n Costo:\n O(n log n), ma si può abbassare\"\"\"\n heap = Heap(len(l)))\n heap.array = Array.from_list(l) # Pseudocodice\n heap.next_value = len(l)\n # Cominciamo a riordinare l'heap dalla fine, in modo che rispetti le proprietà\n for index in range(heap.next_value, 0, -1):\n heap._heapify_children(index)\n \\`\\`\\`\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/heap)\n `}\n \n \n {`\n # Coda con priorità\n \n La _coda con priorità_ è una struttura dati dal funzionamento molto simile a quello di una coda, ma invece che restituire il primo elemento inserito, essa restituisce l'**elemento con il valore di priorità minore**.\n \n ## Proprietà\n \n - Ogni elemento è una coppia costituita da **valore** e **priorità** (un numero intero).\n - Nuovi elementi possono essere aggiunti solo tramite il **metodo \\`insert()\\`**\n - Gli elementi possono essere estratti solo tramite il **metodo \\`pop()\\`**\n - Verranno restituiti i valori inseriti secondo la strategia **Lower Priority** (l'elemento con la priorità minore sarà il primo ad essere restituito).\n - E' possibile diminuire la priorità di un elemento (e quindi anticipare la sua estrazione)\n \n ## Metodi\n \n \\`\\`\\`python\n class PriorityQueue:\n def __init__(self): ...\n def insert(self, new_elem: Element): ...\n def minimum(self) -> Element: ...\n def pop(self) -> Element: ...\n def decrease_priority_for(self, elem: Element, priority: int): ...\n \\`\\`\\`\n \n ## Implementazione con lista\n \n E' possibile implementare la coda con priorità tramite una **lista**: l'inserimento di nuovi valori diventerà molto efficiente, ma tutte le altre operazioni saranno linearmente lente.\n \n ### Costo computazionale\n \n - *insert()*: \\`O(1)\\`\n - *minimum()*: \\`O(n)\\`\n - *pop()*: \\`O(n)\\`\n - *decrease_priority_for()*: \\`O(n)\\`\n \n ## Implementazione con lista ordinata\n \n Implementando la coda con priorità con una **lista ordinata** si avrà un costo di ordinamento elevato negli inserimenti e modifiche alla priorità, ma costi costanti nell'estrazione di un elemento.\n \n ### Costo computazionale\n \n - *insert()*: \\`O(n)\\`\n - *minimum()*: \\`O(1)\\`\n - *pop()*: \\`O(1)\\`\n - *decrease_priority_for()*: \\`O(n)\\`\n \n ## Implementazione con heap\n \n La **soluzione migliore** è quella di implementare la coda con priorità tramite un **heap**: tutti i costi saranno logaritmici, eccetto l'inserimento che sarà costante.\n \n - \\`insert()\\` costa \\`O(1)\\`\n - \\`minimum()\\` costa \\`O(log n)\\`\n - \\`pop()\\` costa \\`O(log n)\\`\n - \\`decrease_priority_for()\\` costa \\`O(log n)\\`\n \n ## Approfondimenti\n \n Esistono code con priorità che restituiscono **l'elemento con priorità maggiore**, invece che quello minore.\n `}\n \n \n {`\n # Heap sort\n\n L'_heap sort_ è un algoritmo di ordinamento per confronto **iterativo**.\n \n ## Funzionamento\n \n Per effettuare un heap sort, creiamo un **heap massimo** in cui inseriamo tutti i valori che vogliamo ordinare.\n \n Una volta applicate le proprietà dell'heap, chiamiamo una versione particolare di \\`heap.pop()\\` che invece che rimuovere dall'array i valori estratti li posiziona nello spazio creatosi in fondo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(n log n)\\` | \\`Ω(n log n)\\` | **\\`θ(n log n)\\`** |\n `}\n \n \n {`\n # Grafo\n \n Un _grafo_ è una struttura dati che rappresenta elementi interconnessi tra loro.\n \n Esistono due tipi di grafi: _orientati_ e _non orientati_.\n \n Per semplicità, consideriamo i nostri nodi numerati da 1 a \\`n\\`.\n \n ## Proprietà\n \n - Gli elementi sono rappresentati tramite _nodi_.\n - Il loro _grado_ è dato dal **numero degli archi** che vi incidono.\n - Se il grafo è orientato, hanno anche un _in-degree_ (**numero di archi entranti**) e un _out-degree_ (**numero di archi uscenti**).\n - Le connessioni tra elementi sono rappresentate tramite _archi_.\n - Un arco _incide_ esattamente su **due nodi**.\n - Se il grafo è orientato, sono _uscenti_ da uno dei due nodi ed _entranti_ nell'altro.\n - Sono matematicamente meno del **quadrato dei nodi**.\n \n ## Grafi particolari\n \n ### Catena\n \n Una _catena_ è un **grafo non orientato** composto da una **sequenza di nodi** aventi un **grado massimo di 2** tutti collegati tra loro.\n \n ### Cammino\n \n Un _cammino_ è un **grafo orientato** composto da una **sequenza di nodi** aventi un **in-degree** e un **out-degree** **massimo di 1**, collegati tra loro in modo che partendo dal primo e seguendo gli archi sia possibile arrivare all'ultimo.\n \n ### Cricca\n \n Una _cricca_ è un grafo in cui **tutti i nodi sono collegati tra loro**.\n \n Se il grafo è **non orientato**, la cricca ha \\`((n-1)n)/2\\` archi.\n \n Se il grafo è **orientato**, ha per ogni coppia un arco in entrambe le direzioni, quindi ha \\`(n-1)n\\` archi.\n \n ### Direct Acyclic Graph\n \n Un _DAG_ è un grafo diretto che non contiene nessun ciclo.\n \n Su di esso possiamo effettuare un ordinamento, detto _linearizzazione_, tra i nodi: otteniamo l'_ordine topologico_.\n \n I primi elementi dei DAG sono detti _Source_ (_Sorgente_), mentre gli ultimi sono detti _Sink_ (_Pozzo_).\n \n #### Albero\n \n Un **albero** può essere considerato un DAG con una **sorgente singola** e le **foglie come pozzi**.\n \n ### Grafo fortemente connesso\n \n Un insieme di nodi \\`V\\` di un **grafo diretto** \\`G\\` si dice una _componente fortemente connessa_ se:\n \n 1. Per ogni coppia di nodi \\`∀ u, v ∈ V' : ∃ un cammino u->v in G'\\`\n 2. Massimale (non può diventare più grande)\n \n > Praticamente una componente fortemente connessa è un gruppo di nodi tra i quali si può viaggiare liberamente da e a qualsiasi nodo al suo interno.\n \n Un grafo si dice _fortemente connesso_ se l'insieme \\`V\\` coincide con l'insieme dei nodi del grafo \\`G\\`.\n \n > Se partendo da qualsiasi nodo di un grafo riesco ad arrivare a qualsiasi altro nodo, allora il grafo è fortemente connesso.\n \n Inoltre, se creiamo un nuovo grafo, in cui **ogni nodo rappresenta una componente fortemente connessa** del nostro grafo iniziale, **otteniamo un DAG**, perchè tutti i cicli sono stati integrati nella componente.\n \n ### Trasposto di un grafo\n \n Il _trasposto_ di un **grafo diretto** \\`G\\` è il grafo stesso con gli archi che però vanno nella **direzione opposta**.\n \n ### Grafo pesato\n \n Un _grafo pesato_ è un particolare grafo che associa a ciascun arco un **costo** per attraversarlo.\n \n #### Costi negativi\n \n I costi possono anche essere negativi: rappresenteranno allora un **guadagno** ottenuto attraversando il nodo.\n \n ### Minimum spanning tree\n \n Un _minimum spanning tree_ è il **sottoinsieme degli archi** di un **grafo non diretto** che **connettono tutti i nodi** con il **minor costo possibile**.\n \n I MST hanno [molte proprietà](https://en.wikipedia.org/wiki/Minimum_spanning_tree#Properties); sono troppe da scrivere qui, e probabilmente non ci interesseranno nemmeno.\n \n ## Implementazione tramite matrice di adiacenza\n \n Possiamo implementare un grafo creando una **matrice di \\`bool\\` di dimensione \\`n * n\\`** in cui le **caselle collegate sono vere** e le caselle non collegate sono false.\n \n > Ad esempio, possiamo implementare un grafo non orientato in questo modo (\\`█\\` indica l'esistenza di un collegamento e \\` \\` indica la sua assenza):\n >\n > | |1|2|3|\n > |-|-|-|-|\n > |1|░|░|░|\n > |2|█|░|░|\n > |3|█| |░|\n >\n > Esistono gli archi \\`1-2\\` e \\`1-3\\`, ma non esiste un collegamento \\`2-3\\`.\n \n > Un grafo orientato invece si può implementare così:\n >\n > | |1|2|3|\n > |-|-|-|-|\n > |1|░|█| |\n > |2|█|░| |\n > |3|█| |░|\n >\n > Esistono gli archi \\`1->2\\`, \\`2->1\\` e \\`3->1\\`, ma non ci sono collegamenti \\`2->3\\`, \\`1->3\\` e \\`3->2\\`.\n \n ### Costo computazionale\n \n #### Tempo\n \n Le matrici di adiacenza portano alla realizzazione di algoritmi molto veloci: verificare l'esistenza di un arco è in \\`O(1)\\`!\n \n Abbiamo però penalità significative quando vogliamo effettuare operazioni sugli archi: ad esempio, trovare il trasposto di un grafo implementato con una matrice di adiacenza è in \\`O(nodi²)\\`.\n \n #### Memoria\n \n E' poco efficiente in quanto a memoria: l'upper bound è in \\`O(n^2)\\`. \n \n ## Implementazione tramite liste di adiacenza\n \n Un'alternativa alla matrice di adiacenza è quella di creare un'**array di liste**, le quali contengono i **vicini di ciascun nodo**.\n \n > |Posizione|Lista|\n > |-|-|\n > |1|[2, 3]|\n > |2|[]|\n > |3|[1]|\n >\n > Esistono gli archi \\`1->2\\`, \\`1->3\\`, e \\`3->1\\`, ma non esistono \\`2->1\\`, \\`2->3\\` e \\`3->2\\`.\n \n ### Costo computazionale\n \n #### Tempo\n \n Utilizzando le liste di adiacenza, il tempo richiesto per verificare l'esistenza di un arco sale a \\`O(max-out-degree)\\`.\n \n E' efficace però quando il problema che vogliamo risolvere riguarda operazioni su archi: trovare la trasposta è in \\`O(archi)\\`.\n \n #### Memoria \n \n La memoria richiesta dalle liste di adiacenza è minore di quella delle matrici: l'upper bound è in \\`O(nodi + archi)\\`.\n \n ## Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/graphds)\n `}\n \n \n {`\n # Visitare un grafo\n \n Come per gli alberi radicati, esistono due modi per visitare un grafo: _depth-first search_ e _breadth-first search_.\n \n In entrambi i casi, non visito mai due volte lo stesso nodo, e come risultato ottengo **molteplici alberi**, il cui insieme viene detto _foresta di copertura_.\n \n Se il grafo che vogliamo visitare è diretto, allora dobbiamo **considerare come vicini solo gli archi uscenti**\n \n ## Depth-first search\n \n La DFS ci può risultare utile per **identificare le componenti connesse** di un grafo e **identificare eventuali cicli**.\n \n ### Funzionamento\n \n Posso utilizzare la DFS per classificare gli archi di un grafo in quattro categorie:\n \n - _Tree_, archi che ci fanno **scoprire un nuovo nodo**\n - _Forward_, archi che ci portano a un **discendente**\n - _Back_, archi che ci portano ad un **antenato**\n - _Cross_, archi che **connettono due sottoalberi** diversi\n \n Usiamo due array inizializzati a 0 chiamati \\`pre\\` e \\`post\\`, grandi quanto il numero di archi del grafo, che ci indicano rispettivamente quando un nodo è stato scoperto e quando è terminata la visita. \n Inoltre, creiamo una variabile \\`clock\\` che avanza ad ogni evento. \n Alla scoperta di un nuovo nodo, mettiamo il valore attuale di \\`clock\\` all'interno di \\`pre[n]\\`. \n Alla fine della visita di un nodo invece mettiamo il valore di \\`clock\\` in \\`post[n]\\`.\n \n **Durante la visita**, gli archi avranno i seguenti valori:\n - _Tree_: \\`pre[dst] == 0\\`\n - _Forward_: \\`pre[src] < pre[dst] && post[dst] > 0\\`\n - _Back_: \\`pre[dst] < pre[src] && post[dst] == 0\\`\n - _Cross_: Tutti gli altri (\\`post[dst] < pre[src]\\`)\n \n **A fine visita**, gli archi avranno i seguenti valori:\n - _Tree_: \\`pre[dst] < pre[dst] < post[dst] < pre[src]\\`\n - _Forward_: \\`pre[dst] < pre[dst] < post[dst] < pre[src]\\`\n - _Back_: \\`pre[src] < pre[dst] < post[dst] < post[src]\\`\n - _Cross_: \\`pre[dst] < post[dst] < pre[src] < post[src]\\`\n \n Se un **grafo non diretto** contiene degli **archi Back**, allora esso **conterrà un ciclo**.\n \n #### DFS nel grafo trasposto\n \n Se effettuo una DFS sul trasposto di un grafo, posso **scoprire i nodi che hanno un cammino verso l'origine**.\n \n #### DFS nella componente fortemente connessa\n \n Se effettuo una DFS in una componente fortemente connessa e nella sua trasposta, il **\\`post\\` della trasposta sarà sempre minore** del \\`post\\` della componente originale.\n \n ### Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(nodi + archi)\\` | \\`Ω(nodi + archi)\\` | **\\`θ(nodi + archi)\\`** |\n | Memoria | \\`O(nodi)\\` | \\`Ω(nodi)\\` | **\\`θ(nodi)\\`** |\n \n ### Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/dfsbfs)\n \n ## Breadth-first search\n \n La BFS ci può risultare utile per **trovare tutti i nodi a una certa distanza** da un'origine.\n \n ### Costo computazionale\n \n | Categoria | Upper bound | Lower bound | Tight bound |\n |-----------|-------------|-------------|-------------|\n | Tempo | \\`O(nodi + archi)\\` | \\`Ω(nodi + archi)\\` | **\\`θ(nodi + archi)\\`** |\n | Memoria | \\`O(nodi + archi)\\` | \\`Ω(nodi + archi)\\` | **\\`θ(nodi + archi)\\`** |\n \n ### Pseudocodice\n \n Come per gli alberi, la implementiamo in modo **iterativo**:\n \n \\`\\`\\`python\n queue = [starting_node]\n parents = [None for node in graph.nodes]\n distance = [-1 for node in graph.nodes]\n \n # TODO: controllami quando sei più sveglio\n \n while queue:\n node, source, distance = queue.pop(0)\n parents[node.number] = source\n distance[node.number] = distance\n for neighbour in node.neighbours:\n queue.append((neighbour, node, distance+1))\n \\`\\`\\`\n \n > Nella coda, la distanza massima tra un nodo e l'altro è 1.\n \n ### Visualizzazione\n \n [visualgo.net](https://visualgo.net/en/dfsbfs)\n `}\n \n \n {`\n # Algoritmi greedy\n\n Un modo per risolvere problemi algoritmici può essere usare una **tecnica** _greedy_.\n \n Le tecniche greedy consistono nel effettuare tanti piccoli passi, ed effettuare una **scelta** in base ai dati **locali al passo attuale**.\n \n > Scegli il numero di monete più piccole possibili per comporre €1.12.\n >\n > L'algoritmo cerca di scegliere sempre la moneta più grande possibile compatibile con il prezzo in quel momento, quindi:\n > | Moneta scelta | Rimanente |\n > |---------------|-----------|\n > | € 1.00 | € 0.12 |\n > | € 0.10 | € 0.02 |\n > | € 0.02 | € 0.00 |\n \n ## Esempi\n \n Sono algoritmi greedy:\n \n - L'_Algoritmo di Dijkstra_\n - L'_Algoritmo di Kruskal_\n - L'_Algoritmo di Prim_\n `}\n \n \n {`\n # Percorso più breve\n\n Trovare il _percorso più breve_ (o _cammino minimo_) tra due nodi di un **grafo pesato** è un problema frequente nell'informatica; per questo, sono stati sviluppati [numerosi algoritmi](https://en.wikipedia.org/wiki/Shortest_path_problem) per risolverlo.\n \n > Ad esempio, il pathfinding dei nemici nei videogiochi, oppure Google Maps!\n \n ## Percorso più breve da una sorgente singola\n \n Una sottocategoria del problema del percorso più breve è il caso in cui ci interessa sapere i percorsi più brevi che **partono da uno specifico nodo del grafo**: è detto problema del _percorso più breve da una sorgente singola_, o _single-source shortest path_.\n \n Si può notare che se il grafo contiene **costi negativi** allora è possibile che il percorso più breve non esista, in quanto diventa possibile la comparsa di **cicli di costo infinitamente negativo**.\n \n Possiamo notare che, se il percorso più breve tra \\`A\\` e \\`D\\` è \\`A-B-C-D\\`, allora il cammino minimo tra \\`B\\` e \\`D\\` passerà obbligatoriamente per \\`C\\` (\\`B-C-D\\`).\n Diremo più avanti che il percorso più breve ha una **sottostruttura ottimale**.\n \n ### Esempi\n \n Alcuni algoritmi che trovano il percorso più breve sono:\n - L'_Algoritmo di Dijkstra_\n - L'_Algoritmo di Bellman-Ford_\n - La [_ricerca A*_](https://en.wikipedia.org/wiki/A*_search_algorithm)\n `}\n \n \n {`\n # Algoritmo di Dijkstra\n \n L'_Algoritmo di [Dijkstra](https://upload.wikimedia.org/wikipedia/commons/8/85/Dijkstra.ogg)_ è un algoritmo che risolve il problema del **percorso più breve da una sorgente singola** per grafi con pesi **reali positivi** \\`\\\\mathbb{R}^+\\`.\n \n L'algoritmo trova tutti i percorsi più brevi per raggiungere qualsiasi nodo del grafo partendo da un dato nodo, assieme al costo richiesto per farlo.\n \n ## Funzionamento\n \n 1. Separiamo tutti i nodi del grafo in due gruppi: **visitati** e **non visitati**. \n - Tutti i nodi partono da **non visitati**.\n 2. Per ogni nodo, manteniamo un valore \"**costo richiesto per raggiungerlo**\", che verrà cambiato man mano che l'algoritmo avanza.\n - Il costo di partenza è \\`+∞\\`.\n - Il costo sarà **definitivo per i nodi visitati**, e **provvisorio per i non visitati**.\n 3. Creiamo un insieme detto _frontiera_ che conterrà tutti i **nodi non visitati adiacenti** a quelli visitati.\n 4. Prendiamo il nodo iniziale, che avrà un **costo di \\`0\\`**, e definiamolo il nodo _attuale_.\n 5. Finchè ci sono dei nodi non sono stati visitati, ripetiamo il seguente ciclo:\n 1. Aggiungiamo i nodi adiacenti al nodo attuale alla frontiera.\n - Il costo per raggiungerli sarà il **costo per il nodo attuale sommato al costo dell'arco** che li connette al nodo attuale. \n Se questo **costo** risulta essere **minore del costo provvisorio** precedente, esso **diventerà il nuovo costo**.\n - Questa operazione è detta _rilassamento dell'arco_.\n 2. Facciamo diventare **visitato** il nodo attuale.\n - Il percorso che abbiamo fatto per raggiungerlo è obbligatoriamente il più breve.\n 3. Il prossimo nodo attuale sarà il nodo di frontiera con un costo più basso.\n - Per questo, è possibile definire l'algoritmo di Dijkstra come un **algoritmo greedy**.\n \n ### Non funziona se...\n \n L'algoritmo smette di funzionare nel caso in cui siano presenti **costi negativi** e il grafo non sia **aciclico**, in quanto non saremmo mai in grado di rendere visitato un nodo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | \\`O(nodi + archi) log nodi)\\` |\n \n ### Scomposizione\n \n - Inizializzazione: \\`O(nodi)\\`\n - Creazione coda priorità: \\`O(nodi log nodi)\\`\n - Ciclo: \\`O((nodi + archi) log nodi)\\`\n \n ## Pseudocodice\n \n \\`\\`\\`python\n import math\n \n class Info:\n def __init__(self, distance=math.inf, previous=None):\n self.distance = distance\n self.previous = previous\n \n def dijkstra(graph, start):\n data = [Info() for node in graph.nodes]\n queue = PriorityQueue([start])\n while queue:\n node = queue.pop()\n for arc in node.connections:\n other = arc.other(node)\n if data[node.number].distance + arc.cost < data[other].distance:\n data[other].distance = data[node.number].distance + arc.cost\n queue.decrease_priority_for(other, data[other].distance)\n data[v].previous = node\n return data\n \\`\\`\\`\n \n ## Visualizzazione\n \n [Visualgo](https://visualgo.net/en/sssp)\n `}\n \n \n {`\n # Algoritmo di Bellman-Ford\n\n L'_Algoritmo di Bellman-Ford_ è un algoritmo che, come l'Algoritmo di Dijkstra, risolve il problema del **percorso più breve da una sorgente singola**, però, a differenza da quest'ultimo, l'Algoritmo di Bellman-Ford accetta in input anche grafi con pesi **reali** \\`\\\\mathbb{R}\\` (sia positivi, sia negativi).\n \n ## Funzionamento\n \n L'approccio dell'algoritmo è simile a quello di Dijkstra: entrambi usano il **rilassamento** degli archi per ottenere un costo provvisorio per il raggiungimento di un nodo, ma invece che rilassare solo l'arco con costo inferiore, questo algoritmo **rilassa tutti gli archi** ripetutamente, eliminando la frontiera e il problema dei nodi negativi.\n \n L'operazione di rilassamento è ripetuta \\`nodi - 1\\` volte, ovvero la **lunghezza massima** di un cammino aciclico all'interno di un grafo.\n \n Possiamo individuare dopo i rilassamenti se è presente un nodo con un **ciclo negativo**: ci basta controllare se esiste un arco che connette due nodi con una distanza incompatibile: se \\`a.distanza + arco.costo < b.distanza\\`, allora è presente un ciclo negativo.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | \\`O(nodi * archi)\\` |\n \n ## Pseudocodice\n \n > TODO\n \n ## Visualizzazione\n \n [Visualgo](https://visualgo.net/en/sssp)\n `}\n \n \n {`\n # Disjoint set\n \n Il _disjoint set_ è una struttura dati che rappresenta elementi di un insieme raggruppati in **sottoinsiemi disgiunti**.\n \n ## Metodi\n \n \\`\\`\\`python\n class DisjointNode:\n def __init__(self): ...\n def find_set(self): \"Trova il rappresentante dell'elemento.\"\n def union(self, other): \"Unisce i sottoinsiemi che contengono questo nodo e \\`other\\`.\"\n \\`\\`\\`\n \n ## Implementazione tramite array\n \n Possiamo implementare il disjoint set con due array: uno per l'**indice del rappresentante** e uno per il **rango dell'insieme**.\n \n Un singoletto avrà **sè stesso come rappresentante** e **rango \\`0\\`**.\n \n ### Costo computazionale\n \n - *create_set()*: \\`O(1)\\`\n - *find_set()*: \\`O(h)\\`\n - *union()*: \\`O(h)\\`\n \n ### Pseudocodice\n \n \\`\\`\\`python\n class DisjointNode:\n def __init__(self):\n self.parent = self\n self.rank = 0\n \n def find_set(self):\n element = self\n while self.parent != element:\n element = self.parent\n return element\n \n def union(self, other):\n repres_self = self.find_set()\n repres_other = other.find_set()\n if repres_self == repres_other:\n return\n if repres_self.rank < repres_other.rank:\n repres_greater = repres_other\n repres_lesser = repres_self\n else:\n repres_greater = repres_self\n repres_lesser = repres_other\n repres_lesser.parent = repres_greater\n if repres_greater.rank == repres_lesser.rank:\n repres_greater.rank += 1\n \\`\\`\\`\n \n ### Visualizzazione\n \n [cs.usfca.edu](https://www.cs.usfca.edu/~galles/JavascriptVisual/DisjointSets.html)\n `}\n \n \n {`\n # Trovare il minimum spanning tree\n\n Un altro problema ricorrente riguardante i grafi è trovare il _minimum spanning tree_ di un dato grafo non diretto.\n \n > E' utile per trovare il modo più efficiente per connettere le cose: ad esempio, per decidere la struttura di una rete internet!\n \n ## Esempi\n \n Gli algoritmi principali che risolvono il problema sono due, ed entrambi sono **algoritmi greedy**:\n \n - L'_Algoritmo di Kruskal_\n - L'_Algoritmo di Prim_\n `}\n \n \n {`\n # Algoritmo di Kruskal\n \n L'_Algoritmo di Kruskal_ è un algoritmo **greedy** che **trova il minimum spanning tree** di un grafo.\n \n ## Funzionamento\n \n 1. Ripetiamo questa procedura finchè tutti i nodi non sono connessi:\n 1. Prendiamo ad ogni passo **l'arco meno costoso** del grafo non ancora aggiunto all'insieme.\n 2. Assicuriamoci che **non si creino cicli**: se non se ne verrebbero a creare, possiamo **aggiungere l'arco all'insieme**.\n - Gli archi devono quindi connettere nodi in **componenti connesse diverse**.\n - Possiamo rappresentare le componenti connesse con un **Disjoint Set**.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | \\`O(archi²)\\` |\n \n ### Scomposizione\n \n - DisjointSet.__init__(): \\`O(archi)\\`\n - Per ogni ciclo: \\`O(archi²)\\`\n - DisjointSet.find_set(): \\`O(1)\\`\n - DisjointSet.union(): \\`O(archi)\\`\n \n ## Pseudocodice\n \n \\`\\`\\`python\n def minimum_spanning_tree_kruskal(graph):\n ds = DisjointSet()\n for node in graph.nodes:\n ds.create_set(node)\n arcs = []\n sorted_arcs = sorted(graph.arcs, key=lambda arc: arc.cost)\n for arc in sorted_arcs:\n if ds.find_set(node.start) != ds.find_set(node.end):\n arcs.append(arc)\n ds.union(node.start, node.end)\n return arcs\n \\`\\`\\`\n `}\n \n \n {`\n # Algoritmo di Prim\n \n L'_Algoritmo di Prim_ è un altro algoritmo **greedy** che **trova il minimum spanning tree** di un grafo.\n \n ## Funzionamento\n \n Creo una **coda con priorità** in cui inserisco tutti gli archi visibili dal mio albero, in cui la chiave è il **costo dell'arco**.\n \n Per trovare l'arco con costo più piccolo posso **estrarre un arco** dalla coda: la priorità ci garantisce che esso è l'**arco meno costoso**.\n \n Aggiungo allora un nuovo nodo all'albero, e con esso, **aggiungo alla coda** tutti gli **archi che scoprono un nuovo nodo**.\n \n ## Costo computazionale\n \n | Categoria | Upper bound |\n |-----------|-------------|\n | Tempo | \\`O(archi + nodi log nodi)\\` |\n \n ## Pseudocodice\n \n \\`\\`\\`python\n import math\n \n def minimum_spanning_tree_prim(graph, cost_array, start_node):\n # E' un Array di bool: se l'indice corrispondente al nodo è uguale a true, vuol dire che il (nodo è contenuto nell'albero.\n contains = [False for _ in range(len(graph))]\n # Contiene il precedente di ogni nodo \n prev = [None for _ in range(len(graph))]\n # Contiene il costo per arrivare a quel nodo\n cost = [math.inf for _ in range(len(graph))]\n # Creo la priority queue\n pq = PriorityQueue(graph.arcs, key=lambda arc: arc.cost)\n # Parto dal nodo \\`start_index\\`\n # Il costo dell'origine è 0.\n cost[start_node.index] = 0\n contains[start_node.index] = True\n \n while not pq.is_empty():\n new_node = pq.pop()\n contains[new_node.index] = True\n for arc in new_node.connections:\n other_node = arc.other(new_node)\n if not contains[other_node.index] and cost[other_node.index] > arc.cost:\n cost[other_node.index] = arc.cost\n prev[other_node.index] = new_node\n pq.decrease_priority_for(other_node, arc.cost)\n # L'array di prev rappresenta un albero.\n return prev\n \\`\\`\\`_\n `}\n \n \n {`\n # Compressione\n\n _Comprimere_ un file significa **ridurne le dimensioni** senza modificarne il significato.\n \n ## Categorie\n \n ### Compressione lossless\n \n Nella _compressione lossless_, i dati possono essere decompressi riottenendo una copia identica dell'originale.\n \n > Immaginiamo un file che contiene solo le lettere \\`a, b, c, d, e, f\\`.\n >\n > Le lettere compaiono con questa frequenza:\n > |a|b|c|d|e|f|\n > |45%|13%|12%|16%|9%|5%|\n >\n > Possiamo codificare le lettere nel seguente modo:\n > |a|b|c|d|e|f|\n > |\\`0b0\\`|\\`0b100\\`|\\`0b101\\`|\\`0b111\\`|\\`0b1100\\`|\\`0b1101\\`|\n >\n > Scrivere \\`abacadae\\` richiederebbe 64 bits con la codifica ASCII estesa, ma in questo modo riusciamo a scriverlo con soli 17 bits!\n \n Le codifiche di un file compresso devono rispettare la proprietà del _Codice a prefisso_, che dice che **nessun codice deve essere il prefisso di un altro codice**; altrimenti, si avrebbero ambiguità nella decodifica.\n \n > a = \\`1\\`\n > b = \\`11\\`\n >\n > \\`111\\` è \\`ab\\`, \\`ba\\` oppure \\`aaa\\`?\n \n Creiamo allora un _albero di decodifica_: un **albero binario** che, leggendo uno ad uno i bit codificati, ci permette di arrivare al **valore del codice presente sulle foglie** dell'albero.\n \n Gli alberi di decodifica sono sempre **completi**.\n \n > Un albero di decodifica incompleto sarebbe non ottimizzato!\n \n #### Esempi\n \n - .png\n - .flac\n - .zip\n - ...\n \n ### Compressione lossy\n \n Nella _compressione lossy_, alcuni dati [solitamente](http://needsmorejpeg.com/) irrilevanti vengono perduti: non si può, dunque, ricostruire l'originale.\n \n #### Esempi\n \n - .jpeg\n - .mp3\n - ...\n `}\n \n \n {`\n # Algoritmo di Huffman\n\n L'_Algoritmo di Huffman_ è un **algoritmo greedy** per la **costruzione di un albero di decodifica**.\n \n ## Funzionamento\n \n 1. Costruisco **un albero** (con un solo nodo) **per ogni elemento dell'alfabeto**.\n 2. Associo ad **ogni albero la frequenza dell'elemento** da cui è stato creato, per poi inserire tutti gli elementi in una coda con priorità.\n 3. Finchè non ho **un albero solo**:\n 1. Estraggo dalla coda i **due alberi con frequenza minore**.\n 2. **Li rendo fratelli**, creando un nuovo nodo in cui sono uno figlio destro e uno figlio sinistro.\n 3. Associo al nuovo nodo la **somma delle frequenze dei due alberi**, e inserisco il nuovo albero nella coda.\n \n > È molto raro che venga un albero \"dritto\"; se succede, probabilmente c'è qualcosa che non va.\n `}\n \n \n {`\n # Dizionario\n \n Un _dizionario_ è una struttura dati che **associa dei valori a delle chiavi**.\n \n ## Proprietà\n \n - Ogni elemento del dizionario è un **valore** che è stato **associato a una chiave**.\n - Possiamo aggiungere nuovi elementi con il **metodo \\`add(chiave, valore)\\`**.\n - Posiamo estrarre elementi con il **metodo \\`get(chiave)\\`**, che restituirà il valore associato a \\`chiave\\`.\n - E' possibile rimuovere elementi con il **metodo \\`delete(chiave)\\`**.\n - Due elementi con **chiavi diverse** non devono **mai restituire lo stesso valore**.\n \n ## Metodi\n \n Beh... Non ha molto senso in questo caso...\n \n \\`\\`\\`python\n dict()\n \\`\\`\\`\n \n ## Implementazione con tabella hash\n \n Una _tabella hash_ è un'array di coppie **chiave-valore**, che formano l'insieme _universo_.\n \n Per determinare l'**indice dell'array** in cui inserire una coppia, usiamo una [funzione _hash_](https://it.wikipedia.org/wiki/Hash#Algoritmo_di_hash) sulla chiave, che restituirà **numeri da \\`0\\` a \\`len(hash_table)\\`**.\n \n ### Risoluzione collisioni\n \n Potrebbe capitare però che **due chiavi diverse abbiano lo stesso indice**. Dobbiamo allora usare un metodo di _risoluzione collisioni_, che mi permetta di distinguere tra chiavi diverse.\n \n #### Lista di trabocco\n \n Possiamo salvare nell'array **liste di coppie** chiave-valore; in caso di collisione, **aggiungo un nuovo elemento alla lista**.\n \n In media, ciascuna di queste liste conterrà \\`elementi_inseriti / dimensione_tabella\\` elementi.\n \n #### Indirizzamento aperto\n \n Possiamo decidere di mettere le coppie che non trovano posto nel loro indice in **un altro indirizzo vuoto** dell'array.\n \n Ci sono diversi modi in cui decidere il nuovo indirizzo, ognuno con vantaggi e svantaggi: si può scegliere quello successivo, oppure il primo vuoto dell'array, oppure un indirizzo casuale.\n \n > Python, nei \\`dict\\`, usa indirizzamento aperto pseudorandom.\n \n ### Costo computazionale\n \n - Aggiungere una chiave: \\`O(n)\\`\n - Trovare una chiave: \\`O(n)\\`\n - Eliminare una chiave: \\`O(n)\\`\n `}\n \n \n {`\n # Programmazione dinamica\n \n La _programmazione dinamica_ è una **tecnica** di programmazione che prevede l'**estensione di una soluzione ottima precedente**.\n \n Tutti i problemi in cui si può applicare si possono risolvere anche con la **ricorsione**, ma a differenza della ricorsione, questa tecnica riesce ad evitare di ricalcolare la soluzione per ogni chiamata ricorsiva, ottenendo quindi tempi molto migliori.\n \n Si può applicare solo se un problema ha una **sottostruttura ottimale**, ovvero se la soluzione ottima di un sottoproblema è inclusa nella soluzione ottima del problema. \n \n ## Esempi\n \n - _Problema dello zaino_\n - ...\n \n > Il cammino minimo per raggiungere un nodo in un DAG è dato da \\`arco.costo + arco.primo_nodo.costo_cammino_minimo()\\`.\n >\n > \\`\\`\\`python\n > def SPD_PD(graph, start):\n > distance = [float(inf) for node in graph.nodes]:\n > distance[start] = 0\n > # I nodi devono essere in ordine di linearizzazione\n > for node in graph.nodes:\n > distance[node] = min([(arc.cost + distance[arc.other(node)] for arc in node.connections])\n > \\`\\`\\`\n \n > Ho una sequenza di interi da \\`a_1\\` a \\`a_n\\`. Voglio trovare la sottosequenza crescente più lunga.\n >\n > 5 2 3 4 7 3 6 3 1 6\n >\n > Trovo tutte le sequenze lunghe 1, e le rendo nodi di un grafo diretto.\n >\n > Da ogni nodo, creo una connessione verso i suoi maggiori.\n >\n > Infine, cerco i cammini massimi del grafo. \n > \n > Essi saranno la soluzione del problema.\n \n > Trova la lunghezza della sottosequenza più lunga che termina con \\`j\\`.\n >\n > \\`L[j]\\` = lunghezza della sottosequenza più lunga che termina in \\`j\\`\n > \n > \\`\\`\\`python\n > L[j] = max([1 + L[node] for arc in node.connections)]\n > \\`\\`\\`\n >\n > Esempio:\n > \\`\\`\\`python\n > L[9] = max([1+L[8], 1+L[3], 1+L[6]])\n > \\`\\`\\`\n `}\n \n \n {`\n # Problema dello zaino\n \n Il problema dello zaino è un problema _pseudo-trattabile_: non abbiamo dimostrazioni di se sia trattabile o intrattabile.\n \n ## Descrizione\n \n > Sei un ladro, e devi mettere **più refurtiva possibile** nello zaino per scappare. \n > Lo zaino può portare **al massimo \\`dim\\` kili**.\n >\n > **Quali** (e quanti) oggetti scegli?\n \n | Input | Output |\n |-------|--------|\n | \\`dim\\`ensione_zaino, \\`n\\`umero_oggetti, \\`oggetto.peso\\`, \\`oggetto.valore\\` | \\`profitto_massimo\\` |\n \n ## Categorie\n \n ### Problema con ripetizione\n \n Puoi prendere **tutte le copie che vuoi** di un oggetto.\n \n #### Soluzione\n \n \\`K(dim)\\` è il valore massimo ottenibile con uno zaino di capacità \\`dim\\`.\n \n > Se \\`i\\` appartenesse alla soluzione ottima, allora \\`K(dim) = i.valore + K(dim - i.peso)\\`...\n \n Possiamo dire che \\`K(dim) = max(i.valore + K(dim - i.peso))\\`.\n \n Inoltre, \\`K(0) = 0\\`.\n \n Ci salviamo tutte le soluzioni da \\`K(0)\\` a \\`K(dim)\\`, e le usiamo per calcolare il massimo in seguito.\n \n Calcolare \\`K(dim)\\` avrà allora un costo di \\`O(n * dim)\\`:\n - \\`n\\`, perchè trovare il massimo è un'operazione lineare\n - \\`dim\\`, perchè \\`dim\\` sono tutti i casi tra i quali devo andare a provare\n \n Il costo computazionale, allora, è in \\`O(n * dim)\\`. \n \n Però, il **tempo richiesto** dal nostro algoritmo dipende non dalla lunghezza dell'input, bensì dal **valore numerico** di \\`dim\\`, che corrisponde alla dimensione dell'array delle soluzioni. \n Allora, si dice che l'algoritmo è in **tempo _pseudo-polinomiale_**.\n \n ### Problema senza ripetizione\n \n Si può prendere **ogni oggetto una volta sola**.\n \n #### Soluzione _bruteforce_\n \n Scelgo se prendere o no l'item 1.\n \n Si creano due percorsi:\n - Non prendo l'oggetto: \\`valore = 0, peso = 0\\`\n - Prendo l'oggetto: \\`valore = oggetto.valore, peso = oggetto.peso\\`\n \n Continuo a creare percorsi, creando una specie di albero binario.\n \n Se a un certo punto vedo che \\`valore = x, peso = K\\` e \\`valore < x, peso = K\\`, allora posso escludere automaticamente tutto il sottoalbero destro, perchè non può essere migliore del sinistro: allora, sarò riuscito a ridurre il numero dei casi rispetto alla ricorsione.\n \n ### Problema in due variabili\n \n \\`K(j, w)\\` = massimo valore ottenibile con uno zaino di capacità \\`w\\` scegliendo gli item da \\`1\\` a \\`j\\`.\n \n Non possiamo più applicare la soluzione bruteforce, perchè abbiamo due variabili, \\`j\\` e \\`w\\`.\n \n Allora, prendo l'elemento \\`j\\`. Esso può essere o non essere nella soluzione: mi calcolo entrambe le alternative, e mi tengo l'alternativa dal valore più alto.\n \n Se \\`j\\` non è nella soluzione, il risultato diventerà \\`K(j-1, w)\\`; se invece è nella soluzione, il risultato sarà \\`j.valore + K(j-1, w-j.peso)\\`.\n \n In pratica, prendiamo\n \n \\`\\`\\`latex\n K(j, w) = max\n \\\\begin{cases}\n V_j + K(j-1, w-w_j)\n K(j-1, w)\n \\\\end{cases}\n \\`\\`\\`\n \n Costruisco allora una matrice con \\`j\\` su un asse e \\`w\\` sull'altro. \n Riempio le caselle con il valore di \\`K(j, w)\\`. \n Nella casella con \\`K(j, w)\\` avremo la soluzione ottima.\n \n Il tempo necessario per riempire tutte le caselle è nuovamente \\`O(n * w)\\`, ancora **pseudopolinomiale**.\n \n Per sapere che oggetti ho messo o no devo tenere traccia in qualche modo della catena del calcolo, usando, ad esempio, una pila.\n `}\n \n \n {`\n # Problemi intrattabili\n \n ## Problema di Set-Cover\n \n ### Input\n \n \\`U\\`niverso di \\`e\\`lementi\n \n \\`S\\`ottoinsieme di \\`s\\`ottoinsiemi di elementi di \\`U\\`\n \n ### Output\n \n Il minimo \\`S'\\`ottoinsieme di \\`s\\`ottoinsiemi che copra completamente \\`U\\`.\n \n ### Soluzione in \\`O(n^d)\\`\n \n Non c'è.\n \n ### Non-soluzione alternativa\n \n Faccio una scelta greedy, ma non posso dimostrare in alcun modo che la soluzione ottenuta sia quella ottima. \n Infatti, l'algoritmo non dà sempre la soluzione ottima, ma dà una soluzione accettabile in tempo polinomiale.\n \n Seleziono sempre il sottoinsieme che copre più elementi mancanti possibili.\n \n #### Costo computazionale\n \n \\`Costo greedy <= log(numero_elementi) * Costo ottimo\\`\n `}\n \n
\n );\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js b/docs/route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js new file mode 100644 index 0000000..78f5fbc --- /dev/null +++ b/docs/route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js @@ -0,0 +1,16 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[3],{"2w3n":function(i){i.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},"5aVd":function(i){i.exports={menulist:"menulist__2Cmnq"}},"5rUc":function(i,l,e){"use strict";(function(i){var n=e("mDT8"),t=e.n(n);l.a=function(l){return i("abbr",{className:t.a.tick,title:"Un quanto di tempo del sistema."},l.children?l.children:"tick")}}).call(this,e("hosL").h)},"9cHI":function(i,l,e){"use strict";e.r(l),function(i){var n=e("mbOI"),t=e("ke5e"),a=e("5rUc"),o=e("T2GU"),u=e("YNhk");let r,s,c,d,p,m,g,b,f,v,h,z,_,w,S,q,k,C,I,A,N,E,P,U,x,L,M,T,y,D,H,B,R,G,V,F,O,W,J,Q,X,Y,Z,j,K=i=>i;const $=String.raw;l.default=function(){return i("div",null,i("h1",null,"Apprendimento ed evoluzione in sistemi artificiali"),i(n.s,{title:"Esame"},i(n.r,{title:"Contatti"},i("ul",null,i("li",null,i(u.a,{href:"mailto:marco.villani@unimore.it"},"Prof. Marco Villani")))),i(n.r,{title:"Scritto"},i("ul",null,i("li",null,"Scegli 2 tra 6 domande possibili"),i("li",null,"90 minuti")))),i(n.s,{title:"NetLogo"},i(n.r,{title:"Cos'è?"},i("p",null,"NetLogo è un software di modellazione sistemi multiagente, da noi usato per le lezioni di laboratorio."),i("p",null,"Si può ",i("a",{href:"https://ccl.northwestern.edu/netlogo/download.shtml"},"scaricare")," o ",i("a",{href:"https://www.netlogoweb.org/launch"},"usare da browser"),"."),i("p",null,"Il suo codice sorgente è disponibile su ",i("a",{href:"https://github.com/NetLogo/NetLogo"},"GitHub"),", e ha una pagina di ",i("a",{href:"https://ccl.northwestern.edu/netlogo/docs/dictionary.html"},"documentazione"),"."),i(o.a,null,i("li",null,i(u.a,{href:"/apprendimento/netlogo"},"Appunti di NetLogo"))))),i(n.s,{title:"Sistemi dinamici"},i(n.r,{title:"Cosa sono?"},i("p",null,"Sistemi naturali o artificiali che si basano su ",i("b",null,"leggi reversibili e deterministiche"),"."),i("p",null,"In natura, alcuni leggi possono sembrare irreversibili a livello macroscopico, ma sono in realtà reversibili a livello microscopico."),i(t.a,null,i("p",null,i("a",{href:"https://it.wikipedia.org/wiki/Modello_di_Ehrenfest"},i("u",null,"Urne di Ehrenfest")),": due urne con N palline; estraggo una pallina da una urna casuale ad ogni passo e la sposto nell'altra; con tante palline il sistema appare irreversibile."))),i(n.r,{title:"Fasi"},i("p",null,i("b",null,"Stati")," in cui si può trovare un sistema dinamico."),i("p",null,"Tutte insieme formano lo ",i("i",null,"(iper)",i("b",null,"spazio delle fasi")),".")),i(n.r,{title:"Attrattore"},i("p",null,"Lo ",i("b",null,"stato finale")," di un sistema dinamico."),i("p",null,"Tutte le fasi tendono a uno specifico attrattore.")),i(n.r,{title:"Elaborazione di informazione"},i("p",null,"I sistemi dinamici ",i("b",null,"elaborano informazione")," attraversando fasi e raggiungendo un attrattore."),i(t.a,null,"L'evoluzione biologica crea nuove specie partendo da quelle precedenti di maggiore successo fino a quando non si raggiunge la specie perfetta."),i(t.a,null,"Si può vedere l'universo come un gigantesco sistema dinamico. ",i("a",{href:"https://it.wikipedia.org/wiki/Ipotesi_della_simulazione"},"Che sia artificiale?")," ",i("a",{href:"https://it.wikipedia.org/wiki/Morte_termica_dell%27universo"},"Qual è il suo attrattore?")))),i(n.s,{title:"Sistemi lineari"},i(n.r,{title:"Cosa sono?"},i("p",null,"Sistemi dinamici i cui cambiamenti sono descritti da ",i("b",null,"funzioni lineari"),".")),i(n.r,{title:"Nodi"},i("p",null,i("b",null,"Situazioni iniziali")," di un sistema lineare."),i("p",null,"Possono essere:"),i("ul",null,i("li",null,i("u",null,"Stabili"),": ",i("b",null,"convergono")," ad un punto fisso"),i("li",null,i("u",null,"Instabili"),": ",i("b",null,"divergono")," da un punto fisso"),i("li",null,i("a",{href:"https://it.wikipedia.org/wiki/Punto_di_sella"},i("u",null,"Di sella")))),i("p",null,"Nell'insieme dei ",i(n.i,null,$(r||(r=K`\mathbb{C}`)))," possono anche dare origine a:"),i("ul",null,i("li",null,i("u",null,"Spirali stabili"),": spirali che ",i("b",null,"convergono")),i("li",null,i("u",null,"Spirali instabili"),": spirali che ",i("b",null,"divergono")),i("li",null,i("u",null,"Cicli"),": il sistema forma un ciclo diverso in base alla posizione del nodo"),i("li",null,i("u",null,"Cicli limite"),": il sistema evolve fino a formare un ciclo specifico")),i("p",null,"Infine, in sistemi dissipativi può anche comparire:"),i("ul",null,i("li",null,i("u",null,"Caos"),": il sistema evolve in maniera pseudo-casuale")),i(t.a,null,"Mai sentito parlare di ",i("a",{href:"https://en.wikipedia.org/wiki/Mersenne_Twister"},"Mersenne Twister"),"?")),i(n.r,{title:"Potenziale"},i("p",null,"Funzione che rappresenta lo stato attuale del sistema."),i("p",null,"Gli attrattori coincidono con i suoi ",i("b",null,"punti di minimo"),", detti ",i("i",null,"punti fissi"),"."),i("p",null,"Il suo complementare è la ",i("b",null,"funzione energia"),"."))),i(n.s,{title:"Agenti"},i(n.r,{title:"Secondo il paradigma debole"},i("p",null,"Sono ",i("b",null,"sistemi")," con le seguenti caratteristiche:"),i("ul",null,i("li",null,i("b",null,"Autonomia"),": agiscono gli uni indipendentemente dagli altri"),i("li",null,i("b",null,"Reattività"),": percepiscono ciò che sta nel loro ambiente e ",i("i",null,"reagiscono")," ai cambiamenti di quest'ultimo"),i("li",null,i("b",null,"Proattività"),": agiscono in maniera tale da portare a termine i loro obiettivi"),i("li",null,i("b",null,"Socialità"),": comunicano con gli altri agenti, scambiando informazioni"))),i(n.r,{title:"Secondo il paradigma forte"},i("p",null,"Hanno anche caratteristiche di ",i("b",null,"livello più alto")," derivate dalle quattro precedenti:"),i("ul",null,i("li",null,"Conoscenza"),i("li",null,"Intenzioni"),i("li",null,"Emozioni"),i("li",null,"Obblighi"),i("li",null,"Obiettivi"),i("li",null,"etc...")),i(t.a,null,"Gli umani possono benissimo essere considerati agenti del sistema universo.")),i(n.r,{title:"Caratteristiche aggiuntive"},i("p",null,"Gli agenti si distinguono anche in:"),i("ul",null,i("li",null,i("b",null,"Mobilità"),": quanto e come possono muoversi nell'ambiente"),i("li",null,i("b",null,"Veridicità"),": quanto producono informazioni corrette",i(t.a,null,"È possibile effettuare un attacco a un sistema introducendovi agenti maliziosi che producono intenzionalmente informazioni sbagliate!")),i("li",null,i("b",null,"Benevolenza"),": quanto beneficiano gli altri delle loro azioni",i(t.a,null,i("u",null,"Agenti malevoli"),": ad esempio, troll in siti web",i("br",null),i("u",null,"Agenti benevoli"),": ad esempio, filtri che bannano i troll")),i("li",null,i("b",null,"Razionalità"),": quanto le loro azioni sono coerenti con i loro obiettivi e lo stato dell'ambiente",i(t.a,null,i("u",null,"Razionalità limitata"),": gli agenti non conoscono completamente l'ambiente, e compiono le azioni che suppongono essere giuste"))))),i(n.s,{title:"Benefici degli agenti"},i(n.r,{title:"Emergenza"},i("p",null,"Lo sviluppo negli agenti di nuove capacità per cui non erano stati programmati."),i(t.a,null,"Ad esempio, la Swarm Intelligence, descritta dopo!"))),i(n.s,{title:"Architetture di agente"},i(n.r,{title:"Classe"},i("p",null,"Classificazione in base a ",i("b",null,"come prende le decisioni")," un agente:"),i("ul",null,i("li",null,i("b",null,"Logic-based"),": prende le decisioni attraverso deduzioni ",i("i",null,"logiche")),i("li",null,i("b",null,"Reactive"),": mappa una ",i("i",null,"reazione")," a ogni situazione dell'ambiente"),i("li",null,i("b",null,"Belief-desire-intention"),": per decidere, considera le proprie ",i("i",null,"assunzioni sul mondo")," (",i("i",null,"belief"),"), i propri ",i("i",null,"desideri")," (",i("i",null,"desire"),") e le sue ",i("i",null,"intenzioni")," correnti (",i("i",null,"intention"),")"),i("li",null,i("b",null,"Layered"),": utilizza diversi ",i("i",null,"strati")," di capacità cognitive per giungere a una decisione"))),i(n.r,{title:"Comportamento"},i("p",null,"Classificazione in base a ",i("b",null,"come sono definiti gli obiettivi")," di un agente:"),i("ul",null,i("li",null,i("b",null,"Teleonomico"),": gli obiettivi sono predefiniti ed espliciti"),i("li",null,i("b",null,"Riflessivo"),": l'agente è libero di scegliere il suo obiettivo in base alle proprie percezioni interne"))),i(n.r,{title:"Conoscenze"},i("p",null,"Classificazione in base a ",i("b",null,"quanto conosce dell'ambiente")," un agente:"),i("ul",null,i("li",null,i("b",null,"Cognitivo"),": l'agente è immediatamente a conoscenza di ",i("b",null,"tutto l'ambiente")),i("li",null,i("b",null,"Reattivo"),": l'agente deve scoprire l'ambiente con le sue capacità sensoriali")))),i(n.s,{title:"Sistemi multi-agente"},i(n.r,{title:"Vantaggi"},i("ul",null,i("li",null,i("b",null,"Distribuzione"),": più agenti possono coprire aree di ambiente più vaste, o elaborare più in fretta zone più dense di informazione"),i("li",null,i("b",null,"Rappresentazione"),": i sistemi multi-agente modellano più accuratamente il mondo reale"))),i(n.r,{title:"Feedback"},i("p",null,"Influenza esercitata dal sistema sugli agenti per guidarli verso il loro obiettivo."),i("p",null,"Può essere:"),i("ul",null,i("li",null,i("b",{class:"lime"},"Positivo"),": incentiva gli agenti ad avere un dato comportamento"),i("li",null,i("b",{class:"red"},"Negativo"),": disincentiva gli agenti ad avere un dato comportamento"))),i(n.r,{title:"Swarm intelligence"},i("p",null,"Comportamento ",i("b",null,"emergente")," che si manifesta nei sistemi multiagente con tantissimi agenti."),i("p",null,"Indica la capacità di risoluzione di problemi complessi attraverso la collaborazione di più agenti semplici."))),i(n.s,{title:"Evoluzione"},i(n.r,{title:"Algoritmi genetici"},i("p",null,"Meccanismi simili a quelli evolutivi umani che permettono ai tratti degli agenti di ",i("b",null,"convergere")," verso un valore.")),i(n.r,{title:"Fitness"},i("p",null,"Inizialmente definita come ",i("b",null,"numero di discendenti fertili"),", solitamente indica quanto è probabile che i tratti di un individuo siano passati alla generazione successiva.")),i(n.r,{title:"Cromosoma"},i("p",null,i("b",null,"Sequenza di valori")," che definisce uno o più tratti di un individuo.")),i(n.r,{title:"Popolazione"},i("p",null,"Un ",i("b",null,"insieme di individui")," aventi tutti gli stessi cromosomi.")),i(n.r,{title:"Mutazione"},i("p",null,"Fenomeno che causa una ",i("b",null,"piccola variazione casuale nei cromosomi")," dei figli."),i("p",null,"Previene la ",i("b",null,"convergenza prematura")," in un sistema.")),i(n.r,{title:"Crossover"},i("p",null,"Meccanismo di ",i("b",null,"costruzione dei cromosomi")," in un figlio: i cromosomi dei genitori vengono tagliati nello stesso punto scelto a caso, e per costruire quelli del figlio viene presa una parte dal padre e l'altra parte dalla madre."),i("p",null,"Può portare al miglioramento di un individuo e allo sviluppo di nuovi tratti, ma solo nelle parti di cromosoma che sono diverse tra i due genitori.")),i(n.r,{title:"Schema"},i("p",null,i("b",null,"Sequenza di valori")," all'interno di un cromosoma, che può includere anche sezioni in cui il valore è ",i("b",null,"irrilevante"),"."),i("p",null,"Gli algoritmi genetici permettono di trovare gli schemi con la ",i("b",null,"fitness più alta in assoluto")," in un tempo relativamente breve: il sistema ",i("i",null,"generalmente")," favorisce gli schemi corti con fitness alta.")),i(n.r,{title:"Convergenza prematura"},i("p",null,"Situazione in cui si è raggiunta una soluzione non-ottimale a causa dell'assenza di novità nel sistema."),i("p",null,"Si può impedire con vari metodi: con la ",i("b",null,"mutazione"),", introducendo ",i("b",null,"requisiti di località")," per l'accoppiamento, scegliendo diversamente i genitori, etc..."))),i(n.s,{title:"Sistema a classificatori"},i(n.r,{title:"Cosa sono?"},i("p",null,"Programmi che dati tanti esempi sono in grado di classificare un elemento in una o più categorie."),i("p",null,"Sono formati da ",i("i",null,"classificatori"),", liste di ",i("i",null,"messaggi"),", ",i("i",null,"detettori")," e ",i("i",null,"effettori"),"."))),i(n.s,null,i(n.r,{title:"Classificatori"},i("p",null,"Strutture logiche che ",i("b",null,"elaborano")," i messaggi."),i("p",null,"Valutano una espressione logica (",i("i",null,"condizione"),") sui messaggi in arrivo, e se questa risulta essere vera, emettono un nuovo messaggio in risposta (",i("i",null,"azione"),")."),i(t.a,null,"Condizione e azione possono essere considerati come due cromosomi di un algoritmo genetico!")),i(n.r,{title:"Messaggi"},i("p",null,i("b",null,"Unità di informazione")," di un sistema a classificatori: sono ",i("b",null,"generati")," da ",i("i",null,"detettori")," e ",i("i",null,"classificatori"),", e ",i("b",null,"consumati")," da ",i("i",null,"classificatori")," ed ",i("i",null,"effettori"),".")),i(n.r,{title:"Detettori"},i("p",null,i("b",null,"Sensori")," che percepiscono lo stato dell'ambiente esterno e lo riportano sotto forma di ",i("i",null,"messaggi"),".")),i(n.r,{title:"Effettori"},i("p",null,i("b",null,"Motori")," che rispondono ai ",i("i",null,"messaggi")," effettuando una qualche azione nell'ambiente."))),i(n.s,null,i(n.r,{title:"Forza"},i("p",null,"Un ",i("b",null,"punteggio")," associato ad ogni classificatore."),i("p",null,"Più un classificatore viene attivato, più la sua forza crescerà."),i(t.a,null,"I classificatori più deboli vengono lentamente eliminati!")),i(n.r,{title:"Specificità"},i("p",null,"Il ",i("b",null,"numero di condizioni che devono essere soddisfatte")," perchè il classificatore si attivi."),i("p",null)),i(n.r,{title:"Bid"},i("p",null,i("b",null,"Prodotto")," di specificità e forza di un classificatore."),i("p",null,"Rappresenta ",i("b",null,"quanto è probabile che venga utilizzato")," un dato classificatore nel caso che le condizioni di più di uno vengano soddisfatte."),i(t.a,null,"È la fitness degli algoritmi genetici applicata ai classificatori."))),i(n.s,null,i(n.r,{title:"Cover Detector"},i("p",null,"Se l'input non soddisfa nessun classificatore esistente, se ne crea uno nuovo soddisfatto dall'input attuale con una azione casuale.")),i(n.r,{title:"Cover Effector"},i("p",null,"Se i classificatori emettono in output un messaggio non valido, si crea un nuovo classificatore che trasforma quel messaggio in un output valido."))),i(n.s,{title:"Reti neurali"},i(n.r,{title:"Neuroni"},i("p",null,"Agenti che possono ",i("b",null,"collegarsi tra loro")," tramite ",i("i",null,"sinapsi")," (dirette) e ",i("b",null,"ricevere")," ed ",i("b",null,"emettere")," ",i("i",null,"impulsi")," lungo di esse."),i("p",null,"Gli impulsi ricevuti vengono temporaneamente ",i("b",null,"memorizzati")," dal neurone attraverso valori che decadono nel tempo."),i("p",null,"Se la somma dei valori di tutti gli impulsi ricevuti è ",i("b",null,"maggiore di una certa soglia"),", allora il neurone ",i("b",null,"emetterà")," un impulso."))),i(n.s,{title:"Modello booleano"},i(n.r,{title:"Cos'è?"},i("p",null,"Un modello semplificato di rete neurale in cui vengono considerati ",i("b",null,"solo tempi discreti")," (",i(a.a,null,"ticks"),"), e non è presente la memorizzazione degli impulsi nel tempo."),i("p",null,"È stato sviluppato da ",i("a",{href:"https://it.wikipedia.org/wiki/Warren_McCulloch"},"Warren McCulloch")," (un neurofisiologo) e ",i("a",{href:"https://it.wikipedia.org/wiki/Walter_Pitts"},"Walter Pitts")," (un matematico)."),i(t.a,null,"È importante perchè dimostra che le reti neurali ",i("b",null,"possono elaborare qualsiasi cosa"),", ma incompleto perchè non descrive nessun metodo per la loro creazione automatica.")),i(n.r,{title:"Neuroni"},i("p",null,"I neuroni ",i("b",null,"si attivano")," in un dato ",i(a.a,null)," se la ",i("b",null,"somma dei loro impulsi")," nel ",i(a.a,null)," precedente è ",i("b",null,"maggiore o uguale a 1"),".")),i(n.r,{title:"Intensità sinaptica"},i("p",null,"Le sinapsi hanno una ",i("i",null,"intensità"),": è un ",i("b",null,"moltiplicatore")," che viene applicato a tutti gli impulsi transitanti la sinapsi."))),i(n.s,{title:"Funzioni logiche nel modello booleano"},i(n.r,{title:"NOT"},i("p",null,"Un neurone con una sinapsi entrante con intensità ",i(n.i,null,$(s||(s=K`-1`))),".")),i(n.r,{title:"OR"},i("p",null,"Un neurone con due o più sinapsi entranti con intensità ",i(n.i,null,$(c||(c=K`1`))),".")),i(n.r,{title:"AND"},i("p",null,"Un neurone con due o più sinapsi entranti con intensità ",i(n.i,null,$(d||(d=K`\frac{1}{numero\ sinapsi}`))),"."))),i(n.s,{title:"Modello di Hopfield"},i(n.r,{title:"Cos'è?"},i("p",null,"Un'estensione del modello booleano per permettere l'apprendimento automatico delle configurazioni giuste di neuroni."),i("p",null,"È stato sviluppato da ",i("a",{href:"https://en.wikipedia.org/wiki/John_Hopfield"},"John Hopfield")," (uno scienziato)."),i(t.a,null,"Non è molto avanzato, ma ha portato a ulteriori studi nel campo delle reti neurali.")),i(n.t,null,i("thead",null,i("tr",null,i("th",null,i("abbr",{title:"Vettore / matrice"},"v")),i("th",null,i("abbr",{title:"Elemento singolo / scalare"},"s")),i("th",null,"Glossario"))),i("tbody",null,i("tr",null,i("td",null),i("td",null,i(n.a,null,$(p||(p=K`t`)))),i("td",null,i(a.a,null,"Tick")," attuale")),i("tr",null,i("td",null),i("td",null,i(n.i,null,$(m||(m=K`n`))),", ",i(n.i,null,$(g||(g=K`m`)))),i("td",null,"Identificatore di un neurone specifico")),i("tr",null,i("td",null,i(n.a,null,$(b||(b=K`\mathbf{W}`)))),i("td",null,i(n.a,null,$(f||(f=K`w_{nm}`)))),i("td",null,"Intensità della sinapsi diretta da ",i(n.i,null,$(v||(v=K`n`)))," verso ",i(n.i,null,$(h||(h=K`m`))))),i("tr",null,i("td",null,i(n.a,null,$(z||(z=K`\mathbf{\Theta}`)))),i("td",null,i(n.a,null,$(_||(_=K`\theta_n`)))),i("td",null,"Soglia di attivazione di un neurone")),i("tr",null,i("td",null,i(n.a,null,$(w||(w=K`\mathbf{X}(t)`)))),i("td",null,i(n.a,null,$(S||(S=K`x_n(t)`)))),i("td",null,"Emissione di un neurone")),i("tr",null,i("td",null,i(n.a,null,$(q||(q=K`\mathbf{I}(t)`)))),i("td",null,i(n.a,null,$(k||(k=K`i_n(t)`)))),i("td",null,"Somma degli ingressi di un neurone")),i("tr",null,i("td",null),i("td",null,i(n.a,null,$(C||(C=K`E`)))),i("td",null,"Energia del sistema")),i("tr",null,i("td",null,i(n.a,null,$(I||(I=K`\mathbf{A}`)))),i("td",null,i(n.a,null,$(A||(A=K`a_i`)))),i("td",null,"Stato di un neurone in un pattern")),i("tr",null,i("td",null),i("td",null,i(n.a,null,$(N||(N=K`Q(\mathbf{A}, \mathbf{B})`)))),i("td",null,"Sovrapposizione tra due pattern"))))),i(n.s,null,i(n.r,{title:"Emissione"},i("p",null,"In ogni ",i(a.a,null),", i neuroni:"),i("ul",null,i("li",null,"Emettono ",i(n.i,null,$(E||(E=K`0`)))," se gli input nel ",i(a.a,null)," precedente ",i("b",null,"erano inferiori")," alla soglia di attivazione"),i("li",null,"Emettono ",i(n.i,null,$(P||(P=K`1`)))," se gli input nel ",i(a.a,null)," precedente ",i("b",null,"superavano")," la soglia di attivazione"),i("li",null,"Non cambiano stato se gli input nel ",i(a.a,null)," precedente ",i("b",null,"erano uguali")," alla soglia di attivazione"))),i(n.r,{title:"Sinapsi"},i("p",null,i("b",null,"Tutti")," i neuroni del modello sono intercollegati tra loro da sinapsi."),i("p",null,"I neuroni non possono essere collegati a loro stessi."),i("p",null,"Questo porta il ",i("b",null,"costo computazionale")," del modello ad essere ",i(n.i,null,$(U||(U=K`O(n^2)`))),".")),i(n.r,{title:"Energia"},i("p",null,"Una funzione dell'intero sistema che rappresenta il totale degli stati di tutti i neuroni e tutte le connessioni."),i(n.q,null,$(x||(x=K` + E = - \frac{1}{2} \sum_{n, m} ( w_{nm} \cdot x_n \cdot x_m ) + \sum_n ( \theta_n \cdot x_n ) + `))))),i(n.s,null,i(n.r,{title:"Apprendimento hebbiano"},i("p",null,"Un metodo per realizzare l'apprendimento nel modello di Hopfield."),i("p",null,"Si incrementa l'intensità delle sinapsi che connettono neuroni nello stesso stato, e invece si decrementa l'intensità di quelle che connettono neuroni in stati opposti."),i("p",null,"Considerando i neuroni spenti e quelli accesi come ",i(n.i,null,$(L||(L=K`0`)))," e ",i(n.i,null,$(M||(M=K`1`)))," rispettivamente, si ha che per ogni pattern:"),i(n.q,null,$(T||(T=K` + \Delta w_{ik} = (2 \cdot A_i - 1)(2 \cdot A_k - 1) + `))),i(t.a,null,"Così facendo, si insegna sia il pattern normale sia il suo complementare!")),i(n.r,{title:"Simmetria"},i("p",null,"Applicando l'apprendimento hebbiano al modello di Hopfield si ottengono sinapsi simmetriche."),i("p",null,"Se è valida questa proprietà, si può dimostrare che l'",i("b",null,"energia del sistema è sempre decrescente"),", e che quindi che tenderà a un punto fisso!")),i(n.r,{title:"Overlap di due pattern"},i("p",null,"Il numero di neuroni attivati in entrambi i pattern."),i(n.q,null,$(y||(y=K` + Q(A, B) = \sum_{i = 1}^n A_i B_i + `)))),i(n.r,{title:"Interferenza"},i("p",null,"Più pattern vengono imparati da un modello, più è facile che essi interferiscano tra loro."),i("p",null,"In caso di pattern completamente scorrelati tra loro, il limite di pattern imparabili è circa:"),i(n.q,null,$(D||(D=K`0.14 \cdot N`)))),i(n.r,{title:"Archetipi"},i("p",null,"Per minimizzare l'interferenza tra pattern, è possibile insegnare al modello un ",i("i",null,"archetipo"),": si insegna più volte il pattern originale applicandoci una minima quantità di interferenza casuale."))),i(n.s,{title:"Modello a percettroni"},i(n.r,{title:"Cos'è?"},i("p",null,"Un modello di rete neurale che supporta l'apprendimento e che presenta ",i("b",null,"più strati di neuroni"),"."),i("p",null,"Ha costi computazionali molto più bassi del modello di Hopfield.")),i(n.t,null,i("thead",null,i("tr",null,i("th",null,"Simbolo"),i("th",null,"Descrizione"))),i("tbody",null,i("tr",null,i("td",null,i(n.a,null,$(H||(H=K`N`)))),i("td",null,"Numero totale di neuroni nel sistema")),i("tr",null,i("td",null,i(n.a,null,$(B||(B=K`n`)))),i("td",null,"Numero di un neurone specifico")),i("tr",null,i("td",null,i(n.a,null,$(R||(R=K`w_{nm}`)))),i("td",null,"Intensità della sinapsi diretta da ",i(n.i,null,$(G||(G=K`n`)))," verso ",i(n.i,null,$(V||(V=K`m`))))),i("tr",null,i("td",null,i(n.a,null,$(F||(F=K`x_n`)))),i("td",null,"Emissione del neurone ",i(n.i,null,$(O||(O=K`n`))))),i("tr",null,i("td",null,i(n.a,null,$(W||(W=K`H(v)`)))),i("td",null,"Funzione che restituisce lo stato di un neurone dato un valore di input")),i("tr",null,i("td",null,i(n.a,null,$(J||(J=K`\sum_1^N ( w_n \cdot x_n )`)))),i("td",null,"Somma degli input di un neurone")),i("tr",null,i("td",null,i(n.a,null,$(Q||(Q=K`b`)))),i("td",null,"Bias di un neurone"))))),i(n.s,null,i(n.r,{title:"Percettrone"},i("p",null,"Una ",i("b",null,"rete neurale")," che viene incapsulata all'interno di un singolo neurone."),i("p",null,"La sua emissione è determinata dalla sua funzione di emissione ",i(n.i,null,$(X||(X=K`H`))),":"),i(n.q,null,$(Y||(Y=K` + x_n = H \left( \sum_1^N ( w_n \cdot x_n + b) \right) + `))),i("p",null,i(n.i,null,$(Z||(Z=K`b`)))," è una costante configurabile, detta ",i("i",null,"bias"),", che rappresenta il valore di partenza della somma degli input.")),i(n.r,{title:"Percettrone booleano"},i("p",null,"Un percettrone la cui funzione di emissione è:"),i(n.q,null,$(j||(j=K` + \begin{cases} + 1 \qquad se\ v > 0\\ + 0 \qquad se\ v = 0\\ + -1 \qquad se\ v < 0 + \end{cases} + `)))),i(n.r,{title:"Apprendimento"},i("p",null,"Si parte da intensità casuali delle sinapsi."),i("p",null,"Si prova a classificare degli esempi pre-classificati: se un esempio viene classificato nel modo sbagliato, si alterano le intensità delle sinapsi in direzione della sua classificazione corretta."),i("p",null,"Nel caso che vi siano più strati di neuroni, allora sarà necessario ricorrere alla ",i("a",{href:"https://en.wikipedia.org/wiki/Backpropagation"},"backpropagation"),", che stima l'errore di classificazione di ogni singolo neurone e li corregge di conseguenza."))),i(n.s,{title:"Rete feed-forward"},i(n.r,{title:"Cos'è?"},i("p",null,"Un modello a percettroni in cui ",i("b",null,"non si presentano cicli"),"."),i("p",null,"Alcuni dei neuroni che vi sono all'interno saranno dunque dei ",i("b",null,"neuroni sorgente")," e dei ",i("b",null,"neuroni pozzo"),"."))))}}.call(this,e("hosL").h)},T2GU:function(i,l,e){"use strict";(function(i){var n=e("5aVd"),t=e.n(n);l.a=function(l){return i("ul",{class:t.a.menulist},l.children)}}).call(this,e("hosL").h)},ke5e:function(i,l,e){"use strict";(function(i){var n=e("2w3n"),t=e.n(n);l.a=function(l){return i("div",{class:t.a.example},l.children)}}).call(this,e("hosL").h)},mDT8:function(i){i.exports={red:"red__1DkTW",orange:"orange__3-zNZ",yellow:"yellow__2ln-k",lime:"lime__3VExD",cyan:"cyan__YxBjD",blue:"blue__2bc0p",magenta:"magenta__KGEa7",tick:"tick__2T7VF"}}}]); +//# sourceMappingURL=route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js.map \ No newline at end of file diff --git a/docs/route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js.map b/docs/route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js.map new file mode 100644 index 0000000..198bc06 --- /dev/null +++ b/docs/route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./components/MenuList.less","webpack:///./components/ApprendimentoSistemiArtificiali/Tick.js","webpack:///./routes/ApprendimentoSistemiArtificiali.js","webpack:///./components/MenuList.js","webpack:///./components/Example.js","webpack:///./components/ApprendimentoSistemiArtificiali/Styles.less"],"names":["module","exports","props","className","style","tick","title","children","r","String","raw","href","class","menulist","example"],"mappings":"4EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,mBCA3LD,EAAOC,QAAU,CAAC,SAAW,oB,qCCD7B,qCAEe,aAAUC,GACrB,OACI,UAAMC,UAAWC,IAAMC,KACjBC,MAAO,mCAAoCJ,EAAMK,SAAWL,EAAMK,SAAW,W,kPCC3F,MAAMC,EAAIC,OAAOC,IAGF,qBACX,OACI,aACI,kEACA,EAAC,IAAD,CAASJ,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAMK,KAAM,mCAAZ,0BAGZ,EAAC,IAAD,CAAOL,MAAO,WACV,YACI,gDACA,4BAIZ,EAAC,IAAD,CAASA,MAAO,WACZ,EAAC,IAAD,CAAOA,MAAO,UACV,qHAIA,qBACW,OAAGK,KAAM,uDAAT,aADX,MAC2F,OACvFA,KAAM,qCADiF,oBAD3F,KAIA,sDAC4C,OACxCA,KAAM,sCADkC,UAD5C,wBAE+E,OAC3EA,KAAM,6DADqE,kBAF/E,KAKA,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAMA,KAAM,0BAAZ,0BAIhB,EAAC,IAAD,CAASL,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,cACV,8DACoD,kDADpD,KAGA,mJAIA,EAAC,IAAD,KACI,WACI,OAAGK,KAAM,sDAAsD,iCADnE,iKAOR,EAAC,IAAD,CAAOL,MAAO,QACV,WACI,oBADJ,+CAGA,uCAC6B,oBAAS,iCADtC,MAIJ,EAAC,IAAD,CAAOA,MAAO,cACV,iBACO,2BADP,4BAGA,iEAIJ,EAAC,IAAD,CAAOA,MAAO,gCACV,iCACuB,qCADvB,qDAIA,EAAC,IAAD,uJAIA,EAAC,IAAD,sEACkE,OAC9DK,KAAM,2DADwD,wBADlE,IAE8F,OAC1FA,KAAM,+DADoF,gCAMtG,EAAC,IAAD,CAASL,MAAO,mBACZ,EAAC,IAAD,CAAOA,MAAO,cACV,mEACyD,+BADzD,MAIJ,EAAC,IAAD,CAAOA,MAAO,QACV,WACI,kCADJ,2BAGA,8BAGA,YACI,YAAI,sBAAJ,KAAoB,yBAApB,sBACA,YAAI,wBAAJ,KAAsB,wBAAtB,sBACA,YAAI,OAAGK,KAAM,gDAAgD,0BAEjE,+BACqB,EAAC,IAAD,KAASH,EAAT,OAAW,gBADhC,kCAGA,YACI,YAAI,8BAAJ,iBAAwC,0BACxC,YAAI,gCAAJ,iBAA0C,yBAC1C,YAAI,oBAAJ,uEACA,YAAI,2BAAJ,0DAEJ,kEAGA,YACI,YAAI,mBAAJ,kDAEJ,EAAC,IAAD,+BAC2B,OAAGG,KAAM,kDAAT,oBAD3B,MAKJ,EAAC,IAAD,CAAOL,MAAO,cACV,qEAGA,mDACyC,8BADzC,WACuE,0BADvE,KAGA,wCAC8B,+BAD9B,OAKR,EAAC,IAAD,CAASA,MAAO,UACZ,EAAC,IAAD,CAAOA,MAAO,+BACV,mBACS,sBADT,qCAGA,YACI,YAAI,wBAAJ,oDACA,YAAI,yBAAJ,kDAAoE,yBAApE,mCAGA,YAAI,0BAAJ,oEACA,YAAI,wBAAJ,gEAGR,EAAC,IAAD,CAAOA,MAAO,8BACV,6CACmC,+BADnC,uCAGA,YACI,0BACA,0BACA,wBACA,wBACA,yBACA,uBAEJ,EAAC,IAAD,qFAIJ,EAAC,IAAD,CAAOA,MAAO,8BACV,kDAGA,YACI,YAAI,uBAAJ,kDACA,YACI,yBADJ,2CAEI,EAAC,IAAD,+IAKJ,YACI,0BADJ,mDAEI,EAAC,IAAD,KACI,8BADJ,kCACyD,aACrD,8BAFJ,6CAKJ,YACI,0BADJ,sFAGI,EAAC,IAAD,KACI,mCADJ,8GAQhB,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,aACV,8FAGA,EAAC,IAAD,6DAKR,EAAC,IAAD,CAASA,MAAO,0BACZ,EAAC,IAAD,CAAOA,MAAO,UACV,wCAC8B,uCAD9B,eAGA,YACI,YAAI,0BAAJ,8CAAiE,uBACjE,YAAI,uBAAJ,eAA+B,uBAA/B,oCACA,YAAI,sCAAJ,wCAAuE,mCAAvE,KACe,qBADf,eACwC,uBADxC,KACyD,qBADzD,cAEQ,yBAFR,cAEoC,wBAFpC,KAIA,YAAI,sBAAJ,sBAAqC,qBAArC,yDAKR,EAAC,IAAD,CAAOA,MAAO,iBACV,wCAC8B,+CAD9B,kBAGA,YACI,YAAI,0BAAJ,iDACA,YAAI,yBAAJ,+FAKR,EAAC,IAAD,CAAOA,MAAO,cACV,wCAC8B,2CAD9B,eAGA,YACI,YAAI,wBAAJ,+CAAgE,gCAChE,YAAI,uBAAJ,yEAIZ,EAAC,IAAD,CAASA,MAAO,wBACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,4BAAJ,qHAGA,YAAI,+BAAJ,yEAIR,EAAC,IAAD,CAAOA,MAAO,YACV,kGAGA,0BAGA,YACI,YAAI,OAAGM,MAAO,QAAV,YAAJ,yDACA,YAAI,OAAGA,MAAO,OAAV,YAAJ,8DAGR,EAAC,IAAD,CAAON,MAAO,sBACV,4BACkB,wBADlB,oEAGA,6HAMR,EAAC,IAAD,CAASA,MAAO,cACZ,EAAC,IAAD,CAAOA,MAAO,sBACV,kGAEO,yBAFP,sBAKJ,EAAC,IAAD,CAAOA,MAAO,WACV,yCAC+B,4CAD/B,oHAKJ,EAAC,IAAD,CAAOA,MAAO,aACV,WACI,iCADJ,qDAIJ,EAAC,IAAD,CAAOA,MAAO,eACV,iBACO,mCADP,wCAIJ,EAAC,IAAD,CAAOA,MAAO,aACV,qCAC2B,uDAD3B,eAGA,0BACgB,oCADhB,oBAIJ,EAAC,IAAD,CAAOA,MAAO,aACV,4BACkB,wCADlB,6LAKA,mKAKJ,EAAC,IAAD,CAAOA,MAAO,UACV,WACI,iCADJ,oFAEa,0BAFb,KAIA,6EACmE,2CADnE,gDAE6D,2BAF7D,kDAMJ,EAAC,IAAD,CAAOA,MAAO,yBACV,sHAIA,sDAC4C,wBAD5C,kBAC2E,oCAD3E,sEAMR,EAAC,IAAD,CAASA,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,cACV,gHAIA,8BACoB,6BADpB,cAEO,uBAFP,KAEwB,wBAFxB,MAE2C,wBAF3C,OAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,kBACV,oCAC0B,wBAD1B,gBAGA,+CACqC,yBADrC,uGAE0D,qBAF1D,MAIA,EAAC,IAAD,qGAIJ,EAAC,IAAD,CAAOA,MAAO,YACV,WACI,oCADJ,yCAES,uBAFT,OAE4B,wBAF5B,MAE+C,6BAF/C,OAGM,wBAHN,OAG0B,6BAH1B,OAGmD,wBAHnD,MAMJ,EAAC,IAAD,CAAOA,MAAO,aACV,WACI,sBADJ,kFAEO,uBAFP,MAKJ,EAAC,IAAD,CAAOA,MAAO,aACV,WACI,qBADJ,sBACoC,uBADpC,oDAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,SACV,iBACO,wBADP,sCAGA,+EAGA,EAAC,IAAD,mEAIJ,EAAC,IAAD,CAAOA,MAAO,eACV,iBACO,iEADP,wCAGA,aAIJ,EAAC,IAAD,CAAOA,MAAO,OACV,WACI,uBADJ,iDAGA,0BACgB,sDADhB,yFAIA,EAAC,IAAD,6EAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,kBACV,oJAKJ,EAAC,IAAD,CAAOA,MAAO,kBACV,kKAMR,EAAC,IAAD,CAASA,MAAO,gBACZ,EAAC,IAAD,CAAOA,MAAO,WACV,iCACuB,kCADvB,YAC0D,sBAD1D,gBAEM,uBAFN,OAEyB,uBAFzB,IAEyC,sBAFzC,mBAIA,2DACiD,0BADjD,0DAIA,qEAC2D,2CAD3D,uBAEsB,uBAFtB,kBAMR,EAAC,IAAD,CAASA,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,iFACuE,kCADvE,KAEkB,EAAC,IAAD,cAFlB,kEAIA,oCAC0B,OAAGK,KAAM,kDAAT,oBAD1B,0BAEwC,OAAGA,KAAM,8CAAT,gBAFxC,qBAKA,EAAC,IAAD,yDACqD,+CADrD,wFAKJ,EAAC,IAAD,CAAOL,MAAO,WACV,wBACc,0BADd,eAC4C,EAAC,IAAD,MAD5C,UAC0D,qCAD1D,QAEoB,EAAC,IAAD,MAFpB,iBAEyC,oCAFzC,MAKJ,EAAC,IAAD,CAAOA,MAAO,uBACV,mCACyB,wBADzB,UACgD,6BADhD,sEAMR,EAAC,IAAD,CAASA,MAAO,yCACZ,EAAC,IAAD,CAAOA,MAAO,OACV,gEACsD,EAAC,IAAD,KAASE,EAAT,OAAW,QADjE,MAIJ,EAAC,IAAD,CAAOF,MAAO,MACV,sEAC4D,EAAC,IAAD,KAASE,EAAT,OAAW,OADvE,MAIJ,EAAC,IAAD,CAAOF,MAAO,OACV,sEAEc,EAAC,IAAD,KAASE,EAAT,OAAW,+BAFzB,OAMR,EAAC,IAAD,CAASF,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,mIAIA,oCAC0B,OAAGK,KAAM,+CAAT,iBAD1B,sBAIA,EAAC,IAAD,6FAIJ,EAAC,IAAD,KACI,eACA,YACI,YAAI,UAAML,MAAO,qBAAb,MACJ,YAAI,UAAMA,MAAO,8BAAb,MACJ,2BAGJ,eACA,YACI,aACA,YAAI,EAAC,IAAD,KAASE,EAAT,OAAW,QACf,YAAI,EAAC,IAAD,aAAJ,aAEJ,YACI,aACA,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,OAAf,KAA6B,EAAC,IAAD,KAASA,EAAT,OAAW,QACxC,uDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,aACf,kDAAuC,EAAC,IAAD,KAASA,EAAT,OAAW,OAAlD,UAAqE,EAAC,IAAD,KAASA,EAAT,OAAW,SAGpF,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,sBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,eACf,oDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,oBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,aACf,wCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,oBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,aACf,mDAEJ,YACI,aACA,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,QACf,oCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,UACf,kDAEJ,YACI,aACA,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,gCACf,mDAKZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOF,MAAO,aACV,sBACY,EAAC,IAAD,MADZ,gBAGA,YACI,wBAAa,EAAC,IAAD,KAASE,EAAT,OAAW,OAAxB,qBAAsD,EAAC,IAAD,MAAtD,eAAyE,8BAAzE,+BAGA,wBAAa,EAAC,IAAD,KAASA,EAAT,OAAW,OAAxB,qBAAsD,EAAC,IAAD,MAAtD,eAAyE,yBAAzE,6BAGA,mDAAwC,EAAC,IAAD,MAAxC,eAA2D,2BAA3D,iCAKR,EAAC,IAAD,CAAOF,MAAO,WACV,WACI,oBADJ,mEAGA,oEAGA,8BACoB,mCADpB,0BACsE,EAAC,IAAD,KAASE,EAAT,OAAW,YADjF,MAIJ,EAAC,IAAD,CAAOF,MAAO,WACV,gIAIA,EAAC,IAAD,KAASE,EAAT,OAAW;;2BAKnB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOF,MAAO,0BACV,gFAGA,uLAIA,iEAES,EAAC,IAAD,KAASE,EAAT,OAAW,OAFpB,MAEmC,EAAC,IAAD,KAASA,EAAT,OAAW,OAF9C,iDAKA,EAAC,IAAD,KAASA,EAAT,OAAW;;yBAGX,EAAC,IAAD,mFAIJ,EAAC,IAAD,CAAOF,MAAO,aACV,2GAGA,oEAC0D,uDAD1D,iDAKJ,EAAC,IAAD,CAAOA,MAAO,0BACV,mEAGA,EAAC,IAAD,KAASE,EAAT,OAAW;;0BAIf,EAAC,IAAD,CAAOF,MAAO,gBACV,yGAGA,6GAGA,EAAC,IAAD,KACKE,EADL,OACO,mBAGX,EAAC,IAAD,CAAOF,MAAO,aACV,8FACoF,wBADpF,2GAOR,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,qFAC2E,oCAD3E,KAIA,gFAIJ,EAAC,IAAD,KACI,eACA,YACI,uBACA,6BAGJ,eACA,YACI,YAAI,EAAC,IAAD,KAASE,EAAT,OAAW,QACf,qDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,QACf,+CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,aACf,kDAAuC,EAAC,IAAD,KAASA,EAAT,OAAW,OAAlD,UAAqE,EAAC,IAAD,KAASA,EAAT,OAAW,SAGpF,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,UACf,qCAA0B,EAAC,IAAD,KAASA,EAAT,OAAW,SAEzC,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,WACf,wFAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iCACf,gDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,QACf,sCAKZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOF,MAAO,eACV,kBACQ,2BADR,6DAGA,6EACmE,EAAC,IAAD,KAASE,EAAT,OAAW,OAD9E,KAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;yBAGX,WACI,EAAC,IAAD,KAASA,EAAT,OAAW,OADf,wCACgE,mBADhE,qEAKJ,EAAC,IAAD,CAAOF,MAAO,wBACV,6DAGA,EAAC,IAAD,KAASE,EAAT,OAAW;;;;;;0BAQf,EAAC,IAAD,CAAOF,MAAO,iBACV,2DAGA,kNAKA,iGACuF,OACnFK,KAAM,iDAD6E,mBADvF,mGAOR,EAAC,IAAD,CAASL,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,8CACoC,sCADpC,KAGA,4EACkE,+BADlE,UACgG,4BADhG,U,2DCnwBpB,qCAEe,aAASJ,GACpB,OACI,QAAIU,MAAOR,IAAMS,UACZX,EAAMK,a,2DCLnB,qCAEe,aAAUL,GACrB,OACI,SAAKU,MAAOR,IAAMU,SACbZ,EAAMK,a,yCCJnBP,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,KAAO","file":"route-ApprendimentoSistemiArtificiali.chunk.5d28c.esm.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"menulist\":\"menulist__2Cmnq\"};","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"tick\"}\n );\n}\n","import {BLatex, ILatex, Panel, PLatex, Section, TablePanel, Timer, Todo} from \"bluelib\";\nimport Example from \"../components/Example\";\nimport Tick from \"../components/ApprendimentoSistemiArtificiali/Tick\";\nimport MenuList from \"../components/MenuList\";\nimport Link from \"../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n
\n

Apprendimento ed evoluzione in sistemi artificiali

\n
\n \n
    \n
  • Prof. Marco Villani
    • \n
\n \n \n
    \n
  • Scegli 2 tra 6 domande possibili
    • \n
  • 90 minuti
    • \n
\n \n
\n
\n \n

\n NetLogo è un software di modellazione sistemi multiagente, da noi usato per le lezioni di\n laboratorio.\n

\n

\n Si può scaricare o usare da browser.\n

\n

\n Il suo codice sorgente è disponibile su GitHub, e ha una pagina di documentazione.\n

\n \n
  • Appunti di NetLogo
    • \n     \n \n
    \n
    \n \n

    \n Sistemi naturali o artificiali che si basano su leggi reversibili e deterministiche.\n

    \n

    \n In natura, alcuni leggi possono sembrare irreversibili a livello macroscopico, ma sono in realtà\n reversibili a livello microscopico.\n

    \n \n

    \n Urne di Ehrenfest:\n due urne con N palline; estraggo una pallina da una urna casuale ad ogni passo e la sposto\n nell'altra; con tante palline il sistema appare irreversibile.\n

    \n     \n     \n \n

    \n Stati in cui si può trovare un sistema dinamico.\n

    \n

    \n Tutte insieme formano lo (iper)spazio delle fasi.\n

    \n     \n \n

    \n Lo stato finale di un sistema dinamico.\n

    \n

    \n Tutte le fasi tendono a uno specifico attrattore.\n

    \n     \n \n

    \n I sistemi dinamici elaborano informazione attraversando fasi e raggiungendo un\n attrattore.\n

    \n \n L'evoluzione biologica crea nuove specie partendo da quelle precedenti di maggiore successo fino\n a quando non si raggiunge la specie perfetta.\n \n \n Si può vedere l'universo come un gigantesco sistema dinamico. Che sia artificiale? Qual è il suo\n attrattore?\n \n     \n
    \n
    \n \n

    \n Sistemi dinamici i cui cambiamenti sono descritti da funzioni lineari.\n

    \n     \n \n

    \n Situazioni iniziali di un sistema lineare.\n

    \n

    \n Possono essere:\n

    \n
      \n
    • Stabili: convergono ad un punto fisso
      • \n
    • Instabili: divergono da un punto fisso
      • \n
    • Di sella
      • \n
    \n

    \n Nell'insieme dei {r`\\mathbb{C}`} possono anche dare origine a:\n

    \n
      \n
    • Spirali stabili: spirali che convergono
      • \n
    • Spirali instabili: spirali che divergono
      • \n
    • Cicli: il sistema forma un ciclo diverso in base alla posizione del nodo
      • \n
    • Cicli limite: il sistema evolve fino a formare un ciclo specifico
      • \n
    \n

    \n Infine, in sistemi dissipativi può anche comparire:\n

    \n
      \n
    • Caos: il sistema evolve in maniera pseudo-casuale
      • \n
    \n \n Mai sentito parlare di Mersenne\n Twister?\n \n     \n \n

    \n Funzione che rappresenta lo stato attuale del sistema.\n

    \n

    \n Gli attrattori coincidono con i suoi punti di minimo, detti punti fissi.\n

    \n

    \n Il suo complementare è la funzione energia.\n

    \n     \n
    \n
    \n \n

    \n Sono sistemi con le seguenti caratteristiche:\n

    \n
      \n
    • Autonomia: agiscono gli uni indipendentemente dagli altri
      • \n
    • Reattività: percepiscono ciò che sta nel loro ambiente e reagiscono ai\n cambiamenti di quest'ultimo\n
      • \n
    • Proattività: agiscono in maniera tale da portare a termine i loro obiettivi
      • \n
    • Socialità: comunicano con gli altri agenti, scambiando informazioni
      • \n
    \n     \n \n

    \n Hanno anche caratteristiche di livello più alto derivate dalle quattro precedenti:\n

    \n
      \n
    • Conoscenza
      • \n
    • Intenzioni
      • \n
    • Emozioni
      • \n
    • Obblighi
      • \n
    • Obiettivi
      • \n
    • etc...
      • \n
    \n \n Gli umani possono benissimo essere considerati agenti del sistema universo.\n \n     \n \n

    \n Gli agenti si distinguono anche in:\n

    \n
      \n
    • Mobilità: quanto e come possono muoversi nell'ambiente
      • \n
    • \n Veridicità: quanto producono informazioni corrette\n \n È possibile effettuare un attacco a un sistema introducendovi agenti maliziosi che\n producono intenzionalmente informazioni sbagliate!\n \n
      • \n
    • \n Benevolenza: quanto beneficiano gli altri delle loro azioni\n \n Agenti malevoli: ad esempio, troll in siti web
      \n Agenti benevoli: ad esempio, filtri che bannano i troll\n       \n
      • \n
    • \n Razionalità: quanto le loro azioni sono coerenti con i loro obiettivi e lo stato\n dell'ambiente\n \n Razionalità limitata: gli agenti non conoscono completamente l'ambiente, e\n compiono le azioni che suppongono essere giuste\n \n
      • \n
    \n     \n
    \n
    \n \n

    \n Lo sviluppo negli agenti di nuove capacità per cui non erano stati programmati.\n

    \n \n Ad esempio, la Swarm Intelligence, descritta dopo!\n \n     \n
    \n
    \n \n

    \n Classificazione in base a come prende le decisioni un agente:\n

    \n
      \n
    • Logic-based: prende le decisioni attraverso deduzioni logiche
      • \n
    • Reactive: mappa una reazione a ogni situazione dell'ambiente
      • \n
    • Belief-desire-intention: per decidere, considera le proprie assunzioni sul\n mondo (belief), i propri desideri (desire) e le\n sue intenzioni correnti (intention)\n
      • \n
    • Layered: utilizza diversi strati di capacità cognitive per giungere a una\n decisione\n
      • \n
    \n     \n \n

    \n Classificazione in base a come sono definiti gli obiettivi di un agente:\n

    \n
      \n
    • Teleonomico: gli obiettivi sono predefiniti ed espliciti
      • \n
    • Riflessivo: l'agente è libero di scegliere il suo obiettivo in base alle proprie\n percezioni interne\n
      • \n
    \n     \n \n

    \n Classificazione in base a quanto conosce dell'ambiente un agente:\n

    \n
      \n
    • Cognitivo: l'agente è immediatamente a conoscenza di tutto l'ambiente
      • \n
    • Reattivo: l'agente deve scoprire l'ambiente con le sue capacità sensoriali
      • \n
    \n     \n
    \n
    \n \n
      \n
    • Distribuzione: più agenti possono coprire aree di ambiente più vaste, o elaborare più\n in fretta zone più dense di informazione\n
      • \n
    • Rappresentazione: i sistemi multi-agente modellano più accuratamente il mondo reale\n
      • \n
    \n     \n \n

    \n Influenza esercitata dal sistema sugli agenti per guidarli verso il loro obiettivo.\n

    \n

    \n Può essere:\n

    \n
      \n
    • Positivo: incentiva gli agenti ad avere un dato comportamento
      • \n
    • Negativo: disincentiva gli agenti ad avere un dato comportamento
      • \n
    \n     \n \n

    \n Comportamento emergente che si manifesta nei sistemi multiagente con tantissimi agenti.\n

    \n

    \n Indica la capacità di risoluzione di problemi complessi attraverso la collaborazione di più\n agenti semplici.\n

    \n     \n
    \n
    \n \n

    \n Meccanismi simili a quelli evolutivi umani che permettono ai tratti degli agenti\n di convergere verso un valore.\n

    \n     \n \n

    \n Inizialmente definita come numero di discendenti fertili, solitamente indica quanto è\n probabile che i tratti di un individuo siano passati alla generazione successiva.\n

    \n     \n \n

    \n Sequenza di valori che definisce uno o più tratti di un individuo.\n

    \n     \n \n

    \n Un insieme di individui aventi tutti gli stessi cromosomi.\n

    \n     \n \n

    \n Fenomeno che causa una piccola variazione casuale nei cromosomi dei figli.\n

    \n

    \n Previene la convergenza prematura in un sistema.\n

    \n     \n \n

    \n Meccanismo di costruzione dei cromosomi in un figlio: i cromosomi dei genitori vengono\n tagliati nello stesso punto scelto a caso, e per costruire quelli del figlio viene presa una\n parte dal padre e l'altra parte dalla madre.\n

    \n

    \n Può portare al miglioramento di un individuo e allo sviluppo di nuovi tratti, ma solo nelle\n parti di cromosoma che sono diverse tra i due genitori.\n

    \n     \n \n

    \n Sequenza di valori all'interno di un cromosoma, che può includere anche sezioni in cui il\n valore è irrilevante.\n

    \n

    \n Gli algoritmi genetici permettono di trovare gli schemi con la fitness più alta in\n assoluto in un tempo relativamente breve: il sistema generalmente favorisce gli\n schemi corti con fitness alta.\n

    \n     \n \n

    \n Situazione in cui si è raggiunta una soluzione non-ottimale a causa dell'assenza di novità nel\n sistema.\n

    \n

    \n Si può impedire con vari metodi: con la mutazione, introducendo requisiti di\n località per l'accoppiamento, scegliendo diversamente i genitori, etc...\n

    \n     \n
    \n
    \n \n

    \n Programmi che dati tanti esempi sono in grado di classificare un elemento in una o più\n categorie.\n

    \n

    \n Sono formati da classificatori, liste\n di messaggi, detettori e effettori.\n

    \n     \n
    \n
    \n \n

    \n Strutture logiche che elaborano i messaggi.\n

    \n

    \n Valutano una espressione logica (condizione) sui messaggi in arrivo, e se questa risulta\n essere vera, emettono un nuovo messaggio in risposta (azione).\n

    \n \n Condizione e azione possono essere considerati come due cromosomi di un algoritmo genetico!\n \n     \n \n

    \n Unità di informazione di un sistema a classificatori:\n sono generati da detettori e classificatori,\n e consumati da classificatori ed effettori.\n

    \n     \n \n

    \n Sensori che percepiscono lo stato dell'ambiente esterno e lo riportano sotto forma\n di messaggi.\n

    \n     \n \n

    \n Motori che rispondono ai messaggi effettuando una qualche azione nell'ambiente.\n

    \n     \n
    \n
    \n \n

    \n Un punteggio associato ad ogni classificatore.\n

    \n

    \n Più un classificatore viene attivato, più la sua forza crescerà.\n

    \n \n I classificatori più deboli vengono lentamente eliminati!\n \n     \n \n

    \n Il numero di condizioni che devono essere soddisfatte perchè il classificatore si attivi.\n

    \n

    \n\n

    \n     \n \n

    \n Prodotto di specificità e forza di un classificatore.\n

    \n

    \n Rappresenta quanto è probabile che venga utilizzato un dato classificatore nel caso che\n le condizioni di più di uno vengano soddisfatte.\n

    \n \n È la fitness degli algoritmi genetici applicata ai classificatori.\n \n     \n
    \n
    \n \n

    \n Se l'input non soddisfa nessun classificatore esistente, se ne crea uno nuovo soddisfatto\n dall'input attuale con una azione casuale.\n

    \n     \n \n

    \n Se i classificatori emettono in output un messaggio non valido, si crea un nuovo classificatore\n che trasforma quel messaggio in un output valido.\n

    \n     \n
    \n
    \n \n

    \n Agenti che possono collegarsi tra loro tramite sinapsi (dirette)\n e ricevere ed emettere impulsi lungo di esse.\n

    \n

    \n Gli impulsi ricevuti vengono temporaneamente memorizzati dal neurone attraverso valori\n che decadono nel tempo.\n

    \n

    \n Se la somma dei valori di tutti gli impulsi ricevuti è maggiore di una certa soglia,\n allora il neurone emetterà un impulso.\n

    \n     \n
    \n
    \n \n

    \n Un modello semplificato di rete neurale in cui vengono considerati solo tempi\n discreti (ticks), e non è presente la memorizzazione degli impulsi nel tempo.\n

    \n

    \n È stato sviluppato da Warren\n McCulloch (un neurofisiologo) e Walter\n Pitts (un matematico).\n

    \n \n È importante perchè dimostra che le reti neurali possono elaborare qualsiasi cosa, ma\n incompleto perchè non descrive nessun metodo per la loro creazione automatica.\n \n     \n \n

    \n I neuroni si attivano in un dato se la somma dei loro\n impulsi nel precedente è maggiore o uguale a 1.\n

    \n     \n \n

    \n Le sinapsi hanno una intensità: è un moltiplicatore che viene applicato a tutti\n gli impulsi transitanti la sinapsi.\n

    \n     \n
    \n
    \n \n

    \n Un neurone con una sinapsi entrante con intensità {r`-1`}.\n

    \n     \n \n

    \n Un neurone con due o più sinapsi entranti con intensità {r`1`}.\n

    \n     \n \n

    \n Un neurone con due o più sinapsi entranti con\n intensità {r`\\frac{1}{numero\\ sinapsi}`}.\n

    \n     \n
    \n
    \n \n

    \n Un'estensione del modello booleano per permettere l'apprendimento automatico delle\n configurazioni giuste di neuroni.\n

    \n

    \n È stato sviluppato da John\n Hopfield (uno scienziato).\n

    \n \n Non è molto avanzato, ma ha portato a ulteriori studi nel campo delle reti neurali.\n \n     \n \n \n \n v\n s\n Glossario\n \n \n \n \n \n {r`t`}\n Tick attuale\n \n \n \n {r`n`}, {r`m`}\n Identificatore di un neurone specifico\n \n \n {r`\\mathbf{W}`}\n {r`w_{nm}`}\n Intensità della sinapsi diretta da {r`n`} verso {r`m`}\n \n \n \n {r`\\mathbf{\\Theta}`}\n {r`\\theta_n`}\n Soglia di attivazione di un neurone\n \n \n {r`\\mathbf{X}(t)`}\n {r`x_n(t)`}\n Emissione di un neurone\n \n \n {r`\\mathbf{I}(t)`}\n {r`i_n(t)`}\n Somma degli ingressi di un neurone\n \n \n \n {r`E`}\n Energia del sistema\n \n \n {r`\\mathbf{A}`}\n {r`a_i`}\n Stato di un neurone in un pattern\n \n \n \n {r`Q(\\mathbf{A}, \\mathbf{B})`}\n Sovrapposizione tra due pattern\n \n \n \n
    \n
    \n \n

    \n In ogni , i neuroni:\n

    \n
      \n
    • Emettono {r`0`} se gli input nel precedente erano\n inferiori alla soglia di attivazione\n
      • \n
    • Emettono {r`1`} se gli input nel precedente superavano la\n soglia di attivazione\n
      • \n
    • Non cambiano stato se gli input nel precedente erano uguali alla soglia di\n attivazione\n
      • \n
    \n     \n \n

    \n Tutti i neuroni del modello sono intercollegati tra loro da sinapsi.\n

    \n

    \n I neuroni non possono essere collegati a loro stessi.\n

    \n

    \n Questo porta il costo computazionale del modello ad essere {r`O(n^2)`}.\n

    \n     \n \n

    \n Una funzione dell'intero sistema che rappresenta il totale degli stati di tutti i neuroni e\n tutte le connessioni.\n

    \n {r`\n E = - \\frac{1}{2} \\sum_{n, m} ( w_{nm} \\cdot x_n \\cdot x_m ) + \\sum_n ( \\theta_n \\cdot x_n )\n `}\n     \n
    \n
    \n \n

    \n Un metodo per realizzare l'apprendimento nel modello di Hopfield.\n

    \n

    \n Si incrementa l'intensità delle sinapsi che connettono neuroni nello stesso stato, e invece si\n decrementa l'intensità di quelle che connettono neuroni in stati opposti.\n

    \n

    \n Considerando i neuroni spenti e quelli accesi\n come {r`0`} e {r`1`} rispettivamente, si ha che per ogni\n pattern:\n

    \n {r`\n \\Delta w_{ik} = (2 \\cdot A_i - 1)(2 \\cdot A_k - 1)\n `}\n \n Così facendo, si insegna sia il pattern normale sia il suo complementare!\n \n     \n \n

    \n Applicando l'apprendimento hebbiano al modello di Hopfield si ottengono sinapsi simmetriche.\n

    \n

    \n Se è valida questa proprietà, si può dimostrare che l'energia del sistema è sempre\n decrescente, e che quindi che tenderà a un punto fisso!\n

    \n     \n \n

    \n Il numero di neuroni attivati in entrambi i pattern.\n

    \n {r`\n Q(A, B) = \\sum_{i = 1}^n A_i B_i\n `}\n     \n \n

    \n Più pattern vengono imparati da un modello, più è facile che essi interferiscano tra loro.\n

    \n

    \n In caso di pattern completamente scorrelati tra loro, il limite di pattern imparabili è circa:\n

    \n \n {r`0.14 \\cdot N`}\n \n     \n \n

    \n Per minimizzare l'interferenza tra pattern, è possibile insegnare al modello un archetipo:\n si insegna più volte il pattern originale applicandoci una minima quantità di interferenza\n casuale.\n

    \n     \n
    \n
    \n \n

    \n Un modello di rete neurale che supporta l'apprendimento e che presenta più strati di\n neuroni.\n

    \n

    \n Ha costi computazionali molto più bassi del modello di Hopfield.\n

    \n     \n \n \n \n Simbolo\n Descrizione\n \n \n \n \n {r`N`}\n Numero totale di neuroni nel sistema\n \n \n {r`n`}\n Numero di un neurone specifico\n \n \n {r`w_{nm}`}\n Intensità della sinapsi diretta da {r`n`} verso {r`m`}\n \n \n \n {r`x_n`}\n Emissione del neurone {r`n`}\n \n \n {r`H(v)`}\n Funzione che restituisce lo stato di un neurone dato un valore di input\n \n \n {r`\\sum_1^N ( w_n \\cdot x_n )`}\n Somma degli input di un neurone\n \n \n {r`b`}\n Bias di un neurone\n \n \n \n
    \n
    \n \n

    \n Una rete neurale che viene incapsulata all'interno di un singolo neurone.\n

    \n

    \n La sua emissione è determinata dalla sua funzione di emissione {r`H`}:\n

    \n {r`\n x_n = H \\left( \\sum_1^N ( w_n \\cdot x_n + b) \\right)\n `}\n

    \n {r`b`} è una costante configurabile, detta bias, che rappresenta il\n valore di partenza della somma degli input.\n

    \n     \n \n

    \n Un percettrone la cui funzione di emissione è:\n

    \n {r`\n \\begin{cases}\n 1 \\qquad se\\ v > 0\\\\\n 0 \\qquad se\\ v = 0\\\\\n -1 \\qquad se\\ v < 0\n \\end{cases}\n `}\n     \n \n

    \n Si parte da intensità casuali delle sinapsi.\n

    \n

    \n Si prova a classificare degli esempi pre-classificati: se un esempio viene classificato nel modo\n sbagliato, si alterano le intensità delle sinapsi in direzione della sua classificazione\n corretta.\n

    \n

    \n Nel caso che vi siano più strati di neuroni, allora sarà necessario ricorrere alla backpropagation, che stima l'errore\n di classificazione di ogni singolo neurone e li corregge di conseguenza.\n

    \n     \n
    \n
    \n \n

    \n Un modello a percettroni in cui non si presentano cicli.\n

    \n

    \n Alcuni dei neuroni che vi sono all'interno saranno dunque dei neuroni sorgente e dei neuroni\n pozzo.\n

    \n     \n
    \n
    \n )\n}\n","import style from \"./MenuList.less\";\n\nexport default function(props) {\n return (\n
      \n {props.children}\n
    \n )\n}","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__1DkTW\",\"orange\":\"orange__3-zNZ\",\"yellow\":\"yellow__2ln-k\",\"lime\":\"lime__3VExD\",\"cyan\":\"cyan__YxBjD\",\"blue\":\"blue__2bc0p\",\"magenta\":\"magenta__KGEa7\",\"tick\":\"tick__2T7VF\"};"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js b/docs/route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js new file mode 100644 index 0000000..c15cac6 --- /dev/null +++ b/docs/route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[3],{"2w3n":function(n){n.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},"5aVd":function(n){n.exports={menulist:"menulist__2Cmnq"}},"5rUc":function(n,i,e){"use strict";(function(n){var l=e("mDT8"),t=e.n(l);i.a=function(i){return n("abbr",{className:t.a.tick,title:"Un quanto di tempo del sistema."},i.children?i.children:"tick")}}).call(this,e("hosL").h)},"9cHI":function(n,i,e){"use strict";e.r(i),function(n){function l(){var n=J(["\n \begin{cases}\n 1 qquad se v > 0\\\n 0 qquad se v = 0\\\n -1 qquad se v < 0\n end{cases}\n "],["\n \\begin{cases}\n 1 \\qquad se\\ v > 0\\\\\n 0 \\qquad se\\ v = 0\\\\\n -1 \\qquad se\\ v < 0\n \\end{cases}\n "]);return l=function(){return n},n}function t(){var n=J(["b"]);return t=function(){return n},n}function o(){var n=J(["\n x_n = H left( sum_1^N ( w_n cdot x_n + b) \right)\n "],["\n x_n = H \\left( \\sum_1^N ( w_n \\cdot x_n + b) \\right)\n "]);return o=function(){return n},n}function a(){var n=J(["H"]);return a=function(){return n},n}function u(){var n=J(["b"]);return u=function(){return n},n}function r(){var n=J(["sum_1^N ( w_n cdot x_n )"],["\\sum_1^N ( w_n \\cdot x_n )"]);return r=function(){return n},n}function s(){var n=J(["H(v)"]);return s=function(){return n},n}function c(){var n=J(["n"]);return c=function(){return n},n}function d(){var n=J(["x_n"]);return d=function(){return n},n}function p(){var n=J(["m"]);return p=function(){return n},n}function m(){var n=J(["n"]);return m=function(){return n},n}function f(){var n=J(["w_{nm}"]);return f=function(){return n},n}function g(){var n=J(["n"]);return g=function(){return n},n}function b(){var n=J(["N"]);return b=function(){return n},n}function v(){var n=J(["0.14 cdot N"],["0.14 \\cdot N"]);return v=function(){return n},n}function h(){var n=J(["\n Q(A, B) = sum_{i = 1}^n A_i B_i\n "],["\n Q(A, B) = \\sum_{i = 1}^n A_i B_i\n "]);return h=function(){return n},n}function z(){var n=J(["\n Delta w_{ik} = (2 cdot A_i - 1)(2 cdot A_k - 1)\n "],["\n \\Delta w_{ik} = (2 \\cdot A_i - 1)(2 \\cdot A_k - 1)\n "]);return z=function(){return n},n}function _(){var n=J(["1"]);return _=function(){return n},n}function w(){var n=J(["0"]);return w=function(){return n},n}function q(){var n=J(["\n E = - \frac{1}{2} sum_{n, m} ( w_{nm} cdot x_n cdot x_m ) + sum_n ( \theta_n cdot x_n )\n "],["\n E = - \\frac{1}{2} \\sum_{n, m} ( w_{nm} \\cdot x_n \\cdot x_m ) + \\sum_n ( \\theta_n \\cdot x_n )\n "]);return q=function(){return n},n}function S(){var n=J(["O(n^2)"]);return S=function(){return n},n}function k(){var n=J(["1"]);return k=function(){return n},n}function C(){var n=J(["0"]);return C=function(){return n},n}function A(){var n=J(["Q(mathbf{A}, mathbf{B})"],["Q(\\mathbf{A}, \\mathbf{B})"]);return A=function(){return n},n}function I(){var n=J(["a_i"]);return I=function(){return n},n}function N(){var n=J(["mathbf{A}"],["\\mathbf{A}"]);return N=function(){return n},n}function x(){var n=J(["E"]);return x=function(){return n},n}function E(){var n=J(["i_n(t)"]);return E=function(){return n},n}function P(){var n=J(["mathbf{I}(t)"],["\\mathbf{I}(t)"]);return P=function(){return n},n}function U(){var n=J(["x_n(t)"]);return U=function(){return n},n}function L(){var n=J(["mathbf{X}(t)"],["\\mathbf{X}(t)"]);return L=function(){return n},n}function M(){var n=J(["\theta_n"],["\\theta_n"]);return M=function(){return n},n}function T(){var n=J(["mathbf{Theta}"],["\\mathbf{\\Theta}"]);return T=function(){return n},n}function B(){var n=J(["m"]);return B=function(){return n},n}function D(){var n=J(["n"]);return D=function(){return n},n}function H(){var n=J(["w_{nm}"]);return H=function(){return n},n}function y(){var n=J(["mathbf{W}"],["\\mathbf{W}"]);return y=function(){return n},n}function R(){var n=J(["m"]);return R=function(){return n},n}function G(){var n=J(["n"]);return G=function(){return n},n}function V(){var n=J(["t"]);return V=function(){return n},n}function F(){var n=J(["\frac{1}{numero sinapsi}"],["\\frac{1}{numero\\ sinapsi}"]);return F=function(){return n},n}function O(){var n=J(["1"]);return O=function(){return n},n}function W(){var n=J(["-1"]);return W=function(){return n},n}function Q(){var n=J(["mathbb{C}"],["\\mathbb{C}"]);return Q=function(){return n},n}function J(n,i){return i||(i=n.slice(0)),n.raw=i,n}var X=e("mbOI"),Y=e("ke5e"),Z=e("5rUc"),j=e("T2GU"),K=e("YNhk"),$=String.raw;i.default=function(){return n("div",null,n("h1",null,"Apprendimento ed evoluzione in sistemi artificiali"),n(X.s,{title:"Esame"},n(X.r,{title:"Contatti"},n("ul",null,n("li",null,n(K.a,{href:"mailto:marco.villani@unimore.it"},"Prof. Marco Villani")))),n(X.r,{title:"Scritto"},n("ul",null,n("li",null,"Scegli 2 tra 6 domande possibili"),n("li",null,"90 minuti")))),n(X.s,{title:"NetLogo"},n(X.r,{title:"Cos'è?"},n("p",null,"NetLogo è un software di modellazione sistemi multiagente, da noi usato per le lezioni di laboratorio."),n("p",null,"Si può ",n("a",{href:"https://ccl.northwestern.edu/netlogo/download.shtml"},"scaricare")," o ",n("a",{href:"https://www.netlogoweb.org/launch"},"usare da browser"),"."),n("p",null,"Il suo codice sorgente è disponibile su ",n("a",{href:"https://github.com/NetLogo/NetLogo"},"GitHub"),", e ha una pagina di ",n("a",{href:"https://ccl.northwestern.edu/netlogo/docs/dictionary.html"},"documentazione"),"."),n(j.a,null,n("li",null,n(K.a,{href:"/apprendimento/netlogo"},"Appunti di NetLogo"))))),n(X.s,{title:"Sistemi dinamici"},n(X.r,{title:"Cosa sono?"},n("p",null,"Sistemi naturali o artificiali che si basano su ",n("b",null,"leggi reversibili e deterministiche"),"."),n("p",null,"In natura, alcuni leggi possono sembrare irreversibili a livello macroscopico, ma sono in realtà reversibili a livello microscopico."),n(Y.a,null,n("p",null,n("a",{href:"https://it.wikipedia.org/wiki/Modello_di_Ehrenfest"},n("u",null,"Urne di Ehrenfest")),": due urne con N palline; estraggo una pallina da una urna casuale ad ogni passo e la sposto nell'altra; con tante palline il sistema appare irreversibile."))),n(X.r,{title:"Fasi"},n("p",null,n("b",null,"Stati")," in cui si può trovare un sistema dinamico."),n("p",null,"Tutte insieme formano lo ",n("i",null,"(iper)",n("b",null,"spazio delle fasi")),".")),n(X.r,{title:"Attrattore"},n("p",null,"Lo ",n("b",null,"stato finale")," di un sistema dinamico."),n("p",null,"Tutte le fasi tendono a uno specifico attrattore.")),n(X.r,{title:"Elaborazione di informazione"},n("p",null,"I sistemi dinamici ",n("b",null,"elaborano informazione")," attraversando fasi e raggiungendo un attrattore."),n(Y.a,null,"L'evoluzione biologica crea nuove specie partendo da quelle precedenti di maggiore successo fino a quando non si raggiunge la specie perfetta."),n(Y.a,null,"Si può vedere l'universo come un gigantesco sistema dinamico. ",n("a",{href:"https://it.wikipedia.org/wiki/Ipotesi_della_simulazione"},"Che sia artificiale?")," ",n("a",{href:"https://it.wikipedia.org/wiki/Morte_termica_dell%27universo"},"Qual è il suo attrattore?")))),n(X.s,{title:"Sistemi lineari"},n(X.r,{title:"Cosa sono?"},n("p",null,"Sistemi dinamici i cui cambiamenti sono descritti da ",n("b",null,"funzioni lineari"),".")),n(X.r,{title:"Nodi"},n("p",null,n("b",null,"Situazioni iniziali")," di un sistema lineare."),n("p",null,"Possono essere:"),n("ul",null,n("li",null,n("u",null,"Stabili"),": ",n("b",null,"convergono")," ad un punto fisso"),n("li",null,n("u",null,"Instabili"),": ",n("b",null,"divergono")," da un punto fisso"),n("li",null,n("a",{href:"https://it.wikipedia.org/wiki/Punto_di_sella"},n("u",null,"Di sella")))),n("p",null,"Nell'insieme dei ",n(X.i,null,$(Q()))," possono anche dare origine a:"),n("ul",null,n("li",null,n("u",null,"Spirali stabili"),": spirali che ",n("b",null,"convergono")),n("li",null,n("u",null,"Spirali instabili"),": spirali che ",n("b",null,"divergono")),n("li",null,n("u",null,"Cicli"),": il sistema forma un ciclo diverso in base alla posizione del nodo"),n("li",null,n("u",null,"Cicli limite"),": il sistema evolve fino a formare un ciclo specifico")),n("p",null,"Infine, in sistemi dissipativi può anche comparire:"),n("ul",null,n("li",null,n("u",null,"Caos"),": il sistema evolve in maniera pseudo-casuale")),n(Y.a,null,"Mai sentito parlare di ",n("a",{href:"https://en.wikipedia.org/wiki/Mersenne_Twister"},"Mersenne Twister"),"?")),n(X.r,{title:"Potenziale"},n("p",null,"Funzione che rappresenta lo stato attuale del sistema."),n("p",null,"Gli attrattori coincidono con i suoi ",n("b",null,"punti di minimo"),", detti ",n("i",null,"punti fissi"),"."),n("p",null,"Il suo complementare è la ",n("b",null,"funzione energia"),"."))),n(X.s,{title:"Agenti"},n(X.r,{title:"Secondo il paradigma debole"},n("p",null,"Sono ",n("b",null,"sistemi")," con le seguenti caratteristiche:"),n("ul",null,n("li",null,n("b",null,"Autonomia"),": agiscono gli uni indipendentemente dagli altri"),n("li",null,n("b",null,"Reattività"),": percepiscono ciò che sta nel loro ambiente e ",n("i",null,"reagiscono")," ai cambiamenti di quest'ultimo"),n("li",null,n("b",null,"Proattività"),": agiscono in maniera tale da portare a termine i loro obiettivi"),n("li",null,n("b",null,"Socialità"),": comunicano con gli altri agenti, scambiando informazioni"))),n(X.r,{title:"Secondo il paradigma forte"},n("p",null,"Hanno anche caratteristiche di ",n("b",null,"livello più alto")," derivate dalle quattro precedenti:"),n("ul",null,n("li",null,"Conoscenza"),n("li",null,"Intenzioni"),n("li",null,"Emozioni"),n("li",null,"Obblighi"),n("li",null,"Obiettivi"),n("li",null,"etc...")),n(Y.a,null,"Gli umani possono benissimo essere considerati agenti del sistema universo.")),n(X.r,{title:"Caratteristiche aggiuntive"},n("p",null,"Gli agenti si distinguono anche in:"),n("ul",null,n("li",null,n("b",null,"Mobilità"),": quanto e come possono muoversi nell'ambiente"),n("li",null,n("b",null,"Veridicità"),": quanto producono informazioni corrette",n(Y.a,null,"È possibile effettuare un attacco a un sistema introducendovi agenti maliziosi che producono intenzionalmente informazioni sbagliate!")),n("li",null,n("b",null,"Benevolenza"),": quanto beneficiano gli altri delle loro azioni",n(Y.a,null,n("u",null,"Agenti malevoli"),": ad esempio, troll in siti web",n("br",null),n("u",null,"Agenti benevoli"),": ad esempio, filtri che bannano i troll")),n("li",null,n("b",null,"Razionalità"),": quanto le loro azioni sono coerenti con i loro obiettivi e lo stato dell'ambiente",n(Y.a,null,n("u",null,"Razionalità limitata"),": gli agenti non conoscono completamente l'ambiente, e compiono le azioni che suppongono essere giuste"))))),n(X.s,{title:"Benefici degli agenti"},n(X.r,{title:"Emergenza"},n("p",null,"Lo sviluppo negli agenti di nuove capacità per cui non erano stati programmati."),n(Y.a,null,"Ad esempio, la Swarm Intelligence, descritta dopo!"))),n(X.s,{title:"Architetture di agente"},n(X.r,{title:"Classe"},n("p",null,"Classificazione in base a ",n("b",null,"come prende le decisioni")," un agente:"),n("ul",null,n("li",null,n("b",null,"Logic-based"),": prende le decisioni attraverso deduzioni ",n("i",null,"logiche")),n("li",null,n("b",null,"Reactive"),": mappa una ",n("i",null,"reazione")," a ogni situazione dell'ambiente"),n("li",null,n("b",null,"Belief-desire-intention"),": per decidere, considera le proprie ",n("i",null,"assunzioni sul mondo")," (",n("i",null,"belief"),"), i propri ",n("i",null,"desideri")," (",n("i",null,"desire"),") e le sue ",n("i",null,"intenzioni")," correnti (",n("i",null,"intention"),")"),n("li",null,n("b",null,"Layered"),": utilizza diversi ",n("i",null,"strati")," di capacità cognitive per giungere a una decisione"))),n(X.r,{title:"Comportamento"},n("p",null,"Classificazione in base a ",n("b",null,"come sono definiti gli obiettivi")," di un agente:"),n("ul",null,n("li",null,n("b",null,"Teleonomico"),": gli obiettivi sono predefiniti ed espliciti"),n("li",null,n("b",null,"Riflessivo"),": l'agente è libero di scegliere il suo obiettivo in base alle proprie percezioni interne"))),n(X.r,{title:"Conoscenze"},n("p",null,"Classificazione in base a ",n("b",null,"quanto conosce dell'ambiente")," un agente:"),n("ul",null,n("li",null,n("b",null,"Cognitivo"),": l'agente è immediatamente a conoscenza di ",n("b",null,"tutto l'ambiente")),n("li",null,n("b",null,"Reattivo"),": l'agente deve scoprire l'ambiente con le sue capacità sensoriali")))),n(X.s,{title:"Sistemi multi-agente"},n(X.r,{title:"Vantaggi"},n("ul",null,n("li",null,n("b",null,"Distribuzione"),": più agenti possono coprire aree di ambiente più vaste, o elaborare più in fretta zone più dense di informazione"),n("li",null,n("b",null,"Rappresentazione"),": i sistemi multi-agente modellano più accuratamente il mondo reale"))),n(X.r,{title:"Feedback"},n("p",null,"Influenza esercitata dal sistema sugli agenti per guidarli verso il loro obiettivo."),n("p",null,"Può essere:"),n("ul",null,n("li",null,n("b",{class:"lime"},"Positivo"),": incentiva gli agenti ad avere un dato comportamento"),n("li",null,n("b",{class:"red"},"Negativo"),": disincentiva gli agenti ad avere un dato comportamento"))),n(X.r,{title:"Swarm intelligence"},n("p",null,"Comportamento ",n("b",null,"emergente")," che si manifesta nei sistemi multiagente con tantissimi agenti."),n("p",null,"Indica la capacità di risoluzione di problemi complessi attraverso la collaborazione di più agenti semplici."))),n(X.s,{title:"Evoluzione"},n(X.r,{title:"Algoritmi genetici"},n("p",null,"Meccanismi simili a quelli evolutivi umani che permettono ai tratti degli agenti di ",n("b",null,"convergere")," verso un valore.")),n(X.r,{title:"Fitness"},n("p",null,"Inizialmente definita come ",n("b",null,"numero di discendenti fertili"),", solitamente indica quanto è probabile che i tratti di un individuo siano passati alla generazione successiva.")),n(X.r,{title:"Cromosoma"},n("p",null,n("b",null,"Sequenza di valori")," che definisce uno o più tratti di un individuo.")),n(X.r,{title:"Popolazione"},n("p",null,"Un ",n("b",null,"insieme di individui")," aventi tutti gli stessi cromosomi.")),n(X.r,{title:"Mutazione"},n("p",null,"Fenomeno che causa una ",n("b",null,"piccola variazione casuale nei cromosomi")," dei figli."),n("p",null,"Previene la ",n("b",null,"convergenza prematura")," in un sistema.")),n(X.r,{title:"Crossover"},n("p",null,"Meccanismo di ",n("b",null,"costruzione dei cromosomi")," in un figlio: i cromosomi dei genitori vengono tagliati nello stesso punto scelto a caso, e per costruire quelli del figlio viene presa una parte dal padre e l'altra parte dalla madre."),n("p",null,"Può portare al miglioramento di un individuo e allo sviluppo di nuovi tratti, ma solo nelle parti di cromosoma che sono diverse tra i due genitori.")),n(X.r,{title:"Schema"},n("p",null,n("b",null,"Sequenza di valori")," all'interno di un cromosoma, che può includere anche sezioni in cui il valore è ",n("b",null,"irrilevante"),"."),n("p",null,"Gli algoritmi genetici permettono di trovare gli schemi con la ",n("b",null,"fitness più alta in assoluto")," in un tempo relativamente breve: il sistema ",n("i",null,"generalmente")," favorisce gli schemi corti con fitness alta.")),n(X.r,{title:"Convergenza prematura"},n("p",null,"Situazione in cui si è raggiunta una soluzione non-ottimale a causa dell'assenza di novità nel sistema."),n("p",null,"Si può impedire con vari metodi: con la ",n("b",null,"mutazione"),", introducendo ",n("b",null,"requisiti di località")," per l'accoppiamento, scegliendo diversamente i genitori, etc..."))),n(X.s,{title:"Sistema a classificatori"},n(X.r,{title:"Cosa sono?"},n("p",null,"Programmi che dati tanti esempi sono in grado di classificare un elemento in una o più categorie."),n("p",null,"Sono formati da ",n("i",null,"classificatori"),", liste di ",n("i",null,"messaggi"),", ",n("i",null,"detettori")," e ",n("i",null,"effettori"),"."))),n(X.s,null,n(X.r,{title:"Classificatori"},n("p",null,"Strutture logiche che ",n("b",null,"elaborano")," i messaggi."),n("p",null,"Valutano una espressione logica (",n("i",null,"condizione"),") sui messaggi in arrivo, e se questa risulta essere vera, emettono un nuovo messaggio in risposta (",n("i",null,"azione"),")."),n(Y.a,null,"Condizione e azione possono essere considerati come due cromosomi di un algoritmo genetico!")),n(X.r,{title:"Messaggi"},n("p",null,n("b",null,"Unità di informazione")," di un sistema a classificatori: sono ",n("b",null,"generati")," da ",n("i",null,"detettori")," e ",n("i",null,"classificatori"),", e ",n("b",null,"consumati")," da ",n("i",null,"classificatori")," ed ",n("i",null,"effettori"),".")),n(X.r,{title:"Detettori"},n("p",null,n("b",null,"Sensori")," che percepiscono lo stato dell'ambiente esterno e lo riportano sotto forma di ",n("i",null,"messaggi"),".")),n(X.r,{title:"Effettori"},n("p",null,n("b",null,"Motori")," che rispondono ai ",n("i",null,"messaggi")," effettuando una qualche azione nell'ambiente."))),n(X.s,null,n(X.r,{title:"Forza"},n("p",null,"Un ",n("b",null,"punteggio")," associato ad ogni classificatore."),n("p",null,"Più un classificatore viene attivato, più la sua forza crescerà."),n(Y.a,null,"I classificatori più deboli vengono lentamente eliminati!")),n(X.r,{title:"Specificità"},n("p",null,"Il ",n("b",null,"numero di condizioni che devono essere soddisfatte")," perchè il classificatore si attivi."),n("p",null)),n(X.r,{title:"Bid"},n("p",null,n("b",null,"Prodotto")," di specificità e forza di un classificatore."),n("p",null,"Rappresenta ",n("b",null,"quanto è probabile che venga utilizzato")," un dato classificatore nel caso che le condizioni di più di uno vengano soddisfatte."),n(Y.a,null,"È la fitness degli algoritmi genetici applicata ai classificatori."))),n(X.s,null,n(X.r,{title:"Cover Detector"},n("p",null,"Se l'input non soddisfa nessun classificatore esistente, se ne crea uno nuovo soddisfatto dall'input attuale con una azione casuale.")),n(X.r,{title:"Cover Effector"},n("p",null,"Se i classificatori emettono in output un messaggio non valido, si crea un nuovo classificatore che trasforma quel messaggio in un output valido."))),n(X.s,{title:"Reti neurali"},n(X.r,{title:"Neuroni"},n("p",null,"Agenti che possono ",n("b",null,"collegarsi tra loro")," tramite ",n("i",null,"sinapsi")," (dirette) e ",n("b",null,"ricevere")," ed ",n("b",null,"emettere")," ",n("i",null,"impulsi")," lungo di esse."),n("p",null,"Gli impulsi ricevuti vengono temporaneamente ",n("b",null,"memorizzati")," dal neurone attraverso valori che decadono nel tempo."),n("p",null,"Se la somma dei valori di tutti gli impulsi ricevuti è ",n("b",null,"maggiore di una certa soglia"),", allora il neurone ",n("b",null,"emetterà")," un impulso."))),n(X.s,{title:"Modello booleano"},n(X.r,{title:"Cos'è?"},n("p",null,"Un modello semplificato di rete neurale in cui vengono considerati ",n("b",null,"solo tempi discreti")," (",n(Z.a,null,"ticks"),"), e non è presente la memorizzazione degli impulsi nel tempo."),n("p",null,"È stato sviluppato da ",n("a",{href:"https://it.wikipedia.org/wiki/Warren_McCulloch"},"Warren McCulloch")," (un neurofisiologo) e ",n("a",{href:"https://it.wikipedia.org/wiki/Walter_Pitts"},"Walter Pitts")," (un matematico)."),n(Y.a,null,"È importante perchè dimostra che le reti neurali ",n("b",null,"possono elaborare qualsiasi cosa"),", ma incompleto perchè non descrive nessun metodo per la loro creazione automatica.")),n(X.r,{title:"Neuroni"},n("p",null,"I neuroni ",n("b",null,"si attivano")," in un dato ",n(Z.a,null)," se la ",n("b",null,"somma dei loro impulsi")," nel ",n(Z.a,null)," precedente è ",n("b",null,"maggiore o uguale a 1"),".")),n(X.r,{title:"Intensità sinaptica"},n("p",null,"Le sinapsi hanno una ",n("i",null,"intensità"),": è un ",n("b",null,"moltiplicatore")," che viene applicato a tutti gli impulsi transitanti la sinapsi."))),n(X.s,{title:"Funzioni logiche nel modello booleano"},n(X.r,{title:"NOT"},n("p",null,"Un neurone con una sinapsi entrante con intensità ",n(X.i,null,$(W())),".")),n(X.r,{title:"OR"},n("p",null,"Un neurone con due o più sinapsi entranti con intensità ",n(X.i,null,$(O())),".")),n(X.r,{title:"AND"},n("p",null,"Un neurone con due o più sinapsi entranti con intensità ",n(X.i,null,$(F())),"."))),n(X.s,{title:"Modello di Hopfield"},n(X.r,{title:"Cos'è?"},n("p",null,"Un'estensione del modello booleano per permettere l'apprendimento automatico delle configurazioni giuste di neuroni."),n("p",null,"È stato sviluppato da ",n("a",{href:"https://en.wikipedia.org/wiki/John_Hopfield"},"John Hopfield")," (uno scienziato)."),n(Y.a,null,"Non è molto avanzato, ma ha portato a ulteriori studi nel campo delle reti neurali.")),n(X.t,null,n("thead",null,n("tr",null,n("th",null,n("abbr",{title:"Vettore / matrice"},"v")),n("th",null,n("abbr",{title:"Elemento singolo / scalare"},"s")),n("th",null,"Glossario"))),n("tbody",null,n("tr",null,n("td",null),n("td",null,n(X.a,null,$(V()))),n("td",null,n(Z.a,null,"Tick")," attuale")),n("tr",null,n("td",null),n("td",null,n(X.i,null,$(G())),", ",n(X.i,null,$(R()))),n("td",null,"Identificatore di un neurone specifico")),n("tr",null,n("td",null,n(X.a,null,$(y()))),n("td",null,n(X.a,null,$(H()))),n("td",null,"Intensità della sinapsi diretta da ",n(X.i,null,$(D()))," verso ",n(X.i,null,$(B())))),n("tr",null,n("td",null,n(X.a,null,$(T()))),n("td",null,n(X.a,null,$(M()))),n("td",null,"Soglia di attivazione di un neurone")),n("tr",null,n("td",null,n(X.a,null,$(L()))),n("td",null,n(X.a,null,$(U()))),n("td",null,"Emissione di un neurone")),n("tr",null,n("td",null,n(X.a,null,$(P()))),n("td",null,n(X.a,null,$(E()))),n("td",null,"Somma degli ingressi di un neurone")),n("tr",null,n("td",null),n("td",null,n(X.a,null,$(x()))),n("td",null,"Energia del sistema")),n("tr",null,n("td",null,n(X.a,null,$(N()))),n("td",null,n(X.a,null,$(I()))),n("td",null,"Stato di un neurone in un pattern")),n("tr",null,n("td",null),n("td",null,n(X.a,null,$(A()))),n("td",null,"Sovrapposizione tra due pattern"))))),n(X.s,null,n(X.r,{title:"Emissione"},n("p",null,"In ogni ",n(Z.a,null),", i neuroni:"),n("ul",null,n("li",null,"Emettono ",n(X.i,null,$(C()))," se gli input nel ",n(Z.a,null)," precedente ",n("b",null,"erano inferiori")," alla soglia di attivazione"),n("li",null,"Emettono ",n(X.i,null,$(k()))," se gli input nel ",n(Z.a,null)," precedente ",n("b",null,"superavano")," la soglia di attivazione"),n("li",null,"Non cambiano stato se gli input nel ",n(Z.a,null)," precedente ",n("b",null,"erano uguali")," alla soglia di attivazione"))),n(X.r,{title:"Sinapsi"},n("p",null,n("b",null,"Tutti")," i neuroni del modello sono intercollegati tra loro da sinapsi."),n("p",null,"I neuroni non possono essere collegati a loro stessi."),n("p",null,"Questo porta il ",n("b",null,"costo computazionale")," del modello ad essere ",n(X.i,null,$(S())),".")),n(X.r,{title:"Energia"},n("p",null,"Una funzione dell'intero sistema che rappresenta il totale degli stati di tutti i neuroni e tutte le connessioni."),n(X.q,null,$(q())))),n(X.s,null,n(X.r,{title:"Apprendimento hebbiano"},n("p",null,"Un metodo per realizzare l'apprendimento nel modello di Hopfield."),n("p",null,"Si incrementa l'intensità delle sinapsi che connettono neuroni nello stesso stato, e invece si decrementa l'intensità di quelle che connettono neuroni in stati opposti."),n("p",null,"Considerando i neuroni spenti e quelli accesi come ",n(X.i,null,$(w()))," e ",n(X.i,null,$(_()))," rispettivamente, si ha che per ogni pattern:"),n(X.q,null,$(z())),n(Y.a,null,"Così facendo, si insegna sia il pattern normale sia il suo complementare!")),n(X.r,{title:"Simmetria"},n("p",null,"Applicando l'apprendimento hebbiano al modello di Hopfield si ottengono sinapsi simmetriche."),n("p",null,"Se è valida questa proprietà, si può dimostrare che l'",n("b",null,"energia del sistema è sempre decrescente"),", e che quindi che tenderà a un punto fisso!")),n(X.r,{title:"Overlap di due pattern"},n("p",null,"Il numero di neuroni attivati in entrambi i pattern."),n(X.q,null,$(h()))),n(X.r,{title:"Interferenza"},n("p",null,"Più pattern vengono imparati da un modello, più è facile che essi interferiscano tra loro."),n("p",null,"In caso di pattern completamente scorrelati tra loro, il limite di pattern imparabili è circa:"),n(X.q,null,$(v()))),n(X.r,{title:"Archetipi"},n("p",null,"Per minimizzare l'interferenza tra pattern, è possibile insegnare al modello un ",n("i",null,"archetipo"),": si insegna più volte il pattern originale applicandoci una minima quantità di interferenza casuale."))),n(X.s,{title:"Modello a percettroni"},n(X.r,{title:"Cos'è?"},n("p",null,"Un modello di rete neurale che supporta l'apprendimento e che presenta ",n("b",null,"più strati di neuroni"),"."),n("p",null,"Ha costi computazionali molto più bassi del modello di Hopfield.")),n(X.t,null,n("thead",null,n("tr",null,n("th",null,"Simbolo"),n("th",null,"Descrizione"))),n("tbody",null,n("tr",null,n("td",null,n(X.a,null,$(b()))),n("td",null,"Numero totale di neuroni nel sistema")),n("tr",null,n("td",null,n(X.a,null,$(g()))),n("td",null,"Numero di un neurone specifico")),n("tr",null,n("td",null,n(X.a,null,$(f()))),n("td",null,"Intensità della sinapsi diretta da ",n(X.i,null,$(m()))," verso ",n(X.i,null,$(p())))),n("tr",null,n("td",null,n(X.a,null,$(d()))),n("td",null,"Emissione del neurone ",n(X.i,null,$(c())))),n("tr",null,n("td",null,n(X.a,null,$(s()))),n("td",null,"Funzione che restituisce lo stato di un neurone dato un valore di input")),n("tr",null,n("td",null,n(X.a,null,$(r()))),n("td",null,"Somma degli input di un neurone")),n("tr",null,n("td",null,n(X.a,null,$(u()))),n("td",null,"Bias di un neurone"))))),n(X.s,null,n(X.r,{title:"Percettrone"},n("p",null,"Una ",n("b",null,"rete neurale")," che viene incapsulata all'interno di un singolo neurone."),n("p",null,"La sua emissione è determinata dalla sua funzione di emissione ",n(X.i,null,$(a())),":"),n(X.q,null,$(o())),n("p",null,n(X.i,null,$(t()))," è una costante configurabile, detta ",n("i",null,"bias"),", che rappresenta il valore di partenza della somma degli input.")),n(X.r,{title:"Percettrone booleano"},n("p",null,"Un percettrone la cui funzione di emissione è:"),n(X.q,null,$(l()))),n(X.r,{title:"Apprendimento"},n("p",null,"Si parte da intensità casuali delle sinapsi."),n("p",null,"Si prova a classificare degli esempi pre-classificati: se un esempio viene classificato nel modo sbagliato, si alterano le intensità delle sinapsi in direzione della sua classificazione corretta."),n("p",null,"Nel caso che vi siano più strati di neuroni, allora sarà necessario ricorrere alla ",n("a",{href:"https://en.wikipedia.org/wiki/Backpropagation"},"backpropagation"),", che stima l'errore di classificazione di ogni singolo neurone e li corregge di conseguenza."))),n(X.s,{title:"Rete feed-forward"},n(X.r,{title:"Cos'è?"},n("p",null,"Un modello a percettroni in cui ",n("b",null,"non si presentano cicli"),"."),n("p",null,"Alcuni dei neuroni che vi sono all'interno saranno dunque dei ",n("b",null,"neuroni sorgente")," e dei ",n("b",null,"neuroni pozzo"),"."))))}}.call(this,e("hosL").h)},T2GU:function(n,i,e){"use strict";(function(n){var l=e("5aVd"),t=e.n(l);i.a=function(i){return n("ul",{class:t.a.menulist},i.children)}}).call(this,e("hosL").h)},ke5e:function(n,i,e){"use strict";(function(n){var l=e("2w3n"),t=e.n(l);i.a=function(i){return n("div",{class:t.a.example},i.children)}}).call(this,e("hosL").h)},mDT8:function(n){n.exports={red:"red__1DkTW",orange:"orange__3-zNZ",yellow:"yellow__2ln-k",lime:"lime__3VExD",cyan:"cyan__YxBjD",blue:"blue__2bc0p",magenta:"magenta__KGEa7",tick:"tick__2T7VF"}}}]); +//# sourceMappingURL=route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js.map \ No newline at end of file diff --git a/docs/route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js.map b/docs/route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js.map new file mode 100644 index 0000000..2f5f6a4 --- /dev/null +++ b/docs/route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./components/MenuList.less","webpack:///./components/ApprendimentoSistemiArtificiali/Tick.js","webpack:///./routes/ApprendimentoSistemiArtificiali.js","webpack:///./components/MenuList.js","webpack:///./components/Example.js","webpack:///./components/ApprendimentoSistemiArtificiali/Styles.less"],"names":["module","exports","props","className","style","tick","title","children","r","String","raw","href","class","menulist","example"],"mappings":"4EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,mBCA3LD,EAAOC,QAAU,CAAC,SAAW,oB,qCCD7B,qCAEe,aAAUC,GACrB,OACI,UAAMC,UAAWC,IAAMC,KACjBC,MAAO,mCAAoCJ,EAAMK,SAAWL,EAAMK,SAAW,W,6/ICCrFC,EAAIC,OAAOC,IAGF,qBACX,OACI,aACI,kEACA,EAAC,IAAD,CAASJ,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAMK,KAAM,mCAAZ,0BAGZ,EAAC,IAAD,CAAOL,MAAO,WACV,YACI,gDACA,4BAIZ,EAAC,IAAD,CAASA,MAAO,WACZ,EAAC,IAAD,CAAOA,MAAO,UACV,qHAIA,qBACW,OAAGK,KAAM,uDAAT,aADX,MAC2F,OACvFA,KAAM,qCADiF,oBAD3F,KAIA,sDAC4C,OACxCA,KAAM,sCADkC,UAD5C,wBAE+E,OAC3EA,KAAM,6DADqE,kBAF/E,KAKA,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAMA,KAAM,0BAAZ,0BAIhB,EAAC,IAAD,CAASL,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,cACV,8DACoD,kDADpD,KAGA,mJAIA,EAAC,IAAD,KACI,WACI,OAAGK,KAAM,sDAAsD,iCADnE,iKAOR,EAAC,IAAD,CAAOL,MAAO,QACV,WACI,oBADJ,+CAGA,uCAC6B,oBAAS,iCADtC,MAIJ,EAAC,IAAD,CAAOA,MAAO,cACV,iBACO,2BADP,4BAGA,iEAIJ,EAAC,IAAD,CAAOA,MAAO,gCACV,iCACuB,qCADvB,qDAIA,EAAC,IAAD,uJAIA,EAAC,IAAD,sEACkE,OAC9DK,KAAM,2DADwD,wBADlE,IAE8F,OAC1FA,KAAM,+DADoF,gCAMtG,EAAC,IAAD,CAASL,MAAO,mBACZ,EAAC,IAAD,CAAOA,MAAO,cACV,mEACyD,+BADzD,MAIJ,EAAC,IAAD,CAAOA,MAAO,QACV,WACI,kCADJ,2BAGA,8BAGA,YACI,YAAI,sBAAJ,KAAoB,yBAApB,sBACA,YAAI,wBAAJ,KAAsB,wBAAtB,sBACA,YAAI,OAAGK,KAAM,gDAAgD,0BAEjE,+BACqB,EAAC,IAAD,KAASH,EAAT,MADrB,kCAGA,YACI,YAAI,8BAAJ,iBAAwC,0BACxC,YAAI,gCAAJ,iBAA0C,yBAC1C,YAAI,oBAAJ,uEACA,YAAI,2BAAJ,0DAEJ,kEAGA,YACI,YAAI,mBAAJ,kDAEJ,EAAC,IAAD,+BAC2B,OAAGG,KAAM,kDAAT,oBAD3B,MAKJ,EAAC,IAAD,CAAOL,MAAO,cACV,qEAGA,mDACyC,8BADzC,WACuE,0BADvE,KAGA,wCAC8B,+BAD9B,OAKR,EAAC,IAAD,CAASA,MAAO,UACZ,EAAC,IAAD,CAAOA,MAAO,+BACV,mBACS,sBADT,qCAGA,YACI,YAAI,wBAAJ,oDACA,YAAI,yBAAJ,kDAAoE,yBAApE,mCAGA,YAAI,0BAAJ,oEACA,YAAI,wBAAJ,gEAGR,EAAC,IAAD,CAAOA,MAAO,8BACV,6CACmC,+BADnC,uCAGA,YACI,0BACA,0BACA,wBACA,wBACA,yBACA,uBAEJ,EAAC,IAAD,qFAIJ,EAAC,IAAD,CAAOA,MAAO,8BACV,kDAGA,YACI,YAAI,uBAAJ,kDACA,YACI,yBADJ,2CAEI,EAAC,IAAD,+IAKJ,YACI,0BADJ,mDAEI,EAAC,IAAD,KACI,8BADJ,kCACyD,aACrD,8BAFJ,6CAKJ,YACI,0BADJ,sFAGI,EAAC,IAAD,KACI,mCADJ,8GAQhB,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,aACV,8FAGA,EAAC,IAAD,6DAKR,EAAC,IAAD,CAASA,MAAO,0BACZ,EAAC,IAAD,CAAOA,MAAO,UACV,wCAC8B,uCAD9B,eAGA,YACI,YAAI,0BAAJ,8CAAiE,uBACjE,YAAI,uBAAJ,eAA+B,uBAA/B,oCACA,YAAI,sCAAJ,wCAAuE,mCAAvE,KACe,qBADf,eACwC,uBADxC,KACyD,qBADzD,cAEQ,yBAFR,cAEoC,wBAFpC,KAIA,YAAI,sBAAJ,sBAAqC,qBAArC,yDAKR,EAAC,IAAD,CAAOA,MAAO,iBACV,wCAC8B,+CAD9B,kBAGA,YACI,YAAI,0BAAJ,iDACA,YAAI,yBAAJ,+FAKR,EAAC,IAAD,CAAOA,MAAO,cACV,wCAC8B,2CAD9B,eAGA,YACI,YAAI,wBAAJ,+CAAgE,gCAChE,YAAI,uBAAJ,yEAIZ,EAAC,IAAD,CAASA,MAAO,wBACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,4BAAJ,qHAGA,YAAI,+BAAJ,yEAIR,EAAC,IAAD,CAAOA,MAAO,YACV,kGAGA,0BAGA,YACI,YAAI,OAAGM,MAAO,QAAV,YAAJ,yDACA,YAAI,OAAGA,MAAO,OAAV,YAAJ,8DAGR,EAAC,IAAD,CAAON,MAAO,sBACV,4BACkB,wBADlB,oEAGA,6HAMR,EAAC,IAAD,CAASA,MAAO,cACZ,EAAC,IAAD,CAAOA,MAAO,sBACV,kGAEO,yBAFP,sBAKJ,EAAC,IAAD,CAAOA,MAAO,WACV,yCAC+B,4CAD/B,oHAKJ,EAAC,IAAD,CAAOA,MAAO,aACV,WACI,iCADJ,qDAIJ,EAAC,IAAD,CAAOA,MAAO,eACV,iBACO,mCADP,wCAIJ,EAAC,IAAD,CAAOA,MAAO,aACV,qCAC2B,uDAD3B,eAGA,0BACgB,oCADhB,oBAIJ,EAAC,IAAD,CAAOA,MAAO,aACV,4BACkB,wCADlB,6LAKA,mKAKJ,EAAC,IAAD,CAAOA,MAAO,UACV,WACI,iCADJ,oFAEa,0BAFb,KAIA,6EACmE,2CADnE,gDAE6D,2BAF7D,kDAMJ,EAAC,IAAD,CAAOA,MAAO,yBACV,sHAIA,sDAC4C,wBAD5C,kBAC2E,oCAD3E,sEAMR,EAAC,IAAD,CAASA,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,cACV,gHAIA,8BACoB,6BADpB,cAEO,uBAFP,KAEwB,wBAFxB,MAE2C,wBAF3C,OAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,kBACV,oCAC0B,wBAD1B,gBAGA,+CACqC,yBADrC,uGAE0D,qBAF1D,MAIA,EAAC,IAAD,qGAIJ,EAAC,IAAD,CAAOA,MAAO,YACV,WACI,oCADJ,yCAES,uBAFT,OAE4B,wBAF5B,MAE+C,6BAF/C,OAGM,wBAHN,OAG0B,6BAH1B,OAGmD,wBAHnD,MAMJ,EAAC,IAAD,CAAOA,MAAO,aACV,WACI,sBADJ,kFAEO,uBAFP,MAKJ,EAAC,IAAD,CAAOA,MAAO,aACV,WACI,qBADJ,sBACoC,uBADpC,oDAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,SACV,iBACO,wBADP,sCAGA,+EAGA,EAAC,IAAD,mEAIJ,EAAC,IAAD,CAAOA,MAAO,eACV,iBACO,iEADP,wCAGA,aAIJ,EAAC,IAAD,CAAOA,MAAO,OACV,WACI,uBADJ,iDAGA,0BACgB,sDADhB,yFAIA,EAAC,IAAD,6EAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,kBACV,oJAKJ,EAAC,IAAD,CAAOA,MAAO,kBACV,kKAMR,EAAC,IAAD,CAASA,MAAO,gBACZ,EAAC,IAAD,CAAOA,MAAO,WACV,iCACuB,kCADvB,YAC0D,sBAD1D,gBAEM,uBAFN,OAEyB,uBAFzB,IAEyC,sBAFzC,mBAIA,2DACiD,0BADjD,0DAIA,qEAC2D,2CAD3D,uBAEsB,uBAFtB,kBAMR,EAAC,IAAD,CAASA,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,iFACuE,kCADvE,KAEkB,EAAC,IAAD,cAFlB,kEAIA,oCAC0B,OAAGK,KAAM,kDAAT,oBAD1B,0BAEwC,OAAGA,KAAM,8CAAT,gBAFxC,qBAKA,EAAC,IAAD,yDACqD,+CADrD,wFAKJ,EAAC,IAAD,CAAOL,MAAO,WACV,wBACc,0BADd,eAC4C,EAAC,IAAD,MAD5C,UAC0D,qCAD1D,QAEoB,EAAC,IAAD,MAFpB,iBAEyC,oCAFzC,MAKJ,EAAC,IAAD,CAAOA,MAAO,uBACV,mCACyB,wBADzB,UACgD,6BADhD,sEAMR,EAAC,IAAD,CAASA,MAAO,yCACZ,EAAC,IAAD,CAAOA,MAAO,OACV,gEACsD,EAAC,IAAD,KAASE,EAAT,MADtD,MAIJ,EAAC,IAAD,CAAOF,MAAO,MACV,sEAC4D,EAAC,IAAD,KAASE,EAAT,MAD5D,MAIJ,EAAC,IAAD,CAAOF,MAAO,OACV,sEAEc,EAAC,IAAD,KAASE,EAAT,MAFd,OAMR,EAAC,IAAD,CAASF,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,mIAIA,oCAC0B,OAAGK,KAAM,+CAAT,iBAD1B,sBAIA,EAAC,IAAD,6FAIJ,EAAC,IAAD,KACI,eACA,YACI,YAAI,UAAML,MAAO,qBAAb,MACJ,YAAI,UAAMA,MAAO,8BAAb,MACJ,2BAGJ,eACA,YACI,aACA,YAAI,EAAC,IAAD,KAASE,EAAT,OACJ,YAAI,EAAC,IAAD,aAAJ,aAEJ,YACI,aACA,YAAI,EAAC,IAAD,KAASA,EAAT,MAAJ,KAA6B,EAAC,IAAD,KAASA,EAAT,OAC7B,uDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,kDAAuC,EAAC,IAAD,KAASA,EAAT,MAAvC,UAAqE,EAAC,IAAD,KAASA,EAAT,QAGzE,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,oDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,wCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,mDAEJ,YACI,aACA,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,oCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,kDAEJ,YACI,aACA,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,mDAKZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOF,MAAO,aACV,sBACY,EAAC,IAAD,MADZ,gBAGA,YACI,wBAAa,EAAC,IAAD,KAASE,EAAT,MAAb,qBAAsD,EAAC,IAAD,MAAtD,eAAyE,8BAAzE,+BAGA,wBAAa,EAAC,IAAD,KAASA,EAAT,MAAb,qBAAsD,EAAC,IAAD,MAAtD,eAAyE,yBAAzE,6BAGA,mDAAwC,EAAC,IAAD,MAAxC,eAA2D,2BAA3D,iCAKR,EAAC,IAAD,CAAOF,MAAO,WACV,WACI,oBADJ,mEAGA,oEAGA,8BACoB,mCADpB,0BACsE,EAAC,IAAD,KAASE,EAAT,MADtE,MAIJ,EAAC,IAAD,CAAOF,MAAO,WACV,gIAIA,EAAC,IAAD,KAASE,EAAT,QAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOF,MAAO,0BACV,gFAGA,uLAIA,iEAES,EAAC,IAAD,KAASE,EAAT,MAFT,MAEmC,EAAC,IAAD,KAASA,EAAT,MAFnC,iDAKA,EAAC,IAAD,KAASA,EAAT,MAGA,EAAC,IAAD,mFAIJ,EAAC,IAAD,CAAOF,MAAO,aACV,2GAGA,oEAC0D,uDAD1D,iDAKJ,EAAC,IAAD,CAAOA,MAAO,0BACV,mEAGA,EAAC,IAAD,KAASE,EAAT,OAIJ,EAAC,IAAD,CAAOF,MAAO,gBACV,yGAGA,6GAGA,EAAC,IAAD,KACKE,EADL,OAIJ,EAAC,IAAD,CAAOF,MAAO,aACV,8FACoF,wBADpF,2GAOR,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,qFAC2E,oCAD3E,KAIA,gFAIJ,EAAC,IAAD,KACI,eACA,YACI,uBACA,6BAGJ,eACA,YACI,YAAI,EAAC,IAAD,KAASE,EAAT,OACJ,qDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,+CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,kDAAuC,EAAC,IAAD,KAASA,EAAT,MAAvC,UAAqE,EAAC,IAAD,KAASA,EAAT,QAGzE,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,qCAA0B,EAAC,IAAD,KAASA,EAAT,QAE9B,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,wFAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,gDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,sCAKZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOF,MAAO,eACV,kBACQ,2BADR,6DAGA,6EACmE,EAAC,IAAD,KAASE,EAAT,MADnE,KAGA,EAAC,IAAD,KAASA,EAAT,MAGA,WACI,EAAC,IAAD,KAASA,EAAT,MADJ,wCACgE,mBADhE,qEAKJ,EAAC,IAAD,CAAOF,MAAO,wBACV,6DAGA,EAAC,IAAD,KAASE,EAAT,OAQJ,EAAC,IAAD,CAAOF,MAAO,iBACV,2DAGA,kNAKA,iGACuF,OACnFK,KAAM,iDAD6E,mBADvF,mGAOR,EAAC,IAAD,CAASL,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,8CACoC,sCADpC,KAGA,4EACkE,+BADlE,UACgG,4BADhG,U,2DCnwBpB,qCAEe,aAASJ,GACpB,OACI,QAAIU,MAAOR,IAAMS,UACZX,EAAMK,a,2DCLnB,qCAEe,aAAUL,GACrB,OACI,SAAKU,MAAOR,IAAMU,SACbZ,EAAMK,a,yCCJnBP,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,KAAO","file":"route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"menulist\":\"menulist__2Cmnq\"};","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"tick\"}\n );\n}\n","import {BLatex, ILatex, Panel, PLatex, Section, TablePanel, Timer, Todo} from \"bluelib\";\nimport Example from \"../components/Example\";\nimport Tick from \"../components/ApprendimentoSistemiArtificiali/Tick\";\nimport MenuList from \"../components/MenuList\";\nimport Link from \"../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n
    \n

    Apprendimento ed evoluzione in sistemi artificiali

    \n
    \n \n
      \n
    • Prof. Marco Villani
      • \n
    \n     \n \n
      \n
    • Scegli 2 tra 6 domande possibili
      • \n
    • 90 minuti
      • \n
    \n     \n
    \n
    \n \n

    \n NetLogo è un software di modellazione sistemi multiagente, da noi usato per le lezioni di\n laboratorio.\n

    \n

    \n Si può scaricare o usare da browser.\n

    \n

    \n Il suo codice sorgente è disponibile su GitHub, e ha una pagina di documentazione.\n

    \n \n
  • Appunti di NetLogo
    • \n     \n     \n
    \n
    \n \n

    \n Sistemi naturali o artificiali che si basano su leggi reversibili e deterministiche.\n

    \n

    \n In natura, alcuni leggi possono sembrare irreversibili a livello macroscopico, ma sono in realtà\n reversibili a livello microscopico.\n

    \n \n

    \n Urne di Ehrenfest:\n due urne con N palline; estraggo una pallina da una urna casuale ad ogni passo e la sposto\n nell'altra; con tante palline il sistema appare irreversibile.\n

    \n     \n     \n \n

    \n Stati in cui si può trovare un sistema dinamico.\n

    \n

    \n Tutte insieme formano lo (iper)spazio delle fasi.\n

    \n     \n \n

    \n Lo stato finale di un sistema dinamico.\n

    \n

    \n Tutte le fasi tendono a uno specifico attrattore.\n

    \n     \n \n

    \n I sistemi dinamici elaborano informazione attraversando fasi e raggiungendo un\n attrattore.\n

    \n \n L'evoluzione biologica crea nuove specie partendo da quelle precedenti di maggiore successo fino\n a quando non si raggiunge la specie perfetta.\n \n \n Si può vedere l'universo come un gigantesco sistema dinamico. Che sia artificiale? Qual è il suo\n attrattore?\n \n     \n
    \n
    \n \n

    \n Sistemi dinamici i cui cambiamenti sono descritti da funzioni lineari.\n

    \n     \n \n

    \n Situazioni iniziali di un sistema lineare.\n

    \n

    \n Possono essere:\n

    \n
      \n
    • Stabili: convergono ad un punto fisso
      • \n
    • Instabili: divergono da un punto fisso
      • \n
    • Di sella
      • \n
    \n

    \n Nell'insieme dei {r`\\mathbb{C}`} possono anche dare origine a:\n

    \n
      \n
    • Spirali stabili: spirali che convergono
      • \n
    • Spirali instabili: spirali che divergono
      • \n
    • Cicli: il sistema forma un ciclo diverso in base alla posizione del nodo
      • \n
    • Cicli limite: il sistema evolve fino a formare un ciclo specifico
      • \n
    \n

    \n Infine, in sistemi dissipativi può anche comparire:\n

    \n
      \n
    • Caos: il sistema evolve in maniera pseudo-casuale
      • \n
    \n \n Mai sentito parlare di Mersenne\n Twister?\n \n     \n \n

    \n Funzione che rappresenta lo stato attuale del sistema.\n

    \n

    \n Gli attrattori coincidono con i suoi punti di minimo, detti punti fissi.\n

    \n

    \n Il suo complementare è la funzione energia.\n

    \n     \n
    \n
    \n \n

    \n Sono sistemi con le seguenti caratteristiche:\n

    \n
      \n
    • Autonomia: agiscono gli uni indipendentemente dagli altri
      • \n
    • Reattività: percepiscono ciò che sta nel loro ambiente e reagiscono ai\n cambiamenti di quest'ultimo\n
      • \n
    • Proattività: agiscono in maniera tale da portare a termine i loro obiettivi
      • \n
    • Socialità: comunicano con gli altri agenti, scambiando informazioni
      • \n
    \n     \n \n

    \n Hanno anche caratteristiche di livello più alto derivate dalle quattro precedenti:\n

    \n
      \n
    • Conoscenza
      • \n
    • Intenzioni
      • \n
    • Emozioni
      • \n
    • Obblighi
      • \n
    • Obiettivi
      • \n
    • etc...
      • \n
    \n \n Gli umani possono benissimo essere considerati agenti del sistema universo.\n \n     \n \n

    \n Gli agenti si distinguono anche in:\n

    \n
      \n
    • Mobilità: quanto e come possono muoversi nell'ambiente
      • \n
    • \n Veridicità: quanto producono informazioni corrette\n \n È possibile effettuare un attacco a un sistema introducendovi agenti maliziosi che\n producono intenzionalmente informazioni sbagliate!\n \n
      • \n
    • \n Benevolenza: quanto beneficiano gli altri delle loro azioni\n \n Agenti malevoli: ad esempio, troll in siti web
      \n Agenti benevoli: ad esempio, filtri che bannano i troll\n       \n
      • \n
    • \n Razionalità: quanto le loro azioni sono coerenti con i loro obiettivi e lo stato\n dell'ambiente\n \n Razionalità limitata: gli agenti non conoscono completamente l'ambiente, e\n compiono le azioni che suppongono essere giuste\n \n
      • \n
    \n     \n
    \n
    \n \n

    \n Lo sviluppo negli agenti di nuove capacità per cui non erano stati programmati.\n

    \n \n Ad esempio, la Swarm Intelligence, descritta dopo!\n \n     \n
    \n
    \n \n

    \n Classificazione in base a come prende le decisioni un agente:\n

    \n
      \n
    • Logic-based: prende le decisioni attraverso deduzioni logiche
      • \n
    • Reactive: mappa una reazione a ogni situazione dell'ambiente
      • \n
    • Belief-desire-intention: per decidere, considera le proprie assunzioni sul\n mondo (belief), i propri desideri (desire) e le\n sue intenzioni correnti (intention)\n
      • \n
    • Layered: utilizza diversi strati di capacità cognitive per giungere a una\n decisione\n
      • \n
    \n     \n \n

    \n Classificazione in base a come sono definiti gli obiettivi di un agente:\n

    \n
      \n
    • Teleonomico: gli obiettivi sono predefiniti ed espliciti
      • \n
    • Riflessivo: l'agente è libero di scegliere il suo obiettivo in base alle proprie\n percezioni interne\n
      • \n
    \n     \n \n

    \n Classificazione in base a quanto conosce dell'ambiente un agente:\n

    \n
      \n
    • Cognitivo: l'agente è immediatamente a conoscenza di tutto l'ambiente
      • \n
    • Reattivo: l'agente deve scoprire l'ambiente con le sue capacità sensoriali
      • \n
    \n     \n
    \n
    \n \n
      \n
    • Distribuzione: più agenti possono coprire aree di ambiente più vaste, o elaborare più\n in fretta zone più dense di informazione\n
      • \n
    • Rappresentazione: i sistemi multi-agente modellano più accuratamente il mondo reale\n
      • \n
    \n     \n \n

    \n Influenza esercitata dal sistema sugli agenti per guidarli verso il loro obiettivo.\n

    \n

    \n Può essere:\n

    \n
      \n
    • Positivo: incentiva gli agenti ad avere un dato comportamento
      • \n
    • Negativo: disincentiva gli agenti ad avere un dato comportamento
      • \n
    \n     \n \n

    \n Comportamento emergente che si manifesta nei sistemi multiagente con tantissimi agenti.\n

    \n

    \n Indica la capacità di risoluzione di problemi complessi attraverso la collaborazione di più\n agenti semplici.\n

    \n     \n
    \n
    \n \n

    \n Meccanismi simili a quelli evolutivi umani che permettono ai tratti degli agenti\n di convergere verso un valore.\n

    \n     \n \n

    \n Inizialmente definita come numero di discendenti fertili, solitamente indica quanto è\n probabile che i tratti di un individuo siano passati alla generazione successiva.\n

    \n     \n \n

    \n Sequenza di valori che definisce uno o più tratti di un individuo.\n

    \n     \n \n

    \n Un insieme di individui aventi tutti gli stessi cromosomi.\n

    \n     \n \n

    \n Fenomeno che causa una piccola variazione casuale nei cromosomi dei figli.\n

    \n

    \n Previene la convergenza prematura in un sistema.\n

    \n     \n \n

    \n Meccanismo di costruzione dei cromosomi in un figlio: i cromosomi dei genitori vengono\n tagliati nello stesso punto scelto a caso, e per costruire quelli del figlio viene presa una\n parte dal padre e l'altra parte dalla madre.\n

    \n

    \n Può portare al miglioramento di un individuo e allo sviluppo di nuovi tratti, ma solo nelle\n parti di cromosoma che sono diverse tra i due genitori.\n

    \n     \n \n

    \n Sequenza di valori all'interno di un cromosoma, che può includere anche sezioni in cui il\n valore è irrilevante.\n

    \n

    \n Gli algoritmi genetici permettono di trovare gli schemi con la fitness più alta in\n assoluto in un tempo relativamente breve: il sistema generalmente favorisce gli\n schemi corti con fitness alta.\n

    \n     \n \n

    \n Situazione in cui si è raggiunta una soluzione non-ottimale a causa dell'assenza di novità nel\n sistema.\n

    \n

    \n Si può impedire con vari metodi: con la mutazione, introducendo requisiti di\n località per l'accoppiamento, scegliendo diversamente i genitori, etc...\n

    \n     \n
    \n
    \n \n

    \n Programmi che dati tanti esempi sono in grado di classificare un elemento in una o più\n categorie.\n

    \n

    \n Sono formati da classificatori, liste\n di messaggi, detettori e effettori.\n

    \n     \n
    \n
    \n \n

    \n Strutture logiche che elaborano i messaggi.\n

    \n

    \n Valutano una espressione logica (condizione) sui messaggi in arrivo, e se questa risulta\n essere vera, emettono un nuovo messaggio in risposta (azione).\n

    \n \n Condizione e azione possono essere considerati come due cromosomi di un algoritmo genetico!\n \n     \n \n

    \n Unità di informazione di un sistema a classificatori:\n sono generati da detettori e classificatori,\n e consumati da classificatori ed effettori.\n

    \n     \n \n

    \n Sensori che percepiscono lo stato dell'ambiente esterno e lo riportano sotto forma\n di messaggi.\n

    \n     \n \n

    \n Motori che rispondono ai messaggi effettuando una qualche azione nell'ambiente.\n

    \n     \n
    \n
    \n \n

    \n Un punteggio associato ad ogni classificatore.\n

    \n

    \n Più un classificatore viene attivato, più la sua forza crescerà.\n

    \n \n I classificatori più deboli vengono lentamente eliminati!\n \n     \n \n

    \n Il numero di condizioni che devono essere soddisfatte perchè il classificatore si attivi.\n

    \n

    \n\n

    \n     \n \n

    \n Prodotto di specificità e forza di un classificatore.\n

    \n

    \n Rappresenta quanto è probabile che venga utilizzato un dato classificatore nel caso che\n le condizioni di più di uno vengano soddisfatte.\n

    \n \n È la fitness degli algoritmi genetici applicata ai classificatori.\n \n     \n
    \n
    \n \n

    \n Se l'input non soddisfa nessun classificatore esistente, se ne crea uno nuovo soddisfatto\n dall'input attuale con una azione casuale.\n

    \n     \n \n

    \n Se i classificatori emettono in output un messaggio non valido, si crea un nuovo classificatore\n che trasforma quel messaggio in un output valido.\n

    \n     \n
    \n
    \n \n

    \n Agenti che possono collegarsi tra loro tramite sinapsi (dirette)\n e ricevere ed emettere impulsi lungo di esse.\n

    \n

    \n Gli impulsi ricevuti vengono temporaneamente memorizzati dal neurone attraverso valori\n che decadono nel tempo.\n

    \n

    \n Se la somma dei valori di tutti gli impulsi ricevuti è maggiore di una certa soglia,\n allora il neurone emetterà un impulso.\n

    \n     \n
    \n
    \n \n

    \n Un modello semplificato di rete neurale in cui vengono considerati solo tempi\n discreti (ticks), e non è presente la memorizzazione degli impulsi nel tempo.\n

    \n

    \n È stato sviluppato da Warren\n McCulloch (un neurofisiologo) e Walter\n Pitts (un matematico).\n

    \n \n È importante perchè dimostra che le reti neurali possono elaborare qualsiasi cosa, ma\n incompleto perchè non descrive nessun metodo per la loro creazione automatica.\n \n     \n \n

    \n I neuroni si attivano in un dato se la somma dei loro\n impulsi nel precedente è maggiore o uguale a 1.\n

    \n     \n \n

    \n Le sinapsi hanno una intensità: è un moltiplicatore che viene applicato a tutti\n gli impulsi transitanti la sinapsi.\n

    \n     \n
    \n
    \n \n

    \n Un neurone con una sinapsi entrante con intensità {r`-1`}.\n

    \n     \n \n

    \n Un neurone con due o più sinapsi entranti con intensità {r`1`}.\n

    \n     \n \n

    \n Un neurone con due o più sinapsi entranti con\n intensità {r`\\frac{1}{numero\\ sinapsi}`}.\n

    \n     \n
    \n
    \n \n

    \n Un'estensione del modello booleano per permettere l'apprendimento automatico delle\n configurazioni giuste di neuroni.\n

    \n

    \n È stato sviluppato da John\n Hopfield (uno scienziato).\n

    \n \n Non è molto avanzato, ma ha portato a ulteriori studi nel campo delle reti neurali.\n \n     \n \n \n \n v\n s\n Glossario\n \n \n \n \n \n {r`t`}\n Tick attuale\n \n \n \n {r`n`}, {r`m`}\n Identificatore di un neurone specifico\n \n \n {r`\\mathbf{W}`}\n {r`w_{nm}`}\n Intensità della sinapsi diretta da {r`n`} verso {r`m`}\n \n \n \n {r`\\mathbf{\\Theta}`}\n {r`\\theta_n`}\n Soglia di attivazione di un neurone\n \n \n {r`\\mathbf{X}(t)`}\n {r`x_n(t)`}\n Emissione di un neurone\n \n \n {r`\\mathbf{I}(t)`}\n {r`i_n(t)`}\n Somma degli ingressi di un neurone\n \n \n \n {r`E`}\n Energia del sistema\n \n \n {r`\\mathbf{A}`}\n {r`a_i`}\n Stato di un neurone in un pattern\n \n \n \n {r`Q(\\mathbf{A}, \\mathbf{B})`}\n Sovrapposizione tra due pattern\n \n \n \n
    \n
    \n \n

    \n In ogni , i neuroni:\n

    \n
      \n
    • Emettono {r`0`} se gli input nel precedente erano\n inferiori alla soglia di attivazione\n
      • \n
    • Emettono {r`1`} se gli input nel precedente superavano la\n soglia di attivazione\n
      • \n
    • Non cambiano stato se gli input nel precedente erano uguali alla soglia di\n attivazione\n
      • \n
    \n     \n \n

    \n Tutti i neuroni del modello sono intercollegati tra loro da sinapsi.\n

    \n

    \n I neuroni non possono essere collegati a loro stessi.\n

    \n

    \n Questo porta il costo computazionale del modello ad essere {r`O(n^2)`}.\n

    \n     \n \n

    \n Una funzione dell'intero sistema che rappresenta il totale degli stati di tutti i neuroni e\n tutte le connessioni.\n

    \n {r`\n E = - \\frac{1}{2} \\sum_{n, m} ( w_{nm} \\cdot x_n \\cdot x_m ) + \\sum_n ( \\theta_n \\cdot x_n )\n `}\n     \n
    \n
    \n \n

    \n Un metodo per realizzare l'apprendimento nel modello di Hopfield.\n

    \n

    \n Si incrementa l'intensità delle sinapsi che connettono neuroni nello stesso stato, e invece si\n decrementa l'intensità di quelle che connettono neuroni in stati opposti.\n

    \n

    \n Considerando i neuroni spenti e quelli accesi\n come {r`0`} e {r`1`} rispettivamente, si ha che per ogni\n pattern:\n

    \n {r`\n \\Delta w_{ik} = (2 \\cdot A_i - 1)(2 \\cdot A_k - 1)\n `}\n \n Così facendo, si insegna sia il pattern normale sia il suo complementare!\n \n     \n \n

    \n Applicando l'apprendimento hebbiano al modello di Hopfield si ottengono sinapsi simmetriche.\n

    \n

    \n Se è valida questa proprietà, si può dimostrare che l'energia del sistema è sempre\n decrescente, e che quindi che tenderà a un punto fisso!\n

    \n     \n \n

    \n Il numero di neuroni attivati in entrambi i pattern.\n

    \n {r`\n Q(A, B) = \\sum_{i = 1}^n A_i B_i\n `}\n     \n \n

    \n Più pattern vengono imparati da un modello, più è facile che essi interferiscano tra loro.\n

    \n

    \n In caso di pattern completamente scorrelati tra loro, il limite di pattern imparabili è circa:\n

    \n \n {r`0.14 \\cdot N`}\n \n     \n \n

    \n Per minimizzare l'interferenza tra pattern, è possibile insegnare al modello un archetipo:\n si insegna più volte il pattern originale applicandoci una minima quantità di interferenza\n casuale.\n

    \n     \n
    \n
    \n \n

    \n Un modello di rete neurale che supporta l'apprendimento e che presenta più strati di\n neuroni.\n

    \n

    \n Ha costi computazionali molto più bassi del modello di Hopfield.\n

    \n     \n \n \n \n Simbolo\n Descrizione\n \n \n \n \n {r`N`}\n Numero totale di neuroni nel sistema\n \n \n {r`n`}\n Numero di un neurone specifico\n \n \n {r`w_{nm}`}\n Intensità della sinapsi diretta da {r`n`} verso {r`m`}\n \n \n \n {r`x_n`}\n Emissione del neurone {r`n`}\n \n \n {r`H(v)`}\n Funzione che restituisce lo stato di un neurone dato un valore di input\n \n \n {r`\\sum_1^N ( w_n \\cdot x_n )`}\n Somma degli input di un neurone\n \n \n {r`b`}\n Bias di un neurone\n \n \n \n
    \n
    \n \n

    \n Una rete neurale che viene incapsulata all'interno di un singolo neurone.\n

    \n

    \n La sua emissione è determinata dalla sua funzione di emissione {r`H`}:\n

    \n {r`\n x_n = H \\left( \\sum_1^N ( w_n \\cdot x_n + b) \\right)\n `}\n

    \n {r`b`} è una costante configurabile, detta bias, che rappresenta il\n valore di partenza della somma degli input.\n

    \n     \n \n

    \n Un percettrone la cui funzione di emissione è:\n

    \n {r`\n \\begin{cases}\n 1 \\qquad se\\ v > 0\\\\\n 0 \\qquad se\\ v = 0\\\\\n -1 \\qquad se\\ v < 0\n \\end{cases}\n `}\n     \n \n

    \n Si parte da intensità casuali delle sinapsi.\n

    \n

    \n Si prova a classificare degli esempi pre-classificati: se un esempio viene classificato nel modo\n sbagliato, si alterano le intensità delle sinapsi in direzione della sua classificazione\n corretta.\n

    \n

    \n Nel caso che vi siano più strati di neuroni, allora sarà necessario ricorrere alla backpropagation, che stima l'errore\n di classificazione di ogni singolo neurone e li corregge di conseguenza.\n

    \n     \n
    \n
    \n \n

    \n Un modello a percettroni in cui non si presentano cicli.\n

    \n

    \n Alcuni dei neuroni che vi sono all'interno saranno dunque dei neuroni sorgente e dei neuroni\n pozzo.\n

    \n     \n
    \n
    \n )\n}\n","import style from \"./MenuList.less\";\n\nexport default function(props) {\n return (\n
      \n {props.children}\n
    \n )\n}","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__1DkTW\",\"orange\":\"orange__3-zNZ\",\"yellow\":\"yellow__2ln-k\",\"lime\":\"lime__3VExD\",\"cyan\":\"cyan__YxBjD\",\"blue\":\"blue__2bc0p\",\"magenta\":\"magenta__KGEa7\",\"tick\":\"tick__2T7VF\"};"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-ApprendimentoSistemiArtificiali.chunk.91139.css b/docs/route-ApprendimentoSistemiArtificiali.chunk.91139.css new file mode 100644 index 0000000..84ed60f --- /dev/null +++ b/docs/route-ApprendimentoSistemiArtificiali.chunk.91139.css @@ -0,0 +1 @@ +.red__2y1B_{color:#ff7d7d}.orange__dD2kx{color:#ffbb7d}.yellow__OEpwl{color:#ffff7d}.lime__CVe41{color:#7dff7d}.cyan__26ZAg{color:#7dffff}.blue__LO7Xm{color:#7d7dff}.magenta__1Akee{color:#ff7dff}.example__2PzAa{color:#d3a1ff;padding:4px;border-radius:4px;margin:4px 0}.example__2PzAa,.example__2PzAa table{background-color:rgba(211,161,255,.05)}.example__2PzAa table{border-spacing:0;border:2px solid rgba(211,161,255,.1);border-collapse:collapse}.example__2PzAa table tbody td,.example__2PzAa table tbody th,.example__2PzAa table thead td,.example__2PzAa table thead th{padding:4px;border:1px solid rgba(211,161,255,.1)}.example__2PzAa table thead{background-color:rgba(211,161,255,.1);color:#fff}.red__1DkTW{color:#ff7d7d}.orange__3-zNZ{color:#ffbb7d}.yellow__2ln-k{color:#ffff7d}.lime__3VExD{color:#7dff7d}.cyan__YxBjD{color:#7dffff}.blue__2bc0p{color:#7d7dff}.magenta__KGEa7{color:#ff7dff}.tick__2T7VF{color:#7dffff}.menulist__2Cmnq{font-size:large}.menulist__2Cmnq small{font-size:small} \ No newline at end of file diff --git a/docs/route-BasiDiDati.chunk.a1161.css b/docs/route-BasiDiDati.chunk.a1161.css new file mode 100644 index 0000000..3c4dea0 --- /dev/null +++ b/docs/route-BasiDiDati.chunk.a1161.css @@ -0,0 +1 @@ +.red__2y1B_{color:#ff7d7d}.orange__dD2kx{color:#ffbb7d}.yellow__OEpwl{color:#ffff7d}.lime__CVe41{color:#7dff7d}.cyan__26ZAg{color:#7dffff}.blue__LO7Xm{color:#7d7dff}.magenta__1Akee{color:#ff7dff}.example__2PzAa{color:#d3a1ff;padding:4px;border-radius:4px;margin:4px 0}.example__2PzAa,.example__2PzAa table{background-color:rgba(211,161,255,.05)}.example__2PzAa table{border-spacing:0;border:2px solid rgba(211,161,255,.1);border-collapse:collapse}.example__2PzAa table tbody td,.example__2PzAa table tbody th,.example__2PzAa table thead td,.example__2PzAa table thead th{padding:4px;border:1px solid rgba(211,161,255,.1)}.example__2PzAa table thead{background-color:rgba(211,161,255,.1);color:#fff} \ No newline at end of file diff --git a/docs/route-BasiDiDati.chunk.abc00.esm.js b/docs/route-BasiDiDati.chunk.abc00.esm.js new file mode 100644 index 0000000..718ab65 --- /dev/null +++ b/docs/route-BasiDiDati.chunk.abc00.esm.js @@ -0,0 +1,14 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[4],{"2w3n":function(l){l.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},"S+8T":function(l,n,i){"use strict";i.r(n),function(l){var e=i("mbOI"),o=i("ke5e");let u,t,a,c,r,d,s,p,m,_,f,g,b,h,N,z,v,F,w,q,y,C,k,E,x,O,P,$,B,L,S,T,A=l=>l;const D=String.raw;n.default=function(){return l("div",null,l("h1",null,"Basi di dati"),l(e.s,{title:"Esame"},l(e.r,{title:"Contatti"},l("ul",null,l("li",null,l("a",{href:"mailto:riccardo.martoglia@unimo.it"},"Prof. Riccardo Martoglia")))),l(e.r,{title:"Scritto"},l("p",null,"Uno scritto con tre domande:"),l("ul",null,l("li",null,"Progettazione concettuale e logica"),l("li",null,"Formulazione interrogazione"),l("li",null,"Una domanda tra:",l("ul",null,l("li",null,"Studio dato derivato"),l("li",null,"Progettazione fisica"),l("li",null,"Tecnologia database")))))),l(e.s,null,l(e.r,{title:"Progetto"},l("p",null,"In gruppo, progettare un database secondo ",l("a",{href:"https://t.me/unimorefiles/23"},"queste")," specifiche."),l("p",null,"Va consegnato via mail almeno 10 giorni prima dello scritto."))),l(e.s,{title:"Visualizzazioni utili"},l(e.r,{title:"B+ Tree"},l("p",null,l("a",{href:"https://www.cs.usfca.edu/~galles/visualization/BPlusTree.html"},"Link")))),l(e.s,{title:"Calcolo dei costi delle query"},l(e.t,null,l("thead",null,l("tr",null,l("th",null,"Simbolo"),l("th",null,"Descrizione"))),l("tbody",null,l("tr",null,l("td",null,l(e.a,null,D(u||(u=A`N_{tuple}`)))),l("td",null,"Numero di tuple di una tabella")),l("tr",null,l("td",null,l(e.a,null,D(t||(t=A`N_{blocchi}`)))),l("td",null,"Numero di blocchi di una tabella")),l("tr",null,l("td",null,l(e.a,null,D(a||(a=A`N_{foglie}`)))),l("td",null,"Numero di foglie di un indice")),l("tr",null,l("td",null,l(e.a,null,D(c||(c=A`N_{indici}`)))),l("td",null,"Numero di indici presenti in una tabella")),l("tr",null,l("td",null,l(e.a,null,D(r||(r=A`N_{unici}`)))),l("td",null,"Numero di valori unici presenti in una colonna")),l("tr",null,l("td",null,l(e.a,null,D(d||(d=A`F`)))),l("td",null,"Fattore di selettività di una condizione")),l("tr",null,l("td",null,l(e.a,null,D(s||(s=A`C`)))),l("td",null,"Costo di accesso a una o più tuple")),l("tr",null,l("td",null,l(e.a,null,D(p||(p=A`N_{selezionati}`)))),l("td",null,"Numero di tuple del risultato"))))),l(e.s,null,l(e.r,{title:"Fattore booleano"},l("p",null,"Espressione formata da ",l("b",null,"una o più condizioni moltiplicate tra loro"),".")),l(e.r,{title:"Argomenti di ricerca attraverso indice"},l("p",null,"Condizioni che soddisfano i seguenti requisiti:"),l("ul",null,l("li",null,"Usa uno dei seguenti ",l("b",null,"operatori"),":",l("ul",null,l("li",null,l(e.i,null,D(m||(m=A`<`)))),l("li",null,l(e.i,null,D(_||(_=A`\leq`)))),l("li",null,l(e.i,null,D(f||(f=A`=`)))),l("li",null,l(e.i,null,D(g||(g=A`\geq`)))),l("li",null,l(e.i,null,D(b||(b=A`>`)))),l("li",null,l("b",null,l("code",null,D(h||(h=A`BETWEEN`))))),l("li",null,l("b",null,l("code",null,D(N||(N=A`OR`))))," (solo in alcuni DBMS)"))),l("li",null,"Uno dei due termini del confronto è ",l("b",null,"una colonna")," della tabella"),l("li",null,"L'altro termine del confronto è ",l("b",null,"una costante numerica")))),l(e.r,{title:"Indici"},l("p",null,"È possibile costruire indici sulle colonne di una tabella per velocizzare le query che riguardano quelle colonne."),l("p",null,"In particolare, ogni tabella può avere ",l("b",null,"un")," ",l("i",null,"indice clustered")," e ",l("b",null,"infiniti")," ",l("i",null,"indici unclustered"),"."),l("p",null,"Generalmente, l'indice clustered è costruito sulla colonna della primary key, ma ",l("a",{href:"https://stackoverflow.com/questions/15051869/relationship-of-primary-key-and-clustered-index"},"non è sempre quello il caso"),"."),l("p",null,"Gli indici vanno tenuti aggiornati, e ciò ha un ",l("b",null,"costo di manutenzione"),":"),l("ul",null,l("li",null,l("code",null,"DELETE"),": ",l(e.i,null,D(z||(z=A`N_{indici} \cdot 2 \cdot N_{selezionati}`)))),l("li",null,l("code",null,"UPDATE"),": ",l(e.i,null,D(v||(v=A`N_{indici} \cdot 4 \cdot N_{selezionati}`))))),l("p",null,"È possibile usare gli indici nelle query solo per gli ",l("b",null,"argomenti di ricerca attraverso indice"),"."))),l(e.s,null,l(e.r,{title:"Fattore di selettività"},l("p",null,"La percentuale di tuple di una tabella che soddisfano una condizione."),l("table",null,l("thead",null,l("tr",null,l("th",null,"Condizione"),l("th",null,"Fattore di selettività"))),l("tbody",null,l("tr",null,l("td",null,l("code",null,"col = $costante")),l("td",null,l(e.a,null,D(F||(F=A`F = \frac{1}{N_{unici}`))))),l("tr",null,l("td",null,l("code",null,"col != $costante")),l("td",null,l(e.a,null,D(w||(w=A`F = 1 - \frac{1}{N_{unici}`))))),l("tr",null,l("td",null,l("code",null,"col1 != col2")),l("td",null,l(e.a,null,D(q||(q=A`F = \frac{1}{max(N_{unici_A}, N_{unici_B})`))))),l("tr",null,l("td",null,l("code",null,"IN")),l("td",null,l(e.a,null,D(y||(y=A`F = \frac{n_{IN}}{N_{unici}}`))))),l("tr",null,l("td",null,l("code",null,"col > $costante")),l("td",null,l(e.a,null,D(C||(C=A`F = \frac{ max(col) - \$costante }{ max(col) - min(col) }`))))),l("tr",null,l("td",null,l("code",null,D(k||(k=A`col < $costante`)))),l("td",null,l(e.a,null,D(E||(E=A`F = \frac{ \$costante - min(col) }{ max(col) - min(col) }`))))),l("tr",null,l("td",null,l("code",null,"col BETWEEN $lower AND $upper")),l("td",null,l(e.a,null,D(x||(x=A`F = \frac{ \$upper - \$lower }{ max(col) - min(col) }`))))),l("tr",null,l("td",null,l("code",null,"cond1 OR cond2")),l("td",null,l(e.a,null,D(O||(O=A`F = F_{cond1} + F_{cond2} - ( F_{cond1} \cdot F_{cond2} )`)))))))),l(e.r,{title:"Costo di accesso"},l("p",null,"Quante ",l("i",null,"unità di lavoro")," costa accedere a una specifica relazione:"),l(e.q,null,D(P||(P=A` + C = {\color{yellow} {C_{indice}}} + {\color{Orange} C_{relazione}} + `))),l("p",null,"Per accedere attraverso un indice a una specifica tupla della relazione, si spenderà:"),l(e.q,null,D($||($=A` + C = {\color{yellow} 1} + {\color{Orange} 1} + `))),l("p",null,"Se le tuple a cui si vuole accedere sono più di una, allora, il costo dipenderà da se l'indice è clustered o non-clustered."),l(o.a,null,"Nel calcolo del costo di una query, si considerano tutti i cambi di pagina come ",l("b",null,"page fault"),"."),l("p",null,"Per gli indici ",l("b",null,"clustered"),", visto che basta caricare in memoria i blocchi in sequenza, il costo sarà:"),l(e.q,null,D(B||(B=A` + C = {\color{yellow} ( F \cdot N_{foglie} ) } + {\color{Orange} ( F \cdot N_{blocchi} ) } + `))),l("p",null,"Per gli indici ",l("b",null,"unclustered"),", per i quali potremmo dover caricare e rimuovere lo stesso blocco dalla memoria più volte, il costo sarà:"),l(e.q,null,D(L||(L=A` + C = {\color{yellow} ( F \cdot N_{foglie} ) } + {\color{Orange} ( F \cdot N_{tuple} ) } + `))),l("p",null,"Se si stanno effettuando query su più indici unclustered, il costo sarà:"),l(e.q,null,D(S||(S=A` + C = {\color{yellow}\sum_k ( F_k \cdot N_{foglie_k} )} + {\color{Orange} \left( \prod_k F_k \cdot N_{tuple} \right)} + `)))),l(e.r,{title:"Costo di join"},l("p",null,"Quante ",l("i",null,"unità di lavoro")," costa effettuare un join tra due relazioni."),l("p",null,"Varia in base al metodo di join utilizzato."),l("p",null,"Utilizzando il metodo del ",l("b",null,"nested loop"),":"),l(e.q,null,D(T||(T=A` + C_{1 \times 2} = C_1 + ( N_{selezionati_1} \cdot C_2 ) + `))),l("p",null,"La scelta della colonna su cui iterare è quindi importante!"))))}}.call(this,i("hosL").h)},ke5e:function(l,n,i){"use strict";(function(l){var e=i("2w3n"),o=i.n(e);n.a=function(n){return l("div",{class:o.a.example},n.children)}}).call(this,i("hosL").h)}}]); +//# sourceMappingURL=route-BasiDiDati.chunk.abc00.esm.js.map \ No newline at end of file diff --git a/docs/route-BasiDiDati.chunk.abc00.esm.js.map b/docs/route-BasiDiDati.chunk.abc00.esm.js.map new file mode 100644 index 0000000..8f90ff5 --- /dev/null +++ b/docs/route-BasiDiDati.chunk.abc00.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./routes/BasiDiDati.js","webpack:///./components/Example.js"],"names":["module","exports","r","String","raw","title","href","props","class","style","example","children"],"mappings":"4EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,8JCE3L,MAAMC,EAAIC,OAAOC,IAEF,qBACX,OACI,aACI,4BACA,EAAC,IAAD,CAASC,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,OAAGC,KAAM,sCAAT,+BAGZ,EAAC,IAAD,CAAOD,MAAO,WACV,2CAGA,YACI,kDACA,2CACA,+BACI,YACI,oCACA,oCACA,wCAMpB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,YACV,wDAC8C,OAC1CC,KAAM,gCADoC,UAD9C,gBAIA,6EAKR,EAAC,IAAD,CAASD,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,WACV,WACI,OAAGC,KAAM,iEAAT,WAIZ,EAAC,IAAD,CAASD,MAAO,iCACZ,EAAC,IAAD,KACI,eACA,YACI,uBACA,6BAGJ,eACA,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,OAAW,gBACf,+CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,kBACf,iDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,8CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,yDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,gBACf,+DAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,QACf,yDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,QACf,mDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,sBACf,iDAKZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,oBACV,qCAC2B,yDAD3B,MAIJ,EAAC,IAAD,CAAOA,MAAO,0CACV,8DAGA,YACI,oCACyB,wBADzB,IAEI,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,OAAW,QACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,WACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,QACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,WACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,QACf,YAAI,WAAG,cAAOA,EAAP,OAAS,eAChB,YAAI,WAAG,cAAOA,EAAP,OAAS,SAAhB,4BAGR,mDAAwC,0BAAxC,kBACA,+CAAoC,uCAG5C,EAAC,IAAD,CAAOG,MAAO,UACV,gIAIA,qDAC2C,iBAD3C,IACqD,+BADrD,MAC+E,uBAD/E,IAC+F,iCAD/F,KAIA,+FACqF,OACjFC,KAAM,gGAD2E,+BADrF,KAKA,8DACoD,oCADpD,KAGA,YACI,YAAI,wBAAJ,KAAyB,EAAC,IAAD,KAASJ,EAAT,OAAW,+CACpC,YAAI,wBAAJ,KAAyB,EAAC,IAAD,KAASA,EAAT,OAAW,gDAExC,oEAC0D,qDAD1D,OAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,0BACV,oFAGA,eACI,eACA,YACI,0BACA,wCAGJ,eACA,YACI,YAAI,kCACJ,YAAI,EAAC,IAAD,KAASH,EAAT,OAAW,8BAEnB,YACI,YAAI,mCACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,kCAEnB,YACI,YAAI,+BACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,kDAEnB,YACI,YAAI,qBACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,oCAEnB,YACI,YAAI,kCACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iEAEnB,YACI,YAAI,cAAOA,EAAP,OAAS,sBACb,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iEAEnB,YACI,YAAI,gDACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,6DAEnB,YACI,YAAI,iCACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,oEAK3B,EAAC,IAAD,CAAOG,MAAO,oBACV,qBACW,8BADX,8CAGA,EAAC,IAAD,KAASH,EAAT,OAAW;;yBAGX,oGAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;yBAGX,0IAIA,EAAC,IAAD,wFACoF,yBADpF,KAIA,6BACmB,wBADnB,+EAIA,EAAC,IAAD,KAASA,EAAT,OAAW;;yBAGX,6BACmB,0BADnB,8GAIA,EAAC,IAAD,KAASA,EAAT,OAAW;;yBAGX,uFAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;0BAIf,EAAC,IAAD,CAAOG,MAAO,iBACV,qBACW,8BADX,gDAGA,0DAGA,wCAC8B,0BAD9B,KAGA,EAAC,IAAD,KAASH,EAAT,OAAW;;yBAGX,+E,2DC3PpB,qCAEe,aAAUK,GACrB,OACI,SAAKC,MAAOC,IAAMC,SACbH,EAAMI,a","file":"route-BasiDiDati.chunk.abc00.esm.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import {BLatex, ILatex, Panel, PLatex, Section, TablePanel, Timer} from \"bluelib\";\nimport Example from \"../components/Example\";\n\nconst r = String.raw;\n\nexport default function (props) {\n return (\n
    \n

    Basi di dati

    \n
    \n \n \n \n \n

    \n Uno scritto con tre domande:\n

    \n
      \n
    • Progettazione concettuale e logica
      • \n
    • Formulazione interrogazione
      • \n
    • Una domanda tra:\n
        \n
      • Studio dato derivato
        • \n
      • Progettazione fisica
        • \n
      • Tecnologia database
        • \n
      \n
      • \n
    \n     \n
    \n
    \n \n

    \n In gruppo, progettare un database secondo queste specifiche.\n

    \n

    \n Va consegnato via mail almeno 10 giorni prima dello scritto.\n

    \n     \n
    \n
    \n \n

    \n Link\n

    \n     \n
    \n
    \n \n \n \n Simbolo\n Descrizione\n \n \n \n \n {r`N_{tuple}`}\n Numero di tuple di una tabella\n \n \n {r`N_{blocchi}`}\n Numero di blocchi di una tabella\n \n \n {r`N_{foglie}`}\n Numero di foglie di un indice\n \n \n {r`N_{indici}`}\n Numero di indici presenti in una tabella\n \n \n {r`N_{unici}`}\n Numero di valori unici presenti in una colonna\n \n \n {r`F`}\n Fattore di selettività di una condizione\n \n \n {r`C`}\n Costo di accesso a una o più tuple\n \n \n {r`N_{selezionati}`}\n Numero di tuple del risultato\n \n \n \n
    \n
    \n \n

    \n Espressione formata da una o più condizioni moltiplicate tra loro.\n

    \n     \n \n

    \n Condizioni che soddisfano i seguenti requisiti:\n

    \n
      \n
    • \n Usa uno dei seguenti operatori:\n
        \n
      • {r`<`}
        • \n
      • {r`\\leq`}
        • \n
      • {r`=`}
        • \n
      • {r`\\geq`}
        • \n
      • {r`>`}
        • \n
      • {r`BETWEEN`}
        • \n
      • {r`OR`} (solo in alcuni DBMS)
        • \n
      \n
      • \n
    • Uno dei due termini del confronto è una colonna della tabella
      • \n
    • L'altro termine del confronto è una costante numerica
      • \n
    \n     \n \n

    \n È possibile costruire indici sulle colonne di una tabella per velocizzare le query che\n riguardano quelle colonne.\n

    \n

    \n In particolare, ogni tabella può avere un indice clustered e infiniti indici\n unclustered.\n

    \n

    \n Generalmente, l'indice clustered è costruito sulla colonna della primary key, ma non\n è sempre quello il caso.\n

    \n

    \n Gli indici vanno tenuti aggiornati, e ciò ha un costo di manutenzione:\n

    \n
      \n
    • DELETE: {r`N_{indici} \\cdot 2 \\cdot N_{selezionati}`}
      • \n
    • UPDATE: {r`N_{indici} \\cdot 4 \\cdot N_{selezionati}`}
      • \n
    \n

    \n È possibile usare gli indici nelle query solo per gli argomenti di ricerca attraverso\n indice.\n

    \n     \n
    \n
    \n \n

    \n La percentuale di tuple di una tabella che soddisfano una condizione.\n

    \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    CondizioneFattore di selettività
    col = $costante{r`F = \\frac{1}{N_{unici}`}
    col != $costante{r`F = 1 - \\frac{1}{N_{unici}`}
    col1 != col2{r`F = \\frac{1}{max(N_{unici_A}, N_{unici_B})`}
    IN{r`F = \\frac{n_{IN}}{N_{unici}}`}
    col > $costante{r`F = \\frac{ max(col) - \\$costante }{ max(col) - min(col) }`}
    {r`col < $costante`}{r`F = \\frac{ \\$costante - min(col) }{ max(col) - min(col) }`}
    col BETWEEN $lower AND $upper{r`F = \\frac{ \\$upper - \\$lower }{ max(col) - min(col) }`}
    cond1 OR cond2{r`F = F_{cond1} + F_{cond2} - ( F_{cond1} \\cdot F_{cond2} )`}
    \n     \n \n

    \n Quante unità di lavoro costa accedere a una specifica relazione:\n

    \n {r`\n C = {\\color{yellow} {C_{indice}}} + {\\color{Orange} C_{relazione}}\n `}\n

    \n Per accedere attraverso un indice a una specifica tupla della relazione, si spenderà:\n

    \n {r`\n C = {\\color{yellow} 1} + {\\color{Orange} 1}\n `}\n

    \n Se le tuple a cui si vuole accedere sono più di una, allora, il costo dipenderà da se l'indice è\n clustered o non-clustered.\n

    \n \n Nel calcolo del costo di una query, si considerano tutti i cambi di pagina come page\n fault.\n \n

    \n Per gli indici clustered, visto che basta caricare in memoria i blocchi in sequenza, il\n costo sarà:\n

    \n {r`\n C = {\\color{yellow} ( F \\cdot N_{foglie} ) } + {\\color{Orange} ( F \\cdot N_{blocchi} ) }\n `}\n

    \n Per gli indici unclustered, per i quali potremmo dover caricare e rimuovere lo stesso\n blocco dalla memoria più volte, il costo sarà:\n

    \n {r`\n C = {\\color{yellow} ( F \\cdot N_{foglie} ) } + {\\color{Orange} ( F \\cdot N_{tuple} ) }\n `}\n

    \n Se si stanno effettuando query su più indici unclustered, il costo sarà:\n

    \n {r`\n C = {\\color{yellow}\\sum_k ( F_k \\cdot N_{foglie_k} )} + {\\color{Orange} \\left( \\prod_k F_k \\cdot N_{tuple} \\right)}\n `}\n     \n \n

    \n Quante unità di lavoro costa effettuare un join tra due relazioni.\n

    \n

    \n Varia in base al metodo di join utilizzato.\n

    \n

    \n Utilizzando il metodo del nested loop:\n

    \n {r`\n C_{1 \\times 2} = C_1 + ( N_{selezionati_1} \\cdot C_2 )\n `}\n

    \n La scelta della colonna su cui iterare è quindi importante!\n

    \n     \n
    \n
    \n )\n}\n","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-BasiDiDati.chunk.f63cb.js b/docs/route-BasiDiDati.chunk.f63cb.js new file mode 100644 index 0000000..266afb6 --- /dev/null +++ b/docs/route-BasiDiDati.chunk.f63cb.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[4],{"2w3n":function(n){n.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},"S+8T":function(n,l,i){"use strict";i.r(l),function(n){function t(){var n=L(["\n C_{1 \times 2} = C_1 + ( N_{selezionati_1} cdot C_2 )\n "],["\n C_{1 \\times 2} = C_1 + ( N_{selezionati_1} \\cdot C_2 )\n "]);return t=function(){return n},n}function e(){var n=L(["\n C = {color{yellow}sum_k ( F_k cdot N_{foglie_k} )} + {color{Orange} left( prod_k F_k cdot N_{tuple} \right)}\n "],["\n C = {\\color{yellow}\\sum_k ( F_k \\cdot N_{foglie_k} )} + {\\color{Orange} \\left( \\prod_k F_k \\cdot N_{tuple} \\right)}\n "]);return e=function(){return n},n}function u(){var n=L(["\n C = {color{yellow} ( F cdot N_{foglie} ) } + {color{Orange} ( F cdot N_{tuple} ) }\n "],["\n C = {\\color{yellow} ( F \\cdot N_{foglie} ) } + {\\color{Orange} ( F \\cdot N_{tuple} ) }\n "]);return u=function(){return n},n}function o(){var n=L(["\n C = {color{yellow} ( F cdot N_{foglie} ) } + {color{Orange} ( F cdot N_{blocchi} ) }\n "],["\n C = {\\color{yellow} ( F \\cdot N_{foglie} ) } + {\\color{Orange} ( F \\cdot N_{blocchi} ) }\n "]);return o=function(){return n},n}function r(){var n=L(["\n C = {color{yellow} 1} + {color{Orange} 1}\n "],["\n C = {\\color{yellow} 1} + {\\color{Orange} 1}\n "]);return r=function(){return n},n}function c(){var n=L(["\n C = {color{yellow} {C_{indice}}} + {color{Orange} C_{relazione}}\n "],["\n C = {\\color{yellow} {C_{indice}}} + {\\color{Orange} C_{relazione}}\n "]);return c=function(){return n},n}function a(){var n=L(["F = F_{cond1} + F_{cond2} - ( F_{cond1} cdot F_{cond2} )"],["F = F_{cond1} + F_{cond2} - ( F_{cond1} \\cdot F_{cond2} )"]);return a=function(){return n},n}function d(){var n=L(["F = \frac{ $upper - $lower }{ max(col) - min(col) }"],["F = \\frac{ \\$upper - \\$lower }{ max(col) - min(col) }"]);return d=function(){return n},n}function s(){var n=L(["F = \frac{ $costante - min(col) }{ max(col) - min(col) }"],["F = \\frac{ \\$costante - min(col) }{ max(col) - min(col) }"]);return s=function(){return n},n}function f(){var n=L(["col < $costante"]);return f=function(){return n},n}function _(){var n=L(["F = \frac{ max(col) - $costante }{ max(col) - min(col) }"],["F = \\frac{ max(col) - \\$costante }{ max(col) - min(col) }"]);return _=function(){return n},n}function p(){var n=L(["F = \frac{n_{IN}}{N_{unici}}"],["F = \\frac{n_{IN}}{N_{unici}}"]);return p=function(){return n},n}function m(){var n=L(["F = \frac{1}{max(N_{unici_A}, N_{unici_B})"],["F = \\frac{1}{max(N_{unici_A}, N_{unici_B})"]);return m=function(){return n},n}function v(){var n=L(["F = 1 - \frac{1}{N_{unici}"],["F = 1 - \\frac{1}{N_{unici}"]);return v=function(){return n},n}function g(){var n=L(["F = \frac{1}{N_{unici}"],["F = \\frac{1}{N_{unici}"]);return g=function(){return n},n}function N(){var n=L(["N_{indici} cdot 4 cdot N_{selezionati}"],["N_{indici} \\cdot 4 \\cdot N_{selezionati}"]);return N=function(){return n},n}function b(){var n=L(["N_{indici} cdot 2 cdot N_{selezionati}"],["N_{indici} \\cdot 2 \\cdot N_{selezionati}"]);return b=function(){return n},n}function F(){var n=L(["OR"]);return F=function(){return n},n}function h(){var n=L(["BETWEEN"]);return h=function(){return n},n}function z(){var n=L([">"]);return z=function(){return n},n}function w(){var n=L(["geq"],["\\geq"]);return w=function(){return n},n}function C(){var n=L(["="]);return C=function(){return n},n}function y(){var n=L(["leq"],["\\leq"]);return y=function(){return n},n}function q(){var n=L(["<"]);return q=function(){return n},n}function k(){var n=L(["N_{selezionati}"]);return k=function(){return n},n}function x(){var n=L(["C"]);return x=function(){return n},n}function O(){var n=L(["F"]);return O=function(){return n},n}function $(){var n=L(["N_{unici}"]);return $=function(){return n},n}function E(){var n=L(["N_{indici}"]);return E=function(){return n},n}function P(){var n=L(["N_{foglie}"]);return P=function(){return n},n}function B(){var n=L(["N_{blocchi}"]);return B=function(){return n},n}function A(){var n=L(["N_{tuple}"]);return A=function(){return n},n}function L(n,l){return l||(l=n.slice(0)),n.raw=l,n}var S=i("mbOI"),T=i("ke5e"),I=String.raw;l.default=function(){return n("div",null,n("h1",null,"Basi di dati"),n(S.s,{title:"Esame"},n(S.r,{title:"Contatti"},n("ul",null,n("li",null,n("a",{href:"mailto:riccardo.martoglia@unimo.it"},"Prof. Riccardo Martoglia")))),n(S.r,{title:"Scritto"},n("p",null,"Uno scritto con tre domande:"),n("ul",null,n("li",null,"Progettazione concettuale e logica"),n("li",null,"Formulazione interrogazione"),n("li",null,"Una domanda tra:",n("ul",null,n("li",null,"Studio dato derivato"),n("li",null,"Progettazione fisica"),n("li",null,"Tecnologia database")))))),n(S.s,null,n(S.r,{title:"Progetto"},n("p",null,"In gruppo, progettare un database secondo ",n("a",{href:"https://t.me/unimorefiles/23"},"queste")," specifiche."),n("p",null,"Va consegnato via mail almeno 10 giorni prima dello scritto."))),n(S.s,{title:"Visualizzazioni utili"},n(S.r,{title:"B+ Tree"},n("p",null,n("a",{href:"https://www.cs.usfca.edu/~galles/visualization/BPlusTree.html"},"Link")))),n(S.s,{title:"Calcolo dei costi delle query"},n(S.t,null,n("thead",null,n("tr",null,n("th",null,"Simbolo"),n("th",null,"Descrizione"))),n("tbody",null,n("tr",null,n("td",null,n(S.a,null,I(A()))),n("td",null,"Numero di tuple di una tabella")),n("tr",null,n("td",null,n(S.a,null,I(B()))),n("td",null,"Numero di blocchi di una tabella")),n("tr",null,n("td",null,n(S.a,null,I(P()))),n("td",null,"Numero di foglie di un indice")),n("tr",null,n("td",null,n(S.a,null,I(E()))),n("td",null,"Numero di indici presenti in una tabella")),n("tr",null,n("td",null,n(S.a,null,I($()))),n("td",null,"Numero di valori unici presenti in una colonna")),n("tr",null,n("td",null,n(S.a,null,I(O()))),n("td",null,"Fattore di selettività di una condizione")),n("tr",null,n("td",null,n(S.a,null,I(x()))),n("td",null,"Costo di accesso a una o più tuple")),n("tr",null,n("td",null,n(S.a,null,I(k()))),n("td",null,"Numero di tuple del risultato"))))),n(S.s,null,n(S.r,{title:"Fattore booleano"},n("p",null,"Espressione formata da ",n("b",null,"una o più condizioni moltiplicate tra loro"),".")),n(S.r,{title:"Argomenti di ricerca attraverso indice"},n("p",null,"Condizioni che soddisfano i seguenti requisiti:"),n("ul",null,n("li",null,"Usa uno dei seguenti ",n("b",null,"operatori"),":",n("ul",null,n("li",null,n(S.i,null,I(q()))),n("li",null,n(S.i,null,I(y()))),n("li",null,n(S.i,null,I(C()))),n("li",null,n(S.i,null,I(w()))),n("li",null,n(S.i,null,I(z()))),n("li",null,n("b",null,n("code",null,I(h())))),n("li",null,n("b",null,n("code",null,I(F())))," (solo in alcuni DBMS)"))),n("li",null,"Uno dei due termini del confronto è ",n("b",null,"una colonna")," della tabella"),n("li",null,"L'altro termine del confronto è ",n("b",null,"una costante numerica")))),n(S.r,{title:"Indici"},n("p",null,"È possibile costruire indici sulle colonne di una tabella per velocizzare le query che riguardano quelle colonne."),n("p",null,"In particolare, ogni tabella può avere ",n("b",null,"un")," ",n("i",null,"indice clustered")," e ",n("b",null,"infiniti")," ",n("i",null,"indici unclustered"),"."),n("p",null,"Generalmente, l'indice clustered è costruito sulla colonna della primary key, ma ",n("a",{href:"https://stackoverflow.com/questions/15051869/relationship-of-primary-key-and-clustered-index"},"non è sempre quello il caso"),"."),n("p",null,"Gli indici vanno tenuti aggiornati, e ciò ha un ",n("b",null,"costo di manutenzione"),":"),n("ul",null,n("li",null,n("code",null,"DELETE"),": ",n(S.i,null,I(b()))),n("li",null,n("code",null,"UPDATE"),": ",n(S.i,null,I(N())))),n("p",null,"È possibile usare gli indici nelle query solo per gli ",n("b",null,"argomenti di ricerca attraverso indice"),"."))),n(S.s,null,n(S.r,{title:"Fattore di selettività"},n("p",null,"La percentuale di tuple di una tabella che soddisfano una condizione."),n("table",null,n("thead",null,n("tr",null,n("th",null,"Condizione"),n("th",null,"Fattore di selettività"))),n("tbody",null,n("tr",null,n("td",null,n("code",null,"col = $costante")),n("td",null,n(S.a,null,I(g())))),n("tr",null,n("td",null,n("code",null,"col != $costante")),n("td",null,n(S.a,null,I(v())))),n("tr",null,n("td",null,n("code",null,"col1 != col2")),n("td",null,n(S.a,null,I(m())))),n("tr",null,n("td",null,n("code",null,"IN")),n("td",null,n(S.a,null,I(p())))),n("tr",null,n("td",null,n("code",null,"col > $costante")),n("td",null,n(S.a,null,I(_())))),n("tr",null,n("td",null,n("code",null,I(f()))),n("td",null,n(S.a,null,I(s())))),n("tr",null,n("td",null,n("code",null,"col BETWEEN $lower AND $upper")),n("td",null,n(S.a,null,I(d())))),n("tr",null,n("td",null,n("code",null,"cond1 OR cond2")),n("td",null,n(S.a,null,I(a()))))))),n(S.r,{title:"Costo di accesso"},n("p",null,"Quante ",n("i",null,"unità di lavoro")," costa accedere a una specifica relazione:"),n(S.q,null,I(c())),n("p",null,"Per accedere attraverso un indice a una specifica tupla della relazione, si spenderà:"),n(S.q,null,I(r())),n("p",null,"Se le tuple a cui si vuole accedere sono più di una, allora, il costo dipenderà da se l'indice è clustered o non-clustered."),n(T.a,null,"Nel calcolo del costo di una query, si considerano tutti i cambi di pagina come ",n("b",null,"page fault"),"."),n("p",null,"Per gli indici ",n("b",null,"clustered"),", visto che basta caricare in memoria i blocchi in sequenza, il costo sarà:"),n(S.q,null,I(o())),n("p",null,"Per gli indici ",n("b",null,"unclustered"),", per i quali potremmo dover caricare e rimuovere lo stesso blocco dalla memoria più volte, il costo sarà:"),n(S.q,null,I(u())),n("p",null,"Se si stanno effettuando query su più indici unclustered, il costo sarà:"),n(S.q,null,I(e()))),n(S.r,{title:"Costo di join"},n("p",null,"Quante ",n("i",null,"unità di lavoro")," costa effettuare un join tra due relazioni."),n("p",null,"Varia in base al metodo di join utilizzato."),n("p",null,"Utilizzando il metodo del ",n("b",null,"nested loop"),":"),n(S.q,null,I(t())),n("p",null,"La scelta della colonna su cui iterare è quindi importante!"))))}}.call(this,i("hosL").h)},ke5e:function(n,l,i){"use strict";(function(n){var t=i("2w3n"),e=i.n(t);l.a=function(l){return n("div",{class:e.a.example},l.children)}}).call(this,i("hosL").h)}}]); +//# sourceMappingURL=route-BasiDiDati.chunk.f63cb.js.map \ No newline at end of file diff --git a/docs/route-BasiDiDati.chunk.f63cb.js.map b/docs/route-BasiDiDati.chunk.f63cb.js.map new file mode 100644 index 0000000..67e57f4 --- /dev/null +++ b/docs/route-BasiDiDati.chunk.f63cb.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./routes/BasiDiDati.js","webpack:///./components/Example.js"],"names":["module","exports","r","String","raw","title","href","props","class","style","example","children"],"mappings":"4EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,08ICErLC,EAAIC,OAAOC,IAEF,qBACX,OACI,aACI,4BACA,EAAC,IAAD,CAASC,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,OAAGC,KAAM,sCAAT,+BAGZ,EAAC,IAAD,CAAOD,MAAO,WACV,2CAGA,YACI,kDACA,2CACA,+BACI,YACI,oCACA,oCACA,wCAMpB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,YACV,wDAC8C,OAC1CC,KAAM,gCADoC,UAD9C,gBAIA,6EAKR,EAAC,IAAD,CAASD,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,WACV,WACI,OAAGC,KAAM,iEAAT,WAIZ,EAAC,IAAD,CAASD,MAAO,iCACZ,EAAC,IAAD,KACI,eACA,YACI,uBACA,6BAGJ,eACA,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,OACJ,+CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,iDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,8CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,yDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,+DAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,yDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,mDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,iDAKZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,oBACV,qCAC2B,yDAD3B,MAIJ,EAAC,IAAD,CAAOA,MAAO,0CACV,8DAGA,YACI,oCACyB,wBADzB,IAEI,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,WAAG,cAAOA,EAAP,QACP,YAAI,WAAG,cAAOA,EAAP,OAAP,4BAGR,mDAAwC,0BAAxC,kBACA,+CAAoC,uCAG5C,EAAC,IAAD,CAAOG,MAAO,UACV,gIAIA,qDAC2C,iBAD3C,IACqD,+BADrD,MAC+E,uBAD/E,IAC+F,iCAD/F,KAIA,+FACqF,OACjFC,KAAM,gGAD2E,+BADrF,KAKA,8DACoD,oCADpD,KAGA,YACI,YAAI,wBAAJ,KAAyB,EAAC,IAAD,KAASJ,EAAT,OACzB,YAAI,wBAAJ,KAAyB,EAAC,IAAD,KAASA,EAAT,QAE7B,oEAC0D,qDAD1D,OAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,0BACV,oFAGA,eACI,eACA,YACI,0BACA,wCAGJ,eACA,YACI,YAAI,kCACJ,YAAI,EAAC,IAAD,KAASH,EAAT,QAER,YACI,YAAI,mCACJ,YAAI,EAAC,IAAD,KAASA,EAAT,QAER,YACI,YAAI,+BACJ,YAAI,EAAC,IAAD,KAASA,EAAT,QAER,YACI,YAAI,qBACJ,YAAI,EAAC,IAAD,KAASA,EAAT,QAER,YACI,YAAI,kCACJ,YAAI,EAAC,IAAD,KAASA,EAAT,QAER,YACI,YAAI,cAAOA,EAAP,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,QAER,YACI,YAAI,gDACJ,YAAI,EAAC,IAAD,KAASA,EAAT,QAER,YACI,YAAI,iCACJ,YAAI,EAAC,IAAD,KAASA,EAAT,WAKhB,EAAC,IAAD,CAAOG,MAAO,oBACV,qBACW,8BADX,8CAGA,EAAC,IAAD,KAASH,EAAT,MAGA,oGAGA,EAAC,IAAD,KAASA,EAAT,MAGA,0IAIA,EAAC,IAAD,wFACoF,yBADpF,KAIA,6BACmB,wBADnB,+EAIA,EAAC,IAAD,KAASA,EAAT,MAGA,6BACmB,0BADnB,8GAIA,EAAC,IAAD,KAASA,EAAT,MAGA,uFAGA,EAAC,IAAD,KAASA,EAAT,OAIJ,EAAC,IAAD,CAAOG,MAAO,iBACV,qBACW,8BADX,gDAGA,0DAGA,wCAC8B,0BAD9B,KAGA,EAAC,IAAD,KAASH,EAAT,MAGA,+E,2DC3PpB,qCAEe,aAAUK,GACrB,OACI,SAAKC,MAAOC,IAAMC,SACbH,EAAMI,a","file":"route-BasiDiDati.chunk.f63cb.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import {BLatex, ILatex, Panel, PLatex, Section, TablePanel, Timer} from \"bluelib\";\nimport Example from \"../components/Example\";\n\nconst r = String.raw;\n\nexport default function (props) {\n return (\n
    \n

    Basi di dati

    \n
    \n \n \n \n \n

    \n Uno scritto con tre domande:\n

    \n
      \n
    • Progettazione concettuale e logica
      • \n
    • Formulazione interrogazione
      • \n
    • Una domanda tra:\n
        \n
      • Studio dato derivato
        • \n
      • Progettazione fisica
        • \n
      • Tecnologia database
        • \n
      \n
      • \n
    \n     \n
    \n
    \n \n

    \n In gruppo, progettare un database secondo queste specifiche.\n

    \n

    \n Va consegnato via mail almeno 10 giorni prima dello scritto.\n

    \n     \n
    \n
    \n \n

    \n Link\n

    \n     \n
    \n
    \n \n \n \n Simbolo\n Descrizione\n \n \n \n \n {r`N_{tuple}`}\n Numero di tuple di una tabella\n \n \n {r`N_{blocchi}`}\n Numero di blocchi di una tabella\n \n \n {r`N_{foglie}`}\n Numero di foglie di un indice\n \n \n {r`N_{indici}`}\n Numero di indici presenti in una tabella\n \n \n {r`N_{unici}`}\n Numero di valori unici presenti in una colonna\n \n \n {r`F`}\n Fattore di selettività di una condizione\n \n \n {r`C`}\n Costo di accesso a una o più tuple\n \n \n {r`N_{selezionati}`}\n Numero di tuple del risultato\n \n \n \n
    \n
    \n \n

    \n Espressione formata da una o più condizioni moltiplicate tra loro.\n

    \n     \n \n

    \n Condizioni che soddisfano i seguenti requisiti:\n

    \n
      \n
    • \n Usa uno dei seguenti operatori:\n
        \n
      • {r`<`}
        • \n
      • {r`\\leq`}
        • \n
      • {r`=`}
        • \n
      • {r`\\geq`}
        • \n
      • {r`>`}
        • \n
      • {r`BETWEEN`}
        • \n
      • {r`OR`} (solo in alcuni DBMS)
        • \n
      \n
      • \n
    • Uno dei due termini del confronto è una colonna della tabella
      • \n
    • L'altro termine del confronto è una costante numerica
      • \n
    \n     \n \n

    \n È possibile costruire indici sulle colonne di una tabella per velocizzare le query che\n riguardano quelle colonne.\n

    \n

    \n In particolare, ogni tabella può avere un indice clustered e infiniti indici\n unclustered.\n

    \n

    \n Generalmente, l'indice clustered è costruito sulla colonna della primary key, ma non\n è sempre quello il caso.\n

    \n

    \n Gli indici vanno tenuti aggiornati, e ciò ha un costo di manutenzione:\n

    \n
      \n
    • DELETE: {r`N_{indici} \\cdot 2 \\cdot N_{selezionati}`}
      • \n
    • UPDATE: {r`N_{indici} \\cdot 4 \\cdot N_{selezionati}`}
      • \n
    \n

    \n È possibile usare gli indici nelle query solo per gli argomenti di ricerca attraverso\n indice.\n

    \n     \n
    \n
    \n \n

    \n La percentuale di tuple di una tabella che soddisfano una condizione.\n

    \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    CondizioneFattore di selettività
    col = $costante{r`F = \\frac{1}{N_{unici}`}
    col != $costante{r`F = 1 - \\frac{1}{N_{unici}`}
    col1 != col2{r`F = \\frac{1}{max(N_{unici_A}, N_{unici_B})`}
    IN{r`F = \\frac{n_{IN}}{N_{unici}}`}
    col > $costante{r`F = \\frac{ max(col) - \\$costante }{ max(col) - min(col) }`}
    {r`col < $costante`}{r`F = \\frac{ \\$costante - min(col) }{ max(col) - min(col) }`}
    col BETWEEN $lower AND $upper{r`F = \\frac{ \\$upper - \\$lower }{ max(col) - min(col) }`}
    cond1 OR cond2{r`F = F_{cond1} + F_{cond2} - ( F_{cond1} \\cdot F_{cond2} )`}
    \n     \n \n

    \n Quante unità di lavoro costa accedere a una specifica relazione:\n

    \n {r`\n C = {\\color{yellow} {C_{indice}}} + {\\color{Orange} C_{relazione}}\n `}\n

    \n Per accedere attraverso un indice a una specifica tupla della relazione, si spenderà:\n

    \n {r`\n C = {\\color{yellow} 1} + {\\color{Orange} 1}\n `}\n

    \n Se le tuple a cui si vuole accedere sono più di una, allora, il costo dipenderà da se l'indice è\n clustered o non-clustered.\n

    \n \n Nel calcolo del costo di una query, si considerano tutti i cambi di pagina come page\n fault.\n \n

    \n Per gli indici clustered, visto che basta caricare in memoria i blocchi in sequenza, il\n costo sarà:\n

    \n {r`\n C = {\\color{yellow} ( F \\cdot N_{foglie} ) } + {\\color{Orange} ( F \\cdot N_{blocchi} ) }\n `}\n

    \n Per gli indici unclustered, per i quali potremmo dover caricare e rimuovere lo stesso\n blocco dalla memoria più volte, il costo sarà:\n

    \n {r`\n C = {\\color{yellow} ( F \\cdot N_{foglie} ) } + {\\color{Orange} ( F \\cdot N_{tuple} ) }\n `}\n

    \n Se si stanno effettuando query su più indici unclustered, il costo sarà:\n

    \n {r`\n C = {\\color{yellow}\\sum_k ( F_k \\cdot N_{foglie_k} )} + {\\color{Orange} \\left( \\prod_k F_k \\cdot N_{tuple} \\right)}\n `}\n     \n \n

    \n Quante unità di lavoro costa effettuare un join tra due relazioni.\n

    \n

    \n Varia in base al metodo di join utilizzato.\n

    \n

    \n Utilizzando il metodo del nested loop:\n

    \n {r`\n C_{1 \\times 2} = C_1 + ( N_{selezionati_1} \\cdot C_2 )\n `}\n

    \n La scelta della colonna su cui iterare è quindi importante!\n

    \n     \n
    \n
    \n )\n}\n","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-CalcoloNumerico.chunk.34a40.css b/docs/route-CalcoloNumerico.chunk.34a40.css new file mode 100644 index 0000000..831ed70 --- /dev/null +++ b/docs/route-CalcoloNumerico.chunk.34a40.css @@ -0,0 +1 @@ +.menulist__2Cmnq{font-size:large}.menulist__2Cmnq small{font-size:small}.red__2y1B_{color:#ff7d7d}.orange__dD2kx{color:#ffbb7d}.yellow__OEpwl{color:#ffff7d}.lime__CVe41{color:#7dff7d}.cyan__26ZAg{color:#7dffff}.blue__LO7Xm{color:#7d7dff}.magenta__1Akee{color:#ff7dff}.example__2PzAa{color:#d3a1ff;padding:4px;border-radius:4px;margin:4px 0}.example__2PzAa,.example__2PzAa table{background-color:rgba(211,161,255,.05)}.example__2PzAa table{border-spacing:0;border:2px solid rgba(211,161,255,.1);border-collapse:collapse}.example__2PzAa table tbody td,.example__2PzAa table tbody th,.example__2PzAa table thead td,.example__2PzAa table thead th{padding:4px;border:1px solid rgba(211,161,255,.1)}.example__2PzAa table thead{background-color:rgba(211,161,255,.1);color:#fff} \ No newline at end of file diff --git a/docs/route-CalcoloNumerico.chunk.cf22a.js b/docs/route-CalcoloNumerico.chunk.cf22a.js new file mode 100644 index 0000000..1c9ef97 --- /dev/null +++ b/docs/route-CalcoloNumerico.chunk.cf22a.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[5],{"2w3n":function(n){n.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},"31Ft":function(n,i,l){"use strict";(function(n){function e(){var n=O(["omega_n(star) = 2 left( \frac{b-a}{4} \right)^{n+1}"],["\\omega_n(\\star) = 2 \\left( \\frac{b-a}{4} \\right)^{n+1}"]);return e=function(){return n},n}function r(){var n=O(["omega_n(star) = max_{x in [a, b]} left| omega_n(x) \right|"],["\\omega_n(\\star) = \\max_{x \\in [a, b]} \\left| \\omega_n(x) \\right|"]);return r=function(){return n},n}function t(){var n=O(["x_i = cos left( \frac{ (2 cdot i + 1) cdot pi }{ 2 cdot (n+1) } \right)"],["x_i = \\cos \\left( \\frac{ (2 \\cdot i + 1) \\cdot \\pi }{ 2 \\cdot (n+1) } \\right)"]);return t=function(){return n},n}function o(){var n=O(["n"]);return o=function(){return n},n}function a(){var n=O(["\frac{1}{1 + 25x^2}"],["\\frac{1}{1 + 25x^2}"]);return a=function(){return n},n}function u(){var n=O([void 0],["R_n(x) = \\frac{ \\omega_n(x) }{ (n + 1)! } \\cdot f^{(n+1)}(\\xi)"]);return u=function(){return n},n}function c(){var n=O(["| f - p_n |_infty"],["\\| f - p_n \\|_\\infty"]);return c=function(){return n},n}function s(){var n=O(["R_n(x) = f(x) - p_n(x)"]);return s=function(){return n},n}function d(){var n=O(["O(n^2)"]);return d=function(){return n},n}function f(){var n=O(["L_k(x) = \frac{ omega_n }{ (x - x_k) cdot prod_{i=0, i \neq k} (x_k - x_i) }"],["L_k(x) = \\frac{ \\omega_n }{ (x - x_k) \\cdot \\prod_{i=0, i \\neq k} (x_k - x_i) }"]);return f=function(){return n},n}function p(){var n=O(["omega_n = (x - x_0) cdot (x - x_1) cdot dots cdot (x - x_n)"],["\\omega_n = (x - x_0) \\cdot (x - x_1) \\cdot \\dots \\cdot (x - x_n)"]);return p=function(){return n},n}function m(){var n=O(["x_k"]);return m=function(){return n},n}function _(){var n=O(["L_k = \frac{(x - x_0) cdot dots cdot (x - x_{k-1}) cdot (x - x_{k+1}) cdot dots cdot (x_k - x_n)}{(x_k - x_0) cdot dots cdot (x_k - x_{k-1}) cdot (x_k - x_{k+1}) cdot dots cdot (x_k - x_n)}"],["L_k = \\frac{(x - x_0) \\cdot \\dots \\cdot (x - x_{k-1}) \\cdot (x - x_{k+1}) \\cdot \\dots \\cdot (x_k - x_n)}{(x_k - x_0) \\cdot \\dots \\cdot (x_k - x_{k-1}) \\cdot (x_k - x_{k+1}) \\cdot \\dots \\cdot (x_k - x_n)}"]);return _=function(){return n},n}function v(){var n=O(["\n \begin{cases}\n L_k(x_k) = 1 qquad (nel nodo)\\\n L_k(x_j) = 0 qquad (altri nodi)\n end{cases}\n "],["\n \\begin{cases}\n L_k(x_k) = 1 \\qquad (nel\\ nodo)\\\\\n L_k(x_j) = 0 \\qquad (altri\\ nodi)\n \\end{cases}\n "]);return v=function(){return n},n}function x(){var n=O(["0 < n < 1"]);return x=function(){return n},n}function b(){var n=O(["L_k"]);return b=function(){return n},n}function g(){var n=O(["p_n (x) = y_0 L_0 + y_1 L_1 + y_2 L_2 + dots + y_n L_n"],["p_n (x) = y_0 L_0 + y_1 L_1 + y_2 L_2 + \\dots + y_n L_n"]);return g=function(){return n},n}function h(){var n=O(["y"]);return h=function(){return n},n}function z(){var n=O(["\n b =\n \begin{pmatrix}\n y_0\\\\\n y_1\\\\\n y_2\\\\\n \vdots\\\\\n y_n\n end{pmatrix}\n "],["\n b =\n \\begin{pmatrix}\n y_0\\\\\\\\\n y_1\\\\\\\\\n y_2\\\\\\\\\n \\vdots\\\\\\\\\n y_n\n \\end{pmatrix}\n "]);return z=function(){return n},n}function q(){var n=O(["\n x = \n \begin{pmatrix}\n a_0\\\\\n a_1\\\\\n a_2\\\\\n \vdots\\\\\n a_n\n end{pmatrix}\n "],["\n x = \n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\\\\\\\\\n a_2\\\\\\\\\n \\vdots\\\\\\\\\n a_n\n \\end{pmatrix}\n "]);return q=function(){return n},n}function k(){var n=O(["\n A =\n \begin{pmatrix}\n 1 & x_0 & x_0^2 & dots & x_0^n\\\\\n 1 & x_1 & x_1^2 & dots & x_1^n\\\\\n 1 & x_2 & x_2^2 & dots & x_2^n\\\\\n \vdots & \vdots & \vdots & ddots & \vdots\\\\\n 1 & x_n & x_n^2 & dots & x_n^n\n end{pmatrix}\n "],["\n A =\n \\begin{pmatrix}\n 1 & x_0 & x_0^2 & \\dots & x_0^n\\\\\\\\\n 1 & x_1 & x_1^2 & \\dots & x_1^n\\\\\\\\\n 1 & x_2 & x_2^2 & \\dots & x_2^n\\\\\\\\\n \\vdots & \\vdots & \\vdots & \\ddots & \\vdots\\\\\\\\\n 1 & x_n & x_n^2 & \\dots & x_n^n\n \\end{pmatrix}\n "]);return k=function(){return n},n}function A(){var n=O(["A cdot x = b"],["A \\cdot x = b"]);return A=function(){return n},n}function L(){var n=O(["p_n(x) = a_0 + a_1 x + a_2 x^2 + a_3 x^3 + dots + a_n x^n"],["p_n(x) = a_0 + a_1 x + a_2 x^2 + a_3 x^3 + \\dots + a_n x^n"]);return L=function(){return n},n}function y(){var n=O(["p_n"]);return y=function(){return n},n}function w(){var n=O(["g(x_i) = y_i"]);return w=function(){return n},n}function S(){var n=O(["g"]);return S=function(){return n},n}function G(){var n=O(["(x_i, y_i)"]);return G=function(){return n},n}function O(n,i){return i||(i=n.slice(0)),n.raw=i,n}var C=l("hosL"),R=l("mbOI"),I=l("ke5e"),M=String.raw;i.a=function(){return n(C.Fragment,null,n(R.s,{title:"Problema: Interpolazione"},n(R.r,{title:"Descrizione"},n("p",null,"Si vuole trovare una funzione in grado di ",n("b",null,"approssimarne")," un'altra, di cui si conoscono però solo alcuni punti."),n(I.a,null,"È utile in un sacco di casi! Ad esempio, quando si vuole scalare un'immagine."),n("p",null,"I punti sono detti ",n("b",null,"nodi")," ",n(R.i,null,M(G())),", mentre la funzione costruita su di essi è detta ",n("b",null,"interpolante")," ",n(R.i,null,M(S())),":"),n(R.q,null,M(w())),n("p",null,"Dato un insieme di punti, esistono ",n("b",null,"infinite")," funzioni interpolanti.")),n(R.r,{title:"Interpolazione polinomiale"},n("p",null,"Il ",n("u",null,"teorema fondamentale dell'algebra")," dice che ",n("b",null,"esiste una sola interpolante ",n("i",null,"polinomiale"))," che interpola un dato insieme di punti."),n("p",null,"Con ",n(R.i,null,"n+1")," punti, l'interpolante sarà al massimo di grado ",n(R.i,null,"n"),", e viene detta ",n(R.i,null,M(y())),"."),n("p",null,"La sua ",n("b",null,"forma canonica")," sarà:"),n(R.q,null,M(L())))),n(R.s,{title:"Metodi di interpolazione"},n(R.r,{title:"Metodo dei coefficienti indeterminati"},n("p",null,"È possibile scrivere la forma canonica come ",n("b",null,"matrice"),":"),n(R.q,null,M(A())),n("p",null,"Costruiamo la ",n("b",null,"matrice di Vandermonde"),":"),n(R.q,null,M(k())),n("p",null,"Costruiamo il ",n("b",null,"vettore delle incognite"),":"),n(R.q,null,M(q())),n("p",null,"Costruiamo il ",n("b",null,"vettore dei termini noti"),":"),n(R.q,null,M(z())),n(I.a,null,"Per trovare il polinomio di interpolazione è sufficiente risolvere il problema!"),n("p",null,"È efficace perchè una volta calcolati i coefficienti essi ",n("b",null,"valgono per tutti i punti"),", ma ha come svantaggio che la matrice di Vandermonde è ",n("b",null,"spesso malcondizionata."))),n(R.r,{title:"Metodo di Lagrange"},n("p",null,"È possibile scrivere il polinomio di interpolazione ",n("b",null,"raccogliendo le ",n(R.i,null,M(h()))),":"),n(R.q,null,M(g())),n("p",null,"I polinomi ",n(R.i,null,M(b()))," sono detti ",n("b",null,"polinomi di Lagrange"),", e hanno le seguenti proprietà:"),n("ul",null,n("li",null,"Valgono ",n(R.i,null,"1")," in corrispondenza del nodo con lo stesso indice, ",n(R.i,null,"0")," in corrispondenza dei nodi con indice diverso e ",n(R.i,null,M(x()))," in tutti gli altri casi.",n(R.q,null,M(v()))),n("li",null,"Si compongono con questo prodotto:",n(R.q,null,M(_())))),n(I.a,null,"Non c'è il termine con ",n(R.i,null,M(m())),"!"),n("p",null,"Tutti insieme formano la ",n("b",null,"base di Lagrange"),"."),n(I.a,null,"Si chiama base perchè sono ",n("b",null,"linearmente indipendenti"),"!"),n("p",null,"Questo metodo permette di calcolare il valore del polinomio di interpolazione ",n("b",null,"in un singolo punto"),":"),n(I.a,null,n("p",null,"Si può risparmiare tempo di calcolo calcolando una singola volta il numeratore con ",n("i",null,"tutti")," i termini:"),n(R.q,null,M(p())),n("p",null,"E poi dividendo per il termine che andrebbe escluso:"),n(R.q,null,M(f()))),n("p",null,"Ha costo computazionale ",n(R.i,null,M(d())),"."))),n(R.s,{title:"Resto di interpolazione"},n(R.r,{title:"Definizione"},n("p",null,"È l'",n("b",null,"errore compiuto durante l'interpolazione"),"."),n("p",null,"Se la funzione ",n(R.i,null,"f")," è interpolata da ",n(R.i,null,"p_n"),", allora esso varrà:"),n(R.q,null,M(s())),n("p",null,"In particolare, è interessante la sua norma a infinito, ",n(R.i,null,M(c())),", che corrisponde alla distanza massima tra le due funzioni."),n("p",null,"Un teorema dice che esso è uguale a:"),n(R.q,null,M(u()))),n(R.r,{title:"Stima"},n("p",null,"L'errore nell'interpolazione dipende principalmente da due fattori:"),n("ul",null,n("li",null,"Come sono ",n("b",null,"distribuiti sull'asse X")," i punti da interpolare"),n("li",null,"Il grado del polinomio di interpolazione")))),n(R.s,null,n(R.r,{title:"Fenomeno di Runge"},n("p",null,"Fenomeno che si verifica cercando di interpolare la ",n("i",null,"funzione di Runge")," (",n(R.i,null,M(a())),")."),n("p",null,"Scegliendo ",n("b",null,"nodi equispaziati"),", l'errore di interpolazione sarà ",n("b",null,"enorme")," vicino ai due estremi dell'intervallo."),n(I.a,null,"Addirittura, più nodi verranno scelti, più esso sarà alto!"),n("p",null,"Si evita scegliendo i nodi in una maniera diversa.")),n(R.r,{title:"Nodi di Chebychev"},n("p",null,"Nodi ottenuti partizionando una ",n("b",null,"semicirconferenza"),", e proiettando le partizioni sul diametro."),n("p",null,"La formula usata per ottenere ",n(R.i,null,M(o()))," punti è:"),n(R.q,null,M(t())),n("p",null,n("u",null,"Proprietà di min-max"),": sono la ",n("b",null,"scelta ottimale")," dei punti di interpolazione."),n(R.q,null,M(r())),n("p",null,"In particolare, si ha che:"),n(R.q,null,M(e())))))}}).call(this,l("hosL").h)},"5aVd":function(n){n.exports={menulist:"menulist__2Cmnq"}},FEtp:function(n,i,l){"use strict";(function(n){function e(){var n=un(["(x_{(k-1)}, f(x_{(k-1)}))"]);return e=function(){return n},n}function r(){var n=un(["(x_{(k)}, f(x_{(k)}))"]);return r=function(){return n},n}function t(){var n=un(["x_{(k+1)} = x_{(k)} - \frac{ f(x_{(k)}) }{ \frac{ f(x_{(k)}) - f(x_{(k-1)}) }{ x_{(k)} - x_{(k-1)} } }"],["x_{(k+1)} = x_{(k)} - \\frac{ f(x_{(k)}) }{ \\frac{ f(x_{(k)}) - f(x_{(k-1)}) }{ x_{(k)} - x_{(k-1)} } }"]);return t=function(){return n},n}function o(){var n=un(["phi (x) = \frac{ 1 }{ \frac{ f(x_{(k)}) - f(x_{(k-1)}) }{ x_{(k)} - x_{(k-1)} } }"],["\\phi (x) = \\frac{ 1 }{ \\frac{ f(x_{(k)}) - f(x_{(k-1)}) }{ x_{(k)} - x_{(k-1)} } }"]);return o=function(){return n},n}function a(){var n=un(["f'(x_{(k)})"]);return a=function(){return n},n}function u(){var n=un(["(x_{(k)}, f(x_{(k)}))"]);return u=function(){return n},n}function c(){var n=un(["x_{(k+1)} = x_{(k)} - \frac{ f(x_{(k)}) }{ f'(x_{(k)}) }"],["x_{(k+1)} = x_{(k)} - \\frac{ f(x_{(k)}) }{ f'(x_{(k)}) }"]);return c=function(){return n},n}function s(){var n=un(["phi (x) = \frac{1}{f' (x)}"],["\\phi (x) = \\frac{1}{f' (x)}"]);return s=function(){return n},n}function d(){var n=un(["\rho(M)"],["\\rho(M)"]);return d=function(){return n},n}function f(){var n=un(["left| x_{(k)} - x_{(star)} \right| leq \frac{ L^k }{ 1 - L } cdot left| x_{(1)} - x_{(0)} \right|"],["\\left| x_{(k)} - x_{(\\star)} \\right| \\leq \\frac{ L^k }{ 1 - L } \\cdot \\left| x_{(1)} - x_{(0)} \\right|"]);return f=function(){return n},n}function p(){var n=un(["exists! x_{(star)}"],["\\exists! x_{(\\star)}"]);return p=function(){return n},n}function m(){var n=un(["0 < L < 1"]);return m=function(){return n},n}function _(){var n=un(["\forall (x, y) in [a, b], | g(x) - g(y) | leq L cdot | x - y |"],["\\forall (x, y) \\in [a, b], | g(x) - g(y) | \\leq L \\cdot | x - y |"]);return _=function(){return n},n}function v(){var n=un(["[a, b]"]);return v=function(){return n},n}function x(){var n=un(["g"]);return x=function(){return n},n}function b(){var n=un(["g : [a, b] \to [a, b]"],["g : [a, b] \\to [a, b]"]);return b=function(){return n},n}function g(){var n=un(["g"]);return g=function(){return n},n}function h(){var n=un(["left| f(x_{(k)}) \right| leq \tau"],["\\left| f(x_{(k)}) \\right| \\leq \\tau"]);return h=function(){return n},n}function z(){var n=un(["\frac{left| x_{(k+1)} - x_{(k)} \right|}{left| x_{(k+1)} \right|} leq \tau"],["\\frac{\\left| x_{(k+1)} - x_{(k)} \\right|}{\\left| x_{(k+1)} \\right|} \\leq \\tau"]);return z=function(){return n},n}function q(){var n=un(["\tau"],["\\tau"]);return q=function(){return n},n}function k(){var n=un(["x_{(k+1)} = g( x_{(k)} )"]);return k=function(){return n},n}function A(){var n=un(["g(x) = x - phi(x) cdot f(x)"],["g(x) = x - \\phi(x) \\cdot f(x)"]);return A=function(){return n},n}function L(){var n=un(["f"]);return L=function(){return n},n}function y(){var n=un(["phi(x)"],["\\phi(x)"]);return y=function(){return n},n}function w(){var n=un(["f"]);return w=function(){return n},n}function S(){var n=un(["g(x_{(star)}) = x_{(star)}"],["g(x_{(\\star)}) = x_{(\\star)}"]);return S=function(){return n},n}function G(){var n=un(["x_{(k+1)} = g( x_{(k)} )"]);return G=function(){return n},n}function O(){var n=un(["x = x - phi(x) cdot f(x)"],["x = x - \\phi(x) \\cdot f(x)"]);return O=function(){return n},n}function C(){var n=un(["phi"],["\\phi"]);return C=function(){return n},n}function R(){var n=un(["[a_{(n+1)}, b_{(n+1)}]"]);return R=function(){return n},n}function I(){var n=un(["[c_{(n)}, b_{(n)}]"]);return I=function(){return n},n}function M(){var n=un(["[a_{(n)}, c_{(n)}]"]);return M=function(){return n},n}function F(){var n=un(["c_{(n)}"]);return F=function(){return n},n}function Y(){var n=un(["c_{(n)} = b_{(n)} - \frac{f(b_{(n)})}{\frac{f(b_{(n)}) - f(a_{(n)})}{b_{(n)} - a_{(n)}}}"],["c_{(n)} = b_{(n)} - \\frac{f(b_{(n)})}{\\frac{f(b_{(n)}) - f(a_{(n)})}{b_{(n)} - a_{(n)}}}"]);return Y=function(){return n},n}function Q(){var n=un(["a_{(n)}, b_{(n)}"]);return Q=function(){return n},n}function P(){var n=un(["[a_{(n+1)}, b_{(n+1)}]"]);return P=function(){return n},n}function U(){var n=un(["[c_{(n)}, b_{(n)}]"]);return U=function(){return n},n}function E(){var n=un(["[a_{(n)}, c_{(n)}]"]);return E=function(){return n},n}function T(){var n=un(["c_{(n)}"]);return T=function(){return n},n}function D(){var n=un(["c_{(n)} = a_{(n)} + \frac{b_{(n)} - a_{(n)}}{2}"],["c_{(n)} = a_{(n)} + \\frac{b_{(n)} - a_{(n)}}{2}"]);return D=function(){return n},n}function N(){var n=un(["[a_{(n)}, b_{(n)}]"]);return N=function(){return n},n}function j(){var n=un(["[a, b]"]);return j=function(){return n},n}function H(){var n=un(["i geq log_2 left( \frac{b - a}{\tau} \right)"],["i \\geq \\log_2 \\left( \\frac{b - a}{\\tau} \\right)"]);return H=function(){return n},n}function V(){var n=un(["C = \frac{1}{2}, p = 1"],["C = \\frac{1}{2}, p = 1"]);return V=function(){return n},n}function J(){var n=un(["b_{(i)} - a_{(i)} = \frac{b - a}{2^{i - 1}}"],["b_{(i)} - a_{(i)} = \\frac{b - a}{2^{i - 1}}"]);return J=function(){return n},n}function X(){var n=un(["C = 0"]);return X=function(){return n},n}function B(){var n=un(["p = 2"]);return B=function(){return n},n}function Z(){var n=un(["0 < C < 1"]);return Z=function(){return n},n}function K(){var n=un(["p = 2"]);return K=function(){return n},n}function W(){var n=un(["C = 0"]);return W=function(){return n},n}function $(){var n=un(["p = 1"]);return $=function(){return n},n}function nn(){var n=un(["0 < C < 1"]);return nn=function(){return n},n}function ln(){var n=un(["p = 1"]);return ln=function(){return n},n}function en(){var n=un(["lim_{i \to +infty} \frac{ left| x_{(i+1)} - x_{(star)} \right| }{ left| x_{(k)} - x_{(star)} \right|^{color{Orange} p}}"],["\\lim_{i \\to +\\infty} \\frac{ \\left| x_{(i+1)} - x_{(\\star)} \\right| }{ \\left| x_{(k)} - x_{(\\star)} \\right|^{\\color{Orange} p}}"]);return en=function(){return n},n}function rn(){var n=un(["{color{Orange} p}"],["{\\color{Orange} p}"]);return rn=function(){return n},n}function tn(){var n=un(["f'(x_{(star)}) simeq 0 implies mal condizionato"],["f'(x_{(\\star)}) \\simeq 0 \\implies mal\\ condizionato"]);return tn=function(){return n},n}function on(){var n=un(["x_{(star)}"],["x_{(\\star)}"]);return on=function(){return n},n}function an(){var n=un(["f(a) cdot f(b) leq 0"],["f(a) \\cdot f(b) \\leq 0"]);return an=function(){return n},n}function un(n,i){return i||(i=n.slice(0)),n.raw=i,n}var cn=l("hosL"),sn=l("mbOI"),dn=l("ke5e"),fn=String.raw;i.a=function(){return n(cn.Fragment,null,n(sn.s,{title:"Problema: Ricerca degli zeri di funzione"},n(sn.r,{title:"Descrizione"},n("p",null,"Si vogliono trovare i punti (",n("i",null,"zeri"),") in cui una funzione ",n("b",null,"continua")," ",n(sn.i,null,"f : [a, b] \\to R")," vale ",n(sn.i,null,"0"),"."),n("p",null,"Per il ",n("b",null,"teorema del valore medio"),", se ",n(sn.i,null,fn(an())),", allora esiste sicuramente un punto in cui la funzione vale 0."),n("p",null,"Denominiamo il punto in cui la funzione vale ",n(sn.i,null,"0")," come ",n(sn.i,null,fn(on())),".")),n(sn.r,{title:"Condizionamento"},n("p",null,"Più la ",n("b",null,"derivata prima")," della funzione ",n("b",null,"si avvicina allo 0"),", ",n("b",null,"peggio")," il problema sarà condizionato."),n(sn.q,null,fn(tn())))),n(sn.s,null,n(sn.r,{title:"Ordine di convergenza"},n("p",null,"Indice ",n(sn.i,null,fn(rn()))," di quanto in fretta una successione converge alla soluzione."),n(sn.q,null,fn(en())),n("ul",null,n("li",null,n("u",null,"Convergenza lineare"),": ",n(sn.i,null,fn(ln()))," e ",n(sn.i,null,fn(nn()))),n("li",null,n("u",null,"Convergenza superlineare"),": ",n(sn.i,null,fn($()))," e ",n(sn.i,null,fn(W()))),n("li",null,n("u",null,"Convergenza quadratica"),": ",n(sn.i,null,fn(K()))," e ",n(sn.i,null,fn(Z()))),n("li",null,n("u",null,"Convergenza superquadratica"),": ",n(sn.i,null,fn(B()))," e ",n(sn.i,null,fn(X()))),n("li",null,"...")))),n(sn.s,{title:"Metodi dicotomici"},n(sn.r,{title:"Cosa sono?"},n("p",null,"Sono ",n("b",null,"metodi iterativi")," in grado di ridurre sempre di più l'intervallo in cui è definita la funzione, facendolo convergere allo zero desiderato."),n("p",null,"Alcuni di essi sono il ",n("i",null,"metodo dicotomico")," e il ",n("i",null,"metodo regula falsi"),"."),n("p",null,"Richiedono ",n("b",null,"una valutazione di funzione non-lineare")," ad ogni iterazione."),n("p",null,"Ad ogni iterazione, l'intervallo viene sempre ",n("i",null,"almeno")," ",n("b",null,"dimezzato"),"; si ha, pertanto, che:"),n(sn.q,null,fn(J())),n("p",null,"Hanno quindi ",n("b",null,"convergenza lineare")," (",n(sn.i,null,fn(V())),")."),n("p",null,"Il loro ",n("i",null,"criterio di arresto")," è un ",n("b",null,"numero di iterazioni prefissato")," che dipende dalla ",n("b",null,"tolleranza")," sull'errore:"),n(sn.q,null,fn(H())),n(dn.a,null,"Dividi l'intervallo ",n(sn.i,null,fn(j()))," in tante parti grandi quanto la tolleranza. L'algoritmo di bisezione ne escluderà metà ad ogni iterazione; la tolleranza sarà raggiunta quando rimarrà una parte sola!"))),n(sn.s,null,n(sn.r,{title:"Metodo di bisezione"},n("ol",null,n("li",null,"Finchè non sono state compiute il numero di iterazioni prefissate:",n("ol",null,n("li",null,"Calcoliamo il ",n("b",null,"punto medio")," dell'intervallo ",n(sn.i,null,fn(N())),":",n(sn.q,null,fn(D()))),n("li",null,"Dividiamo l'intervallo in due parti, separate da ",n(sn.i,null,fn(T())),":",n("ul",null,n("li",null,n(sn.i,null,fn(E()))," è la ",n("b",null,"metà")," sinistra"),n("li",null,n(sn.i,null,fn(U()))," è la ",n("b",null,"metà")," destra"))),n("li",null,"Teniamo l'intervallo in cui i valori della funzione ai due estremi sono discordi, e rinominiamolo in ",n(sn.i,null,fn(P())),"."))))),n(sn.r,{title:"Metodo regula falsi"},n("ol",null,n("li",null,"Finchè non sono state compiute il numero di iterazioni prefissate:",n("ol",null,n("li",null,"Calcoliamo l'",n("b",null,"intersezione")," tra la ",n("b",null,"retta che congiunge i due estremi"),n(sn.i,null,fn(Q()))," e l'",n("b",null,"asse X"),":",n(sn.q,null,fn(Y()))),n("li",null,"Dividiamo l'intervallo in due parti, separate da ",n(sn.i,null,fn(F())),":",n("ul",null,n("li",null,n(sn.i,null,fn(M()))," è la parte sinistra"),n("li",null,n(sn.i,null,fn(I()))," è la parte destra"))),n("li",null,"Teniamo l'intervallo in cui i valori della funzione ai due estremi sono discordi, e rinominiamolo in ",n(sn.i,null,fn(R())),".")))))),n(sn.s,{title:"Metodo delle approssimazioni successive"},n(sn.r,{title:"Metodi delle approssimazioni successive"},n("p",null,"Sono ",n("b",null,"metodi iterativi")," che funzionano in modo molto simile ai metodi iterativi per i sistemi lineari, utilizzando una funzione ",n(sn.i,null,fn(C())),' come "metodo".'),n(sn.q,null,fn(O())),n("p",null,"Che diventa:"),n(sn.q,null,fn(G())),n("p",null,"Sfruttano i ",n("b",null,"punti fissi")," ",n(sn.i,null,fn(S()))," della funzione ",n(sn.i,null,fn(w()))," per convergere:",n("br",null),"se ",n(sn.i,null,fn(y()))," non ha zeri, allora i punti fissi ",n("b",null,"coincideranno")," con gli ",n("b",null,"zeri")," della funzione ",n(sn.i,null,fn(L())),"."),n(sn.q,null,fn(A())),n("p",null,"Si può raggiungere iterativamente ad un punto fisso attraverso la formula:"),n(sn.q,null,fn(k())),n("p",null,"Non si conosce in anticipo il numero di iterazioni necessarie per soddisfare la tolleranza ",n(sn.i,null,fn(q())),"; ad ogni iterazione, si controlla se la tolleranza è soddisfatta:"),n("ul",null,n("li",null,"Nella differenza tra due iterate: ",n(sn.i,null,fn(z()))),n("li",null,"Nel ",n("i",null,"residuo")," del problema: ",n(sn.i,null,fn(h()))))),n(sn.r,{title:"Teorema della mappa contrattiva"},n("p",null,"Se:"),n("ul",null,n("li",null,"Tutti i valori restituiti dalla funzione ",n(sn.i,null,fn(g()))," rientrano nel suo stesso dominio:",n(sn.q,null,fn(b()))),n("li",null,n("p",null,"La funzione ",n(sn.i,null,fn(x()))," è una contrazione, ovvero restringe l'intervallo ",n(sn.i,null,fn(v())),":"),n(sn.q,null,fn(_())),n("p",null,"(dove ",n(sn.i,null,fn(m())),")"))),n("p",null,"Allora:"),n("ul",null,n("li",null,n("p",null,"Il punto fisso esiste ed è unico:"),n(sn.q,null,fn(p()))),n("li",null,"Il metodo delle approssimazioni successive converge per qualsiasi punto di partenza."),n("li",null,n("p",null,"Vale la seguente disequazione di ",n("i",null,"maggiorazione dell'errore"),":"),n(sn.q,null,fn(f())))),n("p",null,"Più è piccolo ",n(sn.i,null,"L"),", più il metodo convergerà in fretta."),n(dn.a,null,n(sn.i,null,"L")," è molto simile al raggio spettrale ",n(sn.i,null,fn(d()))," dei metodi iterativi per i sistemi lineari!"))),n(sn.s,null,n(sn.r,{title:"Metodo di Newton"},n("p",null,"Sfrutta la ",n("b",null,"continuità")," delle funzioni per ottenere una convergenza di ordine più alto."),n(sn.q,null,fn(s())),n(sn.q,null,fn(c())),n(dn.a,null,"Geometricamente, corrisponde a prolungare una retta nel punto ",n(sn.i,null,fn(u()))," con pendenza ",n(sn.i,null,fn(a())),", e prendendo come nuovo punto la sua intersezione con l'asse X e la sua corrispettiva immagine nella funzione."),n("p",null,"Ha costo computazionale di ",n("b",null,"2 valutazioni di funzione")," più ",n("b",null,"2 valutazioni di derivata"),"."),n("p",null,"Ha ",n("b",null,"convergenza quadratica"),".")),n(sn.r,{title:"Metodo delle secanti"},n("p",null,"È come il metodo di Newton, ma usa il ",n("b",null,"rapporto incrementale"),", in modo da poter essere applicato a funzioni non continue."),n(sn.q,null,fn(o())),n(sn.q,null,fn(t())),n(dn.a,null,"Geometricamente, corrisponde a costruire una retta che attraversa i punti ",n(sn.i,null,fn(r()))," e ",n(sn.i,null,fn(e())),", e prendendo come nuovo punto la sua intersezione con l'asse X e la sua corrispettiva immagine nella funzione."),n("p",null,"Ha costo computazionale di ",n("b",null,"3 valutazioni di funzione"),"."),n("p",null,"Ha ",n("b",null,"convergenza superlineare"),"."))),n(sn.s,null,n(sn.r,{title:"Approssimare sistemi non-lineari"},n("p",null,"È possibile usare questi metodi per ",n("b",null,"approssimare le soluzioni di sistemi non-lineari"),"."))))}}).call(this,l("hosL").h)},LHkx:function(n,i,l){"use strict";(function(n){function e(){var n=I(["h"]);return e=function(){return n},n}function r(){var n=I(["int_a^b ( s''(x) )^2 dx leq int_a^b ( f''(x) )^2 dx"],["\\int_a^b ( s''(x) )^2 dx \\leq \\int_a^b ( f''(x) )^2 dx"]);return r=function(){return n},n}function t(){var n=I(["[x_{m-1}, x_{m+1}]"]);return t=function(){return n},n}function o(){var n=I(["[x_0, x_2]"]);return o=function(){return n},n}function a(){var n=I(["s''(x) = s''(m+1)"]);return a=function(){return n},n}function u(){var n=I(["s'(x) = s'(m+1)"]);return u=function(){return n},n}function c(){var n=I(["s(x) = s(m+1)"]);return c=function(){return n},n}function s(){var n=I(["s''(x_0) = s''(x_{m+1}) = 0"]);return s=function(){return n},n}function d(){var n=I(["\n c =\n \begin{pmatrix}\n b_0 - h_1 \beta_0\\\\\n b_1\\\\\n \vdots\\\\\n b_{m-2}\\\\\n b_{m-1} - h_{m-1} \beta_{m+1}\n end{pmatrix}\n "],["\n c =\n \\begin{pmatrix}\n b_0 - h_1 \\beta_0\\\\\\\\\n b_1\\\\\\\\\n \\vdots\\\\\\\\\n b_{m-2}\\\\\\\\\n b_{m-1} - h_{m-1} \\beta_{m+1}\n \\end{pmatrix}\n "]);return d=function(){return n},n}function f(){var n=I(["\n z =\n \begin{pmatrix}\n \beta_1\\\\\n \beta_2\\\\\n \vdots\\\\\n \beta_{m-1}\\\\\n \beta_{m}\n end{pmatrix}\n "],["\n z =\n \\begin{pmatrix}\n \\beta_1\\\\\\\\\n \\beta_2\\\\\\\\\n \\vdots\\\\\\\\\n \\beta_{m-1}\\\\\\\\\n \\beta_{m}\n \\end{pmatrix}\n "]);return f=function(){return n},n}function p(){var n=I(["\n T = \n \begin{pmatrix}\n 2 (h_0 + 2 h_1) & h_0 & {color{Gray} 0} & {color{Gray} 0} & {color{Gray} 0} \\\\\n h_2 & 2 (h_1 + h_2) & h_1 & {color{Gray} 0} & {color{Gray} 0} \\\\\n {color{Gray} 0} & ddots & ddots & ddots & {color{Gray} 0} \\\\\n {color{Gray} 0} & {color{Gray} 0} & h_{m-1} & 2 (h_{m-2} + h_{m-1}) & h_{m-2} \\\\\n {color{Gray} 0} & {color{Gray} 0} & {color{Gray} 0} & h_m & 2 (h_{m-1} + h_m)\n end{pmatrix}\n "],["\n T = \n \\begin{pmatrix}\n 2 (h_0 + 2 h_1) & h_0 & {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Gray} 0} \\\\\\\\\n h_2 & 2 (h_1 + h_2) & h_1 & {\\color{Gray} 0} & {\\color{Gray} 0} \\\\\\\\\n {\\color{Gray} 0} & \\ddots & \\ddots & \\ddots & {\\color{Gray} 0} \\\\\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & h_{m-1} & 2 (h_{m-2} + h_{m-1}) & h_{m-2} \\\\\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Gray} 0} & h_m & 2 (h_{m-1} + h_m)\n \\end{pmatrix}\n "]);return p=function(){return n},n}function m(){var n=I(["\n b_i = h_{i+1} \beta_i + 2 ( h_i + h_{i+1} ) + h_{i} \beta_i+2\n "],["\n b_i = h_{i+1} \\beta_i + 2 ( h_i + h_{i+1} ) + h_{i} \\beta_i+2\n "]);return m=function(){return n},n}function _(){var n=I(["T z = c"]);return _=function(){return n},n}function v(){var n=I(["\beta_{m+1}"],["\\beta_{m+1}"]);return v=function(){return n},n}function x(){var n=I(["\beta_0"],["\\beta_0"]);return x=function(){return n},n}function b(){var n=I(["h"]);return b=function(){return n},n}function g(){var n=I(["s_i(x) = alpha_i + \beta_i ( x - x_i ) + gamma_i ( x - x_i )^2 + delta_i ( x - x_i )^3"],["s_i(x) = \\alpha_i + \\beta_i \\ ( x - x_i ) + \\gamma_i \\ ( x - x_i )^2 + \\delta_i \\ ( x - x_i )^3"]);return g=function(){return n},n}function h(){var n=I(["\n \forall i in {0, dots , m + 1}, \n \begin{cases}\n s_i(x_i) = y_i\n end{cases}\n "],["\n \\forall \\ i \\in \\{0,\\ \\dots\\ ,\\ m + 1\\},\\ \n \\begin{cases}\n s_i(x_i) = y_i\n \\end{cases}\n "]);return h=function(){return n},n}function z(){var n=I(["\n \forall i in {0, dots , m - 1}, \n \begin{cases}\n s_i (x_{i+1}) = s_{i+1} (x_{i+1})\\\\\n s'_i (x_{i+1}) = s'_{i+1} (x_{i+1})\\\\\n s''_i (x_{i+1}) = s''_{i+1} (x_{i+1})\n end{cases} \n "],["\n \\forall \\ i \\in \\{0,\\ \\dots\\ ,\\ m - 1\\},\\ \n \\begin{cases}\n s_i (x_{i+1}) = s_{i+1} (x_{i+1})\\\\\\\\\n s'_i (x_{i+1}) = s'_{i+1} (x_{i+1})\\\\\\\\\n s''_i (x_{i+1}) = s''_{i+1} (x_{i+1})\n \\end{cases} \n "]);return z=function(){return n},n}function q(){var n=I(["n = 3"]);return q=function(){return n},n}function k(){var n=I(["| R |_infty = | f - s |_infty leq \frac{1}{8} cdot max_{y in [a, b]} left| f''(y) \right| cdot left( max_{i in {intervalli}} (x_{i+1} - x_{i}) \right)^2"],["\\| R \\|_\\infty = \\| f - s \\|_\\infty \\leq \\frac{1}{8} \\cdot \\max_{y \\in [a, b]} \\left| f''(y) \\right| \\cdot \\left( \\max_{i \\in \\{intervalli\\}} (x_{i+1} - x_{i}) \\right)^2"]);return k=function(){return n},n}function A(){var n=I(["s_i(x) = y_i + \frac{ y_{i + 1} - y_i }{ x_{i + 1} - x_i } cdot (x - x_i)"],["s_i(x) = y_i + \\frac{ y_{i + 1} - y_i }{ x_{i + 1} - x_i } \\cdot (x - x_i)"]);return A=function(){return n},n}function L(){var n=I(["n geq 2"],["n \\geq 2"]);return L=function(){return n},n}function y(){var n=I(["n + m + 1"]);return y=function(){return n},n}function w(){var n=I(["\forall k leq n-1, \forall i in {intervalli}, quad s_i^{(k)} (x_{i+1}) = s_i^{(k)} (x_{i+1})"],["\\forall \\ k \\leq n-1, \\forall \\ i \\in \\{intervalli\\}, \\quad s_i^{(k)} (x_{i+1}) = s_i^{(k)} (x_{i+1})"]);return w=function(){return n},n}function S(){var n=I(["n - 1"]);return S=function(){return n},n}function G(){var n=I(["m"]);return G=function(){return n},n}function O(){var n=I(["m + 2"]);return O=function(){return n},n}function C(){var n=I(["n - 1"]);return C=function(){return n},n}function R(){var n=I(["n"]);return R=function(){return n},n}function I(n,i){return i||(i=n.slice(0)),n.raw=i,n}var M=l("hosL"),F=l("mbOI"),Y=l("ke5e"),Q=String.raw;i.a=function(){return n(M.Fragment,null,n(F.s,{title:"Problema: Interpolazione a tratti"},n(F.r,{title:"Come funziona?"},n("p",null,"Invece che costruire una singola funzione che interpola tutti i punti, per ",n("b",null,"ogni intervallo tra due punti")," (",n("i",null,"sottointervallo"),") si costruisce ",n("b",null,"una funzione apposta"),"."))),n(F.s,{title:"Splines"},n(F.r,{title:"Cosa sono?"},n("p",null,"Interpolanti che:"),n("ul",null,n("li",null,"sono ",n("b",null,"polinomiali")," di grado massimo ",n(F.i,null,Q(R()))),n("li",null,"sono ",n("b",null,"continue")," fino al grado ",n(F.i,null,Q(C()))),n("li",null,"connettono ",n(F.i,null,Q(O()))," punti, e hanno ",n(F.i,null,Q(G()))," sottointervalli"),n("li",null,"hanno funzioni ",n("b",null,"definite appositamente")," per ogni sottointervallo")),n(Y.a,null,n("p",null,"Significa che agli estremi dell'intervallo, i valori di tutte le derivate fino al grado ",n(F.i,null,Q(S()))," devono essere uguali:"),n(F.q,null,Q(w()))),n("p",null,"Hanno ",n(F.i,null,Q(y()))," gradi di libertà."),n(Y.a,null,"Esistono infinite spline di grado ",n(F.i,null,Q(L())),"!"))),n(F.s,null,n(F.r,{title:"Spline lineari"},n(Y.a,null,"Sono anche dette ",n("b",null,"interpolanti lineari a tratti"),"."),n("p",null,"Per ogni sottointervallo, costruiamo una ",n("b",null,"funzione lineare")," passante per i due estremi:"),n(F.q,null,Q(A())),n(Y.a,null,"È una linea spezzata!"),n("p",null,"Il loro errore è:"),n(F.q,null,Q(k())),n("p",null,"Ha come vantaggi complessità computazionale ",n("b",null,"molto più bassa")," e l'",n("b",null,"assenza")," del fenomeno di Runge, ma allo stesso tempo si ",n("b",null,"perde la derivabilità della funzione.")),n("p",null,n("b",null,"Non")," hanno gradi di libertà.")),n(F.r,{title:"Spline cubiche"},n("p",null,"Spline con ",n(F.i,null,Q(q())),", che soddisfano le seguenti uguaglianze:"),n(F.q,null,Q(z())),n(F.q,null,Q(h())),n("p",null,"Esse hanno la seguente equazione:"),n(F.q,null,Q(g())),n(Y.a,null,"Spesso si indica con ",n(F.i,null,Q(b()))," la distanza orizzontale tra due punti di un sottointervallo."))),n(F.s,null,n(F.r,{title:"Spline cubica vincolata"},n("p",null,"Classe di spline cubiche in cui:"),n("ul",null,n("li",null,n(F.i,null,Q(x()))," e ",n(F.i,null,Q(v()))," sono prefissati")),n("p",null,"È ",n("b",null,"unica"),"."),n("p",null,"Forma il seguente sistema di equazioni:"),n(F.q,null,Q(_())),n(F.q,null,Q(m())),n(F.q,null,Q(p())),n(F.q,null,Q(f())),n(F.q,null,Q(d())))),n(F.s,null,n(F.r,{title:"Spline cubica naturale"},n("p",null,"Classe di spline cubiche in cui:"),n("ul",null,n("li",null,n(F.i,null,Q(s())))),n("p",null,"È ",n("b",null,"unica"),".")),n(F.r,{title:"Spline cubica periodica"},n("p",null,"Classe di spline cubiche in cui:"),n("ul",null,n("li",null,n(F.i,null,Q(c()))),n("li",null,n(F.i,null,Q(u()))),n("li",null,n(F.i,null,Q(a())))),n("p",null,"È ",n("b",null,"unica"),".")),n(F.r,{title:"Spline cubica not-a-knot"},n("p",null,"Classe di spline cubiche in cui:"),n("ul",null,n("li",null,"Negli intervalli ",n(F.i,null,Q(o()))," e ",n(F.i,null,Q(t()))," si presenta ",n("b",null,"obbligatoriamente")," un polinomio di ",n("b",null,"grado 3"),".")),n("p",null,"È ",n("b",null,"unica"),"."))),n(F.s,null,n(F.r,{title:"Proprietà di minima curvatura"},n("p",null,'Tra tutte le funzioni che interpolano dei punti, le tre classi di funzioni sopraelencate sono quelle che interpolano la funzione più "dolcemente".'),n("p",null,"Per loro è valida la seguente proprietà:"),n(F.q,null,Q(r()))),n(F.r,{title:"Errore di interpolazione"},n("p",null,"Più diminuisce la lunghezza ",n(F.i,null,Q(e()))," degli intervalli, più aumenta l'accuratezza."),n("p",null,n("b",null,"Non")," si verifica il fenomeno di Runge."),n("p",null,"Si ha un'interpolazione anche della ",n("b",null,"derivata prima"),"."))))}}).call(this,l("hosL").h)},T2GU:function(n,i,l){"use strict";(function(n){var e=l("5aVd"),r=l.n(e);i.a=function(i){return n("ul",{class:r.a.menulist},i.children)}}).call(this,l("hosL").h)},ke5e:function(n,i,l){"use strict";(function(n){var e=l("2w3n"),r=l.n(e);i.a=function(i){return n("div",{class:r.a.example},i.children)}}).call(this,l("hosL").h)},lijF:function(n,i,l){"use strict";(function(n){function e(){var n=Mn(["\n \begin{cases}\n M = D - E\\\n N = F\n end{cases}\n "],["\n \\begin{cases}\n M = D - E\\\\\n N = F\n \\end{cases}\n "]);return e=function(){return n},n}function r(){var n=Mn(["x"]);return r=function(){return n},n}function t(){var n=Mn(["\n \begin{cases}\n M = D\\\n N = E + F\n end{cases}\n "],["\n \\begin{cases}\n M = D\\\\\n N = E + F\n \\end{cases}\n "]);return t=function(){return n},n}function o(){var n=Mn(["| M | < 1"],["\\| M \\| < 1"]);return o=function(){return n},n}function a(){var n=Mn(["\rho"],["\\rho"]);return a=function(){return n},n}function u(){var n=Mn(["\rho (M) < 1"],["\\rho (M) < 1"]);return u=function(){return n},n}function c(){var n=Mn(["A = D - E - F"]);return c=function(){return n},n}function s(){var n=Mn(["F"]);return s=function(){return n},n}function d(){var n=Mn(["E"]);return d=function(){return n},n}function f(){var n=Mn(["D"]);return f=function(){return n},n}function p(){var n=Mn(["M cdot x_{(i+1)} = N cdot x_{(i)} + b"],["M \\cdot x_{(i+1)} = N \\cdot x_{(i)} + b"]);return p=function(){return n},n}function m(){var n=Mn(["A = M - N"]);return m=function(){return n},n}function _(){var n=Mn(["G"]);return _=function(){return n},n}function v(){var n=Mn(["x_{(i+1)} = G cdot x_{(i)} + c"],["x_{(i+1)} = G \\cdot x_{(i)} + c"]);return v=function(){return n},n}function x(){var n=Mn(["x"]);return x=function(){return n},n}function b(){var n=Mn(["x = G cdot x + c"],["x = G \\cdot x + c"]);return b=function(){return n},n}function g(){var n=Mn(["\n \begin{cases}\n G = I - M^{-1} cdot A\\\n c = M^{-1} cdot b\n end{cases}\n "],["\n \\begin{cases}\n G = I - M^{-1} \\cdot A\\\\\n c = M^{-1} \\cdot b\n \\end{cases}\n "]);return g=function(){return n},n}function h(){var n=Mn(["{color{Yellow} Oleft(\frac{2 cdot n^3}{3}\right)} + 2 cdot Oleft(\frac{n^2}{2}\right)"],["{\\color{Yellow} O\\left(\\frac{2 \\cdot n^3}{3}\\right)} + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)"]);return h=function(){return n},n}function z(){var n=Mn(["\n \begin{cases}\n y = Q^T cdot b\\\n R cdot x = y\n end{cases}\n "],["\n \\begin{cases}\n y = Q^T \\cdot b\\\\\n R \\cdot x = y\n \\end{cases}\n "]);return z=function(){return n},n}function q(){var n=Mn(["R"]);return q=function(){return n},n}function k(){var n=Mn(["A"]);return k=function(){return n},n}function A(){var n=Mn(["Q"]);return A=function(){return n},n}function L(){var n=Mn(["A = Q cdot R"],["A = Q \\cdot R"]);return L=function(){return n},n}function y(){var n=Mn(["R"]);return y=function(){return n},n}function w(){var n=Mn(["Q"]);return w=function(){return n},n}function S(){var n=Mn(["A"]);return S=function(){return n},n}function G(){var n=Mn(["QR"]);return G=function(){return n},n}function O(){var n=Mn(["O(n)"]);return O=function(){return n},n}function C(){var n=Mn(["\n \begin{pmatrix}\n - | v |\\\\\n 0\\\\\n 0\\\\\n \vdots\\\\\n 0\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n - \\| v \\|\\\\\\\\\n 0\\\\\\\\\n 0\\\\\\\\\n \\vdots\\\\\\\\\n 0\n \\end{pmatrix}\n "]);return C=function(){return n},n}function R(){var n=Mn(["v"]);return R=function(){return n},n}function I(){var n=Mn(["v"]);return I=function(){return n},n}function M(){var n=Mn(["U(v) = mathbf{I} - \frac{2 cdot v cdot v^T}{| v |_{(2)}^2}"],["U(v) = \\mathbf{I} - \\frac{2 \\cdot v \\cdot v^T}{\\| v \\|_{(2)}^2}"]);return M=function(){return n},n}function F(){var n=Mn(["v"]);return F=function(){return n},n}function Y(){var n=Mn(["Oleft(\frac{n^3}{3}\right) + Oleft(\frac{n^3}{3}\right) + 2 cdot Oleft(\frac{n^2}{2}\right)"],["O\\left(\\frac{n^3}{3}\\right) + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)"]);return Y=function(){return n},n}function Q(){var n=Mn(["\n \begin{cases}\n l_{ii} = sqrt{A_{ii} - sum_{k=1}^{i-1} (l_{ik})^2 }\\\n \\\n l_{ij} = \frac{A_{ij} - sum_{k=1}^{j-1} l_{ik} cdot l_{jk}}{l_{ii}}\n end{cases}\n "],["\n \\begin{cases}\n l_{ii} = \\sqrt{A_{ii} - \\sum_{k=1}^{i-1} (l_{ik})^2 }\\\\\n \\\\\n l_{ij} = \\frac{A_{ij} - \\sum_{k=1}^{j-1} l_{ik} \\cdot l_{jk}}{l_{ii}}\n \\end{cases}\n "]);return Q=function(){return n},n}function P(){var n=Mn(["A = mathcal{L} cdot mathcal{L}^{-1}"],["A = \\mathcal{L} \\cdot \\mathcal{L}^{-1}"]);return P=function(){return n},n}function U(){var n=Mn(["LDL^{-1}"]);return U=function(){return n},n}function E(){var n=Mn(["mathcal{L} mathcal{L}^{-1}"],["\\mathcal{L} \\mathcal{L}^{-1}"]);return E=function(){return n},n}function T(){var n=Mn(["{color{Yellow} Oleft(\frac{n^3}{6}\right)} + Oleft(\frac{n^3}{3}\right) + 2 cdot Oleft(\frac{n^2}{2}\right)"],["{\\color{Yellow} O\\left(\\frac{n^3}{6}\\right)} + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)"]);return T=function(){return n},n}function D(){var n=Mn(["\n \begin{cases}\n d_{22} = A_{22} - d_{11} cdot (l_{21})^2\\\n \\\n l_{i2} = \frac{A_{i2} - l_{i1} cdot d_{11} cdot l_{21}}{d_{ii}}\n end{cases}\n "],["\n \\begin{cases}\n d_{22} = A_{22} - d_{11} \\cdot (l_{21})^2\\\\\n \\\\\n l_{i2} = \\frac{A_{i2} - l_{i1} \\cdot d_{11} \\cdot l_{21}}{d_{ii}}\n \\end{cases}\n "]);return D=function(){return n},n}function N(){var n=Mn(["\n \begin{cases}\n d_{11} = A_{11}\\\n \\\n l_{i1} = \frac{A_{i1}}{d_{11}}\n end{cases}\n "],["\n \\begin{cases}\n d_{11} = A_{11}\\\\\n \\\\\n l_{i1} = \\frac{A_{i1}}{d_{11}}\n \\end{cases}\n "]);return N=function(){return n},n}function j(){var n=Mn(["\n \begin{cases}\n d_{ii} = A_{ii} - sum_{k=1}^{i-1} ( d_{kk} cdot (l_{jk})^2 )\\\n \\\n l_{ij} = \frac{A_{ij} - sum_{k=1}^{j-1} l_{ik} cdot d_{kk} cdot l_{jk}}{d_{ii}}\n end{cases}\n "],["\n \\begin{cases}\n d_{ii} = A_{ii} - \\sum_{k=1}^{i-1} ( d_{kk} \\cdot (l_{jk})^2 )\\\\\n \\\\\n l_{ij} = \\frac{A_{ij} - \\sum_{k=1}^{j-1} l_{ik} \\cdot d_{kk} \\cdot l_{jk}}{d_{ii}}\n \\end{cases}\n "]);return j=function(){return n},n}function H(){var n=Mn(["A = L cdot D cdot L^{-1}"],["A = L \\cdot D \\cdot L^{-1}"]);return H=function(){return n},n}function V(){var n=Mn(["LU"]);return V=function(){return n},n}function J(){var n=Mn(["LDL^{-1}"]);return J=function(){return n},n}function X(){var n=Mn(["A"]);return X=function(){return n},n}function B(){var n=Mn(["U"]);return B=function(){return n},n}function Z(){var n=Mn(["L"]);return Z=function(){return n},n}function K(){var n=Mn(["A"]);return K=function(){return n},n}function W(){var n=Mn(["LU"]);return W=function(){return n},n}function $(){var n=Mn(["U"]);return $=function(){return n},n}function nn(){var n=Mn(["L"]);return nn=function(){return n},n}function ln(){var n=Mn(["A"]);return ln=function(){return n},n}function en(){var n=Mn(["LU"]);return en=function(){return n},n}function rn(){var n=Mn(["{color{Yellow} Oleft(\frac{n^3}{3}\right)} + Oleft(\frac{n^3}{3}\right) + 2 cdot Oleft(\frac{n^2}{2}\right)"],["{\\color{Yellow} O\\left(\\frac{n^3}{3}\\right)} + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)"]);return rn=function(){return n},n}function tn(){var n=Mn(["P cdot A cdot Q = L cdot U"],["P \\cdot A \\cdot Q = L \\cdot U"]);return tn=function(){return n},n}function on(){var n=Mn(["LU"]);return on=function(){return n},n}function an(){var n=Mn(["{color{Yellow} Oleft(\frac{n^2}{2}\right)} + Oleft(\frac{n^3}{3}\right) + 2 cdot Oleft(\frac{n^2}{2}\right)"],["{\\color{Yellow} O\\left(\\frac{n^2}{2}\\right)} + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)"]);return an=function(){return n},n}function un(){var n=Mn(["P cdot A = L cdot U"],["P \\cdot A = L \\cdot U"]);return un=function(){return n},n}function cn(){var n=Mn(["LU"]);return cn=function(){return n},n}function sn(){var n=Mn(["LU"]);return sn=function(){return n},n}function dn(){var n=Mn(["{color{Yellow} Oleft(\frac{n^3}{3}\right)} + 2 cdot Oleft(\frac{n^2}{2}\right)"],["{\\color{Yellow} O\\left(\\frac{n^3}{3}\\right)} + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)"]);return dn=function(){return n},n}function fn(){var n=Mn(["\n \begin{cases}\n L cdot y = b\\\n U cdot x = y\n end{cases}\n "],["\n \\begin{cases}\n L \\cdot y = b\\\\\n U \\cdot x = y\n \\end{cases}\n "]);return fn=function(){return n},n}function pn(){var n=Mn(["A"]);return pn=function(){return n},n}function mn(){var n=Mn(["\n \begin{cases}\n U_{ik} = A_{ik} quad se i leq k quad (tri. super.)\\\n U_{ik} = 0 qquad se i > k quad (tri. infer.)\n end{cases}\n "],["\n \\begin{cases}\n U_{ik} = A_{ik} \\quad se\\ i \\leq k \\quad (tri.\\ super.)\\\\\n U_{ik} = 0 \\qquad se\\ i > k \\quad (tri.\\ infer.)\n \\end{cases}\n "]);return mn=function(){return n},n}function _n(){var n=Mn(["U"]);return _n=function(){return n},n}function vn(){var n=Mn(["\n \begin{cases}\n L_{ii} = 1 qquad qquad (diagonale)\\\n L_{ik} = -\frac{A_{ik}}{A_{kk}} qquad (tri. infer.)\n end{cases}\n "],["\n \\begin{cases}\n L_{ii} = 1 \\qquad \\qquad (diagonale)\\\\\n L_{ik} = -\\frac{A_{ik}}{A_{kk}} \\qquad (tri.\\ infer.)\n \\end{cases}\n "]);return vn=function(){return n},n}function xn(){var n=Mn(["L"]);return xn=function(){return n},n}function bn(){var n=Mn(["A = L cdot U"],["A = L \\cdot U"]);return bn=function(){return n},n}function gn(){var n=Mn(["U"]);return gn=function(){return n},n}function hn(){var n=Mn(["L"]);return hn=function(){return n},n}function zn(){var n=Mn(["A"]);return zn=function(){return n},n}function qn(){var n=Mn(["LU"]);return qn=function(){return n},n}function kn(){var n=Mn(["x_i = \frac{b_i - sum_{k = i - 1}^{n} (x_k cdot A_{ik})}{A_{ii}}"],["x_i = \\frac{b_i - \\sum_{k = i - 1}^{n} (x_k \\cdot A_{ik})}{A_{ii}}"]);return kn=function(){return n},n}function An(){var n=Mn(["x_i = \frac{b_i - sum_{k = 1}^{i - 1} (x_k cdot A_{ik})}{A_{ii}}"],["x_i = \\frac{b_i - \\sum_{k = 1}^{i - 1} (x_k \\cdot A_{ik})}{A_{ii}}"]);return An=function(){return n},n}function Ln(){var n=Mn(["x_i = \frac{b_i}{A_{ii}}"],["x_i = \\frac{b_i}{A_{ii}}"]);return Ln=function(){return n},n}function yn(){var n=Mn(["O(n^2)"]);return yn=function(){return n},n}function wn(){var n=Mn(["O(n^3)"]);return wn=function(){return n},n}function Sn(){var n=Mn(["k(A) = | A | cdot | A^{-1} |"],["k(A) = \\| A \\| \\cdot \\| A^{-1} \\|"]);return Sn=function(){return n},n}function Gn(){var n=Mn(["\frac{{color{yellow} |A| cdot |A^{-1}|} cdot | Delta b |}{| b |}"],["\\frac{{\\color{yellow} \\|A\\| \\cdot \\|A^{-1}\\|} \\cdot \\| \\Delta b \\|}{\\| b \\|}"]);return Gn=function(){return n},n}function On(){var n=Mn(["A cdot x = b"],["A \\cdot x = b"]);return On=function(){return n},n}function Cn(){var n=Mn(["x"]);return Cn=function(){return n},n}function Rn(){var n=Mn(["b"]);return Rn=function(){return n},n}function In(){var n=Mn(["A"]);return In=function(){return n},n}function Mn(n,i){return i||(i=n.slice(0)),n.raw=i,n}var Fn=l("mbOI"),Yn=l("YNhk"),Qn=l("ke5e"),Pn=l("hosL"),Un=String.raw;i.a=function(){return n(Pn.Fragment,null,n(Fn.s,{title:"Problema: Risoluzione di sistemi lineari"},n(Fn.r,{title:"Descrizione"},n("p",null,"Dato un sistema di equazioni lineari, si vuole trovare la sua soluzione."),n("p",null,"In forma matriciale, avrà una ",n("b",null,"matrice dei coefficienti")," ",n(Fn.i,null,Un(In())),", un ",n("b",null,"vettore dei termini noti")," ",n(Fn.i,null,Un(Rn()))," e un ",n("b",null,"vettore delle incognite"),n(Fn.i,null,Un(Cn())),"."),n("p",null,"L'equazione matriciale del sistema è:"),n(Fn.q,null,Un(On()))),n(Fn.r,{title:"Condizionamento"},n("p",null,"Il condizionamento della risoluzione di sistemi lineari è:"),n(Fn.q,null,Un(Gn())),n("p",null,"In particolare, è segnato in giallo nella formula il ",n("b",null,"numero di condizionamento"),":"),n(Fn.q,null,Un(Sn())))),n(Fn.s,null,n(Fn.r,{title:"Metodi diretti"},n("p",null,"Metodi che trovano la soluzione esatta",n("abbr",{title:"Per quanto possibile nell'algebra di macchina."},"*")," di un sistema lineare."),n("p",null,"Tipicamente prevedono la ",n("b",null,"fattorizzazione")," della matrice dei coefficienti in due sottomatrici più facili da risolvere."),n("p",null,"Generalmente hanno una complessità temporale ",n(Fn.i,null,Un(wn())),".")),n(Fn.r,{title:"Metodi iterativi"},n("p",null,"Metodi che trovano una soluzione imperfetta",n("abbr",{title:"Che però può essere la migliore ottenibile, considerando la precisione di macchina."},"*")," di un sistema lineare."),n("p",null,"Tipicamente prevedono l'applicazione ripetuta di un ",n("b",null,"metodo"),", in base al quale cambia la ",n("b",null,"velocità di convergenza")," alla soluzione."),n("p",null,"Generalmente hanno una complessità temporale ",n(Fn.i,null,Un(yn())),"."))),n(Fn.s,{title:"Metodi diretti"},n(Fn.r,{title:"Divisione"},n("p",null,"Se la matrice dei coefficienti del sistema è ",n("b",null,"diagonale"),", allora è possibile trovare la soluzione ",n("i",null,"dividendo")," ogni termine noto per l'unico coefficiente diverso da zero presente nella sua riga:"),n(Fn.q,null,Un(Ln()))),n(Fn.r,{title:"Sostituzione"},n("p",null,"Se la matrice dei coefficienti del sistema è ",n("b",null,"triangolare")," inferiore o superiore, allora è possibile trovare la soluzione effettuando una ",n("i",null,"sostituzione")," all'avanti oppure all'indietro:"),n(Fn.q,null,Un(An())),n(Fn.q,null,Un(kn())))),n(Fn.s,null,n(Fn.r,{title:n("span",null,"Fattorizzazione ",n(Fn.i,null,Un(qn())))},n("p",null,"Se tutti i valori sulla diagonale di ",n(Fn.i,null,Un(zn()))," sono ",n("b",null,"diversi da 0 ",n("small",null,"(eccetto l'ultimo)"))," allora è possibile ",n("i",null,"fattorizzarla")," in due matrici: una ",n(Fn.i,null,Un(hn()))," ",n("b",null,"triangolare inferiore"),", e una ",n(Fn.i,null,Un(gn()))," ",n("b",null,"triangolare superiore"),"."),n(Fn.q,null,Un(bn())),n(Qn.a,null,"Abbiamo fatto questo metodo in Algebra Lineare, chiamandolo ",n("b",null,"metodo di Gauss"),"."),n("p",null,"La matrice ",n(Fn.i,null,Un(xn()))," è così composta:"),n(Fn.q,null,Un(vn())),n(Qn.a,null,"Sono i moltiplicatori usati per rendere annullare il triangolo inferiore!"),n("p",null,"La matrice ",n(Fn.i,null,Un(_n()))," è così composta:"),n(Fn.q,null,Un(mn())),n(Qn.a,null,"È la parte triangolare superiore di ",n(Fn.i,null,Un(pn())),"!"),n("p",null,"Il sistema può essere poi risolto applicando due volte il metodo di sostituzione (all'avanti e all'indietro):"),n(Fn.q,null,Un(fn())),n("p",null,"Questo metodo ha costo computazionale:"),n(Fn.q,null,Un(dn()))),n(Fn.r,{title:n("span",null,"Fattorizzazione ",n(Fn.i,null,Un(sn()))," con pivoting parziale")},n("p",null,"È possibile applicare la fattorizzazione ",n(Fn.i,null,Un(cn()))," a ",n("b",null,"qualsiasi matrice non-singolare")," permettendo lo scambio (",n("i",null,"pivoting"),") delle righe, potenzialmente ",n("b",null,"aumentando la stabilità")," dell'algoritmo."),n(Qn.a,null,"Abbiamo fatto questo metodo in Algebra Lineare, chiamandolo ",n("b",null,"metodo di Gauss-Jordan"),"!"),n("p",null,"Alla formula precedente si aggiunge una ",n("b",null,"matrice di permutazione")," che indica quali righe sono state scambiate:"),n(Fn.q,null,Un(un())),n("p",null,"Per massimizzare la stabilità, si cerca di ",n("b",null,"usare come perno l'elemento più grande")," della colonna."),n("p",null,"Questo metodo ha costo computazionale:"),n(Fn.q,null,Un(an()))),n(Fn.r,{title:n("span",null,"Fattorizzazione ",n(Fn.i,null,Un(on()))," con pivoting totale")},n("p",null,"È possibile anche permettere il ",n("i",null,"pivoting")," ",n("b",null,"sulle colonne")," per ",n("b",null,"aumentare ulteriormente la stabilità")," dell'algoritmo, a costo di maggiore costo computazionale:"),n(Fn.q,null,Un(tn())),n("p",null,"Per massimizzare la stabilità, si cerca di ",n("b",null,"ordinare in modo decrescente la diagonale"),", assicurandoci che il primo perno sia più grande del secondo e così via."),n("p",null,"Questo metodo ha costo computazionale:"),n(Fn.q,null,Un(rn())))),n(Fn.s,null,n(Fn.r,{title:n("span",null,"Fattorizzazione ",n(Fn.i,null,Un(en()))," a banda")},n("p",null,"Se la matrice ",n(Fn.i,null,Un(ln()))," è ",n("b",null,"a banda"),", è possibile risparmiare spazio durante la fattorizzazione, in quanto sia ",n(Fn.i,null,Un(nn()))," sia ",n(Fn.i,null,Un($()))," saranno a banda!")),n(Fn.r,{title:n("span",null,"Fattorizzazione ",n(Fn.i,null,Un(W()))," sparsa")},n("p",null,"Se la matrice ",n(Fn.i,null,Un(K()))," è ",n("b",null,"sparsa"),", non è detto che ",n(Fn.i,null,Un(Z()))," e ",n(Fn.i,null,Un(B()))," siano sparse a loro volta."),n("p",null,"Per evitare il ",n("u",null,"fill-in"),", è necessario ",n("b",null,"riordinare")," la matrice ",n(Fn.i,null,Un(X()))," in modo che sia il più possibile simile a una matrice a banda."))),n(Fn.s,null,n(Fn.r,{title:n("span",null,"Fattorizzazione ",n(Fn.i,null,Un(J())))},n("p",null,"È possibile ",n("b",null,"ridurre la complessità computazionale")," della fattorizzazione ",n(Fn.i,null,Un(V()))," se la matrice dei coefficienti è ",n("b",null,"simmetrica"),":"),n(Fn.q,null,Un(H())),n("p",null,"In questo caso, si calcola solo la matrice L, utilizzando il ",n("b",null,"metodo di pavimentazione"),"."),n(Fn.q,null,Un(j())),n(Qn.a,null,n("p",null,"La prima colonna della matrice sarà:"),n(Fn.q,null,Un(N())),n("p",null,"La seconda colonna della matrice sarà:"),n(Fn.q,null,Un(D()))),n("p",null,"Questo metodo ha costo computazionale:"),n(Fn.q,null,Un(T()))),n(Fn.r,{title:n("span",null,"Fattorizzazione ",n(Fn.i,null,Un(E())))},n("p",null,"È possibile dare ",n("b",null,"stabilità forte")," alla fattorizzazione ",n(Fn.i,null,Un(U()))," se la matrice dei coefficienti è ",n("b",null,"simmetrica definita positiva"),":"),n(Fn.q,null,Un(P())),n("p",null,"Il ",n("b",null,"metodo di pavimentazione")," diventa:"),n(Fn.q,null,Un(Q())),n("p",null,"Questo metodo ha costo computazionale:"),n(Fn.q,null,Un(Y())))),n(Fn.s,null,n(Fn.r,{title:"Trasformazione di Householder"},n("p",null,"Matrice ricavata dalla seguente formula, dove ",n(Fn.i,null,Un(F()))," è la colonna di un'altra matrice:"),n(Fn.q,null,Un(M())),n("p",null,"Se moltiplicata per per la matrice da cui proviene ",n(Fn.i,null,Un(I())),", sostituirà la colonna ",n(Fn.i,null,Un(R()))," con la colonna:"),n(Fn.q,null,Un(C())),n("p",null,"Si calcola con una complessità computazionale nell'ordine di ",n(Fn.i,null,Un(O())),".")),n(Fn.r,{title:n("span",null,"Fattorizzazione ",n(Fn.i,null,Un(G())))},n("p",null,"Metodo che fornisce una ",n("b",null,"maggiore stabilità")," a costo di una ",n("b",null,"maggiore complessità computazionale"),"."),n("p",null,"La matrice ",n(Fn.i,null,Un(S()))," viene ",n("i",null,"fattorizzata")," in due matrici, una ",n("b",null,"ortogonale")," ",n(Fn.i,null,Un(w()))," e una ",n("b",null,"triangolare superiore"),n(Fn.i,null,Un(y())),":"),n(Fn.q,null,Un(L())),n("p",null,"Le matrici si ottengono dal ",n("b",null,"prodotto delle trasformazioni di Householder")," (che concatenate formano ",n(Fn.i,null,Un(A())),") sulla matrice ",n(Fn.i,null,Un(k()))," necessarie a trasformarla in una matrice triangolare superiore (",n(Fn.i,null,Un(q())),")."),n(Qn.a,null,"C'è un bell'esempietto ",n(Yn.a,{href:"https://web.archive.org/web/20200828003151/https://rpubs.com/aaronsc32/qr-decomposition-householder"},"qui"),"."),n("p",null,"Una volta fattorizzata, il sistema si può risolvere con:"),n(Fn.q,null,Un(z())),n("p",null,"Questo metodo ha costo computazionale:"),n(Fn.q,null,Un(h())))),n(Fn.s,{title:"Metodi iterativi"},n(Fn.r,{title:"Forma generale"},n("p",null,"Se si pone che:"),n(Fn.q,null,Un(g())),n("p",null,"Allora la formula generale di un sistema lineare può anche essere scritta in questo modo:"),n(Fn.q,null,Un(b())),n("p",null,"È particolarmente utile perchè ci permette di definire un ",n("b",null,"algoritmo ricorsivo")," che trovi ",n(Fn.i,null,Un(x())),":"),n(Fn.q,null,Un(v())),n("p",null,n(Fn.i,null,Un(_()))," è il ",n("b",null,"metodo"),", e in base ad esso cambiano stabilità e velocità di convergenza."),n("p",null,"Ponendo ",n(Fn.i,null,Un(m())),", la formula può essere scritta anche in questo modo:"),n(Fn.q,null,Un(p())),n("p",null,"Possiamo ottenere alcuni metodi separando ",n(Fn.i,null,"A")," in tre matrici:"),n("ul",null,n("li",null,"La parte diagonale ",n(Fn.i,null,Un(f()))),n("li",null,"L'opposto del triangolo inferiore ",n(Fn.i,null,Un(d()))),n("li",null,"L'opposto del triangolo superiore ",n(Fn.i,null,Un(s())))),n(Fn.q,null,Un(c()))),n(Fn.r,{title:"Convergenza di un metodo"},n("p",null,"Un metodo è convergente se e solo se:"),n(Fn.q,null,Un(u())),n("p",null,"(dove ",n(Fn.i,null,Un(a()))," è il ",n("b",null,"raggio spettrale"),", il massimo autovalore della matrice)"),n("p",null,"Perchè un metodo sia convergente, è sufficiente che:"),n(Fn.q,null,Un(o())))),n(Fn.s,null,n(Fn.r,{title:"Metodo di Jacobi"},n("p",null,"Il metodo di Jacobi si ottiene ponendo:"),n(Fn.q,null,Un(t())),n("p",null,n("u",null,"Spostamenti simultanei"),": Permette di ottenere ogni componente di ",n(Fn.i,null,Un(r()))," indipendentemente dagli altri: è ",n("b",null,"parallelizzabile"),"."),n("p",null,"Se la matrice è ",n("b",null,"diagonale dominante"),", allora il metodo di Jacobi ",n("b",null,"converge")," sicuramente.")),n(Fn.r,{title:"Metodo di Gauss-Seidel"},n("p",null,"Il metodo di Gauss-Seidel si ottiene ponendo:"),n(Fn.q,null,Un(e())),n("p",null,"Ha una velocità di convergenza ",n("b",null,"maggiore o uguale")," rispetto al metodo di Jacobi."),n("p",null,n("u",null,"Spostamenti successivi"),": Non è parallelizzabile, perchè ogni componente ",n("b",null,"dipende da quelle calcolate in precedenza"),"."),n("p",null,"Se la matrice è ",n("b",null,"diagonale dominante"),", allora il metodo di Gauss-Seidel ",n("b",null,"converge")," sicuramente."))))}}).call(this,l("hosL").h)},qXt2:function(n,i,l){"use strict";l.r(i),function(n){var e=l("sl5E"),r=l("lijF"),t=l("FEtp"),o=l("31Ft"),a=l("LHkx"),u=l("uqDQ");i.default=function(){return n("div",null,n("h1",null,"Calcolo Numerico"),n(e.a,null),n(r.a,null),n(t.a,null),n(o.a,null),n(a.a,null),n(u.a,null))}}.call(this,l("hosL").h)},sl5E:function(n,i,l){"use strict";(function(n){function e(){var n=A(["x = fl left( \frac{2}{4} \right)"],["x = fl \\left( \\frac{2}{4} \\right)"]);return e=function(){return n},n}function r(){var n=A(["x = fl ( 2 cdot t )"],["x = fl ( 2 \\cdot t )"]);return r=function(){return n},n}function t(){var n=A(["t = fl left( \frac{1}{4} \right)"],["t = fl \\left( \\frac{1}{4} \\right)"]);return t=function(){return n},n}function o(){var n=A(["2x^star = 4"],["2x^\\star = 4"]);return o=function(){return n},n}function a(){var n=A(["y = \frac{1}{x}"],["y = \\frac{1}{x}"]);return a=function(){return n},n}function u(){var n=A(["epsilon_{1}"],["\\epsilon_{1}"]);return u=function(){return n},n}function c(){var n=A(["epsilon_{num_passo}"],["\\epsilon_{num\\_passo}"]);return c=function(){return n},n}function s(){var n=A(["epsilon_{x}"],["\\epsilon_{x}"]);return s=function(){return n},n}function d(){var n=A(["epsilon_{nome_var}"],["\\epsilon_{nome\\_var}"]);return d=function(){return n},n}function f(){var n=A(["mathbb{F}"],["\\mathbb{F}"]);return f=function(){return n},n}function p(){var n=A(["mathbb{R}"],["\\mathbb{R}"]);return p=function(){return n},n}function m(){var n=A(["mathbb{F}"],["\\mathbb{F}"]);return m=function(){return n},n}function _(){var n=A(["mathbb{F}"],["\\mathbb{F}"]);return _=function(){return n},n}function v(){var n=A(["fl(1.11) = 1.1"]);return v=function(){return n},n}function x(){var n=A(["fl(x) = (x)(1 + epsilon_x)"],["fl(x) = (x)(1 + \\epsilon_x)"]);return x=function(){return n},n}function b(){var n=A(["\frac{1}{2}"],["\\frac{1}{2}"]);return b=function(){return n},n}function g(){var n=A(["epsilon_x leq k cdot \beta^{1-t}"],["\\epsilon_x \\leq k \\cdot \\beta^{1-t}"]);return g=function(){return n},n}function h(){var n=A(["\forall alpha \neq 0, E_r = \frac{E_a}{left | alpha \right |}"],["\\forall \\alpha \\neq 0, E_r = \\frac{E_a}{\\left | \\alpha \\right |}"]);return h=function(){return n},n}function z(){var n=A(["E_a = left | alpha - alpha^star \right |"],["E_a = \\left | \\alpha - \\alpha^\\star \\right |"]);return z=function(){return n},n}function q(){var n=A(["alpha^star"],["\\alpha^\\star"]);return q=function(){return n},n}function k(){var n=A(["alpha"],["\\alpha"]);return k=function(){return n},n}function A(n,i){return i||(i=n.slice(0)),n.raw=i,n}var L=l("mbOI"),y=l("YNhk"),w=l("T2GU"),S=l("ke5e"),G=l("hosL"),O=String.raw;i.a=function(){return n(G.Fragment,null,n(L.s,{title:"Esame"},n(L.r,{title:"Contatti"},n("ul",null,n("li",null,n(y.a,{href:"mailto:silvia.bonettini@unimore.it"},"Prof.ssa Silvia Bonettini")))),n(L.r,{title:"Orale"},n("p",null,"E' composto da:"),n("ul",null,n("li",null,"2 domande sugli argomenti teorici"),n("li",null,"1 domanda di implementazione algoritmo in MATLAB")))),n(L.s,{title:"Extra"},n(L.r,{title:"Ripasso di Algebra Lineare"},n("p",null,"Prima di iniziare a studiare Calcolo Numerico, potrebbe essere una buona idea ripassare un pochino Algebra Lineare:"),n(w.a,null,n("li",null,n("a",{href:"/calcolonumerico/ripassodialgebralineare"},"Ripasso di Algebra Lineare")," ",n("small",null,"(per studenti sperduti di Calcolo Numerico)")))),n(L.r,{title:"Anki"},n("p",null,"Ho provato a fare un deck ",n(y.a,{href:"https://apps.ankiweb.net/"},"Anki")," con tutte le formule di Calcolo numerico."),n("p",null,"Sappiatemi dire com'è! ",n("small",null,"Io non l'ho usato moltissimo perchè ho studiato scrivendo questa pagina di Appuntiweb...")),n(w.a,null,n("li",null,n(y.a,{href:"https://ryg.s3.fr-par.scw.cloud/builds/anki-decks/formule-di-calcolo-numerico.apkg"},"Scarica il deck Anki"))))),n(L.s,{title:"Algoritmi"},n(L.r,{title:"Algoritmi numerici"},n("p",null,"Particolari algoritmi che hanno:"),n("ul",null,n("li",null,"numeri reali in input e output"),n("li",null,"successioni delle quattro operazioni aritmetiche fondamentali come passi")))),n(L.s,{title:"Errore di rappresentazione"},n(L.r,{title:"Cos'è?"},n("p",null,"Con i numeri floating point può capitare che un certo numero ",n(L.i,null,O(k()))," non sia rappresentato correttamente."),n("p",null,"In tal caso, il numero si indica con ",n(L.i,null,O(q())),"."))),n(L.s,null,n(L.r,{title:"Errore assoluto"},n("p",null,"È la differenza tra il numero desiderato e il numero rappresentato:"),n(L.q,null,O(z()))),n(L.r,{title:"Errore relativo"},n("p",null,"Indica quanto il numero rappresentato differisce dal numero desiderato:"),n(L.q,null,O(h())))),n(L.s,null,n(L.r,{title:"Troncamento"},n("p",null,"Metodo con cui gestire gli ",n("b",null,"underflow floating point"),": le cifre meno significative vengono ",n("b",null,"rimosse"),"."),n(S.a,null,n("pre",null,"1.00 → 1.0",n("br",null),"1.01 → 1.0",n("br",null),"1.10 → 1.1",n("br",null),"1.11 → 1.1"))),n(L.r,{title:"Arrotondamento"},n("p",null,"Metodo con cui gestire gli ",n("b",null,"underflow floating point"),": se la cifra più significativa di quelle che devono essere rimosse è 1, allora ",n("b",null,"aumenta di 1")," anche quella meno signficativa che viene tenuta."),n(S.a,null,n("pre",null,"1.00 → 1.0",n("br",null),"1.01 → 1.0",n("br",null),"1.10 → 1.1",n("br",null),"1.11 → 10.")))),n(L.s,null,n(L.r,{title:"Precisione di macchina"},n("p",null,"Un numero reale rappresentato in ",n("b",null,"virgola mobile")," ha un ",n("b",null,"errore relativo")," minore o uguale alla ",n("i",null,"precisione di macchina"),":"),n("p",null,n(L.i,null,O(g()))),n("ul",null,n("li",null,n(L.i,null,"\\beta")," è uguale alla base utilizzata (solitamente 2)."),n("li",null,n(L.i,null,"t")," è uguale al numero di cifre della mantissa."),n("li",null,n(L.i,null,"k")," è uguale a ",n(L.i,null,"1")," se il numero viene rappresentato per troncamento oppure a ",n(L.i,null,O(b()))," se viene rappresentato per arrotondamento."))),n(L.r,{title:"La funzione fl"},n("p",null,"Associa un valore reale al suo ",n("b",null,"corrispondente valore floating point"),", utilizzando uno dei due metodi di gestione dell'undeflow."),n(L.q,null,O(x())),n(S.a,null,"Indica che un valore è soggetto alla precisione di macchina.",n(L.q,null,O(v()))))),n(L.s,null,n(L.r,{title:"Un nuovo insieme"},n("p",null,"L'insieme ",n(L.i,null,O(_()))," è il sottoinsieme dei numeri reali rappresentabili in floating point dalla macchina che stiamo usando."),n("p",null,"Operazioni tra elementi di ",n(L.i,null,O(m()))," producono risultati in ",n(L.i,null,O(p())),", che però decaderanno nuovamente a elementi di ",n(L.i,null,O(f())),", perdendo informazioni."),n("p",null,"Il teorema della precisione di macchina si applica quindi anche ai risultati delle operazioni.")),n(L.r,{title:"Caratteristiche delle operazioni di macchina"},n("ul",null,n("li",null,"Hanno ",n("b",null,"più elementi neutri"),"."),n("li",null,"Un numero ha ",n("b",null,"più opposti"),"."),n("li",null,n("b",null,"Non")," sono associative."),n("li",null,n("b",null,"Non")," sono distributive."),n("li",null,n("b",null,"Non")," vale la legge di annullamento del prodotto.")))),n(L.s,{title:"Errori nelle operazioni di macchina"},n(L.r,{title:"Errore inerente"},n("p",null,"Errore derivato da underflow sui ",n("b",null,"dati"),"."),n("p",null,"Si indica con ",n(L.i,null,O(d())),"."),n(S.a,null,"L'errore sulla variabile ",n(L.i,null,"x")," si indica con ",n(L.i,null,O(s())),".")),n(L.r,{title:"Errore algoritmico"},n("p",null,"Errore derivato da underflow durante l'",n("b",null,"esecuzione dell'algoritmo"),"."),n("p",null,"Si indica con ",n(L.i,null,O(c())),"."),n(S.a,null,"L'errore al primo passo dell'algoritmo si indica con ",n(L.i,null,O(u())),"."))),n(L.s,null,n(L.r,{title:"Condizionamento"},n("p",null,"Sensibilità di un problema all'",n("b",null,"errore inerente"),"."),n(S.a,null,n(L.i,null,O(a()))," è mal condizionato intorno allo 0 e ben condizionato lontano dallo 0.")),n(L.r,{title:"Stabilità"},n("p",null,"Sensibilità di un problema all'",n("b",null,"errore algoritmico"),"."),n(S.a,null,n("p",null,"Cerchiamo un algoritmo che risolva ",n(L.i,null,O(o())),"."),n("p",null,"Calcolare prima ",n(L.i,null,O(t()))," e poi ",n(L.i,null,O(r()))," porta a una perdita di precisione."),n("p",null,"Calcolare direttamente ",n(L.i,null,O(e()))," non ha alcuna perdita di precisione e rende l'algoritmo ",n("b",null,"più stabile")," del precedente.")))),n(L.s,null,n(L.r,{title:"Indice di condizionamento"},n("p",null,"È il coefficiente di proporzionalità tra i dati e l'",n("b",null,"errore inerente"),"."),n("p",null,"Essendo sempre maggiore di uno, si può dire che sia un coefficiente di amplificazione."),n("p",null,"Minore è l'indice di condizionamento, meglio condizionato è un problema.")),n(L.r,{title:"Indice algoritmico"},n("p",null,"È il coefficiente di proporzionalità tra i dati e l'",n("b",null,"errore algoritmico"),"."),n("p",null,"Essendo sempre maggiore di uno, si può dire che sia un coefficiente di amplificazione."))))}}).call(this,l("hosL").h)},uqDQ:function(n,i,l){"use strict";(function(n){function e(){var n=on(["gamma"],["\\gamma"]);return e=function(){return n},n}function r(){var n=on(["alpha = V cdot gamma"],["\\alpha = V \\cdot \\gamma"]);return r=function(){return n},n}function t(){var n=on(["\n gamma =\n \begin{pmatrix}\n \frac{z_1}{sigma_1}\\\\\n \frac{z_2}{sigma_2}\\\\\n \vdots\\\\\n \frac{z_{k-1}}{sigma_{k-1}}\\\\\n \frac{z_k}{sigma_k}\\\\\n 0\\\\\n 0\\\\\n \vdots\\\\\n 0\n end{pmatrix} \n "],["\n \\gamma =\n \\begin{pmatrix}\n \\frac{z_1}{\\sigma_1}\\\\\\\\\n \\frac{z_2}{\\sigma_2}\\\\\\\\\n \\vdots\\\\\\\\\n \\frac{z_{k-1}}{\\sigma_{k-1}}\\\\\\\\\n \\frac{z_k}{\\sigma_k}\\\\\\\\\n 0\\\\\\\\\n 0\\\\\\\\\n \\vdots\\\\\\\\\n 0\n \\end{pmatrix} \n "]);return t=function(){return n},n}function o(){var n=on(["zeta = U^T cdot y"],["\\zeta = U^T \\cdot y"]);return o=function(){return n},n}function a(){var n=on(["A = U cdot Sigma cdot V^T"],["A = U \\cdot \\Sigma \\cdot V^T"]);return a=function(){return n},n}function u(){var n=on(["k leq n leq m"],["k \\leq n \\leq m"]);return u=function(){return n},n}function c(){var n=on(["A"]);return c=function(){return n},n}function s(){var n=on(["R cdot alpha = w_1"],["R \\cdot \\alpha = w_1"]);return s=function(){return n},n}function d(){var n=on(["w_1"]);return d=function(){return n},n}function f(){var n=on(["w"]);return f=function(){return n},n}function p(){var n=on(["w = Q^T cdot y"],["w = Q^T \\cdot y"]);return p=function(){return n},n}function m(){var n=on(["A = Q cdot \begin{pmatrix} R\\ 0 end{pmatrix}"],["A = Q \\cdot \\begin{pmatrix} R\\\\ 0 \\end{pmatrix}"]);return m=function(){return n},n}function _(){var n=on(["A"]);return _=function(){return n},n}function v(){var n=on(["{color{Red} Q } = | A cdot alpha - y |^2"],["{\\color{Red} Q } = \\| A \\cdot \\alpha - y \\|^2"]);return v=function(){return n},n}function x(){var n=on(["{color{Yellow} q(x) } = A cdot alpha"],["{\\color{Yellow} q(x) } = A \\cdot \\alpha"]);return x=function(){return n},n}function b(){var n=on(["\n alpha =\n \begin{pmatrix}\n a_0\\\\\n a_1\\\\\n \vdots\\\\\n a_{n-1}\n end{pmatrix}\n "],["\n \\alpha =\n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\\\\\\\\\n \\vdots\\\\\\\\\n a_{n-1}\n \\end{pmatrix}\n "]);return b=function(){return n},n}function g(){var n=on(["alpha"],["\\alpha"]);return g=function(){return n},n}function h(){var n=on(["\n A =\n \begin{pmatrix}\n phi_0(x_1) & phi_1(x_1) & phi_2(x_1) & dots & phi_{n_1}(x_1) \\\\\n phi_0(x_2) & phi_1(x_2) & phi_2(x_2) & dots & phi_{n-1}(x_2) \\\\\n \vdots & \vdots & \vdots & ddots & \vdots \\\\\n phi_0(x_m) & phi_1(x_m) & phi_2(x_m) & dots & phi_{n-1}(x_m)\n end{pmatrix}\n "],["\n A =\n \\begin{pmatrix}\n \\phi_0(x_1) & \\phi_1(x_1) & \\phi_2(x_1) & \\dots & \\phi_{n_1}(x_1) \\\\\\\\\n \\phi_0(x_2) & \\phi_1(x_2) & \\phi_2(x_2) & \\dots & \\phi_{n-1}(x_2) \\\\\\\\\n \\vdots & \\vdots & \\vdots & \\ddots & \\vdots \\\\\\\\\n \\phi_0(x_m) & \\phi_1(x_m) & \\phi_2(x_m) & \\dots & \\phi_{n-1}(x_m)\n \\end{pmatrix}\n "]);return h=function(){return n},n}function z(){var n=on(["A"]);return z=function(){return n},n}function q(){var n=on(["\n min {color{Red} Q } = sum_{i = 1}^m ( {color{Yellow} a_0 cdot phi_0 (x) + a_1 cdot phi_1 (x) + dots + a_2 cdot phi_2 (x) + dots + a_{n-1} cdot phi_{n-1} (x)} - {color{Orange} f(x_i)} )^2\n "],["\n \\min {\\color{Red} Q } = \\sum_{i = 1}^m ( {\\color{Yellow} a_0 \\cdot \\phi_0 (x) + a_1 \\cdot \\phi_1 (x) + \\dots + a_2 \\cdot \\phi_2 (x) +\\ \\dots\\ + a_{n-1} \\cdot \\phi_{n-1} (x)} - {\\color{Orange} f(x_i)} )^2\n "]);return q=function(){return n},n}function k(){var n=on(["{color{Green} phi_{n} (x)} = x^n"],["{\\color{Green} \\phi_{n} (x)} = x^n"]);return k=function(){return n},n}function A(){var n=on(["{color{Yellow} q(x) } = a_0 cdot {color{Green} phi_0 (x)} + a_1 cdot {color{Green} phi_1 (x)} + dots + a_2 cdot {color{Green} phi_2 (x)} + dots + a_{n-1} cdot {color{Green} phi_{n-1} (x)}"],["{\\color{Yellow} q(x) } = a_0 \\cdot {\\color{Green} \\phi_0 (x)} + a_1 \\cdot {\\color{Green} \\phi_1 (x)} + \\dots + a_2 \\cdot {\\color{Green} \\phi_2 (x)} +\\ \\dots\\ + a_{n-1} \\cdot {\\color{Green} \\phi_{n-1} (x)}"]);return A=function(){return n},n}function L(){var n=on(["m"]);return L=function(){return n},n}function y(){var n=on(["{color{Yellow} q}"],["{\\color{Yellow} q}"]);return y=function(){return n},n}function w(){var n=on(["m"]);return w=function(){return n},n}function S(){var n=on(["n"]);return S=function(){return n},n}function G(){var n=on(["{color{Red} Q } = | A cdot alpha - y |^2"],["{\\color{Red} Q } = \\| A \\cdot \\alpha - y \\|^2"]);return G=function(){return n},n}function O(){var n=on(["{color{Yellow} q(x) } = A cdot alpha"],["{\\color{Yellow} q(x) } = A \\cdot \\alpha"]);return O=function(){return n},n}function C(){var n=on(["\n alpha =\n \begin{pmatrix}\n a_0\\\\\n a_1\\\\\n \vdots\\\\\n a_{n-1}\n end{pmatrix}\n "],["\n \\alpha =\n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\\\\\\\\\n \\vdots\\\\\\\\\n a_{n-1}\n \\end{pmatrix}\n "]);return C=function(){return n},n}function R(){var n=on(["alpha"],["\\alpha"]);return R=function(){return n},n}function I(){var n=on(["\n A =\n \begin{pmatrix}\n 1 & x_1 & x_1^2 & dots & x_1^{n-1} \\\\\n 1 & x_2 & x_2^2 & dots & x_2^{n-1} \\\\\n \vdots & \vdots & \vdots & ddots & \vdots \\\\\n 1 & x_m & x_m^2 & dots & x_m^{n-1}\n end{pmatrix}\n "],["\n A =\n \\begin{pmatrix}\n 1 & x_1 & x_1^2 & \\dots & x_1^{n-1} \\\\\\\\\n 1 & x_2 & x_2^2 & \\dots & x_2^{n-1} \\\\\\\\\n \\vdots & \\vdots & \\vdots & \\ddots & \\vdots \\\\\\\\\n 1 & x_m & x_m^2 & \\dots & x_m^{n-1}\n \\end{pmatrix}\n "]);return I=function(){return n},n}function M(){var n=on(["A"]);return M=function(){return n},n}function F(){var n=on(["\n min {color{Red} Q} = sum_{i = 1}^m ( {color{Yellow} a_0 + a_1 cdot x_i + a_2 cdot x_i^2 + dots + a_{n-1} cdot x_i^{n-1}} - {color{Orange} y_i} )^2\n "],["\n \\min {\\color{Red} Q} = \\sum_{i = 1}^m ( {\\color{Yellow} a_0 + a_1 \\cdot x_i + a_2 \\cdot x_i^2 +\\ \\dots \\ + a_{n-1} \\cdot x_i^{n-1}} - {\\color{Orange} y_i} )^2\n "]);return F=function(){return n},n}function Y(){var n=on(["{color{Yellow} q(x) } = a_0 + a_1 cdot {color{Green} x} + a_2 cdot {color{Green} x^2} + dots + a_{n-1} cdot {color{Green} x^{n-1}"],["{\\color{Yellow} q(x) } = a_0 + a_1 \\cdot {\\color{Green} x} + a_2 \\cdot {\\color{Green} x^2} +\\ \\dots \\ + a_{n-1} \\cdot {\\color{Green} x^{n-1}"]);return Y=function(){return n},n}function Q(){var n=on(["n"]);return Q=function(){return n},n}function P(){var n=on(["n-1"]);return P=function(){return n},n}function U(){var n=on(["m"]);return U=function(){return n},n}function E(){var n=on(["n-1"]);return E=function(){return n},n}function T(){var n=on(["{color{Yellow} q}"],["{\\color{Yellow} q}"]);return T=function(){return n},n}function D(){var n=on(["{color{Red} Q } = | A cdot alpha - y |^2"],["{\\color{Red} Q } = \\| A \\cdot \\alpha - y \\|^2"]);return D=function(){return n},n}function N(){var n=on(["{color{Yellow} q(x) } = A cdot alpha"],["{\\color{Yellow} q(x) } = A \\cdot \\alpha"]);return N=function(){return n},n}function j(){var n=on(["\n alpha =\n \begin{pmatrix}\n a_0\\\\\n a_1\n end{pmatrix}\n "],["\n \\alpha =\n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\n \\end{pmatrix}\n "]);return j=function(){return n},n}function H(){var n=on(["alpha"],["\\alpha"]);return H=function(){return n},n}function V(){var n=on(["\n A =\n \begin{pmatrix}\n 1 & x_1\\\\\n 1 & x_2\\\\\n \vdots & \vdots\\\\\n 1 & x_m\n end{pmatrix}\n "],["\n A =\n \\begin{pmatrix}\n 1 & x_1\\\\\\\\\n 1 & x_2\\\\\\\\\n \\vdots & \\vdots\\\\\\\\\n 1 & x_m\n \\end{pmatrix}\n "]);return V=function(){return n},n}function J(){var n=on(["A"]);return J=function(){return n},n}function X(){var n=on(["\n min {color{Red} Q } = sum_{i = 1}^m ( {color{Yellow} a_0 + a_1 cdot x_i} - {color{Orange} f(x_i)} )^2\n "],["\n \\min {\\color{Red} Q } = \\sum_{i = 1}^m ( {\\color{Yellow} a_0 + a_1 \\cdot x_i} - {\\color{Orange} f(x_i)} )^2\n "]);return X=function(){return n},n}function B(){var n=on(["{color{Yellow} q(x) } = a_0 + a_1 cdot {color{Green} x}"],["{\\color{Yellow} q(x) } = a_0 + a_1 \\cdot {\\color{Green} x}"]);return B=function(){return n},n}function Z(){var n=on(["a_0"]);return Z=function(){return n},n}function K(){var n=on(["m"]);return K=function(){return n},n}function W(){var n=on(["{color{Yellow} q}"],["{\\color{Yellow} q}"]);return W=function(){return n},n}function $(){var n=on(["min {color{Red} Q } = sum_{i = 1}^m ( {color{Yellow} q(x_i)} - {color{Orange} f(x_i)} )^2 "],["\\min {\\color{Red} Q } = \\sum_{i = 1}^m (\\ {\\color{Yellow} q(x_i)} - {\\color{Orange} f(x_i)}\\ )^2 "]);return $=function(){return n},n}function nn(){var n=on(["Q"]);return nn=function(){return n},n}function ln(){var n=on(["( x_i, f(x_i) )"],["(\\ x_i, f(x_i)\\ )"]);return ln=function(){return n},n}function en(){var n=on(["{color{Red} Q }"],["{\\color{Red} Q }"]);return en=function(){return n},n}function rn(){var n=on(["{color{Yellow} q}"],["{\\color{Yellow} q}"]);return rn=function(){return n},n}function tn(){var n=on(["{color{Orange} f}"],["{\\color{Orange} f}"]);return tn=function(){return n},n}function on(n,i){return i||(i=n.slice(0)),n.raw=i,n}var an=l("hosL"),un=l("mbOI"),cn=l("ke5e"),sn=String.raw;i.a=function(){return n(an.Fragment,null,n(un.s,{title:"Problema: Approssimazione di dati sperimentali"},n(un.r,{title:"Perchè?"},n("p",null,"Interpolare dati sperimentali non fornisce quasi mai un modello del fenomeno."),n("p",null,"Vogliamo costruire una ",n("b",null,"funzione di regressione")," che, dati molti più dati del grado della funzione, minimizzi il quadrato della distanza tra i punti sperimentali e i punti della funzione di regressione."),n("p",null,"Denominiamo:"),n("ul",null,n("li",null,n(un.i,null,sn(tn())),": la ",n("b",null,'funzione "effettiva"')," del fenomeno"),n("li",null,n(un.i,null,sn(rn())),": la ",n("b",null,"funzione di regressione")," che costruiamo per approssimarlo"),n("li",null,n(un.i,null,sn(en())),": la ",n("b",null,'funzione "errore di regressione"')," da minimizzare"),n("li",null,n(un.i,null,sn(ln())),": i ",n("b",null,"punti sperimentali"))),n("p",null,"L'obiettivo è minimizzare l'",n("b",null,"errore di approssimazione")," ",n(un.i,null,sn(nn())),", ovvero:"),n(un.q,null,sn($())))),n(un.s,null,n(un.r,{title:"Regressione lineare"},n("p",null,"Trova la ",n("b",null,"retta")," ",n(un.i,null,sn(W()))," che meglio approssima tutti gli ",n(un.i,null,sn(K()))," dati sperimentali."),n("p",null,"Essendo una retta, avrà ",n("b",null,"due parametri"),": il termine noto ",n(un.i,null,sn(Z())),", e la pendenza ",n(un.i,null,"a_1"),"."),n(un.q,null,sn(B())),n("p",null,"L'errore da minimizzare per ricavare i parametri sarà:"),n(un.q,null,sn(X()))),n(un.r,{title:"Regressione lineare matriciale"},n("p",null,"Possiamo costruire una ",n("b",null,"matrice di regressione")," ",n(un.i,null,sn(J()))," contenente tutti i ",n("b",null,"punti sperimentali"),":"),n(un.q,null,sn(V())),n("p",null,"Inoltre, se costruiamo il ",n("b",null,"vettore dei parametri")," ",n(un.i,null,sn(H())),":"),n(un.q,null,sn(j())),n("p",null,"Avremo che:"),n(un.q,null,sn(N())),n("p",null,"Inoltre, potremo calcolare l'errore attraverso la norma:"),n(un.q,null,sn(D())))),n(un.s,null,n(un.r,{title:"Regressione polinomiale"},n("p",null,"Trova il ",n("b",null,"polinomio")," ",n(un.i,null,sn(T()))," di grado ",n(un.i,null,sn(E()))," che meglio approssima tutti gli ",n(un.i,null,sn(U()))," dati sperimentali."),n("p",null,"Essendo un polinomio di grado ",n(un.i,null,sn(P())),", avrà ",n(un.i,null,sn(Q()))," parametri."),n(un.q,null,sn(Y())),n(cn.a,null,n("p",null,"La regressione lineare è un caso particolare di regressione generale in cui i parametri sono 2!")),n("p",null,"L'errore da minimizzare per ricavare i parametri sarà:"),n(un.q,null,sn(F()))),n(un.r,{title:"Regressione polinomiale matriciale"},n("p",null,"Possiamo costruire una ",n("b",null,"matrice di regressione")," ",n(un.i,null,sn(M()))," contenente tutti i ",n("b",null,"punti sperimentali")," a tutti i gradi del polinomio:"),n(un.q,null,sn(I())),n("p",null,"Inoltre, se costruiamo il ",n("b",null,"vettore dei parametri")," ",n(un.i,null,sn(R())),":"),n(un.q,null,sn(C())),n("p",null,"Avremo che:"),n(un.q,null,sn(O())),n("p",null,"Inoltre, potremo calcolare l'errore attraverso la norma:"),n(un.q,null,sn(G())),n(cn.a,null,"Normalmente, i dati sono molti di più, ma se il numero di parametri ",n(un.i,null,sn(S()))," fosse uguale al numero di dati ",n(un.i,null,sn(w())),", allora si otterrebbe il ",n("b",null,"polinomio di interpolazione"),"!"))),n(un.s,null,n(un.r,{title:"Regressione generale"},n("p",null,"Trova i ",n("b",null,"coefficienti della combinazione lineare"),n(un.i,null,sn(y()))," che meglio approssima tutti gli ",n(un.i,null,sn(L()))," dati sperimentali."),n(un.q,null,sn(A())),n(cn.a,null,n("p",null,"La regressione polinomiale è un caso particolare di regressione generale in cui:"),n(un.q,null,sn(k()))),n("p",null,"L'errore da minimizzare per ricavare i parametri sarà:"),n(un.q,null,sn(q()))),n(un.r,{title:"Regressione polinomiale generale"},n("p",null,"Possiamo costruire una ",n("b",null,"matrice di regressione")," ",n(un.i,null,sn(z()))," contenente tutti i ",n("b",null,"punti sperimentali")," a tutti i gradi del polinomio:"),n(un.q,null,sn(h())),n("p",null,"Inoltre, se costruiamo il ",n("b",null,"vettore dei parametri")," ",n(un.i,null,sn(g())),":"),n(un.q,null,sn(b())),n("p",null,"Avremo che:"),n(un.q,null,sn(x())),n("p",null,"Inoltre, potremo calcolare l'errore attraverso la norma:"),n(un.q,null,sn(v())))),n(un.s,{title:"Trovare i parametri"},n(un.r,{title:"Caso non degenere"},n("p",null,"Caso che prevede che le colonne di ",n(un.i,null,sn(_()))," siano ",n("b",null,"linearmente indipendenti"),"."),n("p",null,"La soluzione ",n("b",null,"esiste")," sempre, ed è ",n("b",null,"unica"),"."),n("p",null,"Per trovarla:"),n("ul",null,n("li",null,"Fattorizziamo ",n(un.i,null,sn(m())),"."),n("li",null,"Calcoliamo ",n(un.i,null,sn(p())),"."),n("li",null,"Teniamo solo i primi ",n(un.i,null,"n")," valori di ",n(un.i,null,sn(f()))," e mettiamoli in ",n(un.i,null,sn(d())),"."),n("li",null,"Calcoliamo ",n(un.i,null,sn(s())),"."))),n(un.r,{title:"Caso generale"},n("p",null,"Caso che non preclude alcuna composizione di ",n(un.i,null,sn(c())),"."),n("p",null,"Ci sono ",n("b",null,"infinite")," soluzioni, con ",n(un.i,null,"n-k")," gradi di libertà."),n("p",null,"Si cerca sempre di trovare la ",n("i",null,"soluzione di norma minima"),", che, se ",n(un.i,null,sn(u())),", allora è ",n("b",null,"unica"),"."),n("p",null,"Per trovarla:"),n("ul",null,n("li",null,"Fattorizziamo ",n(un.i,null,sn(a()))," con la ",n("i",null,"fattorizzazione SVD")),n("li",null,"Calcoliamo ",n(un.i,null,sn(o()))),n("li",null,n("p",null,"Calcoliamo:"),n(un.q,null,sn(t()))),n("li",null,"Calcoliamo ",n(un.i,null,sn(r())))),n(cn.a,null,"Gli zeri nella ",n(un.i,null,sn(e()))," sono i gradi di libertà, sono zero in modo che essi diano la norma minima."))))}}).call(this,l("hosL").h)}}]); +//# sourceMappingURL=route-CalcoloNumerico.chunk.cf22a.js.map \ No newline at end of file diff --git a/docs/route-CalcoloNumerico.chunk.cf22a.js.map b/docs/route-CalcoloNumerico.chunk.cf22a.js.map new file mode 100644 index 0000000..f6c8c5d --- /dev/null +++ b/docs/route-CalcoloNumerico.chunk.cf22a.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./routes/CalcoloNumerico/03_Interpolazione.js","webpack:///./components/MenuList.less","webpack:///./routes/CalcoloNumerico/02_ZeriDiFunzione.js","webpack:///./routes/CalcoloNumerico/04_InterpolazioneATratti.js","webpack:///./components/MenuList.js","webpack:///./components/Example.js","webpack:///./routes/CalcoloNumerico/01_SistemiLineari.js","webpack:///./routes/CalcoloNumerico/index.js","webpack:///./routes/CalcoloNumerico/00_Intro.js","webpack:///./routes/CalcoloNumerico/05_ApprossimazioneDatiSperimentali.js"],"names":["module","exports","r","String","raw","title","props","class","style","menulist","children","example","href"],"mappings":"4EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,+xLCGrLC,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,eACV,wDAC8C,4BAD9C,0DAIA,EAAC,IAAD,sFAGA,iCACuB,mBADvB,IACmC,EAAC,IAAD,KAASH,EAAT,MADnC,qDAEoB,2BAFpB,IAEwC,EAAC,IAAD,KAASA,EAAT,MAFxC,KAIA,EAAC,IAAD,KAASA,EAAT,MACA,iDACuC,uBADvC,4BAIJ,EAAC,IAAD,CAAOG,MAAO,8BACV,iBACO,gDADP,aACyD,2CACxC,2BAFjB,4CAIA,kBACQ,EAAC,IAAD,YADR,mDAC4E,EAAC,IAAD,UAD5E,mBAEgB,EAAC,IAAD,KAASH,EAAT,MAFhB,KAIA,qBACW,6BADX,UAGA,EAAC,IAAD,KAASA,EAAT,QAGR,EAAC,IAAD,CAASG,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,yCACV,0DACgD,sBADhD,KAGA,EAAC,IAAD,KAASH,EAAT,MACA,4BACkB,qCADlB,KAGA,EAAC,IAAD,KAASA,EAAT,MAUA,4BACkB,sCADlB,KAGA,EAAC,IAAD,KAASA,EAAT,MAUA,4BACkB,uCADlB,KAGA,EAAC,IAAD,KAASA,EAAT,MAUA,EAAC,IAAD,wFAGA,wEAC8D,wCAD9D,2DAEuD,wCAG3D,EAAC,IAAD,CAAOG,MAAO,sBACV,kEACwD,8BACjD,EAAC,IAAD,KAASH,EAAT,OAFP,KAIA,EAAC,IAAD,KAASA,EAAT,MACA,yBACe,EAAC,IAAD,KAASA,EAAT,MADf,eACoD,mCADpD,oCAIA,YACI,uBACY,EAAC,IAAD,UADZ,qDAEY,EAAC,IAAD,UAFZ,oDAGM,EAAC,IAAD,KAASA,EAAT,MAHN,4BAKI,EAAC,IAAD,KAASA,EAAT,OAMJ,iDAGI,EAAC,IAAD,KAASA,EAAT,QAGR,EAAC,IAAD,+BAAgC,EAAC,IAAD,KAASA,EAAT,MAAhC,KACA,uCAC6B,+BAD7B,KAGA,EAAC,IAAD,mCAAoC,uCAApC,KACA,4FACkF,kCADlF,KAIA,EAAC,IAAD,KACI,iGAEQ,oBAFR,eAIA,EAAC,IAAD,KAASA,EAAT,MACA,mEAGA,EAAC,IAAD,KAASA,EAAT,OAEJ,sCAC4B,EAAC,IAAD,KAASA,EAAT,MAD5B,OAKR,EAAC,IAAD,CAASG,MAAO,2BACZ,EAAC,IAAD,CAAOA,MAAO,eACV,kBACQ,uDADR,KAGA,6BACmB,EAAC,IAAD,UADnB,qBACuD,EAAC,IAAD,YADvD,wBAGA,EAAC,IAAD,KAASH,EAAT,MACA,sEAEc,EAAC,IAAD,KAASA,EAAT,MAFd,gEAKA,mDAGA,EAAC,IAAD,KAASA,EAAT,OAEJ,EAAC,IAAD,CAAOG,MAAO,SACV,kFAGA,YACI,yBAAc,sCAAd,2BACA,2DAIZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,qBACV,kEACwD,gCADxD,KAEe,EAAC,IAAD,KAASH,EAAT,MAFf,MAIA,yBACe,gCADf,qCACyE,qBADzE,2CAIA,EAAC,IAAD,mEAGA,kEAIJ,EAAC,IAAD,CAAOG,MAAO,qBACV,8CACoC,gCADpC,+CAIA,4CACkC,EAAC,IAAD,KAASH,EAAT,MADlC,aAGA,EAAC,IAAD,KAASA,EAAT,MACA,WACI,mCADJ,aACyC,8BADzC,iCAGA,EAAC,IAAD,KAASA,EAAT,MACA,yCAGA,EAAC,IAAD,KAASA,EAAT,Y,2CClNpBF,EAAOC,QAAU,CAAC,SAAW,oB,m2MCGvBC,GAAIC,OAAOC,IAGF,eACX,OACI,EAAC,YAAD,KACI,EAAC,KAAD,CAASC,MAAO,4CACZ,EAAC,KAAD,CAAOA,MAAO,eACV,2CACiC,mBADjC,yBACkE,uBADlE,IACkF,EAAC,KAAD,0BADlF,SAEwB,EAAC,KAAD,UAFxB,KAIA,qBACW,uCADX,QAC+C,EAAC,KAAD,KAASH,GAAT,OAD/C,mEAIA,2DAES,EAAC,KAAD,UAFT,SAEiC,EAAC,KAAD,KAASA,GAAT,OAFjC,MAKJ,EAAC,KAAD,CAAOG,MAAO,mBACV,qBACW,6BADX,mBACgD,iCADhD,KAC2E,qBAD3E,mCAIA,EAAC,KAAD,KAASH,GAAT,SAGR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,yBACV,qBACW,EAAC,KAAD,KAASH,GAAT,OADX,iEAIA,EAAC,KAAD,KAASA,GAAT,OACA,YACI,YAAI,kCAAJ,KAAgC,EAAC,KAAD,KAASA,GAAT,OAAhC,MAA8D,EAAC,KAAD,KAASA,GAAT,QAE9D,YAAI,uCAAJ,KAAqC,EAAC,KAAD,KAASA,GAAT,MAArC,MAAmE,EAAC,KAAD,KAASA,GAAT,OAEnE,YAAI,qCAAJ,KAAmC,EAAC,KAAD,KAASA,GAAT,MAAnC,MAAiE,EAAC,KAAD,KAASA,GAAT,OAEjE,YAAI,0CAAJ,KACyB,EAAC,KAAD,KAASA,GAAT,MADzB,MACuD,EAAC,KAAD,KAASA,GAAT,OACvD,sBAIZ,EAAC,KAAD,CAASG,MAAO,qBACZ,EAAC,KAAD,CAAOA,MAAO,cACV,mBACS,+BADT,6HAIA,qCAC2B,gCAD3B,SACyD,kCADzD,KAGA,yBACe,sDADf,wBAGA,4DACkD,qBADlD,IACgE,wBADhE,2BAIA,EAAC,KAAD,KAASH,GAAT,MACA,2BACiB,kCADjB,KAC6C,EAAC,KAAD,KAASA,GAAT,MAD7C,MAGA,sBACY,kCADZ,SAC4C,8CAD5C,sBAEU,yBAFV,iBAIA,EAAC,KAAD,KAASA,GAAT,MACA,EAAC,KAAD,4BACwB,EAAC,KAAD,KAASA,GAAT,MADxB,6KAOR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,uBACV,YACI,iFACI,YACI,6BACkB,0BADlB,oBAE8B,EAAC,KAAD,KAASH,GAAT,MAF9B,IAGI,EAAC,KAAD,KAASA,GAAT,OAEJ,gEACqD,EAAC,KAAD,KAASA,GAAT,MADrD,IAEI,YACI,YAAI,EAAC,KAAD,KAASA,GAAT,MAAJ,SAAkD,mBAAlD,aACA,YAAI,EAAC,KAAD,KAASA,GAAT,MAAJ,SAAkD,mBAAlD,aAGR,oHAEqB,EAAC,KAAD,KAASA,GAAT,MAFrB,SAQhB,EAAC,KAAD,CAAOG,MAAO,uBACV,YACI,iFACI,YACI,4BACiB,2BADjB,WAC4C,gDACxC,EAAC,KAAD,KAASH,GAAT,MAFJ,QAE+C,qBAF/C,IAGI,EAAC,KAAD,KAASA,GAAT,OAEJ,gEACqD,EAAC,KAAD,KAASA,GAAT,MADrD,IAEI,YACI,YAAI,EAAC,KAAD,KAASA,GAAT,MAAJ,wBACA,YAAI,EAAC,KAAD,KAASA,GAAT,MAAJ,wBAGR,oHAEqB,EAAC,KAAD,KAASA,GAAT,MAFrB,UASpB,EAAC,KAAD,CAASG,MAAO,2CACZ,EAAC,KAAD,CAAOA,MAAO,2CACV,mBACS,+BADT,4GAE8C,EAAC,KAAD,KAASH,GAAT,MAF9C,mBAIA,EAAC,KAAD,KAASA,GAAT,MACA,2BAGA,EAAC,KAAD,KAASA,GAAT,MACA,0BACgB,0BADhB,IACmC,EAAC,KAAD,KAASA,GAAT,MADnC,mBAEa,EAAC,KAAD,KAASA,GAAT,MAFb,mBAEoD,aAFpD,MAGO,EAAC,KAAD,KAASA,GAAT,MAHP,sCAGuE,4BAHvE,YAIQ,mBAJR,mBAImC,EAAC,KAAD,KAASA,GAAT,MAJnC,KAMA,EAAC,KAAD,KAASA,GAAT,MACA,yFAGA,EAAC,KAAD,KAASA,GAAT,MACA,yGAEe,EAAC,KAAD,KAASA,GAAT,MAFf,sEAKA,YACI,iDACa,EAAC,KAAD,KAASA,GAAT,OAEb,mBAAQ,sBAAR,kBAAqC,EAAC,KAAD,KAASA,GAAT,SAI7C,EAAC,KAAD,CAAOG,MAAO,mCACV,kBAGA,YACI,wDAC6C,EAAC,KAAD,KAASH,GAAT,MAD7C,qCAGI,EAAC,KAAD,KAASA,GAAT,OAEJ,YACI,0BACgB,EAAC,KAAD,KAASA,GAAT,MADhB,qDAEiB,EAAC,KAAD,KAASA,GAAT,MAFjB,KAIA,EAAC,KAAD,KAASA,GAAT,MACA,oBACU,EAAC,KAAD,KAASA,GAAT,MADV,OAKR,sBAGA,YACI,YACI,gDAGA,EAAC,KAAD,KAASA,GAAT,OAEJ,oGAGA,YACI,+CACqC,wCADrC,KAGA,EAAC,KAAD,KAASA,GAAT,QAGR,4BACkB,EAAC,KAAD,UADlB,yCAGA,EAAC,KAAD,KACI,EAAC,KAAD,UADJ,uCAC0D,EAAC,KAAD,KAASA,GAAT,MAD1D,kDAMR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,oBACV,yBACe,yBADf,oEAGA,EAAC,KAAD,KAASH,GAAT,MACA,EAAC,KAAD,KAASA,GAAT,MACA,EAAC,KAAD,sEAEU,EAAC,KAAD,KAASA,GAAT,MAFV,iBAEmE,EAAC,KAAD,KAASA,GAAT,MAFnE,mHAMA,yCAC+B,wCAD/B,QACoE,wCADpE,KAGA,iBACO,qCADP,MAIJ,EAAC,KAAD,CAAOG,MAAO,wBACV,oDAC0C,oCAD1C,gEAIA,EAAC,KAAD,KAASH,GAAT,MACA,EAAC,KAAD,KAASA,GAAT,MACA,EAAC,KAAD,kFAEU,EAAC,KAAD,KAASA,GAAT,MAFV,MAEwD,EAAC,KAAD,KAASA,GAAT,MAFxD,mHAMA,yCAC+B,wCAD/B,KAGA,iBACO,uCADP,OAKR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,oCACV,kDACwC,+DADxC,W,spOCnQdH,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,qCACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,yFAC+E,4CAD/E,KAEuB,8BAFvB,mBAE6D,mCAF7D,OAMR,EAAC,IAAD,CAASA,MAAO,WACZ,EAAC,IAAD,CAAOA,MAAO,cACV,gCAGA,YACI,oBAAS,0BAAT,qBAA6C,EAAC,IAAD,KAASH,EAAT,OAC7C,oBAAS,uBAAT,kBAAuC,EAAC,IAAD,KAASA,EAAT,OACvC,0BAAe,EAAC,IAAD,KAASA,EAAT,MAAf,mBACU,EAAC,IAAD,KAASA,EAAT,MADV,oBAGA,8BAAmB,qCAAnB,8BAEJ,EAAC,IAAD,KACI,sGAEU,EAAC,IAAD,KAASA,EAAT,MAFV,0BAIA,EAAC,IAAD,KAASA,EAAT,OAEJ,oBACU,EAAC,IAAD,KAASA,EAAT,MADV,sBAGA,EAAC,IAAD,0CACsC,EAAC,IAAD,KAASA,EAAT,MADtC,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,kBACV,EAAC,IAAD,yBACqB,4CADrB,KAGA,uDAC6C,+BAD7C,gCAGA,EAAC,IAAD,KAASH,EAAT,MACA,EAAC,IAAD,8BAGA,gCAGA,EAAC,IAAD,KAASA,EAAT,MACA,0DACgD,8BADhD,QAC2E,sBAD3E,mDAE+C,qDAE/C,WACI,kBADJ,6BAIJ,EAAC,IAAD,CAAOG,MAAO,kBACV,yBACe,EAAC,IAAD,KAASH,EAAT,MADf,6CAGA,EAAC,IAAD,KAASA,EAAT,MAQA,EAAC,IAAD,KAASA,EAAT,MAMA,gDAGA,EAAC,IAAD,KAASA,EAAT,MACA,EAAC,IAAD,6BACyB,EAAC,IAAD,KAASA,EAAT,MADzB,mEAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,2BACV,+CAGA,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,MAAJ,MAAoC,EAAC,IAAD,KAASA,EAAT,MAApC,qBAEJ,gBACM,oBADN,KAGA,sDAGA,EAAC,IAAD,KAASA,EAAT,MACA,EAAC,IAAD,KAASA,EAAT,MAGA,EAAC,IAAD,KAASA,EAAT,MAUA,EAAC,IAAD,KAASA,EAAT,MAUA,EAAC,IAAD,KAASA,EAAT,QAYR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,0BACV,+CAGA,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,QAER,gBACM,oBADN,MAIJ,EAAC,IAAD,CAAOG,MAAO,2BACV,+CAGA,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,QAER,gBACM,oBADN,MAIJ,EAAC,IAAD,CAAOG,MAAO,4BACV,+CAGA,YACI,gCACe,EAAC,IAAD,KAASH,EAAT,MADf,MACkD,EAAC,IAAD,KAASA,EAAT,MADlD,gBAEa,gCAFb,oBAEsD,sBAFtD,MAKJ,gBACM,oBADN,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,iCACV,iKAIA,uDAGA,EAAC,IAAD,KAASH,EAAT,OAEJ,EAAC,IAAD,CAAOG,MAAO,4BACV,0CACgC,EAAC,IAAD,KAASH,EAAT,MADhC,iDAGA,WACI,kBADJ,sCAGA,kDACwC,6BADxC,W,2DC9MpB,qCAEe,aAASI,GACpB,OACI,QAAIC,MAAOC,IAAMC,UACZH,EAAMI,a,2DCLnB,qCAEe,aAAUJ,GACrB,OACI,SAAKC,MAAOC,IAAMG,SACbL,EAAMI,a,utbCAbR,GAAIC,OAAOC,IAGF,eACX,OACI,EAAC,YAAD,KACI,EAAC,KAAD,CAASC,MAAO,4CACZ,EAAC,KAAD,CAAOA,MAAO,eACV,uFAGA,4CACkC,uCADlC,IACkE,EAAC,KAAD,KAASH,GAAT,OADlE,QAC8F,uCAD9F,IAEyB,EAAC,KAAD,KAASA,GAAT,OAFzB,SAEsD,sCAClD,EAAC,KAAD,KAASA,GAAT,OAHJ,KAKA,oDAGA,EAAC,KAAD,KAASA,GAAT,QAEJ,EAAC,KAAD,CAAOG,MAAO,mBACV,yEAGA,EAAC,KAAD,KAASH,GAAT,OACA,mEACyD,wCADzD,KAGA,EAAC,KAAD,KACKA,GADL,SAKR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,kBACV,oDAC0C,UACtCA,MAAO,kDAD+B,KAD1C,2BAIA,uCAC6B,8BAD7B,gFAIA,2DACiD,EAAC,KAAD,KAASH,GAAT,OADjD,MAIJ,EAAC,KAAD,CAAOG,MAAO,oBACV,yDAC+C,UAC3CA,MAAO,uFADoC,KAD/C,2BAKA,kEACwD,qBADxD,gCAEO,sCAFP,oBAIA,2DACiD,EAAC,KAAD,KAASH,GAAT,OADjD,OAKR,EAAC,KAAD,CAASG,MAAO,kBACZ,EAAC,KAAD,CAAOA,MAAO,aACV,2DACiD,wBADjD,6CAEc,wBAFd,wFAKA,EAAC,KAAD,KAASH,GAAT,QAEJ,EAAC,KAAD,CAAOG,MAAO,gBACV,2DACiD,0BADjD,mFAEmD,2BAFnD,oCAKA,EAAC,KAAD,KAASH,GAAT,OACA,EAAC,KAAD,KAASA,GAAT,SAGR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,iCAAsB,EAAC,KAAD,KAASH,GAAT,SAChC,mDACyC,EAAC,KAAD,KAASA,GAAT,OADzC,SACsE,2BAAgB,sCADtF,uBAE6C,4BAF7C,wBAGQ,EAAC,KAAD,KAASA,GAAT,OAHR,IAGgC,oCAHhC,WAGoE,EAAC,KAAD,KAASA,GAAT,OAHpE,IAG4F,oCAH5F,KAMA,EAAC,KAAD,KAASA,GAAT,OACA,EAAC,KAAD,oEACgE,8BADhE,KAGA,yBACe,EAAC,KAAD,KAASA,GAAT,OADf,qBAGA,EAAC,KAAD,KAASA,GAAT,OAMA,EAAC,KAAD,kFAGA,yBACe,EAAC,KAAD,KAASA,GAAT,OADf,qBAGA,EAAC,KAAD,KAASA,GAAT,OAMA,EAAC,KAAD,4CACwC,EAAC,KAAD,KAASA,GAAT,OADxC,KAGA,4HAIA,EAAC,KAAD,KAASA,GAAT,OAMA,qDAGA,EAAC,KAAD,KAASA,GAAT,QAEJ,EAAC,KAAD,CAAOG,MAAO,iCAAsB,EAAC,KAAD,KAASH,GAAT,OAAtB,2BACV,uDAC6C,EAAC,KAAD,KAASA,GAAT,OAD7C,MACwE,8CADxE,4BAE8C,uBAF9C,iCAE2F,sCAF3F,oBAKA,EAAC,KAAD,oEACgE,qCADhE,KAGA,sDAC4C,sCAD5C,iDAIA,EAAC,KAAD,KAASA,GAAT,OACA,yDAC+C,qDAD/C,mBAIA,qDAGA,EAAC,KAAD,KAASA,GAAT,QAEJ,EAAC,KAAD,CAAOG,MAAO,iCAAsB,EAAC,KAAD,KAASH,GAAT,OAAtB,yBACV,8CACoC,uBADpC,IACoD,4BADpD,QAC6E,mDAD7E,8DAIA,EAAC,KAAD,KAASA,GAAT,OACA,yDAC+C,wDAD/C,6EAIA,qDAGA,EAAC,KAAD,KAASA,GAAT,SAGR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,iCAAsB,EAAC,KAAD,KAASH,GAAT,OAAtB,aACV,4BACkB,EAAC,KAAD,KAASA,GAAT,OADlB,MAC4C,sBAD5C,8EAEsC,EAAC,KAAD,KAASA,GAAT,OAFtC,QAEkE,EAAC,KAAD,KAASA,GAAT,MAFlE,sBAMJ,EAAC,KAAD,CAAOG,MAAO,iCAAsB,EAAC,KAAD,KAASH,GAAT,MAAtB,YACV,4BACkB,EAAC,KAAD,KAASA,GAAT,MADlB,MAC4C,qBAD5C,qBAEQ,EAAC,KAAD,KAASA,GAAT,MAFR,MAEkC,EAAC,KAAD,KAASA,GAAT,MAFlC,+BAIA,6BACmB,sBADnB,kBACgD,yBADhD,eAEY,EAAC,KAAD,KAASA,GAAT,MAFZ,qEAOR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,iCAAsB,EAAC,KAAD,KAASH,GAAT,QAChC,0BACgB,oDADhB,0BAEoB,EAAC,KAAD,KAASA,GAAT,MAFpB,qCAE8E,yBAF9E,KAIA,EAAC,KAAD,KAASA,GAAT,MACA,2EACiE,uCADjE,KAGA,EAAC,KAAD,KAASA,GAAT,MAOA,EAAC,KAAD,KACI,mDAGA,EAAC,KAAD,KAASA,GAAT,MAOA,qDAGA,EAAC,KAAD,KAASA,GAAT,OAQJ,qDAGA,EAAC,KAAD,KAASA,GAAT,OAEJ,EAAC,KAAD,CAAOG,MAAO,iCAAsB,EAAC,KAAD,KAASH,GAAT,QAChC,+BACqB,8BADrB,yBACiE,EAAC,KAAD,KAASA,GAAT,MADjE,qCAEkC,2CAFlC,KAIA,EAAC,KAAD,KAASA,GAAT,MACA,iBACO,uCADP,aAGA,EAAC,KAAD,KAASA,GAAT,MAOA,qDAGA,EAAC,KAAD,KAASA,GAAT,QAGR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,iCACV,4DACkD,EAAC,KAAD,KAASH,GAAT,MADlD,sCAIA,EAAC,KAAD,KAASA,GAAT,MACA,iEACuD,EAAC,KAAD,KAASA,GAAT,MADvD,2BAEY,EAAC,KAAD,KAASA,GAAT,MAFZ,oBAIA,EAAC,KAAD,KAASA,GAAT,MASA,2EACiE,EAAC,KAAD,KAASA,GAAT,MADjE,MAIJ,EAAC,KAAD,CAAOG,MAAO,iCAAsB,EAAC,KAAD,KAASH,GAAT,QAChC,sCAC4B,iCAD5B,mBACqE,kDADrE,KAIA,yBACe,EAAC,KAAD,KAASA,GAAT,MADf,UAC6C,2BAD7C,wBAEQ,yBAFR,IAE0B,EAAC,KAAD,KAASA,GAAT,MAF1B,UAEwD,oCACpD,EAAC,KAAD,KAASA,GAAT,MAHJ,KAKA,EAAC,KAAD,KAASA,GAAT,MACA,0CACgC,2DADhC,6BAEY,EAAC,KAAD,KAASA,GAAT,MAFZ,mBAEmD,EAAC,KAAD,KAASA,GAAT,MAFnD,oEAG0C,EAAC,KAAD,KAASA,GAAT,MAH1C,MAKA,EAAC,KAAD,+BAC2B,EAAC,KAAD,CACvBU,KAAM,uGADiB,OAD3B,KAIA,uEAGA,EAAC,KAAD,KAASV,GAAT,MAMA,qDAGA,EAAC,KAAD,KAASA,GAAT,QAGR,EAAC,KAAD,CAASG,MAAO,oBACZ,EAAC,KAAD,CAAOA,MAAO,kBACV,8BAGA,EAAC,KAAD,KAASH,GAAT,MAMA,wGAGA,EAAC,KAAD,KAASA,GAAT,MACA,wEAC8D,kCAD9D,cAEU,EAAC,KAAD,KAASA,GAAT,MAFV,KAIA,EAAC,KAAD,KAASA,GAAT,MACA,WACI,EAAC,KAAD,KAASA,GAAT,MADJ,SACiC,qBADjC,qEAIA,sBACY,EAAC,KAAD,KAASA,GAAT,MADZ,yDAGA,EAAC,KAAD,KAASA,GAAT,MACA,wDAC8C,EAAC,KAAD,UAD9C,oBAGA,YACI,kCAAuB,EAAC,KAAD,KAASA,GAAT,OACvB,iDAAsC,EAAC,KAAD,KAASA,GAAT,OACtC,iDAAsC,EAAC,KAAD,KAASA,GAAT,QAE1C,EAAC,KAAD,KAASA,GAAT,OAEJ,EAAC,KAAD,CAAOG,MAAO,4BACV,oDAGA,EAAC,KAAD,KAASH,GAAT,MACA,oBACU,EAAC,KAAD,KAASA,GAAT,MADV,SAC0C,+BAD1C,0CAIA,mEAGA,EAAC,KAAD,KAASA,GAAT,QAGR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,oBACV,sDAGA,EAAC,KAAD,KAASH,GAAT,MAMA,WACI,qCADJ,6CAEO,EAAC,KAAD,KAASA,GAAT,MAFP,qCAEgE,+BAFhE,KAIA,8BACoB,kCADpB,gCAEW,uBAFX,kBAKJ,EAAC,KAAD,CAAOG,MAAO,0BACV,4DAGA,EAAC,KAAD,KAASH,GAAT,MAMA,6CACmC,gCADnC,kCAGA,WACI,qCADJ,oDACkF,wDADlF,KAIA,8BACoB,kCADpB,sCAEiB,uBAFjB,uB,0DC5ZpB,+FAQe,qBACX,OACI,aACI,gCACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,S,i1ECXNA,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAMO,KAAM,sCAAZ,gCAGZ,EAAC,IAAD,CAAOP,MAAO,SACV,8BAGA,YACI,iDACA,mEAIZ,EAAC,IAAD,CAASA,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,8BACV,kIAIA,EAAC,IAAD,KACI,YACI,OAAGO,KAAM,4CAAT,8BADJ,IACwF,iEAKhG,EAAC,IAAD,CAAOP,MAAO,QACV,wCAC8B,EAAC,IAAD,CAAMO,KAAM,6BAAZ,QAD9B,8CAIA,qCAC2B,4GAG3B,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CACAA,KAAM,sFADN,4BAMhB,EAAC,IAAD,CAASP,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,sBACV,+CAGA,YACI,8CACA,2FAIZ,EAAC,IAAD,CAASA,MAAO,8BACZ,EAAC,IAAD,CAAOA,MAAO,UACV,2EACiE,EAAC,IAAD,KAASH,EAAT,MADjE,yCAIA,mDACyC,EAAC,IAAD,KAASA,EAAT,MADzC,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,mBACV,kFAGA,EAAC,IAAD,KAASH,EAAT,OAEJ,EAAC,IAAD,CAAOG,MAAO,mBACV,sFAGA,EAAC,IAAD,KAASH,EAAT,QAGR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,eACV,yCAC+B,uCAD/B,yCAEY,sBAFZ,KAIA,EAAC,IAAD,KACI,4BACgB,aADhB,eAEgB,aAFhB,eAGgB,aAHhB,kBAQR,EAAC,IAAD,CAAOA,MAAO,kBACV,yCAC+B,uCAD/B,mFAEiD,2BAFjD,qDAKA,EAAC,IAAD,KACI,4BACgB,aADhB,eAEgB,aAFhB,eAGgB,aAHhB,kBASZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,0BACV,+CACqC,6BADrC,UACiE,8BADjE,yBAEgB,qCAFhB,KAKA,WACI,EAAC,IAAD,KAASH,EAAT,OAEJ,YACI,YACI,EAAC,IAAD,eADJ,mDAGA,YACI,EAAC,IAAD,UADJ,gDAGA,YACI,EAAC,IAAD,UADJ,eACkC,EAAC,IAAD,UADlC,8DAEyB,EAAC,IAAD,KAASA,EAAT,MAFzB,iDAOR,EAAC,IAAD,CAAOG,MAAO,kBACV,6CACmC,mDADnC,+DAIA,EAAC,IAAD,KAASH,EAAT,MACA,EAAC,IAAD,oEAEI,EAAC,IAAD,KAASA,EAAT,SAIZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,oBACV,wBACc,EAAC,IAAD,KAASH,EAAT,MADd,2GAIA,yCAC+B,EAAC,IAAD,KAASA,EAAT,MAD/B,2BAEO,EAAC,IAAD,KAASA,EAAT,MAFP,mDAGO,EAAC,IAAD,KAASA,EAAT,MAHP,4BAKA,8GAIJ,EAAC,IAAD,CAAOG,MAAO,gDACV,YACI,qBAAU,kCAAV,KACA,4BAAiB,0BAAjB,KACA,YAAI,kBAAJ,sBACA,YAAI,kBAAJ,uBACA,YAAI,kBAAJ,mDAIZ,EAAC,IAAD,CAASA,MAAO,uCACZ,EAAC,IAAD,CAAOA,MAAO,mBACV,+CACqC,mBADrC,KAGA,4BACkB,EAAC,IAAD,KAASH,EAAT,MADlB,KAGA,EAAC,IAAD,iCAC6B,EAAC,IAAD,UAD7B,kBAC8D,EAAC,IAAD,KAASA,EAAT,MAD9D,MAIJ,EAAC,IAAD,CAAOG,MAAO,sBACV,qDAC2C,wCAD3C,KAGA,4BACkB,EAAC,IAAD,KAASH,EAAT,MADlB,KAGA,EAAC,IAAD,6DACyD,EAAC,IAAD,KAASA,EAAT,MADzD,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,mBACV,6CACmC,8BADnC,KAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASH,EAAT,MADJ,2EAKJ,EAAC,IAAD,CAAOG,MAAO,aACV,6CACmC,iCADnC,KAGA,EAAC,IAAD,KACI,iDACuC,EAAC,IAAD,KAASH,EAAT,MADvC,KAGA,8BACoB,EAAC,IAAD,KAASA,EAAT,MADpB,UAEQ,EAAC,IAAD,KAASA,EAAT,MAFR,uCAIA,qCAC2B,EAAC,IAAD,KAASA,EAAT,MAD3B,4DAE8C,0BAF9C,uBAOZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,6BACV,kEACwD,8BADxD,KAGA,qGAGA,wFAIJ,EAAC,IAAD,CAAOA,MAAO,sBACV,kEACwD,iCADxD,KAGA,2G,8vYC1PdH,GAAIC,OAAOC,IAGF,eACX,OACI,EAAC,YAAD,KACI,EAAC,KAAD,CAASC,MAAO,kDACZ,EAAC,KAAD,CAAOA,MAAO,WACV,4FAGA,qCAC2B,sCAD3B,8JAKA,2BAGA,YACI,YAAI,EAAC,KAAD,KAASH,GAAT,OAAJ,QAAiD,mCAAjD,iBACA,YAAI,EAAC,KAAD,KAASA,GAAT,OAAJ,QAAiD,sCAAjD,qCAGA,YAAI,EAAC,KAAD,KAASA,GAAT,OAAJ,QAA+C,+CAA/C,mBAGA,YAAI,EAAC,KAAD,KAASA,GAAT,OAAJ,OAA+C,mCAEnD,0CACgC,wCADhC,IACiE,EAAC,KAAD,KAASA,GAAT,OADjE,aAGA,EAAC,KAAD,KAASA,GAAT,QAGR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,uBACV,uBACa,oBADb,IAC0B,EAAC,KAAD,KAASH,GAAT,MAD1B,oCAEQ,EAAC,KAAD,KAASA,GAAT,MAFR,uBAIA,sCAC4B,4BAD5B,qBACkE,EAAC,KAAD,KAASA,GAAT,MADlE,mBAEa,EAAC,KAAD,YAFb,KAIA,EAAC,KAAD,KAASA,GAAT,MACA,qEAGA,EAAC,KAAD,KAASA,GAAT,OAIJ,EAAC,KAAD,CAAOG,MAAO,kCACV,qCAC2B,qCAD3B,IACyD,EAAC,KAAD,KAASH,GAAT,MADzD,uBAEM,iCAFN,KAIA,EAAC,KAAD,KAASA,GAAT,MASA,wCAC8B,oCAD9B,IAC2D,EAAC,KAAD,KAASA,GAAT,MAD3D,KAGA,EAAC,KAAD,KAASA,GAAT,MAOA,0BAGA,EAAC,KAAD,KAASA,GAAT,MACA,uEAGA,EAAC,KAAD,KAASA,GAAT,QAGR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,2BACV,uBACa,wBADb,IAC8B,EAAC,KAAD,KAASH,GAAT,MAD9B,aAEU,EAAC,KAAD,KAASA,GAAT,MAFV,oCAEoE,EAAC,KAAD,KAASA,GAAT,MAFpE,uBAKA,4CACkC,EAAC,KAAD,KAASA,GAAT,MADlC,UACkE,EAAC,KAAD,KAASA,GAAT,MADlE,eAGA,EAAC,KAAD,KAASA,GAAT,MACA,EAAC,KAAD,KACI,+GAKJ,qEAGA,EAAC,KAAD,KAASA,GAAT,OAIJ,EAAC,KAAD,CAAOG,MAAO,sCACV,qCAC2B,qCAD3B,IACyD,EAAC,KAAD,KAASH,GAAT,MADzD,uBAEM,iCAFN,mCAIA,EAAC,KAAD,KAASA,GAAT,MASA,wCAC8B,oCAD9B,IAC2D,EAAC,KAAD,KAASA,GAAT,MAD3D,KAGA,EAAC,KAAD,KAASA,GAAT,MASA,0BAGA,EAAC,KAAD,KAASA,GAAT,MACA,uEAGA,EAAC,KAAD,KAASA,GAAT,MACA,EAAC,KAAD,4EAEc,EAAC,KAAD,KAASA,GAAT,MAFd,mCAEqE,EAAC,KAAD,KAASA,GAAT,MAFrE,6BAGqB,0CAHrB,OAOR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOG,MAAO,wBACV,sBACY,sDACR,EAAC,KAAD,KAASH,GAAT,MAFJ,oCAGQ,EAAC,KAAD,KAASA,GAAT,MAHR,uBAKA,EAAC,KAAD,KAASA,GAAT,MACA,EAAC,KAAD,KACI,+FAGA,EAAC,KAAD,KAASA,GAAT,OAEJ,qEAGA,EAAC,KAAD,KAASA,GAAT,OAIJ,EAAC,KAAD,CAAOG,MAAO,oCACV,qCAC2B,qCAD3B,IACyD,EAAC,KAAD,KAASH,GAAT,MADzD,uBAEM,iCAFN,mCAIA,EAAC,KAAD,KAASA,GAAT,MASA,wCAC8B,oCAD9B,IAC2D,EAAC,KAAD,KAASA,GAAT,MAD3D,KAGA,EAAC,KAAD,KAASA,GAAT,MASA,0BAGA,EAAC,KAAD,KAASA,GAAT,MACA,uEAGA,EAAC,KAAD,KAASA,GAAT,QAGR,EAAC,KAAD,CAASG,MAAO,uBACZ,EAAC,KAAD,CAAOA,MAAO,qBACV,iDACuC,EAAC,KAAD,KAASH,GAAT,MADvC,UACqE,uCADrE,KAGA,2BACiB,qBADjB,iBAC4C,oBAD5C,KAGA,4BAGA,YACI,6BAAkB,EAAC,KAAD,KAASA,GAAT,MAAlB,KACA,0BAAe,EAAC,KAAD,KAASA,GAAT,MAAf,KACA,oCAAyB,EAAC,KAAD,UAAzB,cAAsD,EAAC,KAAD,KAASA,GAAT,MAAtD,oBACO,EAAC,KAAD,KAASA,GAAT,MADP,KAGA,0BAAe,EAAC,KAAD,KAASA,GAAT,MAAf,OAGR,EAAC,KAAD,CAAOG,MAAO,iBACV,2DACiD,EAAC,KAAD,KAASH,GAAT,MADjD,KAGA,sBACY,uBADZ,mBAC2C,EAAC,KAAD,YAD3C,sBAGA,4CACkC,wCADlC,aAEO,EAAC,KAAD,KAASA,GAAT,MAFP,cAEuD,oBAFvD,KAIA,4BAGA,YACI,6BAAkB,EAAC,KAAD,KAASA,GAAT,MAAlB,WAA4E,mCAE5E,0BAAe,EAAC,KAAD,KAASA,GAAT,OACf,YACI,0BAGA,EAAC,KAAD,KAASA,GAAT,OAeJ,0BAAe,EAAC,KAAD,KAASA,GAAT,QAEnB,EAAC,KAAD,uBACmB,EAAC,KAAD,KAASA,GAAT,MADnB,qF","file":"route-CalcoloNumerico.chunk.cf22a.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import {Fragment} from \"preact\";\nimport {ILatex, Panel, PLatex, Section, Todo} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Si vuole trovare una funzione in grado di approssimarne un'altra, di cui si conoscono\n però solo alcuni punti.\n

    \n \n È utile in un sacco di casi! Ad esempio, quando si vuole scalare un'immagine.\n \n

    \n I punti sono detti nodi {r`(x_i, y_i)`}, mentre la funzione costruita su\n di essi è detta interpolante {r`g`}:\n

    \n {r`g(x_i) = y_i`}\n

    \n Dato un insieme di punti, esistono infinite funzioni interpolanti.\n

    \n     \n \n

    \n Il teorema fondamentale dell'algebra dice che esiste una sola\n interpolante polinomiale che interpola un dato insieme di punti.\n

    \n

    \n Con n+1 punti, l'interpolante sarà al massimo di grado n, e\n viene detta {r`p_n`}.\n

    \n

    \n La sua forma canonica sarà:\n

    \n {r`p_n(x) = a_0 + a_1 x + a_2 x^2 + a_3 x^3 + \\dots + a_n x^n`}\n     \n
    \n
    \n \n

    \n È possibile scrivere la forma canonica come matrice:\n

    \n {r`A \\cdot x = b`}\n

    \n Costruiamo la matrice di Vandermonde:\n

    \n {r`\n A =\n \\begin{pmatrix}\n 1 & x_0 & x_0^2 & \\dots & x_0^n\\\\\\\\\n 1 & x_1 & x_1^2 & \\dots & x_1^n\\\\\\\\\n 1 & x_2 & x_2^2 & \\dots & x_2^n\\\\\\\\\n \\vdots & \\vdots & \\vdots & \\ddots & \\vdots\\\\\\\\\n 1 & x_n & x_n^2 & \\dots & x_n^n\n \\end{pmatrix}\n `}\n

    \n Costruiamo il vettore delle incognite:\n

    \n {r`\n x = \n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\\\\\\\\\n a_2\\\\\\\\\n \\vdots\\\\\\\\\n a_n\n \\end{pmatrix}\n `}\n

    \n Costruiamo il vettore dei termini noti:\n

    \n {r`\n b =\n \\begin{pmatrix}\n y_0\\\\\\\\\n y_1\\\\\\\\\n y_2\\\\\\\\\n \\vdots\\\\\\\\\n y_n\n \\end{pmatrix}\n `}\n \n Per trovare il polinomio di interpolazione è sufficiente risolvere il problema!\n \n

    \n È efficace perchè una volta calcolati i coefficienti essi valgono per tutti i punti, ma\n ha come svantaggio che la matrice di Vandermonde è spesso malcondizionata.\n

    \n     \n \n

    \n È possibile scrivere il polinomio di interpolazione raccogliendo\n le {r`y`}:\n

    \n {r`p_n (x) = y_0 L_0 + y_1 L_1 + y_2 L_2 + \\dots + y_n L_n`}\n

    \n I polinomi {r`L_k`} sono detti polinomi di Lagrange, e hanno le seguenti\n proprietà:\n

    \n
      \n
    • \n Valgono 1 in corrispondenza del nodo con lo stesso\n indice, 0 in corrispondenza dei nodi con indice diverso\n e {r`0 < n < 1`} in tutti gli altri casi.\n\n {r`\n \\begin{cases}\n L_k(x_k) = 1 \\qquad (nel\\ nodo)\\\\\n L_k(x_j) = 0 \\qquad (altri\\ nodi)\n \\end{cases}\n `}
      • \n
    • \n Si compongono con questo prodotto:\n\n {r`L_k = \\frac{(x - x_0) \\cdot \\dots \\cdot (x - x_{k-1}) \\cdot (x - x_{k+1}) \\cdot \\dots \\cdot (x_k - x_n)}{(x_k - x_0) \\cdot \\dots \\cdot (x_k - x_{k-1}) \\cdot (x_k - x_{k+1}) \\cdot \\dots \\cdot (x_k - x_n)}`}\n
      • \n
    \n Non c'è il termine con {r`x_k`}!\n

    \n Tutti insieme formano la base di Lagrange.\n

    \n Si chiama base perchè sono linearmente indipendenti!\n

    \n Questo metodo permette di calcolare il valore del polinomio di interpolazione in un singolo\n punto:\n

    \n \n

    \n Si può risparmiare tempo di calcolo calcolando una singola volta il numeratore\n con tutti i termini:\n

    \n {r`\\omega_n = (x - x_0) \\cdot (x - x_1) \\cdot \\dots \\cdot (x - x_n)`}\n

    \n E poi dividendo per il termine che andrebbe escluso:\n

    \n {r`L_k(x) = \\frac{ \\omega_n }{ (x - x_k) \\cdot \\prod_{i=0, i \\neq k} (x_k - x_i) }`}\n     \n

    \n Ha costo computazionale {r`O(n^2)`}.\n

    \n     \n
    \n
    \n \n

    \n È l'errore compiuto durante l'interpolazione.\n

    \n

    \n Se la funzione f è interpolata da p_n, allora esso varrà:\n

    \n {r`R_n(x) = f(x) - p_n(x)`}\n

    \n In particolare, è interessante la sua norma a\n infinito, {r`\\| f - p_n \\|_\\infty`}, che corrisponde alla distanza massima tra\n le due funzioni.\n

    \n

    \n Un teorema dice che esso è uguale a:\n

    \n {r`R_n(x) = \\frac{ \\omega_n(x) }{ (n + 1)! } \\cdot f^{(n+1)}(\\xi)`}\n     \n \n

    \n L'errore nell'interpolazione dipende principalmente da due fattori:\n

    \n
      \n
    • Come sono distribuiti sull'asse X i punti da interpolare
      • \n
    • Il grado del polinomio di interpolazione
      • \n
    \n     \n
    \n
    \n \n

    \n Fenomeno che si verifica cercando di interpolare la funzione di\n Runge ({r`\\frac{1}{1 + 25x^2}`}).\n

    \n

    \n Scegliendo nodi equispaziati, l'errore di interpolazione sarà enorme vicino ai due\n estremi dell'intervallo.\n

    \n \n Addirittura, più nodi verranno scelti, più esso sarà alto!\n \n

    \n Si evita scegliendo i nodi in una maniera diversa.\n

    \n     \n \n

    \n Nodi ottenuti partizionando una semicirconferenza, e proiettando le partizioni sul\n diametro.\n

    \n

    \n La formula usata per ottenere {r`n`} punti è:\n

    \n {r`x_i = \\cos \\left( \\frac{ (2 \\cdot i + 1) \\cdot \\pi }{ 2 \\cdot (n+1) } \\right)`}\n

    \n Proprietà di min-max: sono la scelta ottimale dei punti di interpolazione.\n

    \n {r`\\omega_n(\\star) = \\max_{x \\in [a, b]} \\left| \\omega_n(x) \\right|`}\n

    \n In particolare, si ha che:\n

    \n {r`\\omega_n(\\star) = 2 \\left( \\frac{b-a}{4} \\right)^{n+1}`}\n     \n
    \n     \n )\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"menulist\":\"menulist__2Cmnq\"};","import {Fragment} from \"preact\";\nimport {ILatex, Panel, PLatex, Section} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Si vogliono trovare i punti (zeri) in cui una funzione continua f : [a, b]\n \\to R vale 0.\n

    \n

    \n Per il teorema del valore medio, se {r`f(a) \\cdot f(b) \\leq 0`}, allora\n esiste sicuramente un punto in cui la funzione vale 0.\n

    \n

    \n Denominiamo il punto in cui la funzione\n vale 0 come {r`x_{(\\star)}`}.\n

    \n     \n \n

    \n Più la derivata prima della funzione si avvicina allo 0, peggio il problema\n sarà condizionato.\n

    \n {r`f'(x_{(\\star)}) \\simeq 0 \\implies mal\\ condizionato`}\n     \n
    \n
    \n \n

    \n Indice {r`{\\color{Orange} p}`} di quanto in fretta una successione converge\n alla soluzione.\n

    \n {r`\\lim_{i \\to +\\infty} \\frac{ \\left| x_{(i+1)} - x_{(\\star)} \\right| }{ \\left| x_{(k)} - x_{(\\star)} \\right|^{\\color{Orange} p}}`}\n
      \n
    • Convergenza lineare: {r`p = 1`} e {r`0 < C < 1`}\n
      • \n
    • Convergenza superlineare: {r`p = 1`} e {r`C = 0`}\n
      • \n
    • Convergenza quadratica: {r`p = 2`} e {r`0 < C < 1`}\n
      • \n
    • Convergenza\n superquadratica: {r`p = 2`} e {r`C = 0`}
      • \n
    • ...
      • \n
    \n     \n
    \n
    \n \n

    \n Sono metodi iterativi in grado di ridurre sempre di più l'intervallo in cui è definita la\n funzione, facendolo convergere allo zero desiderato.\n

    \n

    \n Alcuni di essi sono il metodo dicotomico e il metodo regula falsi.\n

    \n

    \n Richiedono una valutazione di funzione non-lineare ad ogni iterazione.\n

    \n

    \n Ad ogni iterazione, l'intervallo viene sempre almeno dimezzato; si ha, pertanto,\n che:\n

    \n {r`b_{(i)} - a_{(i)} = \\frac{b - a}{2^{i - 1}}`}\n

    \n Hanno quindi convergenza lineare ({r`C = \\frac{1}{2}, p = 1`}).\n

    \n

    \n Il loro criterio di arresto è un numero di iterazioni prefissato che dipende\n dalla tolleranza sull'errore:\n

    \n {r`i \\geq \\log_2 \\left( \\frac{b - a}{\\tau} \\right)`}\n \n Dividi l'intervallo {r`[a, b]`} in tante parti grandi quanto la tolleranza.\n L'algoritmo di bisezione ne escluderà metà ad ogni iterazione; la tolleranza sarà raggiunta\n quando rimarrà una parte sola!\n \n     \n
    \n
    \n \n
      \n
    1. Finchè non sono state compiute il numero di iterazioni prefissate:\n
        \n
      1. \n Calcoliamo il punto\n medio dell'intervallo {r`[a_{(n)}, b_{(n)}]`}:\n {r`c_{(n)} = a_{(n)} + \\frac{b_{(n)} - a_{(n)}}{2}`}\n
        2. \n
      2. \n Dividiamo l'intervallo in due parti, separate da {r`c_{(n)}`}:\n
          \n
        • {r`[a_{(n)}, c_{(n)}]`} è la metà sinistra
          • \n
        • {r`[c_{(n)}, b_{(n)}]`} è la metà destra
          • \n
        \n
        3. \n
      3. \n Teniamo l'intervallo in cui i valori della funzione ai due estremi sono discordi, e\n rinominiamolo in {r`[a_{(n+1)}, b_{(n+1)}]`}.\n
        4. \n
      \n
      2. \n
    \n     \n \n
      \n
    1. Finchè non sono state compiute il numero di iterazioni prefissate:\n
        \n
      1. \n Calcoliamo l'intersezione tra la retta che congiunge i due estremi\n {r`a_{(n)}, b_{(n)}`} e l'asse X:\n {r`c_{(n)} = b_{(n)} - \\frac{f(b_{(n)})}{\\frac{f(b_{(n)}) - f(a_{(n)})}{b_{(n)} - a_{(n)}}}`}\n
        2. \n
      2. \n Dividiamo l'intervallo in due parti, separate da {r`c_{(n)}`}:\n
          \n
        • {r`[a_{(n)}, c_{(n)}]`} è la parte sinistra
          • \n
        • {r`[c_{(n)}, b_{(n)}]`} è la parte destra
          • \n
        \n
        3. \n
      3. \n Teniamo l'intervallo in cui i valori della funzione ai due estremi sono discordi, e\n rinominiamolo in {r`[a_{(n+1)}, b_{(n+1)}]`}.\n
        4. \n
      \n
      2. \n
    \n     \n
    \n
    \n \n

    \n Sono metodi iterativi che funzionano in modo molto simile ai metodi iterativi per i\n sistemi lineari, utilizzando una funzione {r`\\phi`} come \"metodo\".\n

    \n {r`x = x - \\phi(x) \\cdot f(x)`}\n

    \n Che diventa:\n

    \n {r`x_{(k+1)} = g( x_{(k)} )`}\n

    \n Sfruttano i punti fissi {r`g(x_{(\\star)}) = x_{(\\star)}`} della\n funzione {r`f`} per convergere:
    \n se {r`\\phi(x)`} non ha zeri, allora i punti fissi coincideranno con\n gli zeri della funzione {r`f`}.\n

    \n {r`g(x) = x - \\phi(x) \\cdot f(x)`}\n

    \n Si può raggiungere iterativamente ad un punto fisso attraverso la formula:\n

    \n {r`x_{(k+1)} = g( x_{(k)} )`}\n

    \n Non si conosce in anticipo il numero di iterazioni necessarie per soddisfare la\n tolleranza {r`\\tau`}; ad ogni iterazione, si controlla se la tolleranza è\n soddisfatta:\n

    \n
      \n
    • Nella differenza tra due\n iterate: {r`\\frac{\\left| x_{(k+1)} - x_{(k)} \\right|}{\\left| x_{(k+1)} \\right|} \\leq \\tau`}\n
      • \n
    • Nel residuo del problema: {r`\\left| f(x_{(k)}) \\right| \\leq \\tau`}\n
      • \n
    \n     \n \n

    \n Se:\n

    \n
      \n
    • \n Tutti i valori restituiti dalla funzione {r`g`} rientrano nel suo stesso\n dominio:\n {r`g : [a, b] \\to [a, b]`}\n
      • \n
    • \n

      \n La funzione {r`g`} è una contrazione, ovvero restringe\n l'intervallo {r`[a, b]`}:\n

      \n {r`\\forall (x, y) \\in [a, b], | g(x) - g(y) | \\leq L \\cdot | x - y |`}\n

      \n (dove {r`0 < L < 1`})\n

      \n
      • \n
    \n

    \n Allora:\n

    \n
      \n
    • \n

      \n Il punto fisso esiste ed è unico:\n

      \n {r`\\exists! x_{(\\star)}`}\n
      • \n
    • \n Il metodo delle approssimazioni successive converge per qualsiasi punto di partenza.\n
      • \n
    • \n

      \n Vale la seguente disequazione di maggiorazione dell'errore:\n

      \n {r`\\left| x_{(k)} - x_{(\\star)} \\right| \\leq \\frac{ L^k }{ 1 - L } \\cdot \\left| x_{(1)} - x_{(0)} \\right|`}\n
      • \n
    \n

    \n Più è piccolo L, più il metodo convergerà in fretta.\n

    \n \n L è molto simile al raggio spettrale {r`\\rho(M)`} dei metodi\n iterativi per i sistemi lineari!\n \n     \n
    \n
    \n \n

    \n Sfrutta la continuità delle funzioni per ottenere una convergenza di ordine più alto.\n

    \n {r`\\phi (x) = \\frac{1}{f' (x)}`}\n {r`x_{(k+1)} = x_{(k)} - \\frac{ f(x_{(k)}) }{ f'(x_{(k)}) }`}\n \n Geometricamente, corrisponde a prolungare una retta nel\n punto {r`(x_{(k)}, f(x_{(k)}))`} con pendenza {r`f'(x_{(k)})`},\n e prendendo come nuovo punto la sua intersezione con l'asse X e la sua corrispettiva immagine\n nella funzione.\n \n

    \n Ha costo computazionale di 2 valutazioni di funzione più 2 valutazioni di derivata.\n

    \n

    \n Ha convergenza quadratica.\n

    \n     \n \n

    \n È come il metodo di Newton, ma usa il rapporto incrementale, in modo da poter essere\n applicato a funzioni non continue.\n

    \n {r`\\phi (x) = \\frac{ 1 }{ \\frac{ f(x_{(k)}) - f(x_{(k-1)}) }{ x_{(k)} - x_{(k-1)} } }`}\n {r`x_{(k+1)} = x_{(k)} - \\frac{ f(x_{(k)}) }{ \\frac{ f(x_{(k)}) - f(x_{(k-1)}) }{ x_{(k)} - x_{(k-1)} } }`}\n \n Geometricamente, corrisponde a costruire una retta che attraversa i\n punti {r`(x_{(k)}, f(x_{(k)}))`} e {r`(x_{(k-1)}, f(x_{(k-1)}))`},\n e prendendo come nuovo punto la sua intersezione con l'asse X e la sua corrispettiva immagine\n nella funzione.\n \n

    \n Ha costo computazionale di 3 valutazioni di funzione.\n

    \n

    \n Ha convergenza superlineare.\n

    \n     \n
    \n
    \n \n

    \n È possibile usare questi metodi per approssimare le soluzioni di sistemi non-lineari.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {ILatex, Panel, PLatex, Section} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Invece che costruire una singola funzione che interpola tutti i punti, per ogni intervallo\n tra due punti (sottointervallo) si costruisce una funzione apposta.\n

    \n     \n
    \n
    \n \n

    \n Interpolanti che:\n

    \n
      \n
    • sono polinomiali di grado massimo {r`n`}
      • \n
    • sono continue fino al grado {r`n - 1`}
      • \n
    • connettono {r`m + 2`} punti, e\n hanno {r`m`} sottointervalli\n
      • \n
    • hanno funzioni definite appositamente per ogni sottointervallo
      • \n
    \n \n

    \n Significa che agli estremi dell'intervallo, i valori di tutte le derivate fino al\n grado {r`n - 1`} devono essere uguali:\n

    \n {r`\\forall \\ k \\leq n-1, \\forall \\ i \\in \\{intervalli\\}, \\quad s_i^{(k)} (x_{i+1}) = s_i^{(k)} (x_{i+1})`}\n     \n

    \n Hanno {r`n + m + 1`} gradi di libertà.\n

    \n \n Esistono infinite spline di grado {r`n \\geq 2`}!\n \n     \n
    \n
    \n \n \n Sono anche dette interpolanti lineari a tratti.\n \n

    \n Per ogni sottointervallo, costruiamo una funzione lineare passante per i due estremi:\n

    \n {r`s_i(x) = y_i + \\frac{ y_{i + 1} - y_i }{ x_{i + 1} - x_i } \\cdot (x - x_i)`}\n \n È una linea spezzata!\n \n

    \n Il loro errore è:\n

    \n {r`\\| R \\|_\\infty = \\| f - s \\|_\\infty \\leq \\frac{1}{8} \\cdot \\max_{y \\in [a, b]} \\left| f''(y) \\right| \\cdot \\left( \\max_{i \\in \\{intervalli\\}} (x_{i+1} - x_{i}) \\right)^2`}\n

    \n Ha come vantaggi complessità computazionale molto più bassa e l'assenza del\n fenomeno di Runge, ma allo stesso tempo si perde la derivabilità della funzione.\n

    \n

    \n Non hanno gradi di libertà.\n

    \n     \n \n

    \n Spline con {r`n = 3`}, che soddisfano le seguenti uguaglianze:\n

    \n {r`\n \\forall \\ i \\in \\{0,\\ \\dots\\ ,\\ m - 1\\},\\ \n \\begin{cases}\n s_i (x_{i+1}) = s_{i+1} (x_{i+1})\\\\\\\\\n s'_i (x_{i+1}) = s'_{i+1} (x_{i+1})\\\\\\\\\n s''_i (x_{i+1}) = s''_{i+1} (x_{i+1})\n \\end{cases} \n `}\n {r`\n \\forall \\ i \\in \\{0,\\ \\dots\\ ,\\ m + 1\\},\\ \n \\begin{cases}\n s_i(x_i) = y_i\n \\end{cases}\n `}\n

    \n Esse hanno la seguente equazione:\n

    \n {r`s_i(x) = \\alpha_i + \\beta_i \\ ( x - x_i ) + \\gamma_i \\ ( x - x_i )^2 + \\delta_i \\ ( x - x_i )^3`}\n \n Spesso si indica con {r`h`} la distanza orizzontale tra due punti di un\n sottointervallo.\n \n     \n
    \n
    \n \n

    \n Classe di spline cubiche in cui:\n

    \n
      \n
    • {r`\\beta_0`} e {r`\\beta_{m+1}`} sono prefissati
      • \n
    \n

    \n È unica.\n

    \n

    \n Forma il seguente sistema di equazioni:\n

    \n {r`T z = c`}\n {r`\n b_i = h_{i+1} \\beta_i + 2 ( h_i + h_{i+1} ) + h_{i} \\beta_i+2\n `}\n {r`\n T = \n \\begin{pmatrix}\n 2 (h_0 + 2 h_1) & h_0 & {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Gray} 0} \\\\\\\\\n h_2 & 2 (h_1 + h_2) & h_1 & {\\color{Gray} 0} & {\\color{Gray} 0} \\\\\\\\\n {\\color{Gray} 0} & \\ddots & \\ddots & \\ddots & {\\color{Gray} 0} \\\\\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & h_{m-1} & 2 (h_{m-2} + h_{m-1}) & h_{m-2} \\\\\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Gray} 0} & h_m & 2 (h_{m-1} + h_m)\n \\end{pmatrix}\n `}\n {r`\n z =\n \\begin{pmatrix}\n \\beta_1\\\\\\\\\n \\beta_2\\\\\\\\\n \\vdots\\\\\\\\\n \\beta_{m-1}\\\\\\\\\n \\beta_{m}\n \\end{pmatrix}\n `}\n {r`\n c =\n \\begin{pmatrix}\n b_0 - h_1 \\beta_0\\\\\\\\\n b_1\\\\\\\\\n \\vdots\\\\\\\\\n b_{m-2}\\\\\\\\\n b_{m-1} - h_{m-1} \\beta_{m+1}\n \\end{pmatrix}\n `}\n     \n
    \n
    \n \n

    \n Classe di spline cubiche in cui:\n

    \n
      \n
    • {r`s''(x_0) = s''(x_{m+1}) = 0`}
      • \n
    \n

    \n È unica.\n

    \n     \n \n

    \n Classe di spline cubiche in cui:\n

    \n
      \n
    • {r`s(x) = s(m+1)`}
      • \n
    • {r`s'(x) = s'(m+1)`}
      • \n
    • {r`s''(x) = s''(m+1)`}
      • \n
    \n

    \n È unica.\n

    \n     \n \n

    \n Classe di spline cubiche in cui:\n

    \n
      \n
    • Negli\n intervalli {r`[x_0, x_2]`} e {r`[x_{m-1}, x_{m+1}]`} si\n presenta obbligatoriamente un polinomio di grado 3.\n
      • \n
    \n

    \n È unica.\n

    \n     \n
    \n
    \n \n

    \n Tra tutte le funzioni che interpolano dei punti, le tre classi di funzioni sopraelencate sono\n quelle che interpolano la funzione più \"dolcemente\".\n

    \n

    \n Per loro è valida la seguente proprietà:\n

    \n {r`\\int_a^b ( s''(x) )^2 dx \\leq \\int_a^b ( f''(x) )^2 dx`}\n     \n \n

    \n Più diminuisce la lunghezza {r`h`} degli intervalli, più aumenta l'accuratezza.\n

    \n

    \n Non si verifica il fenomeno di Runge.\n

    \n

    \n Si ha un'interpolazione anche della derivata prima.\n

    \n     \n
    \n     \n )\n}\n","import style from \"./MenuList.less\";\n\nexport default function(props) {\n return (\n
      \n {props.children}\n
    \n )\n}","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n","import {ILatex, Panel, PLatex, Section, Todo} from \"bluelib\";\nimport Link from \"../../components/Link\";\nimport Example from \"../../components/Example\";\nimport {Fragment} from \"preact\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Dato un sistema di equazioni lineari, si vuole trovare la sua soluzione.\n

    \n

    \n In forma matriciale, avrà una matrice dei coefficienti {r`A`}, un vettore\n dei termini noti {r`b`} e un vettore delle incognite\n {r`x`}.\n

    \n

    \n L'equazione matriciale del sistema è:\n

    \n {r`A \\cdot x = b`}\n     \n \n

    \n Il condizionamento della risoluzione di sistemi lineari è:\n

    \n {r`\\frac{{\\color{yellow} \\|A\\| \\cdot \\|A^{-1}\\|} \\cdot \\| \\Delta b \\|}{\\| b \\|}`}\n

    \n In particolare, è segnato in giallo nella formula il numero di condizionamento:\n

    \n \n {r`k(A) = \\| A \\| \\cdot \\| A^{-1} \\|`}\n \n     \n
    \n
    \n \n

    \n Metodi che trovano la soluzione esatta* di un sistema lineare.\n

    \n

    \n Tipicamente prevedono la fattorizzazione della matrice dei coefficienti in due\n sottomatrici più facili da risolvere.\n

    \n

    \n Generalmente hanno una complessità temporale {r`O(n^3)`}.\n

    \n     \n \n

    \n Metodi che trovano una soluzione imperfetta* di\n un sistema lineare.\n

    \n

    \n Tipicamente prevedono l'applicazione ripetuta di un metodo, in base al quale cambia\n la velocità di convergenza alla soluzione.\n

    \n

    \n Generalmente hanno una complessità temporale {r`O(n^2)`}.\n

    \n     \n
    \n
    \n \n

    \n Se la matrice dei coefficienti del sistema è diagonale, allora è possibile trovare la\n soluzione dividendo ogni termine noto per l'unico coefficiente diverso da zero presente\n nella sua riga:\n

    \n {r`x_i = \\frac{b_i}{A_{ii}}`}\n     \n \n

    \n Se la matrice dei coefficienti del sistema è triangolare inferiore o superiore, allora è\n possibile trovare la soluzione effettuando una sostituzione all'avanti oppure\n all'indietro:\n

    \n {r`x_i = \\frac{b_i - \\sum_{k = 1}^{i - 1} (x_k \\cdot A_{ik})}{A_{ii}}`}\n {r`x_i = \\frac{b_i - \\sum_{k = i - 1}^{n} (x_k \\cdot A_{ik})}{A_{ii}}`}\n     \n
    \n
    \n Fattorizzazione {r`LU`}}>\n

    \n Se tutti i valori sulla diagonale di {r`A`} sono diversi da 0 (eccetto\n l'ultimo) allora è possibile fattorizzarla in due matrici:\n una {r`L`} triangolare inferiore, e una {r`U`} triangolare\n superiore.\n

    \n {r`A = L \\cdot U`}\n \n Abbiamo fatto questo metodo in Algebra Lineare, chiamandolo metodo di Gauss.\n \n

    \n La matrice {r`L`} è così composta:\n

    \n {r`\n \\begin{cases}\n L_{ii} = 1 \\qquad \\qquad (diagonale)\\\\\n L_{ik} = -\\frac{A_{ik}}{A_{kk}} \\qquad (tri.\\ infer.)\n \\end{cases}\n `}\n \n Sono i moltiplicatori usati per rendere annullare il triangolo inferiore!\n \n

    \n La matrice {r`U`} è così composta:\n

    \n {r`\n \\begin{cases}\n U_{ik} = A_{ik} \\quad se\\ i \\leq k \\quad (tri.\\ super.)\\\\\n U_{ik} = 0 \\qquad se\\ i > k \\quad (tri.\\ infer.)\n \\end{cases}\n `}\n \n È la parte triangolare superiore di {r`A`}!\n \n

    \n Il sistema può essere poi risolto applicando due volte il metodo di sostituzione (all'avanti e\n all'indietro):\n

    \n {r`\n \\begin{cases}\n L \\cdot y = b\\\\\n U \\cdot x = y\n \\end{cases}\n `}\n

    \n Questo metodo ha costo computazionale:\n

    \n {r`{\\color{Yellow} O\\left(\\frac{n^3}{3}\\right)} + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n Fattorizzazione {r`LU`} con pivoting parziale}>\n

    \n È possibile applicare la fattorizzazione {r`LU`} a qualsiasi matrice\n non-singolare permettendo lo scambio (pivoting) delle righe, potenzialmente aumentando\n la stabilità dell'algoritmo.\n

    \n \n Abbiamo fatto questo metodo in Algebra Lineare, chiamandolo metodo di Gauss-Jordan!\n \n

    \n Alla formula precedente si aggiunge una matrice di permutazione che indica quali righe\n sono state scambiate:\n

    \n {r`P \\cdot A = L \\cdot U`}\n

    \n Per massimizzare la stabilità, si cerca di usare come perno l'elemento più grande della\n colonna.\n

    \n

    \n Questo metodo ha costo computazionale:\n

    \n {r`{\\color{Yellow} O\\left(\\frac{n^2}{2}\\right)} + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n Fattorizzazione {r`LU`} con pivoting totale}>\n

    \n È possibile anche permettere il pivoting sulle colonne per aumentare\n ulteriormente la stabilità dell'algoritmo, a costo di maggiore costo computazionale:\n

    \n {r`P \\cdot A \\cdot Q = L \\cdot U`}\n

    \n Per massimizzare la stabilità, si cerca di ordinare in modo decrescente la diagonale,\n assicurandoci che il primo perno sia più grande del secondo e così via.\n

    \n

    \n Questo metodo ha costo computazionale:\n

    \n {r`{\\color{Yellow} O\\left(\\frac{n^3}{3}\\right)} + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n
    \n
    \n Fattorizzazione {r`LU`} a banda}>\n

    \n Se la matrice {r`A`} è a banda, è possibile risparmiare spazio durante\n la fattorizzazione, in quanto sia {r`L`} sia {r`U`} saranno a\n banda!\n

    \n     \n Fattorizzazione {r`LU`} sparsa}>\n

    \n Se la matrice {r`A`} è sparsa, non è detto\n che {r`L`} e {r`U`} siano sparse a loro volta.\n

    \n

    \n Per evitare il fill-in, è necessario riordinare la\n matrice {r`A`} in modo che sia il più possibile simile a una matrice a\n banda.\n

    \n     \n
    \n
    \n Fattorizzazione {r`LDL^{-1}`}}>\n

    \n È possibile ridurre la complessità computazionale della\n fattorizzazione {r`LU`} se la matrice dei coefficienti è simmetrica:\n

    \n {r`A = L \\cdot D \\cdot L^{-1}`}\n

    \n In questo caso, si calcola solo la matrice L, utilizzando il metodo di pavimentazione.\n

    \n {r`\n \\begin{cases}\n d_{ii} = A_{ii} - \\sum_{k=1}^{i-1} ( d_{kk} \\cdot (l_{jk})^2 )\\\\\n \\\\\n l_{ij} = \\frac{A_{ij} - \\sum_{k=1}^{j-1} l_{ik} \\cdot d_{kk} \\cdot l_{jk}}{d_{ii}}\n \\end{cases}\n `}\n \n

    \n La prima colonna della matrice sarà:\n

    \n {r`\n \\begin{cases}\n d_{11} = A_{11}\\\\\n \\\\\n l_{i1} = \\frac{A_{i1}}{d_{11}}\n \\end{cases}\n `}\n

    \n La seconda colonna della matrice sarà:\n

    \n {r`\n \\begin{cases}\n d_{22} = A_{22} - d_{11} \\cdot (l_{21})^2\\\\\n \\\\\n l_{i2} = \\frac{A_{i2} - l_{i1} \\cdot d_{11} \\cdot l_{21}}{d_{ii}}\n \\end{cases}\n `}\n     \n

    \n Questo metodo ha costo computazionale:\n

    \n {r`{\\color{Yellow} O\\left(\\frac{n^3}{6}\\right)} + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n Fattorizzazione {r`\\mathcal{L} \\mathcal{L}^{-1}`}}>\n

    \n È possibile dare stabilità forte alla fattorizzazione {r`LDL^{-1}`} se\n la matrice dei coefficienti è simmetrica definita positiva:\n

    \n {r`A = \\mathcal{L} \\cdot \\mathcal{L}^{-1}`}\n

    \n Il metodo di pavimentazione diventa:\n

    \n {r`\n \\begin{cases}\n l_{ii} = \\sqrt{A_{ii} - \\sum_{k=1}^{i-1} (l_{ik})^2 }\\\\\n \\\\\n l_{ij} = \\frac{A_{ij} - \\sum_{k=1}^{j-1} l_{ik} \\cdot l_{jk}}{l_{ii}}\n \\end{cases}\n `}\n

    \n Questo metodo ha costo computazionale:\n

    \n {r`O\\left(\\frac{n^3}{3}\\right) + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n
    \n
    \n \n

    \n Matrice ricavata dalla seguente formula, dove {r`v`} è la colonna di un'altra\n matrice:\n

    \n {r`U(v) = \\mathbf{I} - \\frac{2 \\cdot v \\cdot v^T}{\\| v \\|_{(2)}^2}`}\n

    \n Se moltiplicata per per la matrice da cui proviene {r`v`}, sostituirà la\n colonna {r`v`} con la colonna:\n

    \n {r`\n \\begin{pmatrix}\n - \\| v \\|\\\\\\\\\n 0\\\\\\\\\n 0\\\\\\\\\n \\vdots\\\\\\\\\n 0\n \\end{pmatrix}\n `}\n

    \n Si calcola con una complessità computazionale nell'ordine di {r`O(n)`}.\n

    \n     \n Fattorizzazione {r`QR`}}>\n

    \n Metodo che fornisce una maggiore stabilità a costo di una maggiore complessità\n computazionale.\n

    \n

    \n La matrice {r`A`} viene fattorizzata in due matrici,\n una ortogonale {r`Q`} e una triangolare superiore\n {r`R`}:\n

    \n {r`A = Q \\cdot R`}\n

    \n Le matrici si ottengono dal prodotto delle trasformazioni di Householder (che concatenate\n formano {r`Q`}) sulla matrice {r`A`} necessarie a trasformarla\n in una matrice triangolare superiore ({r`R`}).\n

    \n \n C'è un bell'esempietto qui.\n \n

    \n Una volta fattorizzata, il sistema si può risolvere con:\n

    \n {r`\n \\begin{cases}\n y = Q^T \\cdot b\\\\\n R \\cdot x = y\n \\end{cases}\n `}\n

    \n Questo metodo ha costo computazionale:\n

    \n {r`{\\color{Yellow} O\\left(\\frac{2 \\cdot n^3}{3}\\right)} + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n
    \n
    \n \n

    \n Se si pone che:\n

    \n {r`\n \\begin{cases}\n G = I - M^{-1} \\cdot A\\\\\n c = M^{-1} \\cdot b\n \\end{cases}\n `}\n

    \n Allora la formula generale di un sistema lineare può anche essere scritta in questo modo:\n

    \n {r`x = G \\cdot x + c`}\n

    \n È particolarmente utile perchè ci permette di definire un algoritmo ricorsivo che\n trovi {r`x`}:\n

    \n {r`x_{(i+1)} = G \\cdot x_{(i)} + c`}\n

    \n {r`G`} è il metodo, e in base ad esso cambiano stabilità e velocità di\n convergenza.\n

    \n

    \n Ponendo {r`A = M - N`}, la formula può essere scritta anche in questo modo:\n

    \n {r`M \\cdot x_{(i+1)} = N \\cdot x_{(i)} + b`}\n

    \n Possiamo ottenere alcuni metodi separando A in tre matrici:\n

    \n
      \n
    • La parte diagonale {r`D`}
      • \n
    • L'opposto del triangolo inferiore {r`E`}
      • \n
    • L'opposto del triangolo superiore {r`F`}
      • \n
    \n {r`A = D - E - F`}\n     \n \n

    \n Un metodo è convergente se e solo se:\n

    \n {r`\\rho (M) < 1`}\n

    \n (dove {r`\\rho`} è il raggio spettrale, il massimo autovalore della\n matrice)\n

    \n

    \n Perchè un metodo sia convergente, è sufficiente che:\n

    \n {r`\\| M \\| < 1`}\n     \n
    \n
    \n \n

    \n Il metodo di Jacobi si ottiene ponendo:\n

    \n {r`\n \\begin{cases}\n M = D\\\\\n N = E + F\n \\end{cases}\n `}\n

    \n Spostamenti simultanei: Permette di ottenere ogni componente\n di {r`x`} indipendentemente dagli altri: è parallelizzabile.\n

    \n

    \n Se la matrice è diagonale dominante, allora il metodo di\n Jacobi converge sicuramente.\n

    \n     \n \n

    \n Il metodo di Gauss-Seidel si ottiene ponendo:\n

    \n {r`\n \\begin{cases}\n M = D - E\\\\\n N = F\n \\end{cases}\n `}\n

    \n Ha una velocità di convergenza maggiore o uguale rispetto al metodo di Jacobi.\n

    \n

    \n Spostamenti successivi: Non è parallelizzabile, perchè ogni componente dipende da\n quelle calcolate in precedenza.\n

    \n

    \n Se la matrice è diagonale dominante, allora il metodo di\n Gauss-Seidel converge sicuramente.\n

    \n     \n
    \n     \n )\n}\n","import Intro from \"./00_Intro\";\nimport SistemiLineari from \"./01_SistemiLineari\";\nimport ZeriDiFunzione from \"./02_ZeriDiFunzione\";\nimport Interpolazione from \"./03_Interpolazione\";\nimport InterpolazioneATratti from \"./04_InterpolazioneATratti\";\nimport ApprossimazioneDatiSperimentali from \"./05_ApprossimazioneDatiSperimentali\";\n\n\nexport default function () {\n return (\n
    \n

    Calcolo Numerico

    \n \n \n \n \n \n \n
    \n )\n}\n","import {ILatex, Panel, PLatex, Section} from \"bluelib\";\nimport Link from \"../../components/Link\";\nimport MenuList from \"../../components/MenuList\";\nimport Example from \"../../components/Example\";\nimport {Fragment} from \"preact\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
      \n
    • Prof.ssa Silvia Bonettini
      • \n
    \n     \n \n

    \n E' composto da:\n

    \n
      \n
    • 2 domande sugli argomenti teorici
      • \n
    • 1 domanda di implementazione algoritmo in MATLAB
      • \n
    \n     \n
    \n
    \n \n

    \n Prima di iniziare a studiare Calcolo Numerico, potrebbe essere una buona idea ripassare un\n pochino Algebra Lineare:\n

    \n \n
  • \n Ripasso di Algebra Lineare (per\n studenti sperduti di Calcolo Numerico)\n
    • \n     \n     \n \n

    \n Ho provato a fare un deck Anki con tutte le\n formule di Calcolo numerico.\n

    \n

    \n Sappiatemi dire com'è! Io non l'ho usato moltissimo perchè ho studiato scrivendo questa\n pagina di Appuntiweb...\n

    \n \n
  • Scarica\n il deck Anki
    • \n     \n     \n
    \n
    \n \n

    \n Particolari algoritmi che hanno:\n

    \n
      \n
    • numeri reali in input e output
      • \n
    • successioni delle quattro operazioni aritmetiche fondamentali come passi
      • \n
    \n     \n
    \n
    \n \n

    \n Con i numeri floating point può capitare che un certo numero {r`\\alpha`} non\n sia rappresentato correttamente.\n

    \n

    \n In tal caso, il numero si indica con {r`\\alpha^\\star`}.\n

    \n     \n
    \n
    \n \n

    \n È la differenza tra il numero desiderato e il numero rappresentato:\n

    \n {r`E_a = \\left | \\alpha - \\alpha^\\star \\right |`}\n     \n \n

    \n Indica quanto il numero rappresentato differisce dal numero desiderato:\n

    \n {r`\\forall \\alpha \\neq 0, E_r = \\frac{E_a}{\\left | \\alpha \\right |}`}\n     \n
    \n
    \n \n

    \n Metodo con cui gestire gli underflow floating point: le cifre meno significative\n vengono rimosse.\n

    \n \n 
    \n                            1.00  →  1.0
    \n                            1.01  →  1.0
    \n                            1.10  →  1.1
    \n                            1.11  →  1.1\n
    \n     \n     \n \n

    \n Metodo con cui gestire gli underflow floating point: se la cifra più significativa di\n quelle che devono essere rimosse è 1, allora aumenta di 1 anche quella meno signficativa\n che viene tenuta.\n

    \n \n 
    \n                            1.00  →  1.0
    \n                            1.01  →  1.0
    \n                            1.10  →  1.1
    \n                            1.11  → 10.\n
    \n     \n     \n
    \n
    \n \n

    \n Un numero reale rappresentato in virgola mobile ha un errore relativo minore o\n uguale alla precisione\n di macchina:\n

    \n

    \n {r`\\epsilon_x \\leq k \\cdot \\beta^{1-t}`}\n

    \n
      \n
    • \n \\beta è uguale alla base utilizzata (solitamente 2).\n
      • \n
    • \n t è uguale al numero di cifre della mantissa.\n
      • \n
    • \n k è uguale a 1 se il numero viene rappresentato per\n troncamento oppure a {r`\\frac{1}{2}`} se viene rappresentato per\n arrotondamento.\n
      • \n
    \n     \n \n

    \n Associa un valore reale al suo corrispondente valore floating point, utilizzando uno dei\n due metodi di gestione dell'undeflow.\n

    \n {r`fl(x) = (x)(1 + \\epsilon_x)`}\n \n Indica che un valore è soggetto alla precisione di macchina.\n {r`fl(1.11) = 1.1`}\n \n     \n
    \n
    \n \n

    \n L'insieme {r`\\mathbb{F}`} è il sottoinsieme dei numeri reali rappresentabili in\n floating point dalla macchina che stiamo usando.\n

    \n

    \n Operazioni tra elementi di {r`\\mathbb{F}`} producono risultati\n in {r`\\mathbb{R}`}, che però decaderanno nuovamente a elementi\n di {r`\\mathbb{F}`}, perdendo informazioni.\n

    \n

    \n Il teorema della precisione di macchina si applica quindi anche ai risultati delle operazioni.\n

    \n     \n \n
      \n
    • Hanno più elementi neutri.
      • \n
    • Un numero ha più opposti.
      • \n
    • Non sono associative.
      • \n
    • Non sono distributive.
      • \n
    • Non vale la legge di annullamento del prodotto.
      • \n
    \n     \n
    \n
    \n \n

    \n Errore derivato da underflow sui dati.\n

    \n

    \n Si indica con {r`\\epsilon_{nome\\_var}`}.\n

    \n \n L'errore sulla variabile x si indica con {r`\\epsilon_{x}`}.\n \n     \n \n

    \n Errore derivato da underflow durante l'esecuzione dell'algoritmo.\n

    \n

    \n Si indica con {r`\\epsilon_{num\\_passo}`}.\n

    \n \n L'errore al primo passo dell'algoritmo si indica con {r`\\epsilon_{1}`}.\n \n     \n
    \n
    \n \n

    \n Sensibilità di un problema all'errore inerente.\n

    \n \n {r`y = \\frac{1}{x}`} è mal condizionato intorno allo 0 e ben condizionato\n lontano dallo 0.\n \n     \n \n

    \n Sensibilità di un problema all'errore algoritmico.\n

    \n \n

    \n Cerchiamo un algoritmo che risolva {r`2x^\\star = 4`}.\n

    \n

    \n Calcolare prima {r`t = fl \\left( \\frac{1}{4} \\right)`} e\n poi {r`x = fl ( 2 \\cdot t )`} porta a una perdita di precisione.\n

    \n

    \n Calcolare direttamente {r`x = fl \\left( \\frac{2}{4} \\right)`} non ha alcuna\n perdita di precisione e rende l'algoritmo più stabile del precedente.\n

    \n     \n     \n
    \n
    \n \n

    \n È il coefficiente di proporzionalità tra i dati e l'errore inerente.\n

    \n

    \n Essendo sempre maggiore di uno, si può dire che sia un coefficiente di amplificazione.\n

    \n

    \n Minore è l'indice di condizionamento, meglio condizionato è un problema.\n

    \n     \n \n

    \n È il coefficiente di proporzionalità tra i dati e l'errore algoritmico.\n

    \n

    \n Essendo sempre maggiore di uno, si può dire che sia un coefficiente di amplificazione.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {ILatex, Panel, PLatex, Section} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Interpolare dati sperimentali non fornisce quasi mai un modello del fenomeno.\n

    \n

    \n Vogliamo costruire una funzione di regressione che, dati molti più dati del grado della\n funzione, minimizzi il quadrato della distanza tra i punti sperimentali e i punti della funzione\n di regressione.\n

    \n

    \n Denominiamo:\n

    \n
      \n
    • {r`{\\color{Orange} f}`}: la funzione \"effettiva\" del fenomeno
      • \n
    • {r`{\\color{Yellow} q}`}: la funzione di regressione che costruiamo\n per approssimarlo\n
      • \n
    • {r`{\\color{Red} Q }`}: la funzione \"errore di regressione\" da\n minimizzare\n
      • \n
    • {r`(\\ x_i, f(x_i)\\ )`}: i punti sperimentali
      • \n
    \n

    \n L'obiettivo è minimizzare l'errore di approssimazione {r`Q`}, ovvero:\n

    \n {r`\\min {\\color{Red} Q } = \\sum_{i = 1}^m (\\ {\\color{Yellow} q(x_i)} - {\\color{Orange} f(x_i)}\\ )^2 `}\n     \n
    \n
    \n \n

    \n Trova la retta {r`{\\color{Yellow} q}`} che meglio approssima tutti\n gli {r`m`} dati sperimentali.\n

    \n

    \n Essendo una retta, avrà due parametri: il termine noto {r`a_0`}, e la\n pendenza {`a_1`}.\n

    \n {r`{\\color{Yellow} q(x) } = a_0 + a_1 \\cdot {\\color{Green} x}`}\n

    \n L'errore da minimizzare per ricavare i parametri sarà:\n

    \n {r`\n \\min {\\color{Red} Q } = \\sum_{i = 1}^m ( {\\color{Yellow} a_0 + a_1 \\cdot x_i} - {\\color{Orange} f(x_i)} )^2\n `}\n     \n \n

    \n Possiamo costruire una matrice di regressione {r`A`} contenente tutti\n i punti sperimentali:\n

    \n {r`\n A =\n \\begin{pmatrix}\n 1 & x_1\\\\\\\\\n 1 & x_2\\\\\\\\\n \\vdots & \\vdots\\\\\\\\\n 1 & x_m\n \\end{pmatrix}\n `}\n

    \n Inoltre, se costruiamo il vettore dei parametri {r`\\alpha`}:\n

    \n {r`\n \\alpha =\n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\n \\end{pmatrix}\n `}\n

    \n Avremo che:\n

    \n {r`{\\color{Yellow} q(x) } = A \\cdot \\alpha`}\n

    \n Inoltre, potremo calcolare l'errore attraverso la norma:\n

    \n {r`{\\color{Red} Q } = \\| A \\cdot \\alpha - y \\|^2`}\n     \n
    \n
    \n \n

    \n Trova il polinomio {r`{\\color{Yellow} q}`} di\n grado {r`n-1`} che meglio approssima tutti gli {r`m`} dati\n sperimentali.\n

    \n

    \n Essendo un polinomio di grado {r`n-1`}, avrà {r`n`} parametri.\n

    \n {r`{\\color{Yellow} q(x) } = a_0 + a_1 \\cdot {\\color{Green} x} + a_2 \\cdot {\\color{Green} x^2} +\\ \\dots \\ + a_{n-1} \\cdot {\\color{Green} x^{n-1}`}\n \n

    \n La regressione lineare è un caso particolare di regressione generale in cui i parametri sono\n 2!\n

    \n     \n

    \n L'errore da minimizzare per ricavare i parametri sarà:\n

    \n {r`\n \\min {\\color{Red} Q} = \\sum_{i = 1}^m ( {\\color{Yellow} a_0 + a_1 \\cdot x_i + a_2 \\cdot x_i^2 +\\ \\dots \\ + a_{n-1} \\cdot x_i^{n-1}} - {\\color{Orange} y_i} )^2\n `}\n     \n \n

    \n Possiamo costruire una matrice di regressione {r`A`} contenente tutti\n i punti sperimentali a tutti i gradi del polinomio:\n

    \n {r`\n A =\n \\begin{pmatrix}\n 1 & x_1 & x_1^2 & \\dots & x_1^{n-1} \\\\\\\\\n 1 & x_2 & x_2^2 & \\dots & x_2^{n-1} \\\\\\\\\n \\vdots & \\vdots & \\vdots & \\ddots & \\vdots \\\\\\\\\n 1 & x_m & x_m^2 & \\dots & x_m^{n-1}\n \\end{pmatrix}\n `}\n

    \n Inoltre, se costruiamo il vettore dei parametri {r`\\alpha`}:\n

    \n {r`\n \\alpha =\n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\\\\\\\\\n \\vdots\\\\\\\\\n a_{n-1}\n \\end{pmatrix}\n `}\n

    \n Avremo che:\n

    \n {r`{\\color{Yellow} q(x) } = A \\cdot \\alpha`}\n

    \n Inoltre, potremo calcolare l'errore attraverso la norma:\n

    \n {r`{\\color{Red} Q } = \\| A \\cdot \\alpha - y \\|^2`}\n \n Normalmente, i dati sono molti di più, ma se il numero di\n parametri {r`n`} fosse uguale al numero di dati {r`m`}, allora\n si otterrebbe il polinomio di interpolazione!\n \n     \n
    \n
    \n \n

    \n Trova i coefficienti della combinazione lineare\n {r`{\\color{Yellow} q}`} che meglio approssima tutti\n gli {r`m`} dati sperimentali.\n

    \n {r`{\\color{Yellow} q(x) } = a_0 \\cdot {\\color{Green} \\phi_0 (x)} + a_1 \\cdot {\\color{Green} \\phi_1 (x)} + \\dots + a_2 \\cdot {\\color{Green} \\phi_2 (x)} +\\ \\dots\\ + a_{n-1} \\cdot {\\color{Green} \\phi_{n-1} (x)}`}\n \n

    \n La regressione polinomiale è un caso particolare di regressione generale in cui:\n

    \n {r`{\\color{Green} \\phi_{n} (x)} = x^n`}\n     \n

    \n L'errore da minimizzare per ricavare i parametri sarà:\n

    \n {r`\n \\min {\\color{Red} Q } = \\sum_{i = 1}^m ( {\\color{Yellow} a_0 \\cdot \\phi_0 (x) + a_1 \\cdot \\phi_1 (x) + \\dots + a_2 \\cdot \\phi_2 (x) +\\ \\dots\\ + a_{n-1} \\cdot \\phi_{n-1} (x)} - {\\color{Orange} f(x_i)} )^2\n `}\n     \n \n

    \n Possiamo costruire una matrice di regressione {r`A`} contenente tutti\n i punti sperimentali a tutti i gradi del polinomio:\n

    \n {r`\n A =\n \\begin{pmatrix}\n \\phi_0(x_1) & \\phi_1(x_1) & \\phi_2(x_1) & \\dots & \\phi_{n_1}(x_1) \\\\\\\\\n \\phi_0(x_2) & \\phi_1(x_2) & \\phi_2(x_2) & \\dots & \\phi_{n-1}(x_2) \\\\\\\\\n \\vdots & \\vdots & \\vdots & \\ddots & \\vdots \\\\\\\\\n \\phi_0(x_m) & \\phi_1(x_m) & \\phi_2(x_m) & \\dots & \\phi_{n-1}(x_m)\n \\end{pmatrix}\n `}\n

    \n Inoltre, se costruiamo il vettore dei parametri {r`\\alpha`}:\n

    \n {r`\n \\alpha =\n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\\\\\\\\\n \\vdots\\\\\\\\\n a_{n-1}\n \\end{pmatrix}\n `}\n

    \n Avremo che:\n

    \n {r`{\\color{Yellow} q(x) } = A \\cdot \\alpha`}\n

    \n Inoltre, potremo calcolare l'errore attraverso la norma:\n

    \n {r`{\\color{Red} Q } = \\| A \\cdot \\alpha - y \\|^2`}\n     \n
    \n
    \n \n

    \n Caso che prevede che le colonne di {r`A`} siano linearmente indipendenti.\n

    \n

    \n La soluzione esiste sempre, ed è unica.\n

    \n

    \n Per trovarla:\n

    \n
      \n
    • Fattorizziamo {r`A = Q \\cdot \\begin{pmatrix} R\\\\ 0 \\end{pmatrix}`}.
      • \n
    • Calcoliamo {r`w = Q^T \\cdot y`}.
      • \n
    • Teniamo solo i primi n valori di {r`w`} e mettiamoli\n in {r`w_1`}.\n
      • \n
    • Calcoliamo {r`R \\cdot \\alpha = w_1`}.
      • \n
    \n     \n \n

    \n Caso che non preclude alcuna composizione di {r`A`}.\n

    \n

    \n Ci sono infinite soluzioni, con {`n-k`} gradi di libertà.\n

    \n

    \n Si cerca sempre di trovare la soluzione di norma minima, che,\n se {r`k \\leq n \\leq m`}, allora è unica.\n

    \n

    \n Per trovarla:\n

    \n
      \n
    • Fattorizziamo {r`A = U \\cdot \\Sigma \\cdot V^T`} con la fattorizzazione\n SVD
      • \n
    • Calcoliamo {r`\\zeta = U^T \\cdot y`}
      • \n
    • \n

      \n Calcoliamo:\n

      \n {r`\n \\gamma =\n \\begin{pmatrix}\n \\frac{z_1}{\\sigma_1}\\\\\\\\\n \\frac{z_2}{\\sigma_2}\\\\\\\\\n \\vdots\\\\\\\\\n \\frac{z_{k-1}}{\\sigma_{k-1}}\\\\\\\\\n \\frac{z_k}{\\sigma_k}\\\\\\\\\n 0\\\\\\\\\n 0\\\\\\\\\n \\vdots\\\\\\\\\n 0\n \\end{pmatrix} \n `}\n
      • \n
    • Calcoliamo {r`\\alpha = V \\cdot \\gamma`}
      • \n
    \n \n Gli zeri nella {r`\\gamma`} sono i gradi di libertà, sono zero in modo che essi\n diano la norma minima.\n \n     \n
    \n     \n )\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-CalcoloNumerico.chunk.feb65.esm.js b/docs/route-CalcoloNumerico.chunk.feb65.esm.js new file mode 100644 index 0000000..dabc1f0 --- /dev/null +++ b/docs/route-CalcoloNumerico.chunk.feb65.esm.js @@ -0,0 +1,207 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[5],{"2w3n":function(l){l.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},"31Ft":function(l,i,n){"use strict";(function(l){var e=n("hosL"),a=n("mbOI"),o=n("ke5e");let t,r,u,s,c,d,p,m,_,b,f,g,z,h,x,v,q,k,L,A,S,y,C,w,I,O,G,R=l=>l;const F=String.raw;i.a=function(){return l(e.Fragment,null,l(a.s,{title:"Problema: Interpolazione"},l(a.r,{title:"Descrizione"},l("p",null,"Si vuole trovare una funzione in grado di ",l("b",null,"approssimarne")," un'altra, di cui si conoscono però solo alcuni punti."),l(o.a,null,"È utile in un sacco di casi! Ad esempio, quando si vuole scalare un'immagine."),l("p",null,"I punti sono detti ",l("b",null,"nodi")," ",l(a.i,null,F(t||(t=R`(x_i, y_i)`))),", mentre la funzione costruita su di essi è detta ",l("b",null,"interpolante")," ",l(a.i,null,F(r||(r=R`g`))),":"),l(a.q,null,F(u||(u=R`g(x_i) = y_i`))),l("p",null,"Dato un insieme di punti, esistono ",l("b",null,"infinite")," funzioni interpolanti.")),l(a.r,{title:"Interpolazione polinomiale"},l("p",null,"Il ",l("u",null,"teorema fondamentale dell'algebra")," dice che ",l("b",null,"esiste una sola interpolante ",l("i",null,"polinomiale"))," che interpola un dato insieme di punti."),l("p",null,"Con ",l(a.i,null,"n+1")," punti, l'interpolante sarà al massimo di grado ",l(a.i,null,"n"),", e viene detta ",l(a.i,null,F(s||(s=R`p_n`))),"."),l("p",null,"La sua ",l("b",null,"forma canonica")," sarà:"),l(a.q,null,F(c||(c=R`p_n(x) = a_0 + a_1 x + a_2 x^2 + a_3 x^3 + \dots + a_n x^n`))))),l(a.s,{title:"Metodi di interpolazione"},l(a.r,{title:"Metodo dei coefficienti indeterminati"},l("p",null,"È possibile scrivere la forma canonica come ",l("b",null,"matrice"),":"),l(a.q,null,F(d||(d=R`A \cdot x = b`))),l("p",null,"Costruiamo la ",l("b",null,"matrice di Vandermonde"),":"),l(a.q,null,F(p||(p=R` + A = + \begin{pmatrix} + 1 & x_0 & x_0^2 & \dots & x_0^n\\\\ + 1 & x_1 & x_1^2 & \dots & x_1^n\\\\ + 1 & x_2 & x_2^2 & \dots & x_2^n\\\\ + \vdots & \vdots & \vdots & \ddots & \vdots\\\\ + 1 & x_n & x_n^2 & \dots & x_n^n + \end{pmatrix} + `))),l("p",null,"Costruiamo il ",l("b",null,"vettore delle incognite"),":"),l(a.q,null,F(m||(m=R` + x = + \begin{pmatrix} + a_0\\\\ + a_1\\\\ + a_2\\\\ + \vdots\\\\ + a_n + \end{pmatrix} + `))),l("p",null,"Costruiamo il ",l("b",null,"vettore dei termini noti"),":"),l(a.q,null,F(_||(_=R` + b = + \begin{pmatrix} + y_0\\\\ + y_1\\\\ + y_2\\\\ + \vdots\\\\ + y_n + \end{pmatrix} + `))),l(o.a,null,"Per trovare il polinomio di interpolazione è sufficiente risolvere il problema!"),l("p",null,"È efficace perchè una volta calcolati i coefficienti essi ",l("b",null,"valgono per tutti i punti"),", ma ha come svantaggio che la matrice di Vandermonde è ",l("b",null,"spesso malcondizionata."))),l(a.r,{title:"Metodo di Lagrange"},l("p",null,"È possibile scrivere il polinomio di interpolazione ",l("b",null,"raccogliendo le ",l(a.i,null,F(b||(b=R`y`)))),":"),l(a.q,null,F(f||(f=R`p_n (x) = y_0 L_0 + y_1 L_1 + y_2 L_2 + \dots + y_n L_n`))),l("p",null,"I polinomi ",l(a.i,null,F(g||(g=R`L_k`)))," sono detti ",l("b",null,"polinomi di Lagrange"),", e hanno le seguenti proprietà:"),l("ul",null,l("li",null,"Valgono ",l(a.i,null,"1")," in corrispondenza del nodo con lo stesso indice, ",l(a.i,null,"0")," in corrispondenza dei nodi con indice diverso e ",l(a.i,null,F(z||(z=R`0 < n < 1`)))," in tutti gli altri casi.",l(a.q,null,F(h||(h=R` + \begin{cases} + L_k(x_k) = 1 \qquad (nel\ nodo)\\ + L_k(x_j) = 0 \qquad (altri\ nodi) + \end{cases} + `)))),l("li",null,"Si compongono con questo prodotto:",l(a.q,null,F(x||(x=R`L_k = \frac{(x - x_0) \cdot \dots \cdot (x - x_{k-1}) \cdot (x - x_{k+1}) \cdot \dots \cdot (x_k - x_n)}{(x_k - x_0) \cdot \dots \cdot (x_k - x_{k-1}) \cdot (x_k - x_{k+1}) \cdot \dots \cdot (x_k - x_n)}`))))),l(o.a,null,"Non c'è il termine con ",l(a.i,null,F(v||(v=R`x_k`))),"!"),l("p",null,"Tutti insieme formano la ",l("b",null,"base di Lagrange"),"."),l(o.a,null,"Si chiama base perchè sono ",l("b",null,"linearmente indipendenti"),"!"),l("p",null,"Questo metodo permette di calcolare il valore del polinomio di interpolazione ",l("b",null,"in un singolo punto"),":"),l(o.a,null,l("p",null,"Si può risparmiare tempo di calcolo calcolando una singola volta il numeratore con ",l("i",null,"tutti")," i termini:"),l(a.q,null,F(q||(q=R`\omega_n = (x - x_0) \cdot (x - x_1) \cdot \dots \cdot (x - x_n)`))),l("p",null,"E poi dividendo per il termine che andrebbe escluso:"),l(a.q,null,F(k||(k=R`L_k(x) = \frac{ \omega_n }{ (x - x_k) \cdot \prod_{i=0, i \neq k} (x_k - x_i) }`)))),l("p",null,"Ha costo computazionale ",l(a.i,null,F(L||(L=R`O(n^2)`))),"."))),l(a.s,{title:"Resto di interpolazione"},l(a.r,{title:"Definizione"},l("p",null,"È l'",l("b",null,"errore compiuto durante l'interpolazione"),"."),l("p",null,"Se la funzione ",l(a.i,null,"f")," è interpolata da ",l(a.i,null,"p_n"),", allora esso varrà:"),l(a.q,null,F(A||(A=R`R_n(x) = f(x) - p_n(x)`))),l("p",null,"In particolare, è interessante la sua norma a infinito, ",l(a.i,null,F(S||(S=R`\| f - p_n \|_\infty`))),", che corrisponde alla distanza massima tra le due funzioni."),l("p",null,"Un teorema dice che esso è uguale a:"),l(a.q,null,F(y||(y=R`R_n(x) = \frac{ \omega_n(x) }{ (n + 1)! } \cdot f^{(n+1)}(\xi)`)))),l(a.r,{title:"Stima"},l("p",null,"L'errore nell'interpolazione dipende principalmente da due fattori:"),l("ul",null,l("li",null,"Come sono ",l("b",null,"distribuiti sull'asse X")," i punti da interpolare"),l("li",null,"Il grado del polinomio di interpolazione")))),l(a.s,null,l(a.r,{title:"Fenomeno di Runge"},l("p",null,"Fenomeno che si verifica cercando di interpolare la ",l("i",null,"funzione di Runge")," (",l(a.i,null,F(C||(C=R`\frac{1}{1 + 25x^2}`))),")."),l("p",null,"Scegliendo ",l("b",null,"nodi equispaziati"),", l'errore di interpolazione sarà ",l("b",null,"enorme")," vicino ai due estremi dell'intervallo."),l(o.a,null,"Addirittura, più nodi verranno scelti, più esso sarà alto!"),l("p",null,"Si evita scegliendo i nodi in una maniera diversa.")),l(a.r,{title:"Nodi di Chebychev"},l("p",null,"Nodi ottenuti partizionando una ",l("b",null,"semicirconferenza"),", e proiettando le partizioni sul diametro."),l("p",null,"La formula usata per ottenere ",l(a.i,null,F(w||(w=R`n`)))," punti è:"),l(a.q,null,F(I||(I=R`x_i = \cos \left( \frac{ (2 \cdot i + 1) \cdot \pi }{ 2 \cdot (n+1) } \right)`))),l("p",null,l("u",null,"Proprietà di min-max"),": sono la ",l("b",null,"scelta ottimale")," dei punti di interpolazione."),l(a.q,null,F(O||(O=R`\omega_n(\star) = \max_{x \in [a, b]} \left| \omega_n(x) \right|`))),l("p",null,"In particolare, si ha che:"),l(a.q,null,F(G||(G=R`\omega_n(\star) = 2 \left( \frac{b-a}{4} \right)^{n+1}`))))))}}).call(this,n("hosL").h)},"5aVd":function(l){l.exports={menulist:"menulist__2Cmnq"}},FEtp:function(l,i,n){"use strict";(function(l){var e=n("hosL"),a=n("mbOI"),o=n("ke5e");let t,r,u,s,c,d,p,m,_,b,f,g,z,h,x,v,q,k,L,A,S,y,C,w,I,O,G,R,F,P,M,E,U,Q,N,T,D,Y,H,j,V,J,X,B,Z,K,W,$,ll,il,nl,el,al,ol,tl,rl,ul,sl,cl=l=>l;const dl=String.raw;i.a=function(){return l(e.Fragment,null,l(a.s,{title:"Problema: Ricerca degli zeri di funzione"},l(a.r,{title:"Descrizione"},l("p",null,"Si vogliono trovare i punti (",l("i",null,"zeri"),") in cui una funzione ",l("b",null,"continua")," ",l(a.i,null,"f : [a, b] \\to R")," vale ",l(a.i,null,"0"),"."),l("p",null,"Per il ",l("b",null,"teorema del valore medio"),", se ",l(a.i,null,dl(t||(t=cl`f(a) \cdot f(b) \leq 0`))),", allora esiste sicuramente un punto in cui la funzione vale 0."),l("p",null,"Denominiamo il punto in cui la funzione vale ",l(a.i,null,"0")," come ",l(a.i,null,dl(r||(r=cl`x_{(\star)}`))),".")),l(a.r,{title:"Condizionamento"},l("p",null,"Più la ",l("b",null,"derivata prima")," della funzione ",l("b",null,"si avvicina allo 0"),", ",l("b",null,"peggio")," il problema sarà condizionato."),l(a.q,null,dl(u||(u=cl`f'(x_{(\star)}) \simeq 0 \implies mal\ condizionato`))))),l(a.s,null,l(a.r,{title:"Ordine di convergenza"},l("p",null,"Indice ",l(a.i,null,dl(s||(s=cl`{\color{Orange} p}`)))," di quanto in fretta una successione converge alla soluzione."),l(a.q,null,dl(c||(c=cl`\lim_{i \to +\infty} \frac{ \left| x_{(i+1)} - x_{(\star)} \right| }{ \left| x_{(k)} - x_{(\star)} \right|^{\color{Orange} p}}`))),l("ul",null,l("li",null,l("u",null,"Convergenza lineare"),": ",l(a.i,null,dl(d||(d=cl`p = 1`)))," e ",l(a.i,null,dl(p||(p=cl`0 < C < 1`)))),l("li",null,l("u",null,"Convergenza superlineare"),": ",l(a.i,null,dl(m||(m=cl`p = 1`)))," e ",l(a.i,null,dl(_||(_=cl`C = 0`)))),l("li",null,l("u",null,"Convergenza quadratica"),": ",l(a.i,null,dl(b||(b=cl`p = 2`)))," e ",l(a.i,null,dl(f||(f=cl`0 < C < 1`)))),l("li",null,l("u",null,"Convergenza superquadratica"),": ",l(a.i,null,dl(g||(g=cl`p = 2`)))," e ",l(a.i,null,dl(z||(z=cl`C = 0`)))),l("li",null,"...")))),l(a.s,{title:"Metodi dicotomici"},l(a.r,{title:"Cosa sono?"},l("p",null,"Sono ",l("b",null,"metodi iterativi")," in grado di ridurre sempre di più l'intervallo in cui è definita la funzione, facendolo convergere allo zero desiderato."),l("p",null,"Alcuni di essi sono il ",l("i",null,"metodo dicotomico")," e il ",l("i",null,"metodo regula falsi"),"."),l("p",null,"Richiedono ",l("b",null,"una valutazione di funzione non-lineare")," ad ogni iterazione."),l("p",null,"Ad ogni iterazione, l'intervallo viene sempre ",l("i",null,"almeno")," ",l("b",null,"dimezzato"),"; si ha, pertanto, che:"),l(a.q,null,dl(h||(h=cl`b_{(i)} - a_{(i)} = \frac{b - a}{2^{i - 1}}`))),l("p",null,"Hanno quindi ",l("b",null,"convergenza lineare")," (",l(a.i,null,dl(x||(x=cl`C = \frac{1}{2}, p = 1`))),")."),l("p",null,"Il loro ",l("i",null,"criterio di arresto")," è un ",l("b",null,"numero di iterazioni prefissato")," che dipende dalla ",l("b",null,"tolleranza")," sull'errore:"),l(a.q,null,dl(v||(v=cl`i \geq \log_2 \left( \frac{b - a}{\tau} \right)`))),l(o.a,null,"Dividi l'intervallo ",l(a.i,null,dl(q||(q=cl`[a, b]`)))," in tante parti grandi quanto la tolleranza. L'algoritmo di bisezione ne escluderà metà ad ogni iterazione; la tolleranza sarà raggiunta quando rimarrà una parte sola!"))),l(a.s,null,l(a.r,{title:"Metodo di bisezione"},l("ol",null,l("li",null,"Finchè non sono state compiute il numero di iterazioni prefissate:",l("ol",null,l("li",null,"Calcoliamo il ",l("b",null,"punto medio")," dell'intervallo ",l(a.i,null,dl(k||(k=cl`[a_{(n)}, b_{(n)}]`))),":",l(a.q,null,dl(L||(L=cl`c_{(n)} = a_{(n)} + \frac{b_{(n)} - a_{(n)}}{2}`)))),l("li",null,"Dividiamo l'intervallo in due parti, separate da ",l(a.i,null,dl(A||(A=cl`c_{(n)}`))),":",l("ul",null,l("li",null,l(a.i,null,dl(S||(S=cl`[a_{(n)}, c_{(n)}]`)))," è la ",l("b",null,"metà")," sinistra"),l("li",null,l(a.i,null,dl(y||(y=cl`[c_{(n)}, b_{(n)}]`)))," è la ",l("b",null,"metà")," destra"))),l("li",null,"Teniamo l'intervallo in cui i valori della funzione ai due estremi sono discordi, e rinominiamolo in ",l(a.i,null,dl(C||(C=cl`[a_{(n+1)}, b_{(n+1)}]`))),"."))))),l(a.r,{title:"Metodo regula falsi"},l("ol",null,l("li",null,"Finchè non sono state compiute il numero di iterazioni prefissate:",l("ol",null,l("li",null,"Calcoliamo l'",l("b",null,"intersezione")," tra la ",l("b",null,"retta che congiunge i due estremi"),l(a.i,null,dl(w||(w=cl`a_{(n)}, b_{(n)}`)))," e l'",l("b",null,"asse X"),":",l(a.q,null,dl(I||(I=cl`c_{(n)} = b_{(n)} - \frac{f(b_{(n)})}{\frac{f(b_{(n)}) - f(a_{(n)})}{b_{(n)} - a_{(n)}}}`)))),l("li",null,"Dividiamo l'intervallo in due parti, separate da ",l(a.i,null,dl(O||(O=cl`c_{(n)}`))),":",l("ul",null,l("li",null,l(a.i,null,dl(G||(G=cl`[a_{(n)}, c_{(n)}]`)))," è la parte sinistra"),l("li",null,l(a.i,null,dl(R||(R=cl`[c_{(n)}, b_{(n)}]`)))," è la parte destra"))),l("li",null,"Teniamo l'intervallo in cui i valori della funzione ai due estremi sono discordi, e rinominiamolo in ",l(a.i,null,dl(F||(F=cl`[a_{(n+1)}, b_{(n+1)}]`))),".")))))),l(a.s,{title:"Metodo delle approssimazioni successive"},l(a.r,{title:"Metodi delle approssimazioni successive"},l("p",null,"Sono ",l("b",null,"metodi iterativi")," che funzionano in modo molto simile ai metodi iterativi per i sistemi lineari, utilizzando una funzione ",l(a.i,null,dl(P||(P=cl`\phi`))),' come "metodo".'),l(a.q,null,dl(M||(M=cl`x = x - \phi(x) \cdot f(x)`))),l("p",null,"Che diventa:"),l(a.q,null,dl(E||(E=cl`x_{(k+1)} = g( x_{(k)} )`))),l("p",null,"Sfruttano i ",l("b",null,"punti fissi")," ",l(a.i,null,dl(U||(U=cl`g(x_{(\star)}) = x_{(\star)}`)))," della funzione ",l(a.i,null,dl(Q||(Q=cl`f`)))," per convergere:",l("br",null),"se ",l(a.i,null,dl(N||(N=cl`\phi(x)`)))," non ha zeri, allora i punti fissi ",l("b",null,"coincideranno")," con gli ",l("b",null,"zeri")," della funzione ",l(a.i,null,dl(T||(T=cl`f`))),"."),l(a.q,null,dl(D||(D=cl`g(x) = x - \phi(x) \cdot f(x)`))),l("p",null,"Si può raggiungere iterativamente ad un punto fisso attraverso la formula:"),l(a.q,null,dl(Y||(Y=cl`x_{(k+1)} = g( x_{(k)} )`))),l("p",null,"Non si conosce in anticipo il numero di iterazioni necessarie per soddisfare la tolleranza ",l(a.i,null,dl(H||(H=cl`\tau`))),"; ad ogni iterazione, si controlla se la tolleranza è soddisfatta:"),l("ul",null,l("li",null,"Nella differenza tra due iterate: ",l(a.i,null,dl(j||(j=cl`\frac{\left| x_{(k+1)} - x_{(k)} \right|}{\left| x_{(k+1)} \right|} \leq \tau`)))),l("li",null,"Nel ",l("i",null,"residuo")," del problema: ",l(a.i,null,dl(V||(V=cl`\left| f(x_{(k)}) \right| \leq \tau`)))))),l(a.r,{title:"Teorema della mappa contrattiva"},l("p",null,"Se:"),l("ul",null,l("li",null,"Tutti i valori restituiti dalla funzione ",l(a.i,null,dl(J||(J=cl`g`)))," rientrano nel suo stesso dominio:",l(a.q,null,dl(X||(X=cl`g : [a, b] \to [a, b]`)))),l("li",null,l("p",null,"La funzione ",l(a.i,null,dl(B||(B=cl`g`)))," è una contrazione, ovvero restringe l'intervallo ",l(a.i,null,dl(Z||(Z=cl`[a, b]`))),":"),l(a.q,null,dl(K||(K=cl`\forall (x, y) \in [a, b], | g(x) - g(y) | \leq L \cdot | x - y |`))),l("p",null,"(dove ",l(a.i,null,dl(W||(W=cl`0 < L < 1`))),")"))),l("p",null,"Allora:"),l("ul",null,l("li",null,l("p",null,"Il punto fisso esiste ed è unico:"),l(a.q,null,dl($||($=cl`\exists! x_{(\star)}`)))),l("li",null,"Il metodo delle approssimazioni successive converge per qualsiasi punto di partenza."),l("li",null,l("p",null,"Vale la seguente disequazione di ",l("i",null,"maggiorazione dell'errore"),":"),l(a.q,null,dl(ll||(ll=cl`\left| x_{(k)} - x_{(\star)} \right| \leq \frac{ L^k }{ 1 - L } \cdot \left| x_{(1)} - x_{(0)} \right|`))))),l("p",null,"Più è piccolo ",l(a.i,null,"L"),", più il metodo convergerà in fretta."),l(o.a,null,l(a.i,null,"L")," è molto simile al raggio spettrale ",l(a.i,null,dl(il||(il=cl`\rho(M)`)))," dei metodi iterativi per i sistemi lineari!"))),l(a.s,null,l(a.r,{title:"Metodo di Newton"},l("p",null,"Sfrutta la ",l("b",null,"continuità")," delle funzioni per ottenere una convergenza di ordine più alto."),l(a.q,null,dl(nl||(nl=cl`\phi (x) = \frac{1}{f' (x)}`))),l(a.q,null,dl(el||(el=cl`x_{(k+1)} = x_{(k)} - \frac{ f(x_{(k)}) }{ f'(x_{(k)}) }`))),l(o.a,null,"Geometricamente, corrisponde a prolungare una retta nel punto ",l(a.i,null,dl(al||(al=cl`(x_{(k)}, f(x_{(k)}))`)))," con pendenza ",l(a.i,null,dl(ol||(ol=cl`f'(x_{(k)})`))),", e prendendo come nuovo punto la sua intersezione con l'asse X e la sua corrispettiva immagine nella funzione."),l("p",null,"Ha costo computazionale di ",l("b",null,"2 valutazioni di funzione")," più ",l("b",null,"2 valutazioni di derivata"),"."),l("p",null,"Ha ",l("b",null,"convergenza quadratica"),".")),l(a.r,{title:"Metodo delle secanti"},l("p",null,"È come il metodo di Newton, ma usa il ",l("b",null,"rapporto incrementale"),", in modo da poter essere applicato a funzioni non continue."),l(a.q,null,dl(tl||(tl=cl`\phi (x) = \frac{ 1 }{ \frac{ f(x_{(k)}) - f(x_{(k-1)}) }{ x_{(k)} - x_{(k-1)} } }`))),l(a.q,null,dl(rl||(rl=cl`x_{(k+1)} = x_{(k)} - \frac{ f(x_{(k)}) }{ \frac{ f(x_{(k)}) - f(x_{(k-1)}) }{ x_{(k)} - x_{(k-1)} } }`))),l(o.a,null,"Geometricamente, corrisponde a costruire una retta che attraversa i punti ",l(a.i,null,dl(ul||(ul=cl`(x_{(k)}, f(x_{(k)}))`)))," e ",l(a.i,null,dl(sl||(sl=cl`(x_{(k-1)}, f(x_{(k-1)}))`))),", e prendendo come nuovo punto la sua intersezione con l'asse X e la sua corrispettiva immagine nella funzione."),l("p",null,"Ha costo computazionale di ",l("b",null,"3 valutazioni di funzione"),"."),l("p",null,"Ha ",l("b",null,"convergenza superlineare"),"."))),l(a.s,null,l(a.r,{title:"Approssimare sistemi non-lineari"},l("p",null,"È possibile usare questi metodi per ",l("b",null,"approssimare le soluzioni di sistemi non-lineari"),"."))))}}).call(this,n("hosL").h)},LHkx:function(l,i,n){"use strict";(function(l){var e=n("hosL"),a=n("mbOI"),o=n("ke5e");let t,r,u,s,c,d,p,m,_,b,f,g,z,h,x,v,q,k,L,A,S,y,C,w,I,O,G,R,F,P,M=l=>l;const E=String.raw;i.a=function(){return l(e.Fragment,null,l(a.s,{title:"Problema: Interpolazione a tratti"},l(a.r,{title:"Come funziona?"},l("p",null,"Invece che costruire una singola funzione che interpola tutti i punti, per ",l("b",null,"ogni intervallo tra due punti")," (",l("i",null,"sottointervallo"),") si costruisce ",l("b",null,"una funzione apposta"),"."))),l(a.s,{title:"Splines"},l(a.r,{title:"Cosa sono?"},l("p",null,"Interpolanti che:"),l("ul",null,l("li",null,"sono ",l("b",null,"polinomiali")," di grado massimo ",l(a.i,null,E(t||(t=M`n`)))),l("li",null,"sono ",l("b",null,"continue")," fino al grado ",l(a.i,null,E(r||(r=M`n - 1`)))),l("li",null,"connettono ",l(a.i,null,E(u||(u=M`m + 2`)))," punti, e hanno ",l(a.i,null,E(s||(s=M`m`)))," sottointervalli"),l("li",null,"hanno funzioni ",l("b",null,"definite appositamente")," per ogni sottointervallo")),l(o.a,null,l("p",null,"Significa che agli estremi dell'intervallo, i valori di tutte le derivate fino al grado ",l(a.i,null,E(c||(c=M`n - 1`)))," devono essere uguali:"),l(a.q,null,E(d||(d=M`\forall \ k \leq n-1, \forall \ i \in \{intervalli\}, \quad s_i^{(k)} (x_{i+1}) = s_i^{(k)} (x_{i+1})`)))),l("p",null,"Hanno ",l(a.i,null,E(p||(p=M`n + m + 1`)))," gradi di libertà."),l(o.a,null,"Esistono infinite spline di grado ",l(a.i,null,E(m||(m=M`n \geq 2`))),"!"))),l(a.s,null,l(a.r,{title:"Spline lineari"},l(o.a,null,"Sono anche dette ",l("b",null,"interpolanti lineari a tratti"),"."),l("p",null,"Per ogni sottointervallo, costruiamo una ",l("b",null,"funzione lineare")," passante per i due estremi:"),l(a.q,null,E(_||(_=M`s_i(x) = y_i + \frac{ y_{i + 1} - y_i }{ x_{i + 1} - x_i } \cdot (x - x_i)`))),l(o.a,null,"È una linea spezzata!"),l("p",null,"Il loro errore è:"),l(a.q,null,E(b||(b=M`\| R \|_\infty = \| f - s \|_\infty \leq \frac{1}{8} \cdot \max_{y \in [a, b]} \left| f''(y) \right| \cdot \left( \max_{i \in \{intervalli\}} (x_{i+1} - x_{i}) \right)^2`))),l("p",null,"Ha come vantaggi complessità computazionale ",l("b",null,"molto più bassa")," e l'",l("b",null,"assenza")," del fenomeno di Runge, ma allo stesso tempo si ",l("b",null,"perde la derivabilità della funzione.")),l("p",null,l("b",null,"Non")," hanno gradi di libertà.")),l(a.r,{title:"Spline cubiche"},l("p",null,"Spline con ",l(a.i,null,E(f||(f=M`n = 3`))),", che soddisfano le seguenti uguaglianze:"),l(a.q,null,E(g||(g=M` + \forall \ i \in \{0,\ \dots\ ,\ m - 1\},\ + \begin{cases} + s_i (x_{i+1}) = s_{i+1} (x_{i+1})\\\\ + s'_i (x_{i+1}) = s'_{i+1} (x_{i+1})\\\\ + s''_i (x_{i+1}) = s''_{i+1} (x_{i+1}) + \end{cases} + `))),l(a.q,null,E(z||(z=M` + \forall \ i \in \{0,\ \dots\ ,\ m + 1\},\ + \begin{cases} + s_i(x_i) = y_i + \end{cases} + `))),l("p",null,"Esse hanno la seguente equazione:"),l(a.q,null,E(h||(h=M`s_i(x) = \alpha_i + \beta_i \ ( x - x_i ) + \gamma_i \ ( x - x_i )^2 + \delta_i \ ( x - x_i )^3`))),l(o.a,null,"Spesso si indica con ",l(a.i,null,E(x||(x=M`h`)))," la distanza orizzontale tra due punti di un sottointervallo."))),l(a.s,null,l(a.r,{title:"Spline cubica vincolata"},l("p",null,"Classe di spline cubiche in cui:"),l("ul",null,l("li",null,l(a.i,null,E(v||(v=M`\beta_0`)))," e ",l(a.i,null,E(q||(q=M`\beta_{m+1}`)))," sono prefissati")),l("p",null,"È ",l("b",null,"unica"),"."),l("p",null,"Forma il seguente sistema di equazioni:"),l(a.q,null,E(k||(k=M`T z = c`))),l(a.q,null,E(L||(L=M` + b_i = h_{i+1} \beta_i + 2 ( h_i + h_{i+1} ) + h_{i} \beta_i+2 + `))),l(a.q,null,E(A||(A=M` + T = + \begin{pmatrix} + 2 (h_0 + 2 h_1) & h_0 & {\color{Gray} 0} & {\color{Gray} 0} & {\color{Gray} 0} \\\\ + h_2 & 2 (h_1 + h_2) & h_1 & {\color{Gray} 0} & {\color{Gray} 0} \\\\ + {\color{Gray} 0} & \ddots & \ddots & \ddots & {\color{Gray} 0} \\\\ + {\color{Gray} 0} & {\color{Gray} 0} & h_{m-1} & 2 (h_{m-2} + h_{m-1}) & h_{m-2} \\\\ + {\color{Gray} 0} & {\color{Gray} 0} & {\color{Gray} 0} & h_m & 2 (h_{m-1} + h_m) + \end{pmatrix} + `))),l(a.q,null,E(S||(S=M` + z = + \begin{pmatrix} + \beta_1\\\\ + \beta_2\\\\ + \vdots\\\\ + \beta_{m-1}\\\\ + \beta_{m} + \end{pmatrix} + `))),l(a.q,null,E(y||(y=M` + c = + \begin{pmatrix} + b_0 - h_1 \beta_0\\\\ + b_1\\\\ + \vdots\\\\ + b_{m-2}\\\\ + b_{m-1} - h_{m-1} \beta_{m+1} + \end{pmatrix} + `))))),l(a.s,null,l(a.r,{title:"Spline cubica naturale"},l("p",null,"Classe di spline cubiche in cui:"),l("ul",null,l("li",null,l(a.i,null,E(C||(C=M`s''(x_0) = s''(x_{m+1}) = 0`))))),l("p",null,"È ",l("b",null,"unica"),".")),l(a.r,{title:"Spline cubica periodica"},l("p",null,"Classe di spline cubiche in cui:"),l("ul",null,l("li",null,l(a.i,null,E(w||(w=M`s(x) = s(m+1)`)))),l("li",null,l(a.i,null,E(I||(I=M`s'(x) = s'(m+1)`)))),l("li",null,l(a.i,null,E(O||(O=M`s''(x) = s''(m+1)`))))),l("p",null,"È ",l("b",null,"unica"),".")),l(a.r,{title:"Spline cubica not-a-knot"},l("p",null,"Classe di spline cubiche in cui:"),l("ul",null,l("li",null,"Negli intervalli ",l(a.i,null,E(G||(G=M`[x_0, x_2]`)))," e ",l(a.i,null,E(R||(R=M`[x_{m-1}, x_{m+1}]`)))," si presenta ",l("b",null,"obbligatoriamente")," un polinomio di ",l("b",null,"grado 3"),".")),l("p",null,"È ",l("b",null,"unica"),"."))),l(a.s,null,l(a.r,{title:"Proprietà di minima curvatura"},l("p",null,'Tra tutte le funzioni che interpolano dei punti, le tre classi di funzioni sopraelencate sono quelle che interpolano la funzione più "dolcemente".'),l("p",null,"Per loro è valida la seguente proprietà:"),l(a.q,null,E(F||(F=M`\int_a^b ( s''(x) )^2 dx \leq \int_a^b ( f''(x) )^2 dx`)))),l(a.r,{title:"Errore di interpolazione"},l("p",null,"Più diminuisce la lunghezza ",l(a.i,null,E(P||(P=M`h`)))," degli intervalli, più aumenta l'accuratezza."),l("p",null,l("b",null,"Non")," si verifica il fenomeno di Runge."),l("p",null,"Si ha un'interpolazione anche della ",l("b",null,"derivata prima"),"."))))}}).call(this,n("hosL").h)},T2GU:function(l,i,n){"use strict";(function(l){var e=n("5aVd"),a=n.n(e);i.a=function(i){return l("ul",{class:a.a.menulist},i.children)}}).call(this,n("hosL").h)},ke5e:function(l,i,n){"use strict";(function(l){var e=n("2w3n"),a=n.n(e);i.a=function(i){return l("div",{class:a.a.example},i.children)}}).call(this,n("hosL").h)},lijF:function(l,i,n){"use strict";(function(l){var e=n("mbOI"),a=n("YNhk"),o=n("ke5e"),t=n("hosL");let r,u,s,c,d,p,m,_,b,f,g,z,h,x,v,q,k,L,A,S,y,C,w,I,O,G,R,F,P,M,E,U,Q,N,T,D,Y,H,j,V,J,X,B,Z,K,W,$,ll,il,nl,el,al,ol,tl,rl,ul,sl,cl,dl,pl,ml,_l,bl,fl,gl,zl,hl,xl,vl,ql,kl,Ll,Al,Sl,yl,Cl,wl,Il,Ol,Gl,Rl,Fl,Pl,Ml,El=l=>l;const Ul=String.raw;i.a=function(){return l(t.Fragment,null,l(e.s,{title:"Problema: Risoluzione di sistemi lineari"},l(e.r,{title:"Descrizione"},l("p",null,"Dato un sistema di equazioni lineari, si vuole trovare la sua soluzione."),l("p",null,"In forma matriciale, avrà una ",l("b",null,"matrice dei coefficienti")," ",l(e.i,null,Ul(r||(r=El`A`))),", un ",l("b",null,"vettore dei termini noti")," ",l(e.i,null,Ul(u||(u=El`b`)))," e un ",l("b",null,"vettore delle incognite"),l(e.i,null,Ul(s||(s=El`x`))),"."),l("p",null,"L'equazione matriciale del sistema è:"),l(e.q,null,Ul(c||(c=El`A \cdot x = b`)))),l(e.r,{title:"Condizionamento"},l("p",null,"Il condizionamento della risoluzione di sistemi lineari è:"),l(e.q,null,Ul(d||(d=El`\frac{{\color{yellow} \|A\| \cdot \|A^{-1}\|} \cdot \| \Delta b \|}{\| b \|}`))),l("p",null,"In particolare, è segnato in giallo nella formula il ",l("b",null,"numero di condizionamento"),":"),l(e.q,null,Ul(p||(p=El`k(A) = \| A \| \cdot \| A^{-1} \|`))))),l(e.s,null,l(e.r,{title:"Metodi diretti"},l("p",null,"Metodi che trovano la soluzione esatta",l("abbr",{title:"Per quanto possibile nell'algebra di macchina."},"*")," di un sistema lineare."),l("p",null,"Tipicamente prevedono la ",l("b",null,"fattorizzazione")," della matrice dei coefficienti in due sottomatrici più facili da risolvere."),l("p",null,"Generalmente hanno una complessità temporale ",l(e.i,null,Ul(m||(m=El`O(n^3)`))),".")),l(e.r,{title:"Metodi iterativi"},l("p",null,"Metodi che trovano una soluzione imperfetta",l("abbr",{title:"Che però può essere la migliore ottenibile, considerando la precisione di macchina."},"*")," di un sistema lineare."),l("p",null,"Tipicamente prevedono l'applicazione ripetuta di un ",l("b",null,"metodo"),", in base al quale cambia la ",l("b",null,"velocità di convergenza")," alla soluzione."),l("p",null,"Generalmente hanno una complessità temporale ",l(e.i,null,Ul(_||(_=El`O(n^2)`))),"."))),l(e.s,{title:"Metodi diretti"},l(e.r,{title:"Divisione"},l("p",null,"Se la matrice dei coefficienti del sistema è ",l("b",null,"diagonale"),", allora è possibile trovare la soluzione ",l("i",null,"dividendo")," ogni termine noto per l'unico coefficiente diverso da zero presente nella sua riga:"),l(e.q,null,Ul(b||(b=El`x_i = \frac{b_i}{A_{ii}}`)))),l(e.r,{title:"Sostituzione"},l("p",null,"Se la matrice dei coefficienti del sistema è ",l("b",null,"triangolare")," inferiore o superiore, allora è possibile trovare la soluzione effettuando una ",l("i",null,"sostituzione")," all'avanti oppure all'indietro:"),l(e.q,null,Ul(f||(f=El`x_i = \frac{b_i - \sum_{k = 1}^{i - 1} (x_k \cdot A_{ik})}{A_{ii}}`))),l(e.q,null,Ul(g||(g=El`x_i = \frac{b_i - \sum_{k = i - 1}^{n} (x_k \cdot A_{ik})}{A_{ii}}`))))),l(e.s,null,l(e.r,{title:l("span",null,"Fattorizzazione ",l(e.i,null,Ul(z||(z=El`LU`))))},l("p",null,"Se tutti i valori sulla diagonale di ",l(e.i,null,Ul(h||(h=El`A`)))," sono ",l("b",null,"diversi da 0 ",l("small",null,"(eccetto l'ultimo)"))," allora è possibile ",l("i",null,"fattorizzarla")," in due matrici: una ",l(e.i,null,Ul(x||(x=El`L`)))," ",l("b",null,"triangolare inferiore"),", e una ",l(e.i,null,Ul(v||(v=El`U`)))," ",l("b",null,"triangolare superiore"),"."),l(e.q,null,Ul(q||(q=El`A = L \cdot U`))),l(o.a,null,"Abbiamo fatto questo metodo in Algebra Lineare, chiamandolo ",l("b",null,"metodo di Gauss"),"."),l("p",null,"La matrice ",l(e.i,null,Ul(k||(k=El`L`)))," è così composta:"),l(e.q,null,Ul(L||(L=El` + \begin{cases} + L_{ii} = 1 \qquad \qquad (diagonale)\\ + L_{ik} = -\frac{A_{ik}}{A_{kk}} \qquad (tri.\ infer.) + \end{cases} + `))),l(o.a,null,"Sono i moltiplicatori usati per rendere annullare il triangolo inferiore!"),l("p",null,"La matrice ",l(e.i,null,Ul(A||(A=El`U`)))," è così composta:"),l(e.q,null,Ul(S||(S=El` + \begin{cases} + U_{ik} = A_{ik} \quad se\ i \leq k \quad (tri.\ super.)\\ + U_{ik} = 0 \qquad se\ i > k \quad (tri.\ infer.) + \end{cases} + `))),l(o.a,null,"È la parte triangolare superiore di ",l(e.i,null,Ul(y||(y=El`A`))),"!"),l("p",null,"Il sistema può essere poi risolto applicando due volte il metodo di sostituzione (all'avanti e all'indietro):"),l(e.q,null,Ul(C||(C=El` + \begin{cases} + L \cdot y = b\\ + U \cdot x = y + \end{cases} + `))),l("p",null,"Questo metodo ha costo computazionale:"),l(e.q,null,Ul(w||(w=El`{\color{Yellow} O\left(\frac{n^3}{3}\right)} + 2 \cdot O\left(\frac{n^2}{2}\right)`)))),l(e.r,{title:l("span",null,"Fattorizzazione ",l(e.i,null,Ul(I||(I=El`LU`)))," con pivoting parziale")},l("p",null,"È possibile applicare la fattorizzazione ",l(e.i,null,Ul(O||(O=El`LU`)))," a ",l("b",null,"qualsiasi matrice non-singolare")," permettendo lo scambio (",l("i",null,"pivoting"),") delle righe, potenzialmente ",l("b",null,"aumentando la stabilità")," dell'algoritmo."),l(o.a,null,"Abbiamo fatto questo metodo in Algebra Lineare, chiamandolo ",l("b",null,"metodo di Gauss-Jordan"),"!"),l("p",null,"Alla formula precedente si aggiunge una ",l("b",null,"matrice di permutazione")," che indica quali righe sono state scambiate:"),l(e.q,null,Ul(G||(G=El`P \cdot A = L \cdot U`))),l("p",null,"Per massimizzare la stabilità, si cerca di ",l("b",null,"usare come perno l'elemento più grande")," della colonna."),l("p",null,"Questo metodo ha costo computazionale:"),l(e.q,null,Ul(R||(R=El`{\color{Yellow} O\left(\frac{n^2}{2}\right)} + O\left(\frac{n^3}{3}\right) + 2 \cdot O\left(\frac{n^2}{2}\right)`)))),l(e.r,{title:l("span",null,"Fattorizzazione ",l(e.i,null,Ul(F||(F=El`LU`)))," con pivoting totale")},l("p",null,"È possibile anche permettere il ",l("i",null,"pivoting")," ",l("b",null,"sulle colonne")," per ",l("b",null,"aumentare ulteriormente la stabilità")," dell'algoritmo, a costo di maggiore costo computazionale:"),l(e.q,null,Ul(P||(P=El`P \cdot A \cdot Q = L \cdot U`))),l("p",null,"Per massimizzare la stabilità, si cerca di ",l("b",null,"ordinare in modo decrescente la diagonale"),", assicurandoci che il primo perno sia più grande del secondo e così via."),l("p",null,"Questo metodo ha costo computazionale:"),l(e.q,null,Ul(M||(M=El`{\color{Yellow} O\left(\frac{n^3}{3}\right)} + O\left(\frac{n^3}{3}\right) + 2 \cdot O\left(\frac{n^2}{2}\right)`))))),l(e.s,null,l(e.r,{title:l("span",null,"Fattorizzazione ",l(e.i,null,Ul(E||(E=El`LU`)))," a banda")},l("p",null,"Se la matrice ",l(e.i,null,Ul(U||(U=El`A`)))," è ",l("b",null,"a banda"),", è possibile risparmiare spazio durante la fattorizzazione, in quanto sia ",l(e.i,null,Ul(Q||(Q=El`L`)))," sia ",l(e.i,null,Ul(N||(N=El`U`)))," saranno a banda!")),l(e.r,{title:l("span",null,"Fattorizzazione ",l(e.i,null,Ul(T||(T=El`LU`)))," sparsa")},l("p",null,"Se la matrice ",l(e.i,null,Ul(D||(D=El`A`)))," è ",l("b",null,"sparsa"),", non è detto che ",l(e.i,null,Ul(Y||(Y=El`L`)))," e ",l(e.i,null,Ul(H||(H=El`U`)))," siano sparse a loro volta."),l("p",null,"Per evitare il ",l("u",null,"fill-in"),", è necessario ",l("b",null,"riordinare")," la matrice ",l(e.i,null,Ul(j||(j=El`A`)))," in modo che sia il più possibile simile a una matrice a banda."))),l(e.s,null,l(e.r,{title:l("span",null,"Fattorizzazione ",l(e.i,null,Ul(V||(V=El`LDL^{-1}`))))},l("p",null,"È possibile ",l("b",null,"ridurre la complessità computazionale")," della fattorizzazione ",l(e.i,null,Ul(J||(J=El`LU`)))," se la matrice dei coefficienti è ",l("b",null,"simmetrica"),":"),l(e.q,null,Ul(X||(X=El`A = L \cdot D \cdot L^{-1}`))),l("p",null,"In questo caso, si calcola solo la matrice L, utilizzando il ",l("b",null,"metodo di pavimentazione"),"."),l(e.q,null,Ul(B||(B=El` + \begin{cases} + d_{ii} = A_{ii} - \sum_{k=1}^{i-1} ( d_{kk} \cdot (l_{jk})^2 )\\ + \\ + l_{ij} = \frac{A_{ij} - \sum_{k=1}^{j-1} l_{ik} \cdot d_{kk} \cdot l_{jk}}{d_{ii}} + \end{cases} + `))),l(o.a,null,l("p",null,"La prima colonna della matrice sarà:"),l(e.q,null,Ul(Z||(Z=El` + \begin{cases} + d_{11} = A_{11}\\ + \\ + l_{i1} = \frac{A_{i1}}{d_{11}} + \end{cases} + `))),l("p",null,"La seconda colonna della matrice sarà:"),l(e.q,null,Ul(K||(K=El` + \begin{cases} + d_{22} = A_{22} - d_{11} \cdot (l_{21})^2\\ + \\ + l_{i2} = \frac{A_{i2} - l_{i1} \cdot d_{11} \cdot l_{21}}{d_{ii}} + \end{cases} + `)))),l("p",null,"Questo metodo ha costo computazionale:"),l(e.q,null,Ul(W||(W=El`{\color{Yellow} O\left(\frac{n^3}{6}\right)} + O\left(\frac{n^3}{3}\right) + 2 \cdot O\left(\frac{n^2}{2}\right)`)))),l(e.r,{title:l("span",null,"Fattorizzazione ",l(e.i,null,Ul($||($=El`\mathcal{L} \mathcal{L}^{-1}`))))},l("p",null,"È possibile dare ",l("b",null,"stabilità forte")," alla fattorizzazione ",l(e.i,null,Ul(ll||(ll=El`LDL^{-1}`)))," se la matrice dei coefficienti è ",l("b",null,"simmetrica definita positiva"),":"),l(e.q,null,Ul(il||(il=El`A = \mathcal{L} \cdot \mathcal{L}^{-1}`))),l("p",null,"Il ",l("b",null,"metodo di pavimentazione")," diventa:"),l(e.q,null,Ul(nl||(nl=El` + \begin{cases} + l_{ii} = \sqrt{A_{ii} - \sum_{k=1}^{i-1} (l_{ik})^2 }\\ + \\ + l_{ij} = \frac{A_{ij} - \sum_{k=1}^{j-1} l_{ik} \cdot l_{jk}}{l_{ii}} + \end{cases} + `))),l("p",null,"Questo metodo ha costo computazionale:"),l(e.q,null,Ul(el||(el=El`O\left(\frac{n^3}{3}\right) + O\left(\frac{n^3}{3}\right) + 2 \cdot O\left(\frac{n^2}{2}\right)`))))),l(e.s,null,l(e.r,{title:"Trasformazione di Householder"},l("p",null,"Matrice ricavata dalla seguente formula, dove ",l(e.i,null,Ul(al||(al=El`v`)))," è la colonna di un'altra matrice:"),l(e.q,null,Ul(ol||(ol=El`U(v) = \mathbf{I} - \frac{2 \cdot v \cdot v^T}{\| v \|_{(2)}^2}`))),l("p",null,"Se moltiplicata per per la matrice da cui proviene ",l(e.i,null,Ul(tl||(tl=El`v`))),", sostituirà la colonna ",l(e.i,null,Ul(rl||(rl=El`v`)))," con la colonna:"),l(e.q,null,Ul(ul||(ul=El` + \begin{pmatrix} + - \| v \|\\\\ + 0\\\\ + 0\\\\ + \vdots\\\\ + 0 + \end{pmatrix} + `))),l("p",null,"Si calcola con una complessità computazionale nell'ordine di ",l(e.i,null,Ul(sl||(sl=El`O(n)`))),".")),l(e.r,{title:l("span",null,"Fattorizzazione ",l(e.i,null,Ul(cl||(cl=El`QR`))))},l("p",null,"Metodo che fornisce una ",l("b",null,"maggiore stabilità")," a costo di una ",l("b",null,"maggiore complessità computazionale"),"."),l("p",null,"La matrice ",l(e.i,null,Ul(dl||(dl=El`A`)))," viene ",l("i",null,"fattorizzata")," in due matrici, una ",l("b",null,"ortogonale")," ",l(e.i,null,Ul(pl||(pl=El`Q`)))," e una ",l("b",null,"triangolare superiore"),l(e.i,null,Ul(ml||(ml=El`R`))),":"),l(e.q,null,Ul(_l||(_l=El`A = Q \cdot R`))),l("p",null,"Le matrici si ottengono dal ",l("b",null,"prodotto delle trasformazioni di Householder")," (che concatenate formano ",l(e.i,null,Ul(bl||(bl=El`Q`))),") sulla matrice ",l(e.i,null,Ul(fl||(fl=El`A`)))," necessarie a trasformarla in una matrice triangolare superiore (",l(e.i,null,Ul(gl||(gl=El`R`))),")."),l(o.a,null,"C'è un bell'esempietto ",l(a.a,{href:"https://web.archive.org/web/20200828003151/https://rpubs.com/aaronsc32/qr-decomposition-householder"},"qui"),"."),l("p",null,"Una volta fattorizzata, il sistema si può risolvere con:"),l(e.q,null,Ul(zl||(zl=El` + \begin{cases} + y = Q^T \cdot b\\ + R \cdot x = y + \end{cases} + `))),l("p",null,"Questo metodo ha costo computazionale:"),l(e.q,null,Ul(hl||(hl=El`{\color{Yellow} O\left(\frac{2 \cdot n^3}{3}\right)} + 2 \cdot O\left(\frac{n^2}{2}\right)`))))),l(e.s,{title:"Metodi iterativi"},l(e.r,{title:"Forma generale"},l("p",null,"Se si pone che:"),l(e.q,null,Ul(xl||(xl=El` + \begin{cases} + G = I - M^{-1} \cdot A\\ + c = M^{-1} \cdot b + \end{cases} + `))),l("p",null,"Allora la formula generale di un sistema lineare può anche essere scritta in questo modo:"),l(e.q,null,Ul(vl||(vl=El`x = G \cdot x + c`))),l("p",null,"È particolarmente utile perchè ci permette di definire un ",l("b",null,"algoritmo ricorsivo")," che trovi ",l(e.i,null,Ul(ql||(ql=El`x`))),":"),l(e.q,null,Ul(kl||(kl=El`x_{(i+1)} = G \cdot x_{(i)} + c`))),l("p",null,l(e.i,null,Ul(Ll||(Ll=El`G`)))," è il ",l("b",null,"metodo"),", e in base ad esso cambiano stabilità e velocità di convergenza."),l("p",null,"Ponendo ",l(e.i,null,Ul(Al||(Al=El`A = M - N`))),", la formula può essere scritta anche in questo modo:"),l(e.q,null,Ul(Sl||(Sl=El`M \cdot x_{(i+1)} = N \cdot x_{(i)} + b`))),l("p",null,"Possiamo ottenere alcuni metodi separando ",l(e.i,null,"A")," in tre matrici:"),l("ul",null,l("li",null,"La parte diagonale ",l(e.i,null,Ul(yl||(yl=El`D`)))),l("li",null,"L'opposto del triangolo inferiore ",l(e.i,null,Ul(Cl||(Cl=El`E`)))),l("li",null,"L'opposto del triangolo superiore ",l(e.i,null,Ul(wl||(wl=El`F`))))),l(e.q,null,Ul(Il||(Il=El`A = D - E - F`)))),l(e.r,{title:"Convergenza di un metodo"},l("p",null,"Un metodo è convergente se e solo se:"),l(e.q,null,Ul(Ol||(Ol=El`\rho (M) < 1`))),l("p",null,"(dove ",l(e.i,null,Ul(Gl||(Gl=El`\rho`)))," è il ",l("b",null,"raggio spettrale"),", il massimo autovalore della matrice)"),l("p",null,"Perchè un metodo sia convergente, è sufficiente che:"),l(e.q,null,Ul(Rl||(Rl=El`\| M \| < 1`))))),l(e.s,null,l(e.r,{title:"Metodo di Jacobi"},l("p",null,"Il metodo di Jacobi si ottiene ponendo:"),l(e.q,null,Ul(Fl||(Fl=El` + \begin{cases} + M = D\\ + N = E + F + \end{cases} + `))),l("p",null,l("u",null,"Spostamenti simultanei"),": Permette di ottenere ogni componente di ",l(e.i,null,Ul(Pl||(Pl=El`x`)))," indipendentemente dagli altri: è ",l("b",null,"parallelizzabile"),"."),l("p",null,"Se la matrice è ",l("b",null,"diagonale dominante"),", allora il metodo di Jacobi ",l("b",null,"converge")," sicuramente.")),l(e.r,{title:"Metodo di Gauss-Seidel"},l("p",null,"Il metodo di Gauss-Seidel si ottiene ponendo:"),l(e.q,null,Ul(Ml||(Ml=El` + \begin{cases} + M = D - E\\ + N = F + \end{cases} + `))),l("p",null,"Ha una velocità di convergenza ",l("b",null,"maggiore o uguale")," rispetto al metodo di Jacobi."),l("p",null,l("u",null,"Spostamenti successivi"),": Non è parallelizzabile, perchè ogni componente ",l("b",null,"dipende da quelle calcolate in precedenza"),"."),l("p",null,"Se la matrice è ",l("b",null,"diagonale dominante"),", allora il metodo di Gauss-Seidel ",l("b",null,"converge")," sicuramente."))))}}).call(this,n("hosL").h)},qXt2:function(l,i,n){"use strict";n.r(i),function(l){var e=n("sl5E"),a=n("lijF"),o=n("FEtp"),t=n("31Ft"),r=n("LHkx"),u=n("uqDQ");i.default=function(){return l("div",null,l("h1",null,"Calcolo Numerico"),l(e.a,null),l(a.a,null),l(o.a,null),l(t.a,null),l(r.a,null),l(u.a,null))}}.call(this,n("hosL").h)},sl5E:function(l,i,n){"use strict";(function(l){var e=n("mbOI"),a=n("YNhk"),o=n("T2GU"),t=n("ke5e"),r=n("hosL");let u,s,c,d,p,m,_,b,f,g,z,h,x,v,q,k,L,A,S,y,C,w=l=>l;const I=String.raw;i.a=function(){return l(r.Fragment,null,l(e.s,{title:"Esame"},l(e.r,{title:"Contatti"},l("ul",null,l("li",null,l(a.a,{href:"mailto:silvia.bonettini@unimore.it"},"Prof.ssa Silvia Bonettini")))),l(e.r,{title:"Orale"},l("p",null,"E' composto da:"),l("ul",null,l("li",null,"2 domande sugli argomenti teorici"),l("li",null,"1 domanda di implementazione algoritmo in MATLAB")))),l(e.s,{title:"Extra"},l(e.r,{title:"Ripasso di Algebra Lineare"},l("p",null,"Prima di iniziare a studiare Calcolo Numerico, potrebbe essere una buona idea ripassare un pochino Algebra Lineare:"),l(o.a,null,l("li",null,l("a",{href:"/calcolonumerico/ripassodialgebralineare"},"Ripasso di Algebra Lineare")," ",l("small",null,"(per studenti sperduti di Calcolo Numerico)")))),l(e.r,{title:"Anki"},l("p",null,"Ho provato a fare un deck ",l(a.a,{href:"https://apps.ankiweb.net/"},"Anki")," con tutte le formule di Calcolo numerico."),l("p",null,"Sappiatemi dire com'è! ",l("small",null,"Io non l'ho usato moltissimo perchè ho studiato scrivendo questa pagina di Appuntiweb...")),l(o.a,null,l("li",null,l(a.a,{href:"https://ryg.s3.fr-par.scw.cloud/builds/anki-decks/formule-di-calcolo-numerico.apkg"},"Scarica il deck Anki"))))),l(e.s,{title:"Algoritmi"},l(e.r,{title:"Algoritmi numerici"},l("p",null,"Particolari algoritmi che hanno:"),l("ul",null,l("li",null,"numeri reali in input e output"),l("li",null,"successioni delle quattro operazioni aritmetiche fondamentali come passi")))),l(e.s,{title:"Errore di rappresentazione"},l(e.r,{title:"Cos'è?"},l("p",null,"Con i numeri floating point può capitare che un certo numero ",l(e.i,null,I(u||(u=w`\alpha`)))," non sia rappresentato correttamente."),l("p",null,"In tal caso, il numero si indica con ",l(e.i,null,I(s||(s=w`\alpha^\star`))),"."))),l(e.s,null,l(e.r,{title:"Errore assoluto"},l("p",null,"È la differenza tra il numero desiderato e il numero rappresentato:"),l(e.q,null,I(c||(c=w`E_a = \left | \alpha - \alpha^\star \right |`)))),l(e.r,{title:"Errore relativo"},l("p",null,"Indica quanto il numero rappresentato differisce dal numero desiderato:"),l(e.q,null,I(d||(d=w`\forall \alpha \neq 0, E_r = \frac{E_a}{\left | \alpha \right |}`))))),l(e.s,null,l(e.r,{title:"Troncamento"},l("p",null,"Metodo con cui gestire gli ",l("b",null,"underflow floating point"),": le cifre meno significative vengono ",l("b",null,"rimosse"),"."),l(t.a,null,l("pre",null,"1.00 → 1.0",l("br",null),"1.01 → 1.0",l("br",null),"1.10 → 1.1",l("br",null),"1.11 → 1.1"))),l(e.r,{title:"Arrotondamento"},l("p",null,"Metodo con cui gestire gli ",l("b",null,"underflow floating point"),": se la cifra più significativa di quelle che devono essere rimosse è 1, allora ",l("b",null,"aumenta di 1")," anche quella meno signficativa che viene tenuta."),l(t.a,null,l("pre",null,"1.00 → 1.0",l("br",null),"1.01 → 1.0",l("br",null),"1.10 → 1.1",l("br",null),"1.11 → 10.")))),l(e.s,null,l(e.r,{title:"Precisione di macchina"},l("p",null,"Un numero reale rappresentato in ",l("b",null,"virgola mobile")," ha un ",l("b",null,"errore relativo")," minore o uguale alla ",l("i",null,"precisione di macchina"),":"),l("p",null,l(e.i,null,I(p||(p=w`\epsilon_x \leq k \cdot \beta^{1-t}`)))),l("ul",null,l("li",null,l(e.i,null,"\\beta")," è uguale alla base utilizzata (solitamente 2)."),l("li",null,l(e.i,null,"t")," è uguale al numero di cifre della mantissa."),l("li",null,l(e.i,null,"k")," è uguale a ",l(e.i,null,"1")," se il numero viene rappresentato per troncamento oppure a ",l(e.i,null,I(m||(m=w`\frac{1}{2}`)))," se viene rappresentato per arrotondamento."))),l(e.r,{title:"La funzione fl"},l("p",null,"Associa un valore reale al suo ",l("b",null,"corrispondente valore floating point"),", utilizzando uno dei due metodi di gestione dell'undeflow."),l(e.q,null,I(_||(_=w`fl(x) = (x)(1 + \epsilon_x)`))),l(t.a,null,"Indica che un valore è soggetto alla precisione di macchina.",l(e.q,null,I(b||(b=w`fl(1.11) = 1.1`)))))),l(e.s,null,l(e.r,{title:"Un nuovo insieme"},l("p",null,"L'insieme ",l(e.i,null,I(f||(f=w`\mathbb{F}`)))," è il sottoinsieme dei numeri reali rappresentabili in floating point dalla macchina che stiamo usando."),l("p",null,"Operazioni tra elementi di ",l(e.i,null,I(g||(g=w`\mathbb{F}`)))," producono risultati in ",l(e.i,null,I(z||(z=w`\mathbb{R}`))),", che però decaderanno nuovamente a elementi di ",l(e.i,null,I(h||(h=w`\mathbb{F}`))),", perdendo informazioni."),l("p",null,"Il teorema della precisione di macchina si applica quindi anche ai risultati delle operazioni.")),l(e.r,{title:"Caratteristiche delle operazioni di macchina"},l("ul",null,l("li",null,"Hanno ",l("b",null,"più elementi neutri"),"."),l("li",null,"Un numero ha ",l("b",null,"più opposti"),"."),l("li",null,l("b",null,"Non")," sono associative."),l("li",null,l("b",null,"Non")," sono distributive."),l("li",null,l("b",null,"Non")," vale la legge di annullamento del prodotto.")))),l(e.s,{title:"Errori nelle operazioni di macchina"},l(e.r,{title:"Errore inerente"},l("p",null,"Errore derivato da underflow sui ",l("b",null,"dati"),"."),l("p",null,"Si indica con ",l(e.i,null,I(x||(x=w`\epsilon_{nome\_var}`))),"."),l(t.a,null,"L'errore sulla variabile ",l(e.i,null,"x")," si indica con ",l(e.i,null,I(v||(v=w`\epsilon_{x}`))),".")),l(e.r,{title:"Errore algoritmico"},l("p",null,"Errore derivato da underflow durante l'",l("b",null,"esecuzione dell'algoritmo"),"."),l("p",null,"Si indica con ",l(e.i,null,I(q||(q=w`\epsilon_{num\_passo}`))),"."),l(t.a,null,"L'errore al primo passo dell'algoritmo si indica con ",l(e.i,null,I(k||(k=w`\epsilon_{1}`))),"."))),l(e.s,null,l(e.r,{title:"Condizionamento"},l("p",null,"Sensibilità di un problema all'",l("b",null,"errore inerente"),"."),l(t.a,null,l(e.i,null,I(L||(L=w`y = \frac{1}{x}`)))," è mal condizionato intorno allo 0 e ben condizionato lontano dallo 0.")),l(e.r,{title:"Stabilità"},l("p",null,"Sensibilità di un problema all'",l("b",null,"errore algoritmico"),"."),l(t.a,null,l("p",null,"Cerchiamo un algoritmo che risolva ",l(e.i,null,I(A||(A=w`2x^\star = 4`))),"."),l("p",null,"Calcolare prima ",l(e.i,null,I(S||(S=w`t = fl \left( \frac{1}{4} \right)`)))," e poi ",l(e.i,null,I(y||(y=w`x = fl ( 2 \cdot t )`)))," porta a una perdita di precisione."),l("p",null,"Calcolare direttamente ",l(e.i,null,I(C||(C=w`x = fl \left( \frac{2}{4} \right)`)))," non ha alcuna perdita di precisione e rende l'algoritmo ",l("b",null,"più stabile")," del precedente.")))),l(e.s,null,l(e.r,{title:"Indice di condizionamento"},l("p",null,"È il coefficiente di proporzionalità tra i dati e l'",l("b",null,"errore inerente"),"."),l("p",null,"Essendo sempre maggiore di uno, si può dire che sia un coefficiente di amplificazione."),l("p",null,"Minore è l'indice di condizionamento, meglio condizionato è un problema.")),l(e.r,{title:"Indice algoritmico"},l("p",null,"È il coefficiente di proporzionalità tra i dati e l'",l("b",null,"errore algoritmico"),"."),l("p",null,"Essendo sempre maggiore di uno, si può dire che sia un coefficiente di amplificazione."))))}}).call(this,n("hosL").h)},uqDQ:function(l,i,n){"use strict";(function(l){var e=n("hosL"),a=n("mbOI"),o=n("ke5e");let t,r,u,s,c,d,p,m,_,b,f,g,z,h,x,v,q,k,L,A,S,y,C,w,I,O,G,R,F,P,M,E,U,Q,N,T,D,Y,H,j,V,J,X,B,Z,K,W,$,ll,il,nl,el,al,ol,tl,rl,ul=l=>l;const sl=String.raw;i.a=function(){return l(e.Fragment,null,l(a.s,{title:"Problema: Approssimazione di dati sperimentali"},l(a.r,{title:"Perchè?"},l("p",null,"Interpolare dati sperimentali non fornisce quasi mai un modello del fenomeno."),l("p",null,"Vogliamo costruire una ",l("b",null,"funzione di regressione")," che, dati molti più dati del grado della funzione, minimizzi il quadrato della distanza tra i punti sperimentali e i punti della funzione di regressione."),l("p",null,"Denominiamo:"),l("ul",null,l("li",null,l(a.i,null,sl(t||(t=ul`{\color{Orange} f}`))),": la ",l("b",null,'funzione "effettiva"')," del fenomeno"),l("li",null,l(a.i,null,sl(r||(r=ul`{\color{Yellow} q}`))),": la ",l("b",null,"funzione di regressione")," che costruiamo per approssimarlo"),l("li",null,l(a.i,null,sl(u||(u=ul`{\color{Red} Q }`))),": la ",l("b",null,'funzione "errore di regressione"')," da minimizzare"),l("li",null,l(a.i,null,sl(s||(s=ul`(\ x_i, f(x_i)\ )`))),": i ",l("b",null,"punti sperimentali"))),l("p",null,"L'obiettivo è minimizzare l'",l("b",null,"errore di approssimazione")," ",l(a.i,null,sl(c||(c=ul`Q`))),", ovvero:"),l(a.q,null,sl(d||(d=ul`\min {\color{Red} Q } = \sum_{i = 1}^m (\ {\color{Yellow} q(x_i)} - {\color{Orange} f(x_i)}\ )^2 `))))),l(a.s,null,l(a.r,{title:"Regressione lineare"},l("p",null,"Trova la ",l("b",null,"retta")," ",l(a.i,null,sl(p||(p=ul`{\color{Yellow} q}`)))," che meglio approssima tutti gli ",l(a.i,null,sl(m||(m=ul`m`)))," dati sperimentali."),l("p",null,"Essendo una retta, avrà ",l("b",null,"due parametri"),": il termine noto ",l(a.i,null,sl(_||(_=ul`a_0`))),", e la pendenza ",l(a.i,null,"a_1"),"."),l(a.q,null,sl(b||(b=ul`{\color{Yellow} q(x) } = a_0 + a_1 \cdot {\color{Green} x}`))),l("p",null,"L'errore da minimizzare per ricavare i parametri sarà:"),l(a.q,null,sl(f||(f=ul` + \min {\color{Red} Q } = \sum_{i = 1}^m ( {\color{Yellow} a_0 + a_1 \cdot x_i} - {\color{Orange} f(x_i)} )^2 + `)))),l(a.r,{title:"Regressione lineare matriciale"},l("p",null,"Possiamo costruire una ",l("b",null,"matrice di regressione")," ",l(a.i,null,sl(g||(g=ul`A`)))," contenente tutti i ",l("b",null,"punti sperimentali"),":"),l(a.q,null,sl(z||(z=ul` + A = + \begin{pmatrix} + 1 & x_1\\\\ + 1 & x_2\\\\ + \vdots & \vdots\\\\ + 1 & x_m + \end{pmatrix} + `))),l("p",null,"Inoltre, se costruiamo il ",l("b",null,"vettore dei parametri")," ",l(a.i,null,sl(h||(h=ul`\alpha`))),":"),l(a.q,null,sl(x||(x=ul` + \alpha = + \begin{pmatrix} + a_0\\\\ + a_1 + \end{pmatrix} + `))),l("p",null,"Avremo che:"),l(a.q,null,sl(v||(v=ul`{\color{Yellow} q(x) } = A \cdot \alpha`))),l("p",null,"Inoltre, potremo calcolare l'errore attraverso la norma:"),l(a.q,null,sl(q||(q=ul`{\color{Red} Q } = \| A \cdot \alpha - y \|^2`))))),l(a.s,null,l(a.r,{title:"Regressione polinomiale"},l("p",null,"Trova il ",l("b",null,"polinomio")," ",l(a.i,null,sl(k||(k=ul`{\color{Yellow} q}`)))," di grado ",l(a.i,null,sl(L||(L=ul`n-1`)))," che meglio approssima tutti gli ",l(a.i,null,sl(A||(A=ul`m`)))," dati sperimentali."),l("p",null,"Essendo un polinomio di grado ",l(a.i,null,sl(S||(S=ul`n-1`))),", avrà ",l(a.i,null,sl(y||(y=ul`n`)))," parametri."),l(a.q,null,sl(C||(C=ul`{\color{Yellow} q(x) } = a_0 + a_1 \cdot {\color{Green} x} + a_2 \cdot {\color{Green} x^2} +\ \dots \ + a_{n-1} \cdot {\color{Green} x^{n-1}`))),l(o.a,null,l("p",null,"La regressione lineare è un caso particolare di regressione generale in cui i parametri sono 2!")),l("p",null,"L'errore da minimizzare per ricavare i parametri sarà:"),l(a.q,null,sl(w||(w=ul` + \min {\color{Red} Q} = \sum_{i = 1}^m ( {\color{Yellow} a_0 + a_1 \cdot x_i + a_2 \cdot x_i^2 +\ \dots \ + a_{n-1} \cdot x_i^{n-1}} - {\color{Orange} y_i} )^2 + `)))),l(a.r,{title:"Regressione polinomiale matriciale"},l("p",null,"Possiamo costruire una ",l("b",null,"matrice di regressione")," ",l(a.i,null,sl(I||(I=ul`A`)))," contenente tutti i ",l("b",null,"punti sperimentali")," a tutti i gradi del polinomio:"),l(a.q,null,sl(O||(O=ul` + A = + \begin{pmatrix} + 1 & x_1 & x_1^2 & \dots & x_1^{n-1} \\\\ + 1 & x_2 & x_2^2 & \dots & x_2^{n-1} \\\\ + \vdots & \vdots & \vdots & \ddots & \vdots \\\\ + 1 & x_m & x_m^2 & \dots & x_m^{n-1} + \end{pmatrix} + `))),l("p",null,"Inoltre, se costruiamo il ",l("b",null,"vettore dei parametri")," ",l(a.i,null,sl(G||(G=ul`\alpha`))),":"),l(a.q,null,sl(R||(R=ul` + \alpha = + \begin{pmatrix} + a_0\\\\ + a_1\\\\ + \vdots\\\\ + a_{n-1} + \end{pmatrix} + `))),l("p",null,"Avremo che:"),l(a.q,null,sl(F||(F=ul`{\color{Yellow} q(x) } = A \cdot \alpha`))),l("p",null,"Inoltre, potremo calcolare l'errore attraverso la norma:"),l(a.q,null,sl(P||(P=ul`{\color{Red} Q } = \| A \cdot \alpha - y \|^2`))),l(o.a,null,"Normalmente, i dati sono molti di più, ma se il numero di parametri ",l(a.i,null,sl(M||(M=ul`n`)))," fosse uguale al numero di dati ",l(a.i,null,sl(E||(E=ul`m`))),", allora si otterrebbe il ",l("b",null,"polinomio di interpolazione"),"!"))),l(a.s,null,l(a.r,{title:"Regressione generale"},l("p",null,"Trova i ",l("b",null,"coefficienti della combinazione lineare"),l(a.i,null,sl(U||(U=ul`{\color{Yellow} q}`)))," che meglio approssima tutti gli ",l(a.i,null,sl(Q||(Q=ul`m`)))," dati sperimentali."),l(a.q,null,sl(N||(N=ul`{\color{Yellow} q(x) } = a_0 \cdot {\color{Green} \phi_0 (x)} + a_1 \cdot {\color{Green} \phi_1 (x)} + \dots + a_2 \cdot {\color{Green} \phi_2 (x)} +\ \dots\ + a_{n-1} \cdot {\color{Green} \phi_{n-1} (x)}`))),l(o.a,null,l("p",null,"La regressione polinomiale è un caso particolare di regressione generale in cui:"),l(a.q,null,sl(T||(T=ul`{\color{Green} \phi_{n} (x)} = x^n`)))),l("p",null,"L'errore da minimizzare per ricavare i parametri sarà:"),l(a.q,null,sl(D||(D=ul` + \min {\color{Red} Q } = \sum_{i = 1}^m ( {\color{Yellow} a_0 \cdot \phi_0 (x) + a_1 \cdot \phi_1 (x) + \dots + a_2 \cdot \phi_2 (x) +\ \dots\ + a_{n-1} \cdot \phi_{n-1} (x)} - {\color{Orange} f(x_i)} )^2 + `)))),l(a.r,{title:"Regressione polinomiale generale"},l("p",null,"Possiamo costruire una ",l("b",null,"matrice di regressione")," ",l(a.i,null,sl(Y||(Y=ul`A`)))," contenente tutti i ",l("b",null,"punti sperimentali")," a tutti i gradi del polinomio:"),l(a.q,null,sl(H||(H=ul` + A = + \begin{pmatrix} + \phi_0(x_1) & \phi_1(x_1) & \phi_2(x_1) & \dots & \phi_{n_1}(x_1) \\\\ + \phi_0(x_2) & \phi_1(x_2) & \phi_2(x_2) & \dots & \phi_{n-1}(x_2) \\\\ + \vdots & \vdots & \vdots & \ddots & \vdots \\\\ + \phi_0(x_m) & \phi_1(x_m) & \phi_2(x_m) & \dots & \phi_{n-1}(x_m) + \end{pmatrix} + `))),l("p",null,"Inoltre, se costruiamo il ",l("b",null,"vettore dei parametri")," ",l(a.i,null,sl(j||(j=ul`\alpha`))),":"),l(a.q,null,sl(V||(V=ul` + \alpha = + \begin{pmatrix} + a_0\\\\ + a_1\\\\ + \vdots\\\\ + a_{n-1} + \end{pmatrix} + `))),l("p",null,"Avremo che:"),l(a.q,null,sl(J||(J=ul`{\color{Yellow} q(x) } = A \cdot \alpha`))),l("p",null,"Inoltre, potremo calcolare l'errore attraverso la norma:"),l(a.q,null,sl(X||(X=ul`{\color{Red} Q } = \| A \cdot \alpha - y \|^2`))))),l(a.s,{title:"Trovare i parametri"},l(a.r,{title:"Caso non degenere"},l("p",null,"Caso che prevede che le colonne di ",l(a.i,null,sl(B||(B=ul`A`)))," siano ",l("b",null,"linearmente indipendenti"),"."),l("p",null,"La soluzione ",l("b",null,"esiste")," sempre, ed è ",l("b",null,"unica"),"."),l("p",null,"Per trovarla:"),l("ul",null,l("li",null,"Fattorizziamo ",l(a.i,null,sl(Z||(Z=ul`A = Q \cdot \begin{pmatrix} R\\ 0 \end{pmatrix}`))),"."),l("li",null,"Calcoliamo ",l(a.i,null,sl(K||(K=ul`w = Q^T \cdot y`))),"."),l("li",null,"Teniamo solo i primi ",l(a.i,null,"n")," valori di ",l(a.i,null,sl(W||(W=ul`w`)))," e mettiamoli in ",l(a.i,null,sl($||($=ul`w_1`))),"."),l("li",null,"Calcoliamo ",l(a.i,null,sl(ll||(ll=ul`R \cdot \alpha = w_1`))),"."))),l(a.r,{title:"Caso generale"},l("p",null,"Caso che non preclude alcuna composizione di ",l(a.i,null,sl(il||(il=ul`A`))),"."),l("p",null,"Ci sono ",l("b",null,"infinite")," soluzioni, con ",l(a.i,null,"n-k")," gradi di libertà."),l("p",null,"Si cerca sempre di trovare la ",l("i",null,"soluzione di norma minima"),", che, se ",l(a.i,null,sl(nl||(nl=ul`k \leq n \leq m`))),", allora è ",l("b",null,"unica"),"."),l("p",null,"Per trovarla:"),l("ul",null,l("li",null,"Fattorizziamo ",l(a.i,null,sl(el||(el=ul`A = U \cdot \Sigma \cdot V^T`)))," con la ",l("i",null,"fattorizzazione SVD")),l("li",null,"Calcoliamo ",l(a.i,null,sl(al||(al=ul`\zeta = U^T \cdot y`)))),l("li",null,l("p",null,"Calcoliamo:"),l(a.q,null,sl(ol||(ol=ul` + \gamma = + \begin{pmatrix} + \frac{z_1}{\sigma_1}\\\\ + \frac{z_2}{\sigma_2}\\\\ + \vdots\\\\ + \frac{z_{k-1}}{\sigma_{k-1}}\\\\ + \frac{z_k}{\sigma_k}\\\\ + 0\\\\ + 0\\\\ + \vdots\\\\ + 0 + \end{pmatrix} + `)))),l("li",null,"Calcoliamo ",l(a.i,null,sl(tl||(tl=ul`\alpha = V \cdot \gamma`))))),l(o.a,null,"Gli zeri nella ",l(a.i,null,sl(rl||(rl=ul`\gamma`)))," sono i gradi di libertà, sono zero in modo che essi diano la norma minima."))))}}).call(this,n("hosL").h)}}]); +//# sourceMappingURL=route-CalcoloNumerico.chunk.feb65.esm.js.map \ No newline at end of file diff --git a/docs/route-CalcoloNumerico.chunk.feb65.esm.js.map b/docs/route-CalcoloNumerico.chunk.feb65.esm.js.map new file mode 100644 index 0000000..215a270 --- /dev/null +++ b/docs/route-CalcoloNumerico.chunk.feb65.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./routes/CalcoloNumerico/03_Interpolazione.js","webpack:///./components/MenuList.less","webpack:///./routes/CalcoloNumerico/02_ZeriDiFunzione.js","webpack:///./routes/CalcoloNumerico/04_InterpolazioneATratti.js","webpack:///./components/MenuList.js","webpack:///./components/Example.js","webpack:///./routes/CalcoloNumerico/01_SistemiLineari.js","webpack:///./routes/CalcoloNumerico/index.js","webpack:///./routes/CalcoloNumerico/00_Intro.js","webpack:///./routes/CalcoloNumerico/05_ApprossimazioneDatiSperimentali.js"],"names":["module","exports","r","String","raw","title","props","class","style","menulist","children","example","href"],"mappings":"4EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,0JCG3L,MAAMC,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,eACV,wDAC8C,4BAD9C,0DAIA,EAAC,IAAD,sFAGA,iCACuB,mBADvB,IACmC,EAAC,IAAD,KAASH,EAAT,OAAW,gBAD9C,qDAEoB,2BAFpB,IAEwC,EAAC,IAAD,KAASA,EAAT,OAAW,OAFnD,KAIA,EAAC,IAAD,KAASA,EAAT,OAAW,kBACX,iDACuC,uBADvC,4BAIJ,EAAC,IAAD,CAAOG,MAAO,8BACV,iBACO,gDADP,aACyD,2CACxC,2BAFjB,4CAIA,kBACQ,EAAC,IAAD,YADR,mDAC4E,EAAC,IAAD,UAD5E,mBAEgB,EAAC,IAAD,KAASH,EAAT,OAAW,SAF3B,KAIA,qBACW,6BADX,UAGA,EAAC,IAAD,KAASA,EAAT,OAAW,kEAGnB,EAAC,IAAD,CAASG,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,yCACV,0DACgD,sBADhD,KAGA,EAAC,IAAD,KAASH,EAAT,OAAW,mBACX,4BACkB,qCADlB,KAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;;;;yBAUX,4BACkB,sCADlB,KAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;;;;yBAUX,4BACkB,uCADlB,KAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;;;;yBAUX,EAAC,IAAD,wFAGA,wEAC8D,wCAD9D,2DAEuD,wCAG3D,EAAC,IAAD,CAAOG,MAAO,sBACV,kEACwD,8BACjD,EAAC,IAAD,KAASH,EAAT,OAAW,QAFlB,KAIA,EAAC,IAAD,KAASA,EAAT,OAAW,6DACX,yBACe,EAAC,IAAD,KAASA,EAAT,OAAW,SAD1B,eACoD,mCADpD,oCAIA,YACI,uBACY,EAAC,IAAD,UADZ,qDAEY,EAAC,IAAD,UAFZ,oDAGM,EAAC,IAAD,KAASA,EAAT,OAAW,eAHjB,4BAKI,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;8BAMf,iDAGI,EAAC,IAAD,KAASA,EAAT,OAAW,mNAGnB,EAAC,IAAD,+BAAgC,EAAC,IAAD,KAASA,EAAT,OAAW,SAA3C,KACA,uCAC6B,+BAD7B,KAGA,EAAC,IAAD,mCAAoC,uCAApC,KACA,4FACkF,kCADlF,KAIA,EAAC,IAAD,KACI,iGAEQ,oBAFR,eAIA,EAAC,IAAD,KAASA,EAAT,OAAW,sEACX,mEAGA,EAAC,IAAD,KAASA,EAAT,OAAW,sFAEf,sCAC4B,EAAC,IAAD,KAASA,EAAT,OAAW,YADvC,OAKR,EAAC,IAAD,CAASG,MAAO,2BACZ,EAAC,IAAD,CAAOA,MAAO,eACV,kBACQ,uDADR,KAGA,6BACmB,EAAC,IAAD,UADnB,qBACuD,EAAC,IAAD,YADvD,wBAGA,EAAC,IAAD,KAASH,EAAT,OAAW,4BACX,sEAEc,EAAC,IAAD,KAASA,EAAT,OAAW,0BAFzB,gEAKA,mDAGA,EAAC,IAAD,KAASA,EAAT,OAAW,qEAEf,EAAC,IAAD,CAAOG,MAAO,SACV,kFAGA,YACI,yBAAc,sCAAd,2BACA,2DAIZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,qBACV,kEACwD,gCADxD,KAEe,EAAC,IAAD,KAASH,EAAT,OAAW,yBAF1B,MAIA,yBACe,gCADf,qCACyE,qBADzE,2CAIA,EAAC,IAAD,mEAGA,kEAIJ,EAAC,IAAD,CAAOG,MAAO,qBACV,8CACoC,gCADpC,+CAIA,4CACkC,EAAC,IAAD,KAASH,EAAT,OAAW,OAD7C,aAGA,EAAC,IAAD,KAASA,EAAT,OAAW,mFACX,WACI,mCADJ,aACyC,8BADzC,iCAGA,EAAC,IAAD,KAASA,EAAT,OAAW,sEACX,yCAGA,EAAC,IAAD,KAASA,EAAT,OAAW,kE,2CClN/BF,EAAOC,QAAU,CAAC,SAAW,oB,iOCG7B,MAAMC,GAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,4CACZ,EAAC,IAAD,CAAOA,MAAO,eACV,2CACiC,mBADjC,yBACkE,uBADlE,IACkF,EAAC,IAAD,0BADlF,SAEwB,EAAC,IAAD,UAFxB,KAIA,qBACW,uCADX,QAC+C,EAAC,IAAD,KAASH,GAAT,QAAW,4BAD1D,mEAIA,2DAES,EAAC,IAAD,UAFT,SAEiC,EAAC,IAAD,KAASA,GAAT,QAAW,iBAF5C,MAKJ,EAAC,IAAD,CAAOG,MAAO,mBACV,qBACW,6BADX,mBACgD,iCADhD,KAC2E,qBAD3E,mCAIA,EAAC,IAAD,KAASH,GAAT,QAAW,2DAGnB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,yBACV,qBACW,EAAC,IAAD,KAASH,GAAT,QAAW,wBADtB,iEAIA,EAAC,IAAD,KAASA,GAAT,QAAW,oIACX,YACI,YAAI,kCAAJ,KAAgC,EAAC,IAAD,KAASA,GAAT,QAAW,WAA3C,MAA8D,EAAC,IAAD,KAASA,GAAT,QAAW,gBAEzE,YAAI,uCAAJ,KAAqC,EAAC,IAAD,KAASA,GAAT,QAAW,WAAhD,MAAmE,EAAC,IAAD,KAASA,GAAT,QAAW,YAE9E,YAAI,qCAAJ,KAAmC,EAAC,IAAD,KAASA,GAAT,QAAW,WAA9C,MAAiE,EAAC,IAAD,KAASA,GAAT,QAAW,gBAE5E,YAAI,0CAAJ,KACyB,EAAC,IAAD,KAASA,GAAT,QAAW,WADpC,MACuD,EAAC,IAAD,KAASA,GAAT,QAAW,YAClE,sBAIZ,EAAC,IAAD,CAASG,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,cACV,mBACS,+BADT,6HAIA,qCAC2B,gCAD3B,SACyD,kCADzD,KAGA,yBACe,sDADf,wBAGA,4DACkD,qBADlD,IACgE,wBADhE,2BAIA,EAAC,IAAD,KAASH,GAAT,QAAW,iDACX,2BACiB,kCADjB,KAC6C,EAAC,IAAD,KAASA,GAAT,QAAW,4BADxD,MAGA,sBACY,kCADZ,SAC4C,8CAD5C,sBAEU,yBAFV,iBAIA,EAAC,IAAD,KAASA,GAAT,QAAW,qDACX,EAAC,IAAD,4BACwB,EAAC,IAAD,KAASA,GAAT,QAAW,YADnC,6KAOR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,uBACV,YACI,iFACI,YACI,6BACkB,0BADlB,oBAE8B,EAAC,IAAD,KAASH,GAAT,QAAW,wBAFzC,IAGI,EAAC,IAAD,KAASA,GAAT,QAAW,sDAEf,gEACqD,EAAC,IAAD,KAASA,GAAT,QAAW,aADhE,IAEI,YACI,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,wBAAf,SAAkD,mBAAlD,aACA,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,wBAAf,SAAkD,mBAAlD,aAGR,oHAEqB,EAAC,IAAD,KAASA,GAAT,QAAW,4BAFhC,SAQhB,EAAC,IAAD,CAAOG,MAAO,uBACV,YACI,iFACI,YACI,4BACiB,2BADjB,WAC4C,gDACxC,EAAC,IAAD,KAASH,GAAT,QAAW,sBAFf,QAE+C,qBAF/C,IAGI,EAAC,IAAD,KAASA,GAAT,QAAW,+FAEf,gEACqD,EAAC,IAAD,KAASA,GAAT,QAAW,aADhE,IAEI,YACI,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,wBAAf,wBACA,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,wBAAf,wBAGR,oHAEqB,EAAC,IAAD,KAASA,GAAT,QAAW,4BAFhC,UASpB,EAAC,IAAD,CAASG,MAAO,2CACZ,EAAC,IAAD,CAAOA,MAAO,2CACV,mBACS,+BADT,4GAE8C,EAAC,IAAD,KAASH,GAAT,QAAW,UAFzD,mBAIA,EAAC,IAAD,KAASA,GAAT,QAAW,gCACX,2BAGA,EAAC,IAAD,KAASA,GAAT,QAAW,8BACX,0BACgB,0BADhB,IACmC,EAAC,IAAD,KAASA,GAAT,QAAW,kCAD9C,mBAEa,EAAC,IAAD,KAASA,GAAT,QAAW,OAFxB,mBAEoD,aAFpD,MAGO,EAAC,IAAD,KAASA,GAAT,QAAW,aAHlB,sCAGuE,4BAHvE,YAIQ,mBAJR,mBAImC,EAAC,IAAD,KAASA,GAAT,QAAW,OAJ9C,KAMA,EAAC,IAAD,KAASA,GAAT,QAAW,mCACX,yFAGA,EAAC,IAAD,KAASA,GAAT,QAAW,8BACX,yGAEe,EAAC,IAAD,KAASA,GAAT,QAAW,UAF1B,sEAKA,YACI,iDACa,EAAC,IAAD,KAASA,GAAT,QAAW,oFAExB,mBAAQ,sBAAR,kBAAqC,EAAC,IAAD,KAASA,GAAT,QAAW,4CAIxD,EAAC,IAAD,CAAOG,MAAO,mCACV,kBAGA,YACI,wDAC6C,EAAC,IAAD,KAASH,GAAT,QAAW,OADxD,qCAGI,EAAC,IAAD,KAASA,GAAT,QAAW,4BAEf,YACI,0BACgB,EAAC,IAAD,KAASA,GAAT,QAAW,OAD3B,qDAEiB,EAAC,IAAD,KAASA,GAAT,QAAW,YAF5B,KAIA,EAAC,IAAD,KAASA,GAAT,QAAW,uEACX,oBACU,EAAC,IAAD,KAASA,GAAT,QAAW,eADrB,OAKR,sBAGA,YACI,YACI,gDAGA,EAAC,IAAD,KAASA,GAAT,QAAW,2BAEf,oGAGA,YACI,+CACqC,wCADrC,KAGA,EAAC,IAAD,KAASA,GAAT,UAAW,8GAGnB,4BACkB,EAAC,IAAD,UADlB,yCAGA,EAAC,IAAD,KACI,EAAC,IAAD,UADJ,uCAC0D,EAAC,IAAD,KAASA,GAAT,UAAW,aADrE,kDAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,oBACV,yBACe,yBADf,oEAGA,EAAC,IAAD,KAASH,GAAT,UAAW,iCACX,EAAC,IAAD,KAASA,GAAT,UAAW,8DACX,EAAC,IAAD,sEAEU,EAAC,IAAD,KAASA,GAAT,UAAW,2BAFrB,iBAEmE,EAAC,IAAD,KAASA,GAAT,UAAW,iBAF9E,mHAMA,yCAC+B,wCAD/B,QACoE,wCADpE,KAGA,iBACO,qCADP,MAIJ,EAAC,IAAD,CAAOG,MAAO,wBACV,oDAC0C,oCAD1C,gEAIA,EAAC,IAAD,KAASH,GAAT,UAAW,wFACX,EAAC,IAAD,KAASA,GAAT,UAAW,4GACX,EAAC,IAAD,kFAEU,EAAC,IAAD,KAASA,GAAT,UAAW,2BAFrB,MAEwD,EAAC,IAAD,KAASA,GAAT,UAAW,+BAFnE,mHAMA,yCAC+B,wCAD/B,KAGA,iBACO,uCADP,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,oCACV,kDACwC,+DADxC,W,sLCnQpB,MAAMH,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,qCACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,yFAC+E,4CAD/E,KAEuB,8BAFvB,mBAE6D,mCAF7D,OAMR,EAAC,IAAD,CAASA,MAAO,WACZ,EAAC,IAAD,CAAOA,MAAO,cACV,gCAGA,YACI,oBAAS,0BAAT,qBAA6C,EAAC,IAAD,KAASH,EAAT,OAAW,QACxD,oBAAS,uBAAT,kBAAuC,EAAC,IAAD,KAASA,EAAT,OAAW,YAClD,0BAAe,EAAC,IAAD,KAASA,EAAT,OAAW,WAA1B,mBACU,EAAC,IAAD,KAASA,EAAT,OAAW,OADrB,oBAGA,8BAAmB,qCAAnB,8BAEJ,EAAC,IAAD,KACI,sGAEU,EAAC,IAAD,KAASA,EAAT,OAAW,WAFrB,0BAIA,EAAC,IAAD,KAASA,EAAT,OAAW,4GAEf,oBACU,EAAC,IAAD,KAASA,EAAT,OAAW,eADrB,sBAGA,EAAC,IAAD,0CACsC,EAAC,IAAD,KAASA,EAAT,OAAW,cADjD,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,kBACV,EAAC,IAAD,yBACqB,4CADrB,KAGA,uDAC6C,+BAD7C,gCAGA,EAAC,IAAD,KAASH,EAAT,OAAW,gFACX,EAAC,IAAD,8BAGA,gCAGA,EAAC,IAAD,KAASA,EAAT,OAAW,+KACX,0DACgD,8BADhD,QAC2E,sBAD3E,mDAE+C,qDAE/C,WACI,kBADJ,6BAIJ,EAAC,IAAD,CAAOG,MAAO,kBACV,yBACe,EAAC,IAAD,KAASH,EAAT,OAAW,WAD1B,6CAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;;yBAQX,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;yBAMX,gDAGA,EAAC,IAAD,KAASA,EAAT,OAAW,qGACX,EAAC,IAAD,6BACyB,EAAC,IAAD,KAASA,EAAT,OAAW,OADpC,mEAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,2BACV,+CAGA,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,OAAW,aAAf,MAAoC,EAAC,IAAD,KAASA,EAAT,OAAW,iBAA/C,qBAEJ,gBACM,oBADN,KAGA,sDAGA,EAAC,IAAD,KAASA,EAAT,OAAW,aACX,EAAC,IAAD,KAASA,EAAT,OAAW;;yBAGX,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;;;;yBAUX,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;;;;yBAUX,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;;;;2BAYnB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,0BACV,+CAGA,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,OAAW,mCAEnB,gBACM,oBADN,MAIJ,EAAC,IAAD,CAAOG,MAAO,2BACV,+CAGA,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,OAAW,oBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,sBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,yBAEnB,gBACM,oBADN,MAIJ,EAAC,IAAD,CAAOG,MAAO,4BACV,+CAGA,YACI,gCACe,EAAC,IAAD,KAASH,EAAT,OAAW,gBAD1B,MACkD,EAAC,IAAD,KAASA,EAAT,OAAW,wBAD7D,gBAEa,gCAFb,oBAEsD,sBAFtD,MAKJ,gBACM,oBADN,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,iCACV,iKAIA,uDAGA,EAAC,IAAD,KAASH,EAAT,OAAW,6DAEf,EAAC,IAAD,CAAOG,MAAO,4BACV,0CACgC,EAAC,IAAD,KAASH,EAAT,OAAW,OAD3C,iDAGA,WACI,kBADJ,sCAGA,kDACwC,6BADxC,W,2DC9MpB,qCAEe,aAASI,GACpB,OACI,QAAIC,MAAOC,IAAMC,UACZH,EAAMI,a,2DCLnB,qCAEe,aAAUJ,GACrB,OACI,SAAKC,MAAOC,IAAMG,SACbL,EAAMI,a,oVCAnB,MAAMR,GAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,4CACZ,EAAC,IAAD,CAAOA,MAAO,eACV,uFAGA,4CACkC,uCADlC,IACkE,EAAC,IAAD,KAASH,GAAT,QAAW,OAD7E,QAC8F,uCAD9F,IAEyB,EAAC,IAAD,KAASA,GAAT,QAAW,OAFpC,SAEsD,sCAClD,EAAC,IAAD,KAASA,GAAT,QAAW,OAHf,KAKA,oDAGA,EAAC,IAAD,KAASA,GAAT,QAAW,oBAEf,EAAC,IAAD,CAAOG,MAAO,mBACV,yEAGA,EAAC,IAAD,KAASH,GAAT,QAAW,kFACX,mEACyD,wCADzD,KAGA,EAAC,IAAD,KACKA,GADL,QACO,yCAIf,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,kBACV,oDAC0C,UACtCA,MAAO,kDAD+B,KAD1C,2BAIA,uCAC6B,8BAD7B,gFAIA,2DACiD,EAAC,IAAD,KAASH,GAAT,QAAW,YAD5D,MAIJ,EAAC,IAAD,CAAOG,MAAO,oBACV,yDAC+C,UAC3CA,MAAO,uFADoC,KAD/C,2BAKA,kEACwD,qBADxD,gCAEO,sCAFP,oBAIA,2DACiD,EAAC,IAAD,KAASH,GAAT,QAAW,YAD5D,OAKR,EAAC,IAAD,CAASG,MAAO,kBACZ,EAAC,IAAD,CAAOA,MAAO,aACV,2DACiD,wBADjD,6CAEc,wBAFd,wFAKA,EAAC,IAAD,KAASH,GAAT,QAAW,+BAEf,EAAC,IAAD,CAAOG,MAAO,gBACV,2DACiD,0BADjD,mFAEmD,2BAFnD,oCAKA,EAAC,IAAD,KAASH,GAAT,QAAW,wEACX,EAAC,IAAD,KAASA,GAAT,QAAW,0EAGnB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,iCAAsB,EAAC,IAAD,KAASH,GAAT,QAAW,UAC3C,mDACyC,EAAC,IAAD,KAASA,GAAT,QAAW,OADpD,SACsE,2BAAgB,sCADtF,uBAE6C,4BAF7C,wBAGQ,EAAC,IAAD,KAASA,GAAT,QAAW,OAHnB,IAGgC,oCAHhC,WAGoE,EAAC,IAAD,KAASA,GAAT,QAAW,OAH/E,IAG4F,oCAH5F,KAMA,EAAC,IAAD,KAASA,GAAT,QAAW,mBACX,EAAC,IAAD,oEACgE,8BADhE,KAGA,yBACe,EAAC,IAAD,KAASA,GAAT,QAAW,OAD1B,qBAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;yBAMX,EAAC,IAAD,kFAGA,yBACe,EAAC,IAAD,KAASA,GAAT,QAAW,OAD1B,qBAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;yBAMX,EAAC,IAAD,4CACwC,EAAC,IAAD,KAASA,GAAT,QAAW,OADnD,KAGA,4HAIA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;yBAMX,qDAGA,EAAC,IAAD,KAASA,GAAT,QAAW,yFAEf,EAAC,IAAD,CAAOG,MAAO,iCAAsB,EAAC,IAAD,KAASH,GAAT,QAAW,QAAjC,2BACV,uDAC6C,EAAC,IAAD,KAASA,GAAT,QAAW,QADxD,MACwE,8CADxE,4BAE8C,uBAF9C,iCAE2F,sCAF3F,oBAKA,EAAC,IAAD,oEACgE,qCADhE,KAGA,sDAC4C,sCAD5C,iDAIA,EAAC,IAAD,KAASA,GAAT,QAAW,2BACX,yDAC+C,qDAD/C,mBAIA,qDAGA,EAAC,IAAD,KAASA,GAAT,QAAW,uHAEf,EAAC,IAAD,CAAOG,MAAO,iCAAsB,EAAC,IAAD,KAASH,GAAT,QAAW,QAAjC,yBACV,8CACoC,uBADpC,IACoD,4BADpD,QAC6E,mDAD7E,8DAIA,EAAC,IAAD,KAASA,GAAT,QAAW,mCACX,yDAC+C,wDAD/C,6EAIA,qDAGA,EAAC,IAAD,KAASA,GAAT,QAAW,wHAGnB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,iCAAsB,EAAC,IAAD,KAASH,GAAT,QAAW,QAAjC,aACV,4BACkB,EAAC,IAAD,KAASA,GAAT,QAAW,OAD7B,MAC4C,sBAD5C,8EAEsC,EAAC,IAAD,KAASA,GAAT,QAAW,OAFjD,QAEkE,EAAC,IAAD,KAASA,GAAT,QAAW,OAF7E,sBAMJ,EAAC,IAAD,CAAOG,MAAO,iCAAsB,EAAC,IAAD,KAASH,GAAT,QAAW,QAAjC,YACV,4BACkB,EAAC,IAAD,KAASA,GAAT,QAAW,OAD7B,MAC4C,qBAD5C,qBAEQ,EAAC,IAAD,KAASA,GAAT,QAAW,OAFnB,MAEkC,EAAC,IAAD,KAASA,GAAT,QAAW,OAF7C,+BAIA,6BACmB,sBADnB,kBACgD,yBADhD,eAEY,EAAC,IAAD,KAASA,GAAT,QAAW,OAFvB,qEAOR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,iCAAsB,EAAC,IAAD,KAASH,GAAT,QAAW,gBAC3C,0BACgB,oDADhB,0BAEoB,EAAC,IAAD,KAASA,GAAT,QAAW,QAF/B,qCAE8E,yBAF9E,KAIA,EAAC,IAAD,KAASA,GAAT,QAAW,gCACX,2EACiE,uCADjE,KAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;;yBAOX,EAAC,IAAD,KACI,mDAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;;6BAOX,qDAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;;8BAQf,qDAGA,EAAC,IAAD,KAASA,GAAT,QAAW,uHAEf,EAAC,IAAD,CAAOG,MAAO,iCAAsB,EAAC,IAAD,KAASH,GAAT,QAAW,oCAC3C,+BACqB,8BADrB,yBACiE,EAAC,IAAD,KAASA,GAAT,UAAW,cAD5E,qCAEkC,2CAFlC,KAIA,EAAC,IAAD,KAASA,GAAT,UAAW,4CACX,iBACO,uCADP,aAGA,EAAC,IAAD,KAASA,GAAT,UAAW;;;;;;yBAOX,qDAGA,EAAC,IAAD,KAASA,GAAT,UAAW,uGAGnB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,iCACV,4DACkD,EAAC,IAAD,KAASH,GAAT,UAAW,OAD7D,sCAIA,EAAC,IAAD,KAASA,GAAT,UAAW,qEACX,iEACuD,EAAC,IAAD,KAASA,GAAT,UAAW,OADlE,2BAEY,EAAC,IAAD,KAASA,GAAT,UAAW,OAFvB,oBAIA,EAAC,IAAD,KAASA,GAAT,UAAW;;;;;;;;yBASX,2EACiE,EAAC,IAAD,KAASA,GAAT,UAAW,UAD5E,MAIJ,EAAC,IAAD,CAAOG,MAAO,iCAAsB,EAAC,IAAD,KAASH,GAAT,UAAW,UAC3C,sCAC4B,iCAD5B,mBACqE,kDADrE,KAIA,yBACe,EAAC,IAAD,KAASA,GAAT,UAAW,OAD1B,UAC6C,2BAD7C,wBAEQ,yBAFR,IAE0B,EAAC,IAAD,KAASA,GAAT,UAAW,OAFrC,UAEwD,oCACpD,EAAC,IAAD,KAASA,GAAT,UAAW,OAHf,KAKA,EAAC,IAAD,KAASA,GAAT,UAAW,mBACX,0CACgC,2DADhC,6BAEY,EAAC,IAAD,KAASA,GAAT,UAAW,OAFvB,mBAEmD,EAAC,IAAD,KAASA,GAAT,UAAW,OAF9D,oEAG0C,EAAC,IAAD,KAASA,GAAT,UAAW,OAHrD,MAKA,EAAC,IAAD,+BAC2B,EAAC,IAAD,CACvBU,KAAM,uGADiB,OAD3B,KAIA,uEAGA,EAAC,IAAD,KAASV,GAAT,UAAW;;;;;yBAMX,qDAGA,EAAC,IAAD,KAASA,GAAT,UAAW,kGAGnB,EAAC,IAAD,CAASG,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,8BAGA,EAAC,IAAD,KAASH,GAAT,UAAW;;;;;yBAMX,wGAGA,EAAC,IAAD,KAASA,GAAT,UAAW,uBACX,wEAC8D,kCAD9D,cAEU,EAAC,IAAD,KAASA,GAAT,UAAW,OAFrB,KAIA,EAAC,IAAD,KAASA,GAAT,UAAW,qCACX,WACI,EAAC,IAAD,KAASA,GAAT,UAAW,OADf,SACiC,qBADjC,qEAIA,sBACY,EAAC,IAAD,KAASA,GAAT,UAAW,eADvB,yDAGA,EAAC,IAAD,KAASA,GAAT,UAAW,6CACX,wDAC8C,EAAC,IAAD,UAD9C,oBAGA,YACI,kCAAuB,EAAC,IAAD,KAASA,GAAT,UAAW,QAClC,iDAAsC,EAAC,IAAD,KAASA,GAAT,UAAW,QACjD,iDAAsC,EAAC,IAAD,KAASA,GAAT,UAAW,SAErD,EAAC,IAAD,KAASA,GAAT,UAAW,oBAEf,EAAC,IAAD,CAAOG,MAAO,4BACV,oDAGA,EAAC,IAAD,KAASH,GAAT,UAAW,kBACX,oBACU,EAAC,IAAD,KAASA,GAAT,UAAW,UADrB,SAC0C,+BAD1C,0CAIA,mEAGA,EAAC,IAAD,KAASA,GAAT,UAAW,mBAGnB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,oBACV,sDAGA,EAAC,IAAD,KAASH,GAAT,UAAW;;;;;yBAMX,WACI,qCADJ,6CAEO,EAAC,IAAD,KAASA,GAAT,UAAW,OAFlB,qCAEgE,+BAFhE,KAIA,8BACoB,kCADpB,gCAEW,uBAFX,kBAKJ,EAAC,IAAD,CAAOG,MAAO,0BACV,4DAGA,EAAC,IAAD,KAASH,GAAT,UAAW;;;;;yBAMX,6CACmC,gCADnC,kCAGA,WACI,qCADJ,oDACkF,wDADlF,KAIA,8BACoB,kCADpB,sCAEiB,uBAFjB,uB,0DC5ZpB,+FAQe,qBACX,OACI,aACI,gCACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,S,4LCXZ,MAAMA,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAMO,KAAM,sCAAZ,gCAGZ,EAAC,IAAD,CAAOP,MAAO,SACV,8BAGA,YACI,iDACA,mEAIZ,EAAC,IAAD,CAASA,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,8BACV,kIAIA,EAAC,IAAD,KACI,YACI,OAAGO,KAAM,4CAAT,8BADJ,IACwF,iEAKhG,EAAC,IAAD,CAAOP,MAAO,QACV,wCAC8B,EAAC,IAAD,CAAMO,KAAM,6BAAZ,QAD9B,8CAIA,qCAC2B,4GAG3B,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CACAA,KAAM,sFADN,4BAMhB,EAAC,IAAD,CAASP,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,sBACV,+CAGA,YACI,8CACA,2FAIZ,EAAC,IAAD,CAASA,MAAO,8BACZ,EAAC,IAAD,CAAOA,MAAO,UACV,2EACiE,EAAC,IAAD,KAASH,EAAT,OAAW,YAD5E,yCAIA,mDACyC,EAAC,IAAD,KAASA,EAAT,OAAW,kBADpD,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,mBACV,kFAGA,EAAC,IAAD,KAASH,EAAT,OAAW,mDAEf,EAAC,IAAD,CAAOG,MAAO,mBACV,sFAGA,EAAC,IAAD,KAASH,EAAT,OAAW,wEAGnB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,eACV,yCAC+B,uCAD/B,yCAEY,sBAFZ,KAIA,EAAC,IAAD,KACI,4BACgB,aADhB,eAEgB,aAFhB,eAGgB,aAHhB,kBAQR,EAAC,IAAD,CAAOA,MAAO,kBACV,yCAC+B,uCAD/B,mFAEiD,2BAFjD,qDAKA,EAAC,IAAD,KACI,4BACgB,aADhB,eAEgB,aAFhB,eAGgB,aAHhB,kBASZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,0BACV,+CACqC,6BADrC,UACiE,8BADjE,yBAEgB,qCAFhB,KAKA,WACI,EAAC,IAAD,KAASH,EAAT,OAAW,0CAEf,YACI,YACI,EAAC,IAAD,eADJ,mDAGA,YACI,EAAC,IAAD,UADJ,gDAGA,YACI,EAAC,IAAD,UADJ,eACkC,EAAC,IAAD,UADlC,8DAEyB,EAAC,IAAD,KAASA,EAAT,OAAW,iBAFpC,iDAOR,EAAC,IAAD,CAAOG,MAAO,kBACV,6CACmC,mDADnC,+DAIA,EAAC,IAAD,KAASH,EAAT,OAAW,iCACX,EAAC,IAAD,oEAEI,EAAC,IAAD,KAASA,EAAT,OAAW,uBAIvB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,oBACV,wBACc,EAAC,IAAD,KAASH,EAAT,OAAW,gBADzB,2GAIA,yCAC+B,EAAC,IAAD,KAASA,EAAT,OAAW,gBAD1C,2BAEO,EAAC,IAAD,KAASA,EAAT,OAAW,gBAFlB,mDAGO,EAAC,IAAD,KAASA,EAAT,OAAW,gBAHlB,4BAKA,8GAIJ,EAAC,IAAD,CAAOG,MAAO,gDACV,YACI,qBAAU,kCAAV,KACA,4BAAiB,0BAAjB,KACA,YAAI,kBAAJ,sBACA,YAAI,kBAAJ,uBACA,YAAI,kBAAJ,mDAIZ,EAAC,IAAD,CAASA,MAAO,uCACZ,EAAC,IAAD,CAAOA,MAAO,mBACV,+CACqC,mBADrC,KAGA,4BACkB,EAAC,IAAD,KAASH,EAAT,OAAW,0BAD7B,KAGA,EAAC,IAAD,iCAC6B,EAAC,IAAD,UAD7B,kBAC8D,EAAC,IAAD,KAASA,EAAT,OAAW,kBADzE,MAIJ,EAAC,IAAD,CAAOG,MAAO,sBACV,qDAC2C,wCAD3C,KAGA,4BACkB,EAAC,IAAD,KAASH,EAAT,OAAW,2BAD7B,KAGA,EAAC,IAAD,6DACyD,EAAC,IAAD,KAASA,EAAT,OAAW,kBADpE,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,mBACV,6CACmC,8BADnC,KAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASH,EAAT,OAAW,qBADf,2EAKJ,EAAC,IAAD,CAAOG,MAAO,aACV,6CACmC,iCADnC,KAGA,EAAC,IAAD,KACI,iDACuC,EAAC,IAAD,KAASH,EAAT,OAAW,kBADlD,KAGA,8BACoB,EAAC,IAAD,KAASA,EAAT,OAAW,uCAD/B,UAEQ,EAAC,IAAD,KAASA,EAAT,OAAW,0BAFnB,uCAIA,qCAC2B,EAAC,IAAD,KAASA,EAAT,OAAW,uCADtC,4DAE8C,0BAF9C,uBAOZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,6BACV,kEACwD,8BADxD,KAGA,qGAGA,wFAIJ,EAAC,IAAD,CAAOA,MAAO,sBACV,kEACwD,iCADxD,KAGA,2G,mPC1PpB,MAAMH,GAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,kDACZ,EAAC,IAAD,CAAOA,MAAO,WACV,4FAGA,qCAC2B,sCAD3B,8JAKA,2BAGA,YACI,YAAI,EAAC,IAAD,KAASH,GAAT,QAAW,wBAAf,QAAiD,mCAAjD,iBACA,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,wBAAf,QAAiD,sCAAjD,qCAGA,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,sBAAf,QAA+C,+CAA/C,mBAGA,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,uBAAf,OAA+C,mCAEnD,0CACgC,wCADhC,IACiE,EAAC,IAAD,KAASA,GAAT,QAAW,OAD5E,aAGA,EAAC,IAAD,KAASA,GAAT,QAAW,yGAGnB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,uBACV,uBACa,oBADb,IAC0B,EAAC,IAAD,KAASH,GAAT,QAAW,wBADrC,oCAEQ,EAAC,IAAD,KAASA,GAAT,QAAW,OAFnB,uBAIA,sCAC4B,4BAD5B,qBACkE,EAAC,IAAD,KAASA,GAAT,QAAW,SAD7E,mBAEa,EAAC,IAAD,KAAU,OAFvB,KAIA,EAAC,IAAD,KAASA,GAAT,QAAW,gEACX,qEAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;0BAIf,EAAC,IAAD,CAAOG,MAAO,kCACV,qCAC2B,qCAD3B,IACyD,EAAC,IAAD,KAASH,GAAT,QAAW,OADpE,uBAEM,iCAFN,KAIA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;;;;yBASX,wCAC8B,oCAD9B,IAC2D,EAAC,IAAD,KAASA,GAAT,QAAW,YADtE,KAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;;yBAOX,0BAGA,EAAC,IAAD,KAASA,GAAT,QAAW,6CACX,uEAGA,EAAC,IAAD,KAASA,GAAT,QAAW,qDAGnB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,2BACV,uBACa,wBADb,IAC8B,EAAC,IAAD,KAASH,GAAT,QAAW,wBADzC,aAEU,EAAC,IAAD,KAASA,GAAT,QAAW,SAFrB,oCAEoE,EAAC,IAAD,KAASA,GAAT,QAAW,OAF/E,uBAKA,4CACkC,EAAC,IAAD,KAASA,GAAT,QAAW,SAD7C,UACkE,EAAC,IAAD,KAASA,GAAT,QAAW,OAD7E,eAGA,EAAC,IAAD,KAASA,GAAT,QAAW,kJACX,EAAC,IAAD,KACI,+GAKJ,qEAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;0BAIf,EAAC,IAAD,CAAOG,MAAO,sCACV,qCAC2B,qCAD3B,IACyD,EAAC,IAAD,KAASH,GAAT,QAAW,OADpE,uBAEM,iCAFN,mCAIA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;;;;yBASX,wCAC8B,oCAD9B,IAC2D,EAAC,IAAD,KAASA,GAAT,QAAW,YADtE,KAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;;;;yBASX,0BAGA,EAAC,IAAD,KAASA,GAAT,QAAW,6CACX,uEAGA,EAAC,IAAD,KAASA,GAAT,QAAW,mDACX,EAAC,IAAD,4EAEc,EAAC,IAAD,KAASA,GAAT,QAAW,OAFzB,mCAEqE,EAAC,IAAD,KAASA,GAAT,QAAW,OAFhF,6BAGqB,0CAHrB,OAOR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOG,MAAO,wBACV,sBACY,sDACR,EAAC,IAAD,KAASH,GAAT,QAAW,wBAFf,oCAGQ,EAAC,IAAD,KAASA,GAAT,QAAW,OAHnB,uBAKA,EAAC,IAAD,KAASA,GAAT,QAAW,kNACX,EAAC,IAAD,KACI,+FAGA,EAAC,IAAD,KAASA,GAAT,QAAW,yCAEf,qEAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;0BAIf,EAAC,IAAD,CAAOG,MAAO,oCACV,qCAC2B,qCAD3B,IACyD,EAAC,IAAD,KAASH,GAAT,QAAW,OADpE,uBAEM,iCAFN,mCAIA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;;;;yBASX,wCAC8B,oCAD9B,IAC2D,EAAC,IAAD,KAASA,GAAT,QAAW,YADtE,KAGA,EAAC,IAAD,KAASA,GAAT,QAAW;;;;;;;;yBASX,0BAGA,EAAC,IAAD,KAASA,GAAT,QAAW,6CACX,uEAGA,EAAC,IAAD,KAASA,GAAT,QAAW,qDAGnB,EAAC,IAAD,CAASG,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,qBACV,iDACuC,EAAC,IAAD,KAASH,GAAT,QAAW,OADlD,UACqE,uCADrE,KAGA,2BACiB,qBADjB,iBAC4C,oBAD5C,KAGA,4BAGA,YACI,6BAAkB,EAAC,IAAD,KAASA,GAAT,QAAW,qDAA7B,KACA,0BAAe,EAAC,IAAD,KAASA,GAAT,QAAW,qBAA1B,KACA,oCAAyB,EAAC,IAAD,UAAzB,cAAsD,EAAC,IAAD,KAASA,GAAT,QAAW,OAAjE,oBACO,EAAC,IAAD,KAASA,GAAT,QAAW,SADlB,KAGA,0BAAe,EAAC,IAAD,KAASA,GAAT,UAAW,0BAA1B,OAGR,EAAC,IAAD,CAAOG,MAAO,iBACV,2DACiD,EAAC,IAAD,KAASH,GAAT,UAAW,OAD5D,KAGA,sBACY,uBADZ,mBAC2C,EAAC,IAAD,KAAU,OADrD,sBAGA,4CACkC,wCADlC,aAEO,EAAC,IAAD,KAASA,GAAT,UAAW,qBAFlB,cAEuD,oBAFvD,KAIA,4BAGA,YACI,6BAAkB,EAAC,IAAD,KAASA,GAAT,UAAW,kCAA7B,WAA4E,mCAE5E,0BAAe,EAAC,IAAD,KAASA,GAAT,UAAW,0BAC1B,YACI,0BAGA,EAAC,IAAD,KAASA,GAAT,UAAW;;;;;;;;;;;;;kCAef,0BAAe,EAAC,IAAD,KAASA,GAAT,UAAW,+BAE9B,EAAC,IAAD,uBACmB,EAAC,IAAD,KAASA,GAAT,UAAW,YAD9B,qF","file":"route-CalcoloNumerico.chunk.feb65.esm.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import {Fragment} from \"preact\";\nimport {ILatex, Panel, PLatex, Section, Todo} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Si vuole trovare una funzione in grado di approssimarne un'altra, di cui si conoscono\n però solo alcuni punti.\n

    \n \n È utile in un sacco di casi! Ad esempio, quando si vuole scalare un'immagine.\n \n

    \n I punti sono detti nodi {r`(x_i, y_i)`}, mentre la funzione costruita su\n di essi è detta interpolante {r`g`}:\n

    \n {r`g(x_i) = y_i`}\n

    \n Dato un insieme di punti, esistono infinite funzioni interpolanti.\n

    \n     \n \n

    \n Il teorema fondamentale dell'algebra dice che esiste una sola\n interpolante polinomiale che interpola un dato insieme di punti.\n

    \n

    \n Con n+1 punti, l'interpolante sarà al massimo di grado n, e\n viene detta {r`p_n`}.\n

    \n

    \n La sua forma canonica sarà:\n

    \n {r`p_n(x) = a_0 + a_1 x + a_2 x^2 + a_3 x^3 + \\dots + a_n x^n`}\n     \n
    \n
    \n \n

    \n È possibile scrivere la forma canonica come matrice:\n

    \n {r`A \\cdot x = b`}\n

    \n Costruiamo la matrice di Vandermonde:\n

    \n {r`\n A =\n \\begin{pmatrix}\n 1 & x_0 & x_0^2 & \\dots & x_0^n\\\\\\\\\n 1 & x_1 & x_1^2 & \\dots & x_1^n\\\\\\\\\n 1 & x_2 & x_2^2 & \\dots & x_2^n\\\\\\\\\n \\vdots & \\vdots & \\vdots & \\ddots & \\vdots\\\\\\\\\n 1 & x_n & x_n^2 & \\dots & x_n^n\n \\end{pmatrix}\n `}\n

    \n Costruiamo il vettore delle incognite:\n

    \n {r`\n x = \n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\\\\\\\\\n a_2\\\\\\\\\n \\vdots\\\\\\\\\n a_n\n \\end{pmatrix}\n `}\n

    \n Costruiamo il vettore dei termini noti:\n

    \n {r`\n b =\n \\begin{pmatrix}\n y_0\\\\\\\\\n y_1\\\\\\\\\n y_2\\\\\\\\\n \\vdots\\\\\\\\\n y_n\n \\end{pmatrix}\n `}\n \n Per trovare il polinomio di interpolazione è sufficiente risolvere il problema!\n \n

    \n È efficace perchè una volta calcolati i coefficienti essi valgono per tutti i punti, ma\n ha come svantaggio che la matrice di Vandermonde è spesso malcondizionata.\n

    \n     \n \n

    \n È possibile scrivere il polinomio di interpolazione raccogliendo\n le {r`y`}:\n

    \n {r`p_n (x) = y_0 L_0 + y_1 L_1 + y_2 L_2 + \\dots + y_n L_n`}\n

    \n I polinomi {r`L_k`} sono detti polinomi di Lagrange, e hanno le seguenti\n proprietà:\n

    \n
      \n
    • \n Valgono 1 in corrispondenza del nodo con lo stesso\n indice, 0 in corrispondenza dei nodi con indice diverso\n e {r`0 < n < 1`} in tutti gli altri casi.\n\n {r`\n \\begin{cases}\n L_k(x_k) = 1 \\qquad (nel\\ nodo)\\\\\n L_k(x_j) = 0 \\qquad (altri\\ nodi)\n \\end{cases}\n `}
      • \n
    • \n Si compongono con questo prodotto:\n\n {r`L_k = \\frac{(x - x_0) \\cdot \\dots \\cdot (x - x_{k-1}) \\cdot (x - x_{k+1}) \\cdot \\dots \\cdot (x_k - x_n)}{(x_k - x_0) \\cdot \\dots \\cdot (x_k - x_{k-1}) \\cdot (x_k - x_{k+1}) \\cdot \\dots \\cdot (x_k - x_n)}`}\n
      • \n
    \n Non c'è il termine con {r`x_k`}!\n

    \n Tutti insieme formano la base di Lagrange.\n

    \n Si chiama base perchè sono linearmente indipendenti!\n

    \n Questo metodo permette di calcolare il valore del polinomio di interpolazione in un singolo\n punto:\n

    \n \n

    \n Si può risparmiare tempo di calcolo calcolando una singola volta il numeratore\n con tutti i termini:\n

    \n {r`\\omega_n = (x - x_0) \\cdot (x - x_1) \\cdot \\dots \\cdot (x - x_n)`}\n

    \n E poi dividendo per il termine che andrebbe escluso:\n

    \n {r`L_k(x) = \\frac{ \\omega_n }{ (x - x_k) \\cdot \\prod_{i=0, i \\neq k} (x_k - x_i) }`}\n     \n

    \n Ha costo computazionale {r`O(n^2)`}.\n

    \n     \n
    \n
    \n \n

    \n È l'errore compiuto durante l'interpolazione.\n

    \n

    \n Se la funzione f è interpolata da p_n, allora esso varrà:\n

    \n {r`R_n(x) = f(x) - p_n(x)`}\n

    \n In particolare, è interessante la sua norma a\n infinito, {r`\\| f - p_n \\|_\\infty`}, che corrisponde alla distanza massima tra\n le due funzioni.\n

    \n

    \n Un teorema dice che esso è uguale a:\n

    \n {r`R_n(x) = \\frac{ \\omega_n(x) }{ (n + 1)! } \\cdot f^{(n+1)}(\\xi)`}\n     \n \n

    \n L'errore nell'interpolazione dipende principalmente da due fattori:\n

    \n
      \n
    • Come sono distribuiti sull'asse X i punti da interpolare
      • \n
    • Il grado del polinomio di interpolazione
      • \n
    \n     \n
    \n
    \n \n

    \n Fenomeno che si verifica cercando di interpolare la funzione di\n Runge ({r`\\frac{1}{1 + 25x^2}`}).\n

    \n

    \n Scegliendo nodi equispaziati, l'errore di interpolazione sarà enorme vicino ai due\n estremi dell'intervallo.\n

    \n \n Addirittura, più nodi verranno scelti, più esso sarà alto!\n \n

    \n Si evita scegliendo i nodi in una maniera diversa.\n

    \n     \n \n

    \n Nodi ottenuti partizionando una semicirconferenza, e proiettando le partizioni sul\n diametro.\n

    \n

    \n La formula usata per ottenere {r`n`} punti è:\n

    \n {r`x_i = \\cos \\left( \\frac{ (2 \\cdot i + 1) \\cdot \\pi }{ 2 \\cdot (n+1) } \\right)`}\n

    \n Proprietà di min-max: sono la scelta ottimale dei punti di interpolazione.\n

    \n {r`\\omega_n(\\star) = \\max_{x \\in [a, b]} \\left| \\omega_n(x) \\right|`}\n

    \n In particolare, si ha che:\n

    \n {r`\\omega_n(\\star) = 2 \\left( \\frac{b-a}{4} \\right)^{n+1}`}\n     \n
    \n     \n )\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"menulist\":\"menulist__2Cmnq\"};","import {Fragment} from \"preact\";\nimport {ILatex, Panel, PLatex, Section} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Si vogliono trovare i punti (zeri) in cui una funzione continua f : [a, b]\n \\to R vale 0.\n

    \n

    \n Per il teorema del valore medio, se {r`f(a) \\cdot f(b) \\leq 0`}, allora\n esiste sicuramente un punto in cui la funzione vale 0.\n

    \n

    \n Denominiamo il punto in cui la funzione\n vale 0 come {r`x_{(\\star)}`}.\n

    \n     \n \n

    \n Più la derivata prima della funzione si avvicina allo 0, peggio il problema\n sarà condizionato.\n

    \n {r`f'(x_{(\\star)}) \\simeq 0 \\implies mal\\ condizionato`}\n     \n
    \n
    \n \n

    \n Indice {r`{\\color{Orange} p}`} di quanto in fretta una successione converge\n alla soluzione.\n

    \n {r`\\lim_{i \\to +\\infty} \\frac{ \\left| x_{(i+1)} - x_{(\\star)} \\right| }{ \\left| x_{(k)} - x_{(\\star)} \\right|^{\\color{Orange} p}}`}\n
      \n
    • Convergenza lineare: {r`p = 1`} e {r`0 < C < 1`}\n
      • \n
    • Convergenza superlineare: {r`p = 1`} e {r`C = 0`}\n
      • \n
    • Convergenza quadratica: {r`p = 2`} e {r`0 < C < 1`}\n
      • \n
    • Convergenza\n superquadratica: {r`p = 2`} e {r`C = 0`}
      • \n
    • ...
      • \n
    \n     \n
    \n
    \n \n

    \n Sono metodi iterativi in grado di ridurre sempre di più l'intervallo in cui è definita la\n funzione, facendolo convergere allo zero desiderato.\n

    \n

    \n Alcuni di essi sono il metodo dicotomico e il metodo regula falsi.\n

    \n

    \n Richiedono una valutazione di funzione non-lineare ad ogni iterazione.\n

    \n

    \n Ad ogni iterazione, l'intervallo viene sempre almeno dimezzato; si ha, pertanto,\n che:\n

    \n {r`b_{(i)} - a_{(i)} = \\frac{b - a}{2^{i - 1}}`}\n

    \n Hanno quindi convergenza lineare ({r`C = \\frac{1}{2}, p = 1`}).\n

    \n

    \n Il loro criterio di arresto è un numero di iterazioni prefissato che dipende\n dalla tolleranza sull'errore:\n

    \n {r`i \\geq \\log_2 \\left( \\frac{b - a}{\\tau} \\right)`}\n \n Dividi l'intervallo {r`[a, b]`} in tante parti grandi quanto la tolleranza.\n L'algoritmo di bisezione ne escluderà metà ad ogni iterazione; la tolleranza sarà raggiunta\n quando rimarrà una parte sola!\n \n     \n
    \n
    \n \n
      \n
    1. Finchè non sono state compiute il numero di iterazioni prefissate:\n
        \n
      1. \n Calcoliamo il punto\n medio dell'intervallo {r`[a_{(n)}, b_{(n)}]`}:\n {r`c_{(n)} = a_{(n)} + \\frac{b_{(n)} - a_{(n)}}{2}`}\n
        2. \n
      2. \n Dividiamo l'intervallo in due parti, separate da {r`c_{(n)}`}:\n
          \n
        • {r`[a_{(n)}, c_{(n)}]`} è la metà sinistra
          • \n
        • {r`[c_{(n)}, b_{(n)}]`} è la metà destra
          • \n
        \n
        3. \n
      3. \n Teniamo l'intervallo in cui i valori della funzione ai due estremi sono discordi, e\n rinominiamolo in {r`[a_{(n+1)}, b_{(n+1)}]`}.\n
        4. \n
      \n
      2. \n
    \n     \n \n
      \n
    1. Finchè non sono state compiute il numero di iterazioni prefissate:\n
        \n
      1. \n Calcoliamo l'intersezione tra la retta che congiunge i due estremi\n {r`a_{(n)}, b_{(n)}`} e l'asse X:\n {r`c_{(n)} = b_{(n)} - \\frac{f(b_{(n)})}{\\frac{f(b_{(n)}) - f(a_{(n)})}{b_{(n)} - a_{(n)}}}`}\n
        2. \n
      2. \n Dividiamo l'intervallo in due parti, separate da {r`c_{(n)}`}:\n
          \n
        • {r`[a_{(n)}, c_{(n)}]`} è la parte sinistra
          • \n
        • {r`[c_{(n)}, b_{(n)}]`} è la parte destra
          • \n
        \n
        3. \n
      3. \n Teniamo l'intervallo in cui i valori della funzione ai due estremi sono discordi, e\n rinominiamolo in {r`[a_{(n+1)}, b_{(n+1)}]`}.\n
        4. \n
      \n
      2. \n
    \n     \n
    \n
    \n \n

    \n Sono metodi iterativi che funzionano in modo molto simile ai metodi iterativi per i\n sistemi lineari, utilizzando una funzione {r`\\phi`} come \"metodo\".\n

    \n {r`x = x - \\phi(x) \\cdot f(x)`}\n

    \n Che diventa:\n

    \n {r`x_{(k+1)} = g( x_{(k)} )`}\n

    \n Sfruttano i punti fissi {r`g(x_{(\\star)}) = x_{(\\star)}`} della\n funzione {r`f`} per convergere:
    \n se {r`\\phi(x)`} non ha zeri, allora i punti fissi coincideranno con\n gli zeri della funzione {r`f`}.\n

    \n {r`g(x) = x - \\phi(x) \\cdot f(x)`}\n

    \n Si può raggiungere iterativamente ad un punto fisso attraverso la formula:\n

    \n {r`x_{(k+1)} = g( x_{(k)} )`}\n

    \n Non si conosce in anticipo il numero di iterazioni necessarie per soddisfare la\n tolleranza {r`\\tau`}; ad ogni iterazione, si controlla se la tolleranza è\n soddisfatta:\n

    \n
      \n
    • Nella differenza tra due\n iterate: {r`\\frac{\\left| x_{(k+1)} - x_{(k)} \\right|}{\\left| x_{(k+1)} \\right|} \\leq \\tau`}\n
      • \n
    • Nel residuo del problema: {r`\\left| f(x_{(k)}) \\right| \\leq \\tau`}\n
      • \n
    \n     \n \n

    \n Se:\n

    \n
      \n
    • \n Tutti i valori restituiti dalla funzione {r`g`} rientrano nel suo stesso\n dominio:\n {r`g : [a, b] \\to [a, b]`}\n
      • \n
    • \n

      \n La funzione {r`g`} è una contrazione, ovvero restringe\n l'intervallo {r`[a, b]`}:\n

      \n {r`\\forall (x, y) \\in [a, b], | g(x) - g(y) | \\leq L \\cdot | x - y |`}\n

      \n (dove {r`0 < L < 1`})\n

      \n
      • \n
    \n

    \n Allora:\n

    \n
      \n
    • \n

      \n Il punto fisso esiste ed è unico:\n

      \n {r`\\exists! x_{(\\star)}`}\n
      • \n
    • \n Il metodo delle approssimazioni successive converge per qualsiasi punto di partenza.\n
      • \n
    • \n

      \n Vale la seguente disequazione di maggiorazione dell'errore:\n

      \n {r`\\left| x_{(k)} - x_{(\\star)} \\right| \\leq \\frac{ L^k }{ 1 - L } \\cdot \\left| x_{(1)} - x_{(0)} \\right|`}\n
      • \n
    \n

    \n Più è piccolo L, più il metodo convergerà in fretta.\n

    \n \n L è molto simile al raggio spettrale {r`\\rho(M)`} dei metodi\n iterativi per i sistemi lineari!\n \n     \n
    \n
    \n \n

    \n Sfrutta la continuità delle funzioni per ottenere una convergenza di ordine più alto.\n

    \n {r`\\phi (x) = \\frac{1}{f' (x)}`}\n {r`x_{(k+1)} = x_{(k)} - \\frac{ f(x_{(k)}) }{ f'(x_{(k)}) }`}\n \n Geometricamente, corrisponde a prolungare una retta nel\n punto {r`(x_{(k)}, f(x_{(k)}))`} con pendenza {r`f'(x_{(k)})`},\n e prendendo come nuovo punto la sua intersezione con l'asse X e la sua corrispettiva immagine\n nella funzione.\n \n

    \n Ha costo computazionale di 2 valutazioni di funzione più 2 valutazioni di derivata.\n

    \n

    \n Ha convergenza quadratica.\n

    \n     \n \n

    \n È come il metodo di Newton, ma usa il rapporto incrementale, in modo da poter essere\n applicato a funzioni non continue.\n

    \n {r`\\phi (x) = \\frac{ 1 }{ \\frac{ f(x_{(k)}) - f(x_{(k-1)}) }{ x_{(k)} - x_{(k-1)} } }`}\n {r`x_{(k+1)} = x_{(k)} - \\frac{ f(x_{(k)}) }{ \\frac{ f(x_{(k)}) - f(x_{(k-1)}) }{ x_{(k)} - x_{(k-1)} } }`}\n \n Geometricamente, corrisponde a costruire una retta che attraversa i\n punti {r`(x_{(k)}, f(x_{(k)}))`} e {r`(x_{(k-1)}, f(x_{(k-1)}))`},\n e prendendo come nuovo punto la sua intersezione con l'asse X e la sua corrispettiva immagine\n nella funzione.\n \n

    \n Ha costo computazionale di 3 valutazioni di funzione.\n

    \n

    \n Ha convergenza superlineare.\n

    \n     \n
    \n
    \n \n

    \n È possibile usare questi metodi per approssimare le soluzioni di sistemi non-lineari.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {ILatex, Panel, PLatex, Section} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Invece che costruire una singola funzione che interpola tutti i punti, per ogni intervallo\n tra due punti (sottointervallo) si costruisce una funzione apposta.\n

    \n     \n
    \n
    \n \n

    \n Interpolanti che:\n

    \n
      \n
    • sono polinomiali di grado massimo {r`n`}
      • \n
    • sono continue fino al grado {r`n - 1`}
      • \n
    • connettono {r`m + 2`} punti, e\n hanno {r`m`} sottointervalli\n
      • \n
    • hanno funzioni definite appositamente per ogni sottointervallo
      • \n
    \n \n

    \n Significa che agli estremi dell'intervallo, i valori di tutte le derivate fino al\n grado {r`n - 1`} devono essere uguali:\n

    \n {r`\\forall \\ k \\leq n-1, \\forall \\ i \\in \\{intervalli\\}, \\quad s_i^{(k)} (x_{i+1}) = s_i^{(k)} (x_{i+1})`}\n     \n

    \n Hanno {r`n + m + 1`} gradi di libertà.\n

    \n \n Esistono infinite spline di grado {r`n \\geq 2`}!\n \n     \n
    \n
    \n \n \n Sono anche dette interpolanti lineari a tratti.\n \n

    \n Per ogni sottointervallo, costruiamo una funzione lineare passante per i due estremi:\n

    \n {r`s_i(x) = y_i + \\frac{ y_{i + 1} - y_i }{ x_{i + 1} - x_i } \\cdot (x - x_i)`}\n \n È una linea spezzata!\n \n

    \n Il loro errore è:\n

    \n {r`\\| R \\|_\\infty = \\| f - s \\|_\\infty \\leq \\frac{1}{8} \\cdot \\max_{y \\in [a, b]} \\left| f''(y) \\right| \\cdot \\left( \\max_{i \\in \\{intervalli\\}} (x_{i+1} - x_{i}) \\right)^2`}\n

    \n Ha come vantaggi complessità computazionale molto più bassa e l'assenza del\n fenomeno di Runge, ma allo stesso tempo si perde la derivabilità della funzione.\n

    \n

    \n Non hanno gradi di libertà.\n

    \n     \n \n

    \n Spline con {r`n = 3`}, che soddisfano le seguenti uguaglianze:\n

    \n {r`\n \\forall \\ i \\in \\{0,\\ \\dots\\ ,\\ m - 1\\},\\ \n \\begin{cases}\n s_i (x_{i+1}) = s_{i+1} (x_{i+1})\\\\\\\\\n s'_i (x_{i+1}) = s'_{i+1} (x_{i+1})\\\\\\\\\n s''_i (x_{i+1}) = s''_{i+1} (x_{i+1})\n \\end{cases} \n `}\n {r`\n \\forall \\ i \\in \\{0,\\ \\dots\\ ,\\ m + 1\\},\\ \n \\begin{cases}\n s_i(x_i) = y_i\n \\end{cases}\n `}\n

    \n Esse hanno la seguente equazione:\n

    \n {r`s_i(x) = \\alpha_i + \\beta_i \\ ( x - x_i ) + \\gamma_i \\ ( x - x_i )^2 + \\delta_i \\ ( x - x_i )^3`}\n \n Spesso si indica con {r`h`} la distanza orizzontale tra due punti di un\n sottointervallo.\n \n     \n
    \n
    \n \n

    \n Classe di spline cubiche in cui:\n

    \n
      \n
    • {r`\\beta_0`} e {r`\\beta_{m+1}`} sono prefissati
      • \n
    \n

    \n È unica.\n

    \n

    \n Forma il seguente sistema di equazioni:\n

    \n {r`T z = c`}\n {r`\n b_i = h_{i+1} \\beta_i + 2 ( h_i + h_{i+1} ) + h_{i} \\beta_i+2\n `}\n {r`\n T = \n \\begin{pmatrix}\n 2 (h_0 + 2 h_1) & h_0 & {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Gray} 0} \\\\\\\\\n h_2 & 2 (h_1 + h_2) & h_1 & {\\color{Gray} 0} & {\\color{Gray} 0} \\\\\\\\\n {\\color{Gray} 0} & \\ddots & \\ddots & \\ddots & {\\color{Gray} 0} \\\\\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & h_{m-1} & 2 (h_{m-2} + h_{m-1}) & h_{m-2} \\\\\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Gray} 0} & h_m & 2 (h_{m-1} + h_m)\n \\end{pmatrix}\n `}\n {r`\n z =\n \\begin{pmatrix}\n \\beta_1\\\\\\\\\n \\beta_2\\\\\\\\\n \\vdots\\\\\\\\\n \\beta_{m-1}\\\\\\\\\n \\beta_{m}\n \\end{pmatrix}\n `}\n {r`\n c =\n \\begin{pmatrix}\n b_0 - h_1 \\beta_0\\\\\\\\\n b_1\\\\\\\\\n \\vdots\\\\\\\\\n b_{m-2}\\\\\\\\\n b_{m-1} - h_{m-1} \\beta_{m+1}\n \\end{pmatrix}\n `}\n     \n
    \n
    \n \n

    \n Classe di spline cubiche in cui:\n

    \n
      \n
    • {r`s''(x_0) = s''(x_{m+1}) = 0`}
      • \n
    \n

    \n È unica.\n

    \n     \n \n

    \n Classe di spline cubiche in cui:\n

    \n
      \n
    • {r`s(x) = s(m+1)`}
      • \n
    • {r`s'(x) = s'(m+1)`}
      • \n
    • {r`s''(x) = s''(m+1)`}
      • \n
    \n

    \n È unica.\n

    \n     \n \n

    \n Classe di spline cubiche in cui:\n

    \n
      \n
    • Negli\n intervalli {r`[x_0, x_2]`} e {r`[x_{m-1}, x_{m+1}]`} si\n presenta obbligatoriamente un polinomio di grado 3.\n
      • \n
    \n

    \n È unica.\n

    \n     \n
    \n
    \n \n

    \n Tra tutte le funzioni che interpolano dei punti, le tre classi di funzioni sopraelencate sono\n quelle che interpolano la funzione più \"dolcemente\".\n

    \n

    \n Per loro è valida la seguente proprietà:\n

    \n {r`\\int_a^b ( s''(x) )^2 dx \\leq \\int_a^b ( f''(x) )^2 dx`}\n     \n \n

    \n Più diminuisce la lunghezza {r`h`} degli intervalli, più aumenta l'accuratezza.\n

    \n

    \n Non si verifica il fenomeno di Runge.\n

    \n

    \n Si ha un'interpolazione anche della derivata prima.\n

    \n     \n
    \n     \n )\n}\n","import style from \"./MenuList.less\";\n\nexport default function(props) {\n return (\n
      \n {props.children}\n
    \n )\n}","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n","import {ILatex, Panel, PLatex, Section, Todo} from \"bluelib\";\nimport Link from \"../../components/Link\";\nimport Example from \"../../components/Example\";\nimport {Fragment} from \"preact\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Dato un sistema di equazioni lineari, si vuole trovare la sua soluzione.\n

    \n

    \n In forma matriciale, avrà una matrice dei coefficienti {r`A`}, un vettore\n dei termini noti {r`b`} e un vettore delle incognite\n {r`x`}.\n

    \n

    \n L'equazione matriciale del sistema è:\n

    \n {r`A \\cdot x = b`}\n     \n \n

    \n Il condizionamento della risoluzione di sistemi lineari è:\n

    \n {r`\\frac{{\\color{yellow} \\|A\\| \\cdot \\|A^{-1}\\|} \\cdot \\| \\Delta b \\|}{\\| b \\|}`}\n

    \n In particolare, è segnato in giallo nella formula il numero di condizionamento:\n

    \n \n {r`k(A) = \\| A \\| \\cdot \\| A^{-1} \\|`}\n \n     \n
    \n
    \n \n

    \n Metodi che trovano la soluzione esatta* di un sistema lineare.\n

    \n

    \n Tipicamente prevedono la fattorizzazione della matrice dei coefficienti in due\n sottomatrici più facili da risolvere.\n

    \n

    \n Generalmente hanno una complessità temporale {r`O(n^3)`}.\n

    \n     \n \n

    \n Metodi che trovano una soluzione imperfetta* di\n un sistema lineare.\n

    \n

    \n Tipicamente prevedono l'applicazione ripetuta di un metodo, in base al quale cambia\n la velocità di convergenza alla soluzione.\n

    \n

    \n Generalmente hanno una complessità temporale {r`O(n^2)`}.\n

    \n     \n
    \n
    \n \n

    \n Se la matrice dei coefficienti del sistema è diagonale, allora è possibile trovare la\n soluzione dividendo ogni termine noto per l'unico coefficiente diverso da zero presente\n nella sua riga:\n

    \n {r`x_i = \\frac{b_i}{A_{ii}}`}\n     \n \n

    \n Se la matrice dei coefficienti del sistema è triangolare inferiore o superiore, allora è\n possibile trovare la soluzione effettuando una sostituzione all'avanti oppure\n all'indietro:\n

    \n {r`x_i = \\frac{b_i - \\sum_{k = 1}^{i - 1} (x_k \\cdot A_{ik})}{A_{ii}}`}\n {r`x_i = \\frac{b_i - \\sum_{k = i - 1}^{n} (x_k \\cdot A_{ik})}{A_{ii}}`}\n     \n
    \n
    \n Fattorizzazione {r`LU`}}>\n

    \n Se tutti i valori sulla diagonale di {r`A`} sono diversi da 0 (eccetto\n l'ultimo) allora è possibile fattorizzarla in due matrici:\n una {r`L`} triangolare inferiore, e una {r`U`} triangolare\n superiore.\n

    \n {r`A = L \\cdot U`}\n \n Abbiamo fatto questo metodo in Algebra Lineare, chiamandolo metodo di Gauss.\n \n

    \n La matrice {r`L`} è così composta:\n

    \n {r`\n \\begin{cases}\n L_{ii} = 1 \\qquad \\qquad (diagonale)\\\\\n L_{ik} = -\\frac{A_{ik}}{A_{kk}} \\qquad (tri.\\ infer.)\n \\end{cases}\n `}\n \n Sono i moltiplicatori usati per rendere annullare il triangolo inferiore!\n \n

    \n La matrice {r`U`} è così composta:\n

    \n {r`\n \\begin{cases}\n U_{ik} = A_{ik} \\quad se\\ i \\leq k \\quad (tri.\\ super.)\\\\\n U_{ik} = 0 \\qquad se\\ i > k \\quad (tri.\\ infer.)\n \\end{cases}\n `}\n \n È la parte triangolare superiore di {r`A`}!\n \n

    \n Il sistema può essere poi risolto applicando due volte il metodo di sostituzione (all'avanti e\n all'indietro):\n

    \n {r`\n \\begin{cases}\n L \\cdot y = b\\\\\n U \\cdot x = y\n \\end{cases}\n `}\n

    \n Questo metodo ha costo computazionale:\n

    \n {r`{\\color{Yellow} O\\left(\\frac{n^3}{3}\\right)} + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n Fattorizzazione {r`LU`} con pivoting parziale}>\n

    \n È possibile applicare la fattorizzazione {r`LU`} a qualsiasi matrice\n non-singolare permettendo lo scambio (pivoting) delle righe, potenzialmente aumentando\n la stabilità dell'algoritmo.\n

    \n \n Abbiamo fatto questo metodo in Algebra Lineare, chiamandolo metodo di Gauss-Jordan!\n \n

    \n Alla formula precedente si aggiunge una matrice di permutazione che indica quali righe\n sono state scambiate:\n

    \n {r`P \\cdot A = L \\cdot U`}\n

    \n Per massimizzare la stabilità, si cerca di usare come perno l'elemento più grande della\n colonna.\n

    \n

    \n Questo metodo ha costo computazionale:\n

    \n {r`{\\color{Yellow} O\\left(\\frac{n^2}{2}\\right)} + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n Fattorizzazione {r`LU`} con pivoting totale}>\n

    \n È possibile anche permettere il pivoting sulle colonne per aumentare\n ulteriormente la stabilità dell'algoritmo, a costo di maggiore costo computazionale:\n

    \n {r`P \\cdot A \\cdot Q = L \\cdot U`}\n

    \n Per massimizzare la stabilità, si cerca di ordinare in modo decrescente la diagonale,\n assicurandoci che il primo perno sia più grande del secondo e così via.\n

    \n

    \n Questo metodo ha costo computazionale:\n

    \n {r`{\\color{Yellow} O\\left(\\frac{n^3}{3}\\right)} + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n
    \n
    \n Fattorizzazione {r`LU`} a banda}>\n

    \n Se la matrice {r`A`} è a banda, è possibile risparmiare spazio durante\n la fattorizzazione, in quanto sia {r`L`} sia {r`U`} saranno a\n banda!\n

    \n     \n Fattorizzazione {r`LU`} sparsa}>\n

    \n Se la matrice {r`A`} è sparsa, non è detto\n che {r`L`} e {r`U`} siano sparse a loro volta.\n

    \n

    \n Per evitare il fill-in, è necessario riordinare la\n matrice {r`A`} in modo che sia il più possibile simile a una matrice a\n banda.\n

    \n     \n
    \n
    \n Fattorizzazione {r`LDL^{-1}`}}>\n

    \n È possibile ridurre la complessità computazionale della\n fattorizzazione {r`LU`} se la matrice dei coefficienti è simmetrica:\n

    \n {r`A = L \\cdot D \\cdot L^{-1}`}\n

    \n In questo caso, si calcola solo la matrice L, utilizzando il metodo di pavimentazione.\n

    \n {r`\n \\begin{cases}\n d_{ii} = A_{ii} - \\sum_{k=1}^{i-1} ( d_{kk} \\cdot (l_{jk})^2 )\\\\\n \\\\\n l_{ij} = \\frac{A_{ij} - \\sum_{k=1}^{j-1} l_{ik} \\cdot d_{kk} \\cdot l_{jk}}{d_{ii}}\n \\end{cases}\n `}\n \n

    \n La prima colonna della matrice sarà:\n

    \n {r`\n \\begin{cases}\n d_{11} = A_{11}\\\\\n \\\\\n l_{i1} = \\frac{A_{i1}}{d_{11}}\n \\end{cases}\n `}\n

    \n La seconda colonna della matrice sarà:\n

    \n {r`\n \\begin{cases}\n d_{22} = A_{22} - d_{11} \\cdot (l_{21})^2\\\\\n \\\\\n l_{i2} = \\frac{A_{i2} - l_{i1} \\cdot d_{11} \\cdot l_{21}}{d_{ii}}\n \\end{cases}\n `}\n     \n

    \n Questo metodo ha costo computazionale:\n

    \n {r`{\\color{Yellow} O\\left(\\frac{n^3}{6}\\right)} + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n Fattorizzazione {r`\\mathcal{L} \\mathcal{L}^{-1}`}}>\n

    \n È possibile dare stabilità forte alla fattorizzazione {r`LDL^{-1}`} se\n la matrice dei coefficienti è simmetrica definita positiva:\n

    \n {r`A = \\mathcal{L} \\cdot \\mathcal{L}^{-1}`}\n

    \n Il metodo di pavimentazione diventa:\n

    \n {r`\n \\begin{cases}\n l_{ii} = \\sqrt{A_{ii} - \\sum_{k=1}^{i-1} (l_{ik})^2 }\\\\\n \\\\\n l_{ij} = \\frac{A_{ij} - \\sum_{k=1}^{j-1} l_{ik} \\cdot l_{jk}}{l_{ii}}\n \\end{cases}\n `}\n

    \n Questo metodo ha costo computazionale:\n

    \n {r`O\\left(\\frac{n^3}{3}\\right) + O\\left(\\frac{n^3}{3}\\right) + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n
    \n
    \n \n

    \n Matrice ricavata dalla seguente formula, dove {r`v`} è la colonna di un'altra\n matrice:\n

    \n {r`U(v) = \\mathbf{I} - \\frac{2 \\cdot v \\cdot v^T}{\\| v \\|_{(2)}^2}`}\n

    \n Se moltiplicata per per la matrice da cui proviene {r`v`}, sostituirà la\n colonna {r`v`} con la colonna:\n

    \n {r`\n \\begin{pmatrix}\n - \\| v \\|\\\\\\\\\n 0\\\\\\\\\n 0\\\\\\\\\n \\vdots\\\\\\\\\n 0\n \\end{pmatrix}\n `}\n

    \n Si calcola con una complessità computazionale nell'ordine di {r`O(n)`}.\n

    \n     \n Fattorizzazione {r`QR`}}>\n

    \n Metodo che fornisce una maggiore stabilità a costo di una maggiore complessità\n computazionale.\n

    \n

    \n La matrice {r`A`} viene fattorizzata in due matrici,\n una ortogonale {r`Q`} e una triangolare superiore\n {r`R`}:\n

    \n {r`A = Q \\cdot R`}\n

    \n Le matrici si ottengono dal prodotto delle trasformazioni di Householder (che concatenate\n formano {r`Q`}) sulla matrice {r`A`} necessarie a trasformarla\n in una matrice triangolare superiore ({r`R`}).\n

    \n \n C'è un bell'esempietto qui.\n \n

    \n Una volta fattorizzata, il sistema si può risolvere con:\n

    \n {r`\n \\begin{cases}\n y = Q^T \\cdot b\\\\\n R \\cdot x = y\n \\end{cases}\n `}\n

    \n Questo metodo ha costo computazionale:\n

    \n {r`{\\color{Yellow} O\\left(\\frac{2 \\cdot n^3}{3}\\right)} + 2 \\cdot O\\left(\\frac{n^2}{2}\\right)`}\n     \n
    \n
    \n \n

    \n Se si pone che:\n

    \n {r`\n \\begin{cases}\n G = I - M^{-1} \\cdot A\\\\\n c = M^{-1} \\cdot b\n \\end{cases}\n `}\n

    \n Allora la formula generale di un sistema lineare può anche essere scritta in questo modo:\n

    \n {r`x = G \\cdot x + c`}\n

    \n È particolarmente utile perchè ci permette di definire un algoritmo ricorsivo che\n trovi {r`x`}:\n

    \n {r`x_{(i+1)} = G \\cdot x_{(i)} + c`}\n

    \n {r`G`} è il metodo, e in base ad esso cambiano stabilità e velocità di\n convergenza.\n

    \n

    \n Ponendo {r`A = M - N`}, la formula può essere scritta anche in questo modo:\n

    \n {r`M \\cdot x_{(i+1)} = N \\cdot x_{(i)} + b`}\n

    \n Possiamo ottenere alcuni metodi separando A in tre matrici:\n

    \n
      \n
    • La parte diagonale {r`D`}
      • \n
    • L'opposto del triangolo inferiore {r`E`}
      • \n
    • L'opposto del triangolo superiore {r`F`}
      • \n
    \n {r`A = D - E - F`}\n     \n \n

    \n Un metodo è convergente se e solo se:\n

    \n {r`\\rho (M) < 1`}\n

    \n (dove {r`\\rho`} è il raggio spettrale, il massimo autovalore della\n matrice)\n

    \n

    \n Perchè un metodo sia convergente, è sufficiente che:\n

    \n {r`\\| M \\| < 1`}\n     \n
    \n
    \n \n

    \n Il metodo di Jacobi si ottiene ponendo:\n

    \n {r`\n \\begin{cases}\n M = D\\\\\n N = E + F\n \\end{cases}\n `}\n

    \n Spostamenti simultanei: Permette di ottenere ogni componente\n di {r`x`} indipendentemente dagli altri: è parallelizzabile.\n

    \n

    \n Se la matrice è diagonale dominante, allora il metodo di\n Jacobi converge sicuramente.\n

    \n     \n \n

    \n Il metodo di Gauss-Seidel si ottiene ponendo:\n

    \n {r`\n \\begin{cases}\n M = D - E\\\\\n N = F\n \\end{cases}\n `}\n

    \n Ha una velocità di convergenza maggiore o uguale rispetto al metodo di Jacobi.\n

    \n

    \n Spostamenti successivi: Non è parallelizzabile, perchè ogni componente dipende da\n quelle calcolate in precedenza.\n

    \n

    \n Se la matrice è diagonale dominante, allora il metodo di\n Gauss-Seidel converge sicuramente.\n

    \n     \n
    \n     \n )\n}\n","import Intro from \"./00_Intro\";\nimport SistemiLineari from \"./01_SistemiLineari\";\nimport ZeriDiFunzione from \"./02_ZeriDiFunzione\";\nimport Interpolazione from \"./03_Interpolazione\";\nimport InterpolazioneATratti from \"./04_InterpolazioneATratti\";\nimport ApprossimazioneDatiSperimentali from \"./05_ApprossimazioneDatiSperimentali\";\n\n\nexport default function () {\n return (\n
    \n

    Calcolo Numerico

    \n \n \n \n \n \n \n
    \n )\n}\n","import {ILatex, Panel, PLatex, Section} from \"bluelib\";\nimport Link from \"../../components/Link\";\nimport MenuList from \"../../components/MenuList\";\nimport Example from \"../../components/Example\";\nimport {Fragment} from \"preact\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
      \n
    • Prof.ssa Silvia Bonettini
      • \n
    \n     \n \n

    \n E' composto da:\n

    \n
      \n
    • 2 domande sugli argomenti teorici
      • \n
    • 1 domanda di implementazione algoritmo in MATLAB
      • \n
    \n     \n
    \n
    \n \n

    \n Prima di iniziare a studiare Calcolo Numerico, potrebbe essere una buona idea ripassare un\n pochino Algebra Lineare:\n

    \n \n
  • \n Ripasso di Algebra Lineare (per\n studenti sperduti di Calcolo Numerico)\n
    • \n     \n     \n \n

    \n Ho provato a fare un deck Anki con tutte le\n formule di Calcolo numerico.\n

    \n

    \n Sappiatemi dire com'è! Io non l'ho usato moltissimo perchè ho studiato scrivendo questa\n pagina di Appuntiweb...\n

    \n \n
  • Scarica\n il deck Anki
    • \n     \n     \n
    \n
    \n \n

    \n Particolari algoritmi che hanno:\n

    \n
      \n
    • numeri reali in input e output
      • \n
    • successioni delle quattro operazioni aritmetiche fondamentali come passi
      • \n
    \n     \n
    \n
    \n \n

    \n Con i numeri floating point può capitare che un certo numero {r`\\alpha`} non\n sia rappresentato correttamente.\n

    \n

    \n In tal caso, il numero si indica con {r`\\alpha^\\star`}.\n

    \n     \n
    \n
    \n \n

    \n È la differenza tra il numero desiderato e il numero rappresentato:\n

    \n {r`E_a = \\left | \\alpha - \\alpha^\\star \\right |`}\n     \n \n

    \n Indica quanto il numero rappresentato differisce dal numero desiderato:\n

    \n {r`\\forall \\alpha \\neq 0, E_r = \\frac{E_a}{\\left | \\alpha \\right |}`}\n     \n
    \n
    \n \n

    \n Metodo con cui gestire gli underflow floating point: le cifre meno significative\n vengono rimosse.\n

    \n \n 
    \n                            1.00  →  1.0
    \n                            1.01  →  1.0
    \n                            1.10  →  1.1
    \n                            1.11  →  1.1\n
    \n     \n     \n \n

    \n Metodo con cui gestire gli underflow floating point: se la cifra più significativa di\n quelle che devono essere rimosse è 1, allora aumenta di 1 anche quella meno signficativa\n che viene tenuta.\n

    \n \n 
    \n                            1.00  →  1.0
    \n                            1.01  →  1.0
    \n                            1.10  →  1.1
    \n                            1.11  → 10.\n
    \n     \n     \n
    \n
    \n \n

    \n Un numero reale rappresentato in virgola mobile ha un errore relativo minore o\n uguale alla precisione\n di macchina:\n

    \n

    \n {r`\\epsilon_x \\leq k \\cdot \\beta^{1-t}`}\n

    \n
      \n
    • \n \\beta è uguale alla base utilizzata (solitamente 2).\n
      • \n
    • \n t è uguale al numero di cifre della mantissa.\n
      • \n
    • \n k è uguale a 1 se il numero viene rappresentato per\n troncamento oppure a {r`\\frac{1}{2}`} se viene rappresentato per\n arrotondamento.\n
      • \n
    \n     \n \n

    \n Associa un valore reale al suo corrispondente valore floating point, utilizzando uno dei\n due metodi di gestione dell'undeflow.\n

    \n {r`fl(x) = (x)(1 + \\epsilon_x)`}\n \n Indica che un valore è soggetto alla precisione di macchina.\n {r`fl(1.11) = 1.1`}\n \n     \n
    \n
    \n \n

    \n L'insieme {r`\\mathbb{F}`} è il sottoinsieme dei numeri reali rappresentabili in\n floating point dalla macchina che stiamo usando.\n

    \n

    \n Operazioni tra elementi di {r`\\mathbb{F}`} producono risultati\n in {r`\\mathbb{R}`}, che però decaderanno nuovamente a elementi\n di {r`\\mathbb{F}`}, perdendo informazioni.\n

    \n

    \n Il teorema della precisione di macchina si applica quindi anche ai risultati delle operazioni.\n

    \n     \n \n
      \n
    • Hanno più elementi neutri.
      • \n
    • Un numero ha più opposti.
      • \n
    • Non sono associative.
      • \n
    • Non sono distributive.
      • \n
    • Non vale la legge di annullamento del prodotto.
      • \n
    \n     \n
    \n
    \n \n

    \n Errore derivato da underflow sui dati.\n

    \n

    \n Si indica con {r`\\epsilon_{nome\\_var}`}.\n

    \n \n L'errore sulla variabile x si indica con {r`\\epsilon_{x}`}.\n \n     \n \n

    \n Errore derivato da underflow durante l'esecuzione dell'algoritmo.\n

    \n

    \n Si indica con {r`\\epsilon_{num\\_passo}`}.\n

    \n \n L'errore al primo passo dell'algoritmo si indica con {r`\\epsilon_{1}`}.\n \n     \n
    \n
    \n \n

    \n Sensibilità di un problema all'errore inerente.\n

    \n \n {r`y = \\frac{1}{x}`} è mal condizionato intorno allo 0 e ben condizionato\n lontano dallo 0.\n \n     \n \n

    \n Sensibilità di un problema all'errore algoritmico.\n

    \n \n

    \n Cerchiamo un algoritmo che risolva {r`2x^\\star = 4`}.\n

    \n

    \n Calcolare prima {r`t = fl \\left( \\frac{1}{4} \\right)`} e\n poi {r`x = fl ( 2 \\cdot t )`} porta a una perdita di precisione.\n

    \n

    \n Calcolare direttamente {r`x = fl \\left( \\frac{2}{4} \\right)`} non ha alcuna\n perdita di precisione e rende l'algoritmo più stabile del precedente.\n

    \n     \n     \n
    \n
    \n \n

    \n È il coefficiente di proporzionalità tra i dati e l'errore inerente.\n

    \n

    \n Essendo sempre maggiore di uno, si può dire che sia un coefficiente di amplificazione.\n

    \n

    \n Minore è l'indice di condizionamento, meglio condizionato è un problema.\n

    \n     \n \n

    \n È il coefficiente di proporzionalità tra i dati e l'errore algoritmico.\n

    \n

    \n Essendo sempre maggiore di uno, si può dire che sia un coefficiente di amplificazione.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {ILatex, Panel, PLatex, Section} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Interpolare dati sperimentali non fornisce quasi mai un modello del fenomeno.\n

    \n

    \n Vogliamo costruire una funzione di regressione che, dati molti più dati del grado della\n funzione, minimizzi il quadrato della distanza tra i punti sperimentali e i punti della funzione\n di regressione.\n

    \n

    \n Denominiamo:\n

    \n
      \n
    • {r`{\\color{Orange} f}`}: la funzione \"effettiva\" del fenomeno
      • \n
    • {r`{\\color{Yellow} q}`}: la funzione di regressione che costruiamo\n per approssimarlo\n
      • \n
    • {r`{\\color{Red} Q }`}: la funzione \"errore di regressione\" da\n minimizzare\n
      • \n
    • {r`(\\ x_i, f(x_i)\\ )`}: i punti sperimentali
      • \n
    \n

    \n L'obiettivo è minimizzare l'errore di approssimazione {r`Q`}, ovvero:\n

    \n {r`\\min {\\color{Red} Q } = \\sum_{i = 1}^m (\\ {\\color{Yellow} q(x_i)} - {\\color{Orange} f(x_i)}\\ )^2 `}\n     \n
    \n
    \n \n

    \n Trova la retta {r`{\\color{Yellow} q}`} che meglio approssima tutti\n gli {r`m`} dati sperimentali.\n

    \n

    \n Essendo una retta, avrà due parametri: il termine noto {r`a_0`}, e la\n pendenza {`a_1`}.\n

    \n {r`{\\color{Yellow} q(x) } = a_0 + a_1 \\cdot {\\color{Green} x}`}\n

    \n L'errore da minimizzare per ricavare i parametri sarà:\n

    \n {r`\n \\min {\\color{Red} Q } = \\sum_{i = 1}^m ( {\\color{Yellow} a_0 + a_1 \\cdot x_i} - {\\color{Orange} f(x_i)} )^2\n `}\n     \n \n

    \n Possiamo costruire una matrice di regressione {r`A`} contenente tutti\n i punti sperimentali:\n

    \n {r`\n A =\n \\begin{pmatrix}\n 1 & x_1\\\\\\\\\n 1 & x_2\\\\\\\\\n \\vdots & \\vdots\\\\\\\\\n 1 & x_m\n \\end{pmatrix}\n `}\n

    \n Inoltre, se costruiamo il vettore dei parametri {r`\\alpha`}:\n

    \n {r`\n \\alpha =\n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\n \\end{pmatrix}\n `}\n

    \n Avremo che:\n

    \n {r`{\\color{Yellow} q(x) } = A \\cdot \\alpha`}\n

    \n Inoltre, potremo calcolare l'errore attraverso la norma:\n

    \n {r`{\\color{Red} Q } = \\| A \\cdot \\alpha - y \\|^2`}\n     \n
    \n
    \n \n

    \n Trova il polinomio {r`{\\color{Yellow} q}`} di\n grado {r`n-1`} che meglio approssima tutti gli {r`m`} dati\n sperimentali.\n

    \n

    \n Essendo un polinomio di grado {r`n-1`}, avrà {r`n`} parametri.\n

    \n {r`{\\color{Yellow} q(x) } = a_0 + a_1 \\cdot {\\color{Green} x} + a_2 \\cdot {\\color{Green} x^2} +\\ \\dots \\ + a_{n-1} \\cdot {\\color{Green} x^{n-1}`}\n \n

    \n La regressione lineare è un caso particolare di regressione generale in cui i parametri sono\n 2!\n

    \n     \n

    \n L'errore da minimizzare per ricavare i parametri sarà:\n

    \n {r`\n \\min {\\color{Red} Q} = \\sum_{i = 1}^m ( {\\color{Yellow} a_0 + a_1 \\cdot x_i + a_2 \\cdot x_i^2 +\\ \\dots \\ + a_{n-1} \\cdot x_i^{n-1}} - {\\color{Orange} y_i} )^2\n `}\n     \n \n

    \n Possiamo costruire una matrice di regressione {r`A`} contenente tutti\n i punti sperimentali a tutti i gradi del polinomio:\n

    \n {r`\n A =\n \\begin{pmatrix}\n 1 & x_1 & x_1^2 & \\dots & x_1^{n-1} \\\\\\\\\n 1 & x_2 & x_2^2 & \\dots & x_2^{n-1} \\\\\\\\\n \\vdots & \\vdots & \\vdots & \\ddots & \\vdots \\\\\\\\\n 1 & x_m & x_m^2 & \\dots & x_m^{n-1}\n \\end{pmatrix}\n `}\n

    \n Inoltre, se costruiamo il vettore dei parametri {r`\\alpha`}:\n

    \n {r`\n \\alpha =\n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\\\\\\\\\n \\vdots\\\\\\\\\n a_{n-1}\n \\end{pmatrix}\n `}\n

    \n Avremo che:\n

    \n {r`{\\color{Yellow} q(x) } = A \\cdot \\alpha`}\n

    \n Inoltre, potremo calcolare l'errore attraverso la norma:\n

    \n {r`{\\color{Red} Q } = \\| A \\cdot \\alpha - y \\|^2`}\n \n Normalmente, i dati sono molti di più, ma se il numero di\n parametri {r`n`} fosse uguale al numero di dati {r`m`}, allora\n si otterrebbe il polinomio di interpolazione!\n \n     \n
    \n
    \n \n

    \n Trova i coefficienti della combinazione lineare\n {r`{\\color{Yellow} q}`} che meglio approssima tutti\n gli {r`m`} dati sperimentali.\n

    \n {r`{\\color{Yellow} q(x) } = a_0 \\cdot {\\color{Green} \\phi_0 (x)} + a_1 \\cdot {\\color{Green} \\phi_1 (x)} + \\dots + a_2 \\cdot {\\color{Green} \\phi_2 (x)} +\\ \\dots\\ + a_{n-1} \\cdot {\\color{Green} \\phi_{n-1} (x)}`}\n \n

    \n La regressione polinomiale è un caso particolare di regressione generale in cui:\n

    \n {r`{\\color{Green} \\phi_{n} (x)} = x^n`}\n     \n

    \n L'errore da minimizzare per ricavare i parametri sarà:\n

    \n {r`\n \\min {\\color{Red} Q } = \\sum_{i = 1}^m ( {\\color{Yellow} a_0 \\cdot \\phi_0 (x) + a_1 \\cdot \\phi_1 (x) + \\dots + a_2 \\cdot \\phi_2 (x) +\\ \\dots\\ + a_{n-1} \\cdot \\phi_{n-1} (x)} - {\\color{Orange} f(x_i)} )^2\n `}\n     \n \n

    \n Possiamo costruire una matrice di regressione {r`A`} contenente tutti\n i punti sperimentali a tutti i gradi del polinomio:\n

    \n {r`\n A =\n \\begin{pmatrix}\n \\phi_0(x_1) & \\phi_1(x_1) & \\phi_2(x_1) & \\dots & \\phi_{n_1}(x_1) \\\\\\\\\n \\phi_0(x_2) & \\phi_1(x_2) & \\phi_2(x_2) & \\dots & \\phi_{n-1}(x_2) \\\\\\\\\n \\vdots & \\vdots & \\vdots & \\ddots & \\vdots \\\\\\\\\n \\phi_0(x_m) & \\phi_1(x_m) & \\phi_2(x_m) & \\dots & \\phi_{n-1}(x_m)\n \\end{pmatrix}\n `}\n

    \n Inoltre, se costruiamo il vettore dei parametri {r`\\alpha`}:\n

    \n {r`\n \\alpha =\n \\begin{pmatrix}\n a_0\\\\\\\\\n a_1\\\\\\\\\n \\vdots\\\\\\\\\n a_{n-1}\n \\end{pmatrix}\n `}\n

    \n Avremo che:\n

    \n {r`{\\color{Yellow} q(x) } = A \\cdot \\alpha`}\n

    \n Inoltre, potremo calcolare l'errore attraverso la norma:\n

    \n {r`{\\color{Red} Q } = \\| A \\cdot \\alpha - y \\|^2`}\n     \n
    \n
    \n \n

    \n Caso che prevede che le colonne di {r`A`} siano linearmente indipendenti.\n

    \n

    \n La soluzione esiste sempre, ed è unica.\n

    \n

    \n Per trovarla:\n

    \n
      \n
    • Fattorizziamo {r`A = Q \\cdot \\begin{pmatrix} R\\\\ 0 \\end{pmatrix}`}.
      • \n
    • Calcoliamo {r`w = Q^T \\cdot y`}.
      • \n
    • Teniamo solo i primi n valori di {r`w`} e mettiamoli\n in {r`w_1`}.\n
      • \n
    • Calcoliamo {r`R \\cdot \\alpha = w_1`}.
      • \n
    \n     \n \n

    \n Caso che non preclude alcuna composizione di {r`A`}.\n

    \n

    \n Ci sono infinite soluzioni, con {`n-k`} gradi di libertà.\n

    \n

    \n Si cerca sempre di trovare la soluzione di norma minima, che,\n se {r`k \\leq n \\leq m`}, allora è unica.\n

    \n

    \n Per trovarla:\n

    \n
      \n
    • Fattorizziamo {r`A = U \\cdot \\Sigma \\cdot V^T`} con la fattorizzazione\n SVD
      • \n
    • Calcoliamo {r`\\zeta = U^T \\cdot y`}
      • \n
    • \n

      \n Calcoliamo:\n

      \n {r`\n \\gamma =\n \\begin{pmatrix}\n \\frac{z_1}{\\sigma_1}\\\\\\\\\n \\frac{z_2}{\\sigma_2}\\\\\\\\\n \\vdots\\\\\\\\\n \\frac{z_{k-1}}{\\sigma_{k-1}}\\\\\\\\\n \\frac{z_k}{\\sigma_k}\\\\\\\\\n 0\\\\\\\\\n 0\\\\\\\\\n \\vdots\\\\\\\\\n 0\n \\end{pmatrix} \n `}\n
      • \n
    • Calcoliamo {r`\\alpha = V \\cdot \\gamma`}
      • \n
    \n \n Gli zeri nella {r`\\gamma`} sono i gradi di libertà, sono zero in modo che essi\n diano la norma minima.\n \n     \n
    \n     \n )\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-Fisica.chunk.1e51d.js b/docs/route-Fisica.chunk.1e51d.js new file mode 100644 index 0000000..923a254 --- /dev/null +++ b/docs/route-Fisica.chunk.1e51d.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[6],{"2QOB":function(e,n,t){"use strict";t.r(n),function(e){function l(){var e=Sn(["E_{fotone} = h cdot f"],["E_{fotone} = h \\cdot f"]);return l=function(){return e},e}function a(){var e=Sn(["lambda_{max} cdot T"],["\\lambda_{max} \\cdot T"]);return a=function(){return e},e}function i(){var e=Sn(["lambda"],["\\lambda"]);return i=function(){return e},e}function r(){var e=Sn(["1 eV"]);return r=function(){return e},e}function o(){var e=Sn(["10^1 eV"]);return o=function(){return e},e}function u(){var e=Sn(["E_n = \frac{1}{n^2} cdot E_1 = - \frac{1}{n^2} cdot \frac{a_0^2}{2 cdot m cdot hbar^4} = - \frac{1}{n^2} cdot \frac{m_{elettrone} cdot k^2 cdot e^4}{2 cdot hbar^2}"],["E_n = \\frac{1}{n^2} \\cdot E_1 = - \\frac{1}{n^2} \\cdot \\frac{a_0^2}{2 \\cdot m \\cdot \\hbar^4} = - \\frac{1}{n^2} \\cdot \\frac{m_{elettrone} \\cdot k^2 \\cdot e^4}{2 \\cdot \\hbar^2}"]);return u=function(){return e},e}function c(){var e=Sn(["a_0 = left ( \frac{h}{2 pi} \right )^2 cdot \frac{1}{m_{elettrone} cdot k cdot e^2} = 5.29 cdot 10^{-11} m"],["a_0 = \\left ( \\frac{h}{2 \\pi} \\right )^2 \\cdot \\frac{1}{m_{elettrone} \\cdot k \\cdot e^2} = 5.29 \\cdot 10^{-11} m"]);return c=function(){return e},e}function s(){var e=Sn(["r_n = n^2 cdot a_0 = n^2 cdot \frac{hbar}{m_{elettrone} cdot k cdot e^2} "],["r_n = n^2 \\cdot a_0 = n^2 \\cdot \\frac{\\hbar}{m_{elettrone} \\cdot k \\cdot e^2} "]);return s=function(){return e},e}function p(){var e=Sn(["m cdot v_n cdot 2 pi cdot r = n cdot h"],["m \\cdot v_n \\cdot 2 \\pi \\cdot r = n \\cdot h"]);return p=function(){return e},e}function d(){var e=Sn(["hbar = left ( \frac{h}{2 pi} \right )"],["\\hbar = \\left ( \\frac{h}{2 \\pi} \\right )"]);return d=function(){return e},e}function f(){var e=Sn(["h"]);return f=function(){return e},e}function v(){var e=Sn(["n"]);return v=function(){return e},e}function m(){var e=Sn(["R = 1.097 cdot 10^7 \frac{1}{m}"],["R = 1.097 \\cdot 10^7 \\frac{1}{m}"]);return m=function(){return e},e}function g(){var e=Sn(["\frac{1}{lambda} = R left ( \frac{1}{4} - \frac{1}{n^2} \right )"],["\\frac{1}{\\lambda} = R \\left ( \\frac{1}{4} - \\frac{1}{n^2} \\right )"]);return g=function(){return e},e}function _(){var e=Sn(["phi"],["\\phi"]);return _=function(){return e},e}function h(){var e=Sn(["omega"],["\\omega"]);return h=function(){return e},e}function z(){var e=Sn(["\frac{2 pi}{lambda} = left | \vec{k} \right |"],["\\frac{2 \\pi}{\\lambda} = \\left | \\vec{k} \\right |"]);return z=function(){return e},e}function k(){var e=Sn(["A_{max}"]);return k=function(){return e},e}function b(){var e=Sn(["A(t) = A_{max} cdot sin left ( \frac{2 pi}{lambda} - omega t + phi \right )"],["A(t) = A_{max} \\cdot \\sin \\left ( \\frac{2 \\pi}{\\lambda} - \\omega t + \\phi \\right )"]);return b=function(){return e},e}function D(){var e=Sn(["c = \frac{1}{sqrt{epsilon_0 cdot mu_0}} = 3.00 cdot 10^8 \frac{m}{s}"],["c = \\frac{1}{\\sqrt{\\epsilon_0 \\cdot \\mu_0}} = 3.00 \\cdot 10^8 \\frac{m}{s}"]);return D=function(){return e},e}function q(){var e=Sn(["c"]);return q=function(){return e},e}function L(){var e=Sn(["E = c cdot B"],["E = c \\cdot B"]);return L=function(){return e},e}function F(){var e=Sn(["B"]);return F=function(){return e},e}function E(){var e=Sn(["E"]);return E=function(){return e},e}function A(){var e=Sn(["N"]);return A=function(){return e},e}function P(){var e=Sn(["Delta V_{indotta} = - \frac{N cdot Delta Phi_{B_{spira}}}{Delta t} = - \frac{N cdot B cdot A cdot cos(alpha)}{Delta t}"],["\\Delta V_{indotta} = - \\frac{N \\cdot \\Delta \\Phi_{B_{spira}}}{\\Delta t} = - \\frac{N \\cdot B \\cdot A \\cdot cos(\\alpha)}{\\Delta t}"]);return P=function(){return e},e}function C(){var e=Sn(["Delta V_{indotta} = - \frac{Delta Phi_B}{Delta t}"],["\\Delta V_{indotta} = - \\frac{\\Delta \\Phi_B}{\\Delta t}"]);return C=function(){return e},e}function I(){var e=Sn(["Phi_B = \vec{B} cdot \vec{A} = B cdot A cdot cos(alpha)"],["\\Phi_B = \\vec{B} \\cdot \\vec{A} = B \\cdot A \\cdot \\cos(\\alpha)"]);return I=function(){return e},e}function S(){var e=Sn(["A"]);return S=function(){return e},e}function w(){var e=Sn(["B"]);return w=function(){return e},e}function B(){var e=Sn(["Delta V_{indotta} = v cdot B cdot L"],["\\Delta V_{indotta} = v \\cdot B \\cdot L"]);return B=function(){return e},e}function N(){var e=Sn(["left | \vec{B} \right | = \frac{mu cdot I}{2 pi r}"],["\\left | \\vec{B} \\right | = \\frac{\\mu \\cdot I}{2 \\pi r}"]);return N=function(){return e},e}function V(){var e=Sn(["left | \vec{B} \right | = mu_0 cdot I cdot \frac{A_{vvolgimenti}}{L_{unghezzafilo}}"],["\\left | \\vec{B} \\right | = \\mu_0 \\cdot I \\cdot \\frac{A_{vvolgimenti}}{L_{unghezzafilo}}"]);return V=function(){return e},e}function R(){var e=Sn(["\vec{L}"],["\\vec{L}"]);return R=function(){return e},e}function T(){var e=Sn(["I"]);return T=function(){return e},e}function x(){var e=Sn(["\vec{F}_{magnetica} = I cdot (\vec{L} \times \vec{B})"],["\\vec{F}_{magnetica} = I \\cdot (\\vec{L} \\times \\vec{B})"]);return x=function(){return e},e}function y(){var e=Sn(["\vec{v}"],["\\vec{v}"]);return y=function(){return e},e}function U(){var e=Sn(["\vec{B}"],["\\vec{B}"]);return U=function(){return e},e}function M(){var e=Sn(["\vec{F}_{B} = q cdot (\vec{v} \times \vec{B})"],["\\vec{F}_{B} = q \\cdot (\\vec{v} \\times \\vec{B})"]);return M=function(){return e},e}function O(){var e=Sn(["Phi_B = mu_0 cdot I"],["\\Phi_B = \\mu_0 \\cdot I"]);return O=function(){return e},e}function G(){var e=Sn(["Wb = T cdot m^2"],["Wb = T \\cdot m^2"]);return G=function(){return e},e}function W(){var e=Sn(["Phi_{B} = sum_{i=0}^{n_{lati}} Phi_{Bn}"],["\\Phi_{B} = \\sum_{i=0}^{n_{lati}} \\Phi_{Bn}"]);return W=function(){return e},e}function Q(){var e=Sn(["Phi_{B_{i}} = \vec{B} cdot \vec{L}_n = B cdot L_i cdot sin(alpha) = B_parallel cdot L_i"],["\\Phi_{B_{i}} = \\vec{B} \\cdot \\vec{L}_n = B \\cdot L_i \\cdot \\sin(\\alpha) = B_\\parallel \\cdot L_i"]);return Q=function(){return e},e}function J(){var e=Sn(["B"]);return J=function(){return e},e}function j(){var e=Sn(["\frac{N}{A^2}"],["\\frac{N}{A^2}"]);return j=function(){return e},e}function H(){var e=Sn(["mu_0 = 4 pi cdot 10^{-7} \frac{H}{m}"],["\\mu_0 = 4 \\pi \\cdot 10^{-7} \\frac{H}{m}"]);return H=function(){return e},e}function Z(){var e=Sn(["C_{parallelo} = sum_{i=1}^{n} C_n"],["C_{parallelo} = \\sum_{i=1}^{n} C_n"]);return Z=function(){return e},e}function X(){var e=Sn(["C_{serie} = \frac{1}{sum_{i=1}^{n} \frac{1}{C_i}}"],["C_{serie} = \\frac{1}{\\sum_{i=1}^{n} \\frac{1}{C_i}}"]);return X=function(){return e},e}function K(){var e=Sn(["R_{parallelo} = \frac{1}{sum_{i=1}^{n} \frac{1}{R_i}}"],["R_{parallelo} = \\frac{1}{\\sum_{i=1}^{n} \\frac{1}{R_i}}"]);return K=function(){return e},e}function Y(){var e=Sn(["R_{serie} = sum_{i=1}^{n} R_i"],["R_{serie} = \\sum_{i=1}^{n} R_i"]);return Y=function(){return e},e}function $(){var e=Sn(["Fa"]);return $=function(){return e},e}function ee(){var e=Sn(["s"]);return ee=function(){return e},e}function ne(){var e=Sn(["A"]);return ne=function(){return e},e}function te(){var e=Sn(["kappa"],["\\kappa"]);return te=function(){return e},e}function le(){var e=Sn(["C_{nuova} = kappa cdot \frac{epsilon_0 cdot A}{s}"],["C_{nuova} = \\kappa \\cdot \\frac{\\epsilon_0 \\cdot A}{s}"]);return le=function(){return e},e}function ae(){var e=Sn(["C = \frac{q_{massima}}{Delta V}"],["C = \\frac{q_{massima}}{\\Delta V}"]);return ae=function(){return e},e}function ie(){var e=Sn(["\rho = \rho_0 (1 + alpha(T - T_0))"],["\\rho = \\rho_0 (1 + \\alpha(T - T_0))"]);return ie=function(){return e},e}function re(){var e=Sn(["\rho"],["\\rho"]);return re=function(){return e},e}function oe(){var e=Sn(["R = \rho \frac{L_{unghezza}}{A_{rea}}"],["R = \\rho \\frac{L_{unghezza}}{A_{rea}}"]);return oe=function(){return e},e}function ue(){var e=Sn(["Omega"],["\\Omega"]);return ue=function(){return e},e}function ce(){var e=Sn(["R"]);return ce=function(){return e},e}function se(){var e=Sn(["V = R cdot I"],["V = R \\cdot I"]);return se=function(){return e},e}function pe(){var e=Sn(["P = \frac{Delta U_e}{Delta t} = I cdot Delta V = I^2 cdot R = \frac{(Delta V)^2}{R}"],["P = \\frac{\\Delta U_e}{\\Delta t} = I \\cdot \\Delta V = I^2 \\cdot R = \\frac{(\\Delta V)^2}{R}"]);return pe=function(){return e},e}function de(){var e=Sn(["A"]);return de=function(){return e},e}function fe(){var e=Sn(["I = \frac{Delta q}{Delta t}"],["I = \\frac{\\Delta q}{\\Delta t}"]);return fe=function(){return e},e}function ve(){var e=Sn(["V"]);return ve=function(){return e},e}function me(){var e=Sn(["V = \frac{U_e}{q}"],["V = \\frac{U_e}{q}"]);return me=function(){return e},e}function ge(){var e=Sn(["U_e"]);return ge=function(){return e},e}function _e(){var e=Sn(["Phi_E = 4 pi cdot k cdot q = \frac{q}{epsilon_0}"],["\\Phi_E = 4 \\pi \\cdot k \\cdot q = \\frac{q}{\\epsilon_0}"]);return _e=function(){return e},e}function he(){var e=Sn(["Phi_E = \vec{E} cdot \vec{A} = E_perp cdot A cdot cos(alpha)"],["\\Phi_E = \\vec{E} \\cdot \\vec{A} = E_\\perp \\cdot A \\cdot \\cos(\\alpha)"]);return he=function(){return e},e}function ze(){var e=Sn(["Phi_E = \vec{E} cdot \vec{A}"],["\\Phi_E = \\vec{E} \\cdot \\vec{A}"]);return ze=function(){return e},e}function ke(){var e=Sn(["\vec{E} = \frac{\vec{F}_{elettrica}}{q} = \frac{-k cdot q}{s^2}"],["\\vec{E} = \\frac{\\vec{F}_{elettrica}}{q} = \\frac{-k \\cdot q}{s^2}"]);return ke=function(){return e},e}function be(){var e=Sn(["left | \vec{F}_{elettrica} \right | = \frac{q_1 cdot q_2}{4 pi cdot epsilon_0 cdot s^2}"],["\\left | \\vec{F}_{elettrica} \\right | = \\frac{q_1 \\cdot q_2}{4 \\pi \\cdot \\epsilon_0 \\cdot s^2}"]);return be=function(){return e},e}function De(){var e=Sn(["k = \frac{1}{4 pi cdot epsilon_0}"],["k = \\frac{1}{4 \\pi \\cdot \\epsilon_0}"]);return De=function(){return e},e}function qe(){var e=Sn(["epsilon_0"],["\\epsilon_0"]);return qe=function(){return e},e}function Le(){var e=Sn(["k"]);return Le=function(){return e},e}function Fe(){var e=Sn(["k = 8.99 cdot 10^9 \frac{N cdot m^2}{C^2}"],["k = 8.99 \\cdot 10^9 \\frac{N \\cdot m^2}{C^2}"]);return Fe=function(){return e},e}function Ee(){var e=Sn(["k"]);return Ee=function(){return e},e}function Ae(){var e=Sn(["left | \vec{F}_{elettrica} \right | = \frac{-k cdot q_1 cdot q_2}{s^2}"],["\\left | \\vec{F}_{elettrica} \\right | = \\frac{-k \\cdot q_1 \\cdot q_2}{s^2}"]);return Ae=function(){return e},e}function Pe(){var e=Sn(["C_{elettrone} = 1.602 cdot 10^{-19}"],["C_{elettrone} = 1.602 \\cdot 10^{-19}"]);return Pe=function(){return e},e}function Ce(){var e=Sn(["P = \frac{Delta E}{Delta t}"],["P = \\frac{\\Delta E}{\\Delta t}"]);return Ce=function(){return e},e}function Ie(){var e=Sn(["E = E_k + E_p"]);return Ie=function(){return e},e}function Se(){var e=Sn(["E_{p_e} = \frac{1}{2} k x^2"],["E_{p_e} = \\frac{1}{2} k x^2"]);return Se=function(){return e},e}function we(){var e=Sn(["E_{p_g} = m cdot g cdot h"],["E_{p_g} = m \\cdot g \\cdot h"]);return we=function(){return e},e}function Be(){var e=Sn(["Delta E_c = W"],["\\Delta E_c = W"]);return Be=function(){return e},e}function Ne(){var e=Sn(["E_c = \frac{1}{2} m v^2"],["E_c = \\frac{1}{2} m v^2"]);return Ne=function(){return e},e}function Ve(){var e=Sn(["W = \vec{F} cdot \vec{s} = F cdot Delta s cdot cos(alpha )"],["W = \\vec{F} \\cdot \\vec{s} = F \\cdot \\Delta s \\cdot cos(\\alpha )"]);return Ve=function(){return e},e}function Re(){var e=Sn(["F = m cdot a"],["F = m \\cdot a"]);return Re=function(){return e},e}function Te(){var e=Sn(["a = \frac{v^2}{r} = r cdot omega^2 = v cdot omega"],["a = \\frac{v^2}{r} = r \\cdot \\omega^2 = v \\cdot \\omega"]);return Te=function(){return e},e}function xe(){var e=Sn(["v = \frac{Delta s}{t} = \frac{2 pi cdot r}{T} = omega r"],["v = \\frac{\\Delta s}{t} = \\frac{2 \\pi \\cdot r}{T} = \\omega r"]);return xe=function(){return e},e}function ye(){var e=Sn(["phi"],["\\phi"]);return ye=function(){return e},e}function Ue(){var e=Sn(["omega = \frac{2 pi}{T}"],["\\omega = \\frac{2 \\pi}{T}"]);return Ue=function(){return e},e}function Me(){var e=Sn(["\frac{pi}{2}"],["\\frac{\\pi}{2}"]);return Me=function(){return e},e}function Oe(){var e=Sn(["a(t) = A sin (omega cdot t + phi + pi)"],["a(t) = A \\sin (\\omega \\cdot t + \\phi + \\pi)"]);return Oe=function(){return e},e}function Ge(){var e=Sn(["pi"],["\\pi"]);return Ge=function(){return e},e}function We(){var e=Sn(["v(t) = A sin (omega cdot t + phi + \frac{pi}{2})"],["v(t) = A \\sin (\\omega \\cdot t + \\phi + \\frac{\\pi}{2})"]);return We=function(){return e},e}function Qe(){var e=Sn(["\frac{pi}{2}"],["\\frac{\\pi}{2}"]);return Qe=function(){return e},e}function Je(){var e=Sn(["s(t) = A sin (omega cdot t + phi)"],["s(t) = A \\sin (\\omega \\cdot t + \\phi)"]);return Je=function(){return e},e}function je(){var e=Sn(["omega = \frac{2 pi}{T}"],["\\omega = \\frac{2 \\pi}{T}"]);return je=function(){return e},e}function He(){var e=Sn(["a(t) = k"]);return He=function(){return e},e}function Ze(){var e=Sn(["v(t) = a Delta t + v(0)"],["v(t) = a \\Delta t + v(0)"]);return Ze=function(){return e},e}function Xe(){var e=Sn(["s(t) = \frac{1}{2} a cdot (Delta t)^2 + v(0) cdot (Delta t) + s(0)"],["s(t) = \\frac{1}{2} a \\cdot (\\Delta t)^2 + v(0) \\cdot (\\Delta t) + s(0)"]);return Xe=function(){return e},e}function Ke(){var e=Sn(["a(t) = 0"]);return Ke=function(){return e},e}function Ye(){var e=Sn(["v(t) = k"]);return Ye=function(){return e},e}function $e(){var e=Sn(["s(t) = v cdot Delta t + s(0)"],["s(t) = v \\cdot \\Delta t + s(0)"]);return $e=function(){return e},e}function en(){var e=Sn(["Sigma \vec{F} = 0 Longleftrightarrow Delta \vec{p} = 0"],["\\Sigma \\vec{F} = 0 \\Longleftrightarrow \\Delta \\vec{p} = 0"]);return en=function(){return e},e}function nn(){var e=Sn(["\vec{p} = m \vec{v}"],["\\vec{p} = m \\vec{v}"]);return nn=function(){return e},e}function tn(){var e=Sn(["\vec{a} = lim_{Delta v \to 0} \frac{Delta \vec{v}}{Delta t} = \frac{d \vec{v}}{d t} = \frac{d^2 \vec{s}}{d t^2}"],["\\vec{a} = \\lim_{\\Delta v \\to 0} \\frac{\\Delta \\vec{v}}{\\Delta t} = \\frac{d \\vec{v}}{d t} = \\frac{d^2 \\vec{s}}{d t^2}"]);return tn=function(){return e},e}function ln(){var e=Sn(["\vec{a} = \frac{Delta \vec{v}}{Delta t}"],["\\vec{a} = \\frac{\\Delta \\vec{v}}{\\Delta t}"]);return ln=function(){return e},e}function an(){var e=Sn(["\vec{v} = lim_{Delta t \to 0} \frac{Delta \vec{s}}{Delta t} = \frac{d \vec{s}}{dt}"],["\\vec{v} = \\lim_{\\Delta t \\to 0} \\frac{\\Delta \\vec{s}}{\\Delta t} = \\frac{d \\vec{s}}{dt}"]);return an=function(){return e},e}function rn(){var e=Sn(["\vec{v} = \frac{Delta \vec{s}}{Delta t}"],["\\vec{v} = \\frac{\\Delta \\vec{s}}{\\Delta t}"]);return rn=function(){return e},e}function on(){var e=Sn(["Delta \vec{s} = \vec{s}(fine) - \vec{s}(inizio)"],["\\Delta \\vec{s} = \\vec{s}(fine) - \\vec{s}(inizio)"]);return on=function(){return e},e}function un(){var e=Sn(["F = -k x"]);return un=function(){return e},e}function cn(){var e=Sn(["left | \vec{F} \right | leq mu_{d} left | \vec{F}_{normale} \right |"],["\\left | \\vec{F} \\right | \\leq \\mu_{d} \\left | \\vec{F}_{normale} \\right |"]);return cn=function(){return e},e}function sn(){var e=Sn(["left | \vec{F} \right | leq mu_{s} left | \vec{F}_{normale} \right |"],["\\left | \\vec{F} \\right | \\leq \\mu_{s} \\left | \\vec{F}_{normale} \\right |"]);return sn=function(){return e},e}function pn(){var e=Sn(["g_{marte} = 3.71 \frac{m}{s^2}"],["g_{marte} = 3.71 \\frac{m}{s^2}"]);return pn=function(){return e},e}function dn(){var e=Sn(["g_{luna} = 1.62 \frac{m}{s^2}"],["g_{luna} = 1.62 \\frac{m}{s^2}"]);return dn=function(){return e},e}function fn(){var e=Sn(["left | \vec{F} \right | = g m"],["\\left | \\vec{F} \\right | = g m"]);return fn=function(){return e},e}function vn(){var e=Sn(["g = 9.81 \frac{m}{s^2}"],["g = 9.81 \\frac{m}{s^2}"]);return vn=function(){return e},e}function mn(){var e=Sn(["left | \vec{F} \right | = g m"],["\\left | \\vec{F} \\right | = g m"]);return mn=function(){return e},e}function gn(){var e=Sn(["G = 6.67 cdot 10^{-11} \frac{N m^2}{{kg}^2}"],["G = 6.67 \\cdot 10^{-11} \\frac{N m^2}{{kg}^2}"]);return gn=function(){return e},e}function _n(){var e=Sn(["left | \vec{F} \right | = G \frac{m_1 m_2}{s^2}"],["\\left | \\vec{F} \\right | = G \\frac{m_1 m_2}{s^2}"]);return _n=function(){return e},e}function hn(){var e=Sn(["\vec{F}_{21} = -\vec{F}_{12}"],["\\vec{F}_{21} = -\\vec{F}_{12}"]);return hn=function(){return e},e}function zn(){var e=Sn(["Sigma \vec{F} = m \vec{a}"],["\\Sigma \\vec{F} = m \\vec{a}"]);return zn=function(){return e},e}function kn(){var e=Sn(["Sigma \vec{F} = 0 Longleftrightarrow Delta v = 0"],["\\Sigma \\vec{F} = 0 \\Longleftrightarrow \\Delta v = 0"]);return kn=function(){return e},e}function bn(){var e=Sn(["left | \vec{c} \right | = left | \vec{a} \right | cdot left | \vec{b} \right | cdot sin(alpha)"],["\\left | \\vec{c} \\right | = \\left | \\vec{a} \\right | \\cdot \\left | \\vec{b} \\right | \\cdot \\sin(\\alpha)"]);return bn=function(){return e},e}function Dn(){var e=Sn(["\vec{c} = \vec{a} \times \vec{b}"],["\\vec{c} = \\vec{a} \\times \\vec{b}"]);return Dn=function(){return e},e}function qn(){var e=Sn(["\vec{b}"],["\\vec{b}"]);return qn=function(){return e},e}function Ln(){var e=Sn(["\vec{a}"],["\\vec{a}"]);return Ln=function(){return e},e}function Fn(){var e=Sn(["\vec{v} cdot \vec{w} = left | \vec{v} \right | left | \vec{w} \right | cos alpha"],["\\vec{v} \\cdot \\vec{w} = \\left | \\vec{v} \\right | \\left | \\vec{w} \\right | \\cos \\alpha"]);return Fn=function(){return e},e}function En(){var e=Sn(["\vec{v} - \vec{w} = (\vec{v}_x - \vec{w}_x) + (\vec{v}_y - \vec{w}_y)"],["\\vec{v} - \\vec{w} = (\\vec{v}_x - \\vec{w}_x) + (\\vec{v}_y - \\vec{w}_y)"]);return En=function(){return e},e}function An(){var e=Sn(["\vec{v} + \vec{w} = (\vec{v}_x + \vec{w}_x) + (\vec{v}_y + \vec{w}_y)"],["\\vec{v} + \\vec{w} = (\\vec{v}_x + \\vec{w}_x) + (\\vec{v}_y + \\vec{w}_y)"]);return An=function(){return e},e}function Pn(){var e=Sn(["left | \vec{v}_y \right | = left | \vec{v} \right | cos alpha"],["\\left | \\vec{v}_y \\right | = \\left | \\vec{v} \\right | \\cos \\alpha"]);return Pn=function(){return e},e}function Cn(){var e=Sn(["left | \vec{v}_x \right | = left | \vec{v} \right | sin alpha"],["\\left | \\vec{v}_x \\right | = \\left | \\vec{v} \\right | \\sin \\alpha"]);return Cn=function(){return e},e}function In(){var e=Sn(["\vec{v} = \vec{v}_x + \vec{v}_y"],["\\vec{v} = \\vec{v}_x + \\vec{v}_y"]);return In=function(){return e},e}function Sn(e,n){return n||(n=e.slice(0)),e.raw=n,e}var wn=t("mbOI"),Bn=t("o8Jj"),Nn=t("ZHMS"),Vn=String.raw;n.default=function(){return e(wn.m.Provider,{value:!1},e(wn.l.Provider,{value:wn.n.INLINE},e("div",null,e("h1",null,"Fisica"),e(wn.s,{title:"Vettori"},e(wn.r,{title:"Componenti cartesiane"},e("p",null,"Usa le regole base della trigonometria:"),e("p",null,e(wn.k,null,Vn(In()))),e("p",null,e(wn.k,null,Vn(Cn()))),e("p",null,e(wn.k,null,Vn(Pn())))),e(wn.r,{title:"Somma"},e("p",null,"Scomponi in componenti, poi sommali:"),e("p",null,e(wn.k,null,Vn(An()))),e("p",null,"Produce il vettore risultante dall'applicazione della regola del parallelogramma.")),e(wn.r,{title:"Differenza"},e("p",null,"Alla fine è sempre una somma:"),e("p",null,e(wn.k,null,Vn(En()))),e("p",null,"Produce il vettore che parte da ",e(wn.k,null,"w")," e arriva a ",e(wn.k,null,"v"),".")),e(wn.r,{title:"Prodotto scalare"},e("p",null,"Si chiama scalare perchè il risultato è uno scalare, non un vettore."),e("p",null,e(wn.k,null,Vn(Fn()))),e("p",null,"Produce il modulo della proiezione di ",e(wn.k,null,Vn(Ln()))," su ",e(wn.k,null,Vn(qn())),".")),e(wn.r,{title:"Prodotto vettoriale"},e("p",null,"Si chiama vettoriale perchè il risultato è un altro vettore."),e("ul",null,e("li",null,e(wn.k,null,Vn(Dn()))),e("li",null,e(wn.k,null,Vn(bn()))),e("li",null,e("a",{href:"https://it.wikipedia.org/wiki/Regola_della_mano_destra"},"Regola della mano destra"))),e("p",null,"Non è commutativo!"))),e(wn.s,{title:"Leggi di Newton"},e(wn.r,{title:"1ᵃ: Inerzia"},e("p",null,"Se un corpo puntiforme ha forza risultante nulla, allora la sua velocità non cambia."),e("p",null,e(wn.k,null,Vn(kn())))),e(wn.r,{title:"2ᵃ: Proporzionalità"},e("p",null,"La forza risultante di un corpo è direttamente proporzionale alla sua accelerazione, e la costante di proporzionalità è la ",e("i",null,"massa"),"."),e("p",null,e(wn.k,null,Vn(zn())))),e(wn.r,{title:"3ᵃ: Azione e reazione"},e("p",null,"Due corpi esercitano forze uguali e opposte uno sull'altro."),e("p",null,e(wn.k,null,Vn(hn()))))),e(wn.s,{title:"Forza di gravità"},e(wn.r,{title:"Tra due corpi"},e("p",null,"Due corpi puntiformi si attirano uno verso l'altro con forza:"),e("p",null,e(wn.k,null,Vn(_n()))),e("p",null,e(wn.k,null,"G")," è la ",e("i",null,"costante di gravitazione universale")," e vale:"),e("p",null,e(wn.k,null,Vn(gn())))),e(wn.r,{title:"Verso la Terra"},e("p",null,"Se nel sistema di riferimento consideriamo la Terra ferma, allora un corpo è attratto verso la Terra con forza ",e("i",null,"peso")," uguale a:"),e("p",null,e(wn.k,null,Vn(mn()))),e("p",null,e(wn.k,null,"g")," è la ",e("i",null,"costante di gravità")," della Terra, e vale:"),e("p",null,e(wn.k,null,Vn(vn())))),e(wn.r,{title:"Su pianeti diversi"},e("p",null,"Per pianeti diversi dalla Terra vale la stessa regola:"),e("p",null,e(wn.k,null,Vn(fn()))),e("p",null,"L'unica differenza è che cambia la ",e("i",null,"costante di gravità"),":"),e("p",null,e(wn.k,null,Vn(dn()))),e("p",null,e(wn.k,null,Vn(pn()))))),e(wn.s,{title:"Forze di contatto"},e(wn.r,{title:"Normale"},e("p",null,"Si oppone alle forze applicate alla superficie di contatto."),e("p",null,"Un libro appoggiato su un tavolo ha la ",e("b",null,"forza di gravità")," che lo attira verso il terreno e la ",e("b",null,"forza normale")," che lo trattiene dal cadere.")),e(wn.r,{title:"Attrito statico"},e("p",null,"Impedisce a un corpo di muoversi se non viene spinto da una forza che supera una certa soglia:"),e("p",null,e(wn.k,null,Vn(sn())))),e(wn.r,{title:"Attrito dinamico"},e("p",null,"Rallenta i corpi che si stanno muovendo finchè essi non si fermano:"),e("p",null,e(wn.k,null,Vn(cn())))),e(wn.r,{title:"Tensione"},e("p",null,"E' forza trasmessa tra due estremi di una fune."),e("p",null,"Può essere redirezionata per mezzo di carrucole.")),e(wn.r,{title:"Elastica"},e("p",null,"Una molla cerca sempre di tornare alla sua posizione indeformata con forza:"),e("p",null,e(wn.k,null,Vn(un()))),e("p",null,"(E' negativa perchè la forza è opposta a quella applicata per deformarla.)"))),e(wn.s,{title:"Cinematica"},e(wn.r,{title:"Spostamento"},e("p",null,"È un vettore che indica la posizione di un corpo rispetto a un'origine."),e("p",null,e(wn.k,null,Vn(on())))),e(wn.r,{title:"Velocità"},e("p",null,"È un vettore che misura la variazione di posizione nel tempo."),e("p",null,e(wn.k,null,Vn(rn()))),e("p",null,"Se si considera un intervallo di tempo infinitesimale si dice ",e("i",null,"velocità istantanea"),":"),e("p",null,e(wn.k,null,Vn(an())))),e(wn.r,{title:"Accelerazione"},e("p",null,"È un vettore che misura la variazione di velocità nel tempo."),e("p",null,e(wn.k,null,Vn(ln()))),e("p",null,"Se si considera un intervallo di tempo infinitesimale si dice ",e("i",null,"accelerazione istantanea"),":"),e("p",null,e(wn.k,null,Vn(tn())))),e(wn.r,{title:e("span",null,"Quantità di moto ",e("small",null,"(momento lineare)"))},e("p",null,"La quantità di moto è una proprietà vettoriale dei corpi:"),e("p",null,e(wn.k,null,Vn(nn()))),e("p",null,"Se la forza risultante è nulla, la quantità di moto non cambia."),e("p",null,e(wn.k,null,Vn(en()))))),e(wn.s,{title:"Moto rettilineo uniforme"},e(wn.r,{title:"Spostamento"},e("p",null,"La ",e("i",null,"legge oraria")," è:"),e("p",null,e(wn.k,null,Vn($e())))),e(wn.r,{title:"Velocità"},e("p",null,"È costante:"),e("p",null,e(wn.k,null,Vn(Ye())))),e(wn.r,{title:"Accelerazione"},e("p",null,"La velocità non varia:"),e("p",null,e(wn.k,null,Vn(Ke())))),e(wn.r,{title:"Forze"},e("p",null,"Si applica la prima legge di Newton:"),e("p",null,e(wn.k,null,"f(t) = 0")))),e(wn.s,{title:"Moto rettilineo uniformemente accelerato"},e(wn.r,{title:"Spostamento"},e("p",null,"La ",e("i",null,"legge oraria")," è:"),e("p",null,e(wn.k,null,Vn(Xe())))),e(wn.r,{title:"Velocità"},e("p",null,"È una retta:"),e("p",null,e(wn.k,null,Vn(Ze())))),e(wn.r,{title:"Accelerazione"},e("p",null,"È costante:"),e("p",null,e(wn.k,null,Vn(He())))),e(wn.r,{title:"Forze"},e("p",null,"Si applica la prima legge di Newton:"),e("p",null,e(wn.k,null,"f(t) = m a")))),e(wn.s,{title:"Moto armonico semplice"},e(wn.r,{title:"Ampiezza"},e("p",null,"E' la distanza dal centro massima che raggiunge il corpo."),e("p",null,"(L'ampiezza di una sinusoide.)")),e(wn.r,{title:"Velocità angolare"},e("p",null,"Indica quanto in fretta cambia la posizione del corpo."),e("p",null,"Dipende dal periodo:"),e("p",null,e(wn.k,null,Vn(je())))),e(wn.r,{title:"Spostamento"},e("p",null,"E' una sinusoide:"),e("p",null,e(wn.k,null,Vn(Je())))),e(wn.r,{title:"Velocità"},e("p",null,"E' la sinusoide dello spostamento, sfasata di ",e(wn.k,null,Vn(Qe())),":"),e("p",null,e(wn.k,null,Vn(We())))),e(wn.r,{title:"Accelerazione"},e("p",null,"E' la sinusoide della velocità, sfasata di ",e(wn.k,null,Vn(Ge())),":"),e("p",null,e(wn.k,null,Vn(Oe())))),e(wn.r,{title:"Forze"},e("p",null,"Si applica la prima legge di Newton:"),e("p",null,e(wn.k,null,"f(t) = m a")))),e(wn.s,{title:"Moti composti"},e(wn.r,{title:"Moto parabolico"},e("p",null,"Il moto parabolico è dato sommando un moto rettilineo uniforme sull'asse orizzontale e un moto rettilineo uniformemente accelerato sull'asse verticale.")),e(wn.r,{title:"Moto circolare uniforme"},e("p",null,"Il moto parabolico è dato sommando due moti armonici semplici: uno sull'asse X, e l'altro, sfasato di ",e(wn.k,null,Vn(Me())),", sull'asse Y."))),e(wn.s,{title:"Moto circolare uniforme"},e(wn.r,null,e("h3",null,"Velocità angolare"),e("p",null,"Quanto cambia la fase nel tempo."),e("p",null,e(wn.k,null,Vn(Ue())))),e(wn.r,{title:"Fase"},e("p",null,"E' l'angolo percorso dal corpo rispetto alla posizione iniziale."),e("p",null,"Si indica con ",e(wn.k,null,Vn(ye())),", e generalmente si usa in radianti.")),e(wn.r,{title:"Velocità"},e("p",null,"Si applicano le formule per la circonferenza:"),e("p",null,e(wn.k,null,Vn(xe())))),e(wn.r,{title:"Accelerazione"},e("p",null,"Il corpo ha sempre un accelerazione verso il centro che gli impedisce di abbandonare il moto:"),e("p",null,e(wn.k,null,Vn(Te())))),e(wn.r,{title:"Forza centripeta"},e("p",null,"È verso il centro e si calcola con:"),e("p",null,e(wn.k,null,Vn(Re()))))),e(wn.s,{title:"Lavoro ed energia"},e(wn.r,{title:"Lavoro"},e("p",null,"E' compiuto da una forza che sposta un corpo."),e("p",null,e(wn.k,null,Vn(Ve()))),e("p",null,"(Se la forza non è parallela allo spostamento, il prodotto scalare ci fa considerare solo la componente parallela.)")),e(wn.r,{title:"Energia cinetica"},e("p",null,"Un corpo ha energia cinetica in ogni momento uguale a:"),e("p",null,e(wn.k,null,Vn(Ne()))),e("p",null,"Se una forza effettua lavoro su un corpo, cambia la sua energia cinetica pari al lavoro effettuato:"),e("p",null,e(wn.k,null,Vn(Be())))),e(wn.r,{title:"Energia potenziale gravitazionale"},e("p",null,"Un corpo ha energia potenziale in ogni momento pari a:"),e("p",null,e(wn.k,null,Vn(we()))),e("p",null,"(Con ",e(wn.k,null,"h")," uguale a un altezza scelta come punto di riferimento.)")),e(wn.r,{title:"Energia potenziale elastica"},e("p",null,"Una molla ha sempre energia potenziale elastica pari a:"),e("p",null,e(wn.k,null,Vn(Se())))),e(wn.r,{title:"Forze conservative"},e("p",null,"Sono conservative le forze per le quali il lavoro compiuto non dipende dal percorso seguito per andare dalla partenza all'arrivo."),e("p",null,"Ad esempio, è conservativa la ",e("i",null,"forza di gravità"),", ma ",e("b",null,"non")," è conservativa la forza di attrito."),e("p",null,"Se in un sistema ci sono solo forze conservative, allora l'energia meccanica totale si conserva:"),e("p",null,e(wn.k,null,Vn(Ie())))),e(wn.r,{title:"Potenza"},e("p",null,"È la velocità di trasferimento di energia:"),e("p",null,e(wn.k,null,Vn(Ce()))))),e(wn.s,{title:"Elettrostatica"},e(wn.r,{title:"Carica elettrica"},e("p",null,"È una proprietà dei corpi che può essere ",e(Bn.a,null,"positiva")," o ",e(Nn.a,null,"negativa"),"."),e("p",null,"Si conserva: in un sistema chiuso la carica totale è costante."),e("p",null,"Esiste un'unità elementare: ",e(wn.k,null,Vn(Pe())),"."),e("p",null,"Cariche ",e(Bn.a,null,"opp"),e(Nn.a,null,"oste")," si attraggono; cariche ",e(Bn.a,null,"uguali")," si respingono.")),e(wn.r,{title:"Conduttori e isolanti"},e("p",null,"Più ",e("a",{href:"https://it.wikipedia.org/wiki/Ione"},"ioni")," ha un corpo, meglio la carica si muove attraverso di esso."),e("p",null,"I corpi in cui la carica si muove bene sono ",e("i",null,"conduttori"),", mentre quelli in cui si muove difficilmente sono ",e("i",null,"isolanti"),"."),e("p",null,e("i",null,"Il corpo umano è un buon conduttore.")))),e(wn.s,{title:"Polarizzazione"},e(wn.r,{title:"Polarizzazione"},e("p",null,"E' possibile polarizzare un corpo per accumulare la carica di un segno in una certa zona."))),e(wn.s,null,e(wn.r,{title:"Messa a terra"},e("p",null,"Se un corpo conduttore è in contatto con la Terra, le cariche su di esso saranno ",e("i",null,"equilibrate")," e il corpo diventerà elettricamente neutro (con stesso numero di ",e(Bn.a,null,"cariche positive")," e ",e(Nn.a,null,"negative")," all'interno)."))),e(wn.s,null,e(wn.r,{title:"Polarizzazione per strofinio"},e("p",null,"Strofinando tra loro due corpi isolanti, essi si ",e("i",null,"polarizzeranno per strofinio"),".")),e(wn.r,{title:"Polarizzazione per contatto"},e("p",null,"Toccando un conduttore con un corpo carico, il conduttore potrà ",e("i",null,"polarizzarsi per contatto"),".")),e(wn.r,{title:"Polarizzazione per induzione"},e("p",null,'Se un corpo conduttore ha cariche "esterne" di un ',e(Bn.a,null,"certo segno")," vicino, esso avrà tutte le cariche del ",e(Nn.a,null,"segno opposto")," in equilibrio vicino alle cariche esterne, e tutte le cariche dello ",e(Bn.a,null,"stesso segno")," più lontano possibile da esse."),e("p",null,"Mettendo a terra il conduttore, nuove cariche del ",e(Nn.a,null,"segno opposto")," saranno attratte all'interno del corpo per equilibrare le cariche che si sono allontanate."),e("p",null,"Staccando il conduttore da terra e rimuovendo le cariche esterne, esso si ritroverà ",e(Nn.a,null,"caricato del segno opposto")," rispetto alle cariche esterne."))),e(wn.s,{title:"Forza elettrica"},e(wn.r,{title:"Legge di Coulomb"},e("p",null,"Due corpi carichi si attraggono tra loro con forza:"),e("p",null,e(wn.k,null,Vn(Ae()))),e("p",null,e(wn.k,null,Vn(Ee()))," è la ",e("i",null,"costante di Coulomb"),", e vale ",e(wn.k,null,Vn(Fe())),".")),e(wn.r,{title:"Permeabilità dello spazio vuoto"},e("p",null,"La costante ",e(wn.k,null,Vn(Le()))," è in realtà dipendente da un altra costante, ",e(wn.k,null,Vn(qe())),", la ",e("i",null,"permeabilità del vuoto"),"."),e("p",null,e(wn.k,null,Vn(De()))),e("p",null,e(wn.k,null,Vn(be())))),e(wn.r,{title:"Campo elettrico"},e("p",null,"Misura che forza viene applicata in ogni punto su una carica unitaria:"),e("p",null,e(wn.k,null,Vn(ke())))),e(wn.r,{title:"Flusso elettrico"},e("p",null,'È la differenza tra "quanto" campo elettrico ',e(Bn.a,null,"entra")," e quanto campo elettrico ",e(Nn.a,null,"esce")," da una certa area."),e("p",null,"In qualsiasi superficie chiusa, il flusso elettrico è uguale alla componente perpendicolare del campo elettrico moltiplicato per l'area."),e("p",null,e(wn.k,null,Vn(ze()))),e("p",null,"Se il campo elettrico è uniforme, se ne può calcolare facilmente il valore:"),e("p",null,e(wn.k,null,Vn(he()))),e("p",null,e(wn.u,null,"Circa. E' una specie di integrale..."))),e(wn.r,{title:"Legge di Gauss per i campi elettrostatici"},e("p",null,"Il flusso elettrico è direttamente proporzionale alla carica presente all'interno della superficie."),e("p",null,e(wn.k,null,Vn(_e()))),e("p",null,"Ovvero, i campi elettrostatici sono generati dalle cariche elettriche."))),e(wn.s,{title:"Energia elettrica"},e(wn.r,{title:"Energia potenziale elettrica"},e("p",null,"Un corpo carico vicino ad altre cariche possiede un'",e("i",null,"energia potenziale elettrica"),e(wn.k,null,Vn(ge())),"."))),e(wn.s,{title:"Circuiti elettrici"},e(wn.r,{title:e("span",null,"Potenziale elettrico ",e("small",null,"(tensione)"))},e("p",null,"È il valore dell'energia potenziale elettrica per una carica unitaria."),e("p",null,e(wn.k,null,Vn(me()))),e("p",null,"La sua unità di misura è il Volt (",e(wn.k,null,Vn(ve())),")."),e("p",null,"In una batteria è detto ",e("i",null,"forza elettromotrice"),", e corrisponde al lavoro compiuto da una batteria ideale per spostare una carica unitaria tra i due poli.")),e(wn.r,{title:e("span",null,"Corrente elettrica ",e("small",null,"(intensità)"))},e("p",null,"Quanta carica passa attraverso un'area (perpendicolare al flusso) nel tempo."),e("p",null,e(wn.k,null,Vn(fe()))),e("p",null,"Fintanto che c'è differenza di potenziale, ci sarà anche intensità non nulla."),e("p",null,"La sua unità di misura è l'Ampere (",e(wn.k,null,Vn(de())),").")),e(wn.r,{title:e("span",null,"Corrente continua ",e("small",null,"(",e("abbr",{title:"Direct Current"},"DC"),")"))},e("p",null,"Quando in un circuito la direzione della corrente è costante.")),e(wn.r,{title:e("span",null,"Corrente alternata ",e("small",null,"(",e("abbr",{title:"Alternate Current"},"AC"),")"))},e("p",null,"Quando in un circuito la direzione della corrente si alterna periodicamente.")),e(wn.r,{title:"Potenza elettrica"},e("p",null,"Possiamo calcolare la potenza di un circuito:"),e("p",null,e(wn.k,null,Vn(pe()))))),e(wn.s,{title:"Elementi di un circuito"},e(wn.r,{title:"Resistore"},e("p",null,"Riduce l'intensità di corrente, e converte parte del potenziale in calore."),e("p",null,"Il potenziale utilizzato è pari a:"),e("p",null,e(wn.k,null,Vn(se()))),e("p",null,"Dove ",e(wn.k,null,Vn(ce()))," è una costante detta ",e("i",null,"resistenza")," con unità di misura Ohm (",e(wn.k,null,Vn(ue())),")."),e("p",null,"La resistenza di un conduttore vale:"),e("p",null,e(wn.k,null,Vn(oe()))),e("p",null,e(wn.k,null,Vn(re()))," è la ",e("i",null,"resistività")," del materiale, e varia in base alla temperatura:"),e("p",null,e(wn.k,null,Vn(ie())))),e(wn.r,{title:"Condensatore"},e("p",null,"Immagazzina potenziale elettrico, permettendo di riutilizzarla in seguito."),e("p",null,"Per farlo, cattura cariche ",e(Bn.a,null,"positive")," e ",e(Nn.a,null,"negative")," sulle sue due armature; perchè questo avvenga, deve essere compiuto lavoro."),e("p",null,"Ha una ",e("b",null,"capacità")," caratteristica, che in un condensatore a facce piane parallele è:"),e("p",null,e(wn.k,null,Vn(ae()))),e("p",null,"Condensatori di capacità maggiore immagazzinano più potenziale con meno carica."),e("p",null,"La capacità aumenta se viene messo qualcosa tra le armature:"),e("p",null,e(wn.k,null,Vn(le()))),e("p",null,"Dove ",e(wn.k,null,Vn(te()))," è la ",e("i",null,"costante dielettrica relativa")," del materiale inserito, ",e(wn.k,null,Vn(ne()))," l'area di una armatura e ",e(wn.k,null,Vn(ee()))," la distanza tra le due armature."),e("p",null,"Se il campo elettrico creatosi tra le due armature supera la ",e("i",null,"rigidità dielettrica")," del condensatore, la carica immagazzinata viene persa e ha luogo un ",e("i",null,"breakdown"),"."),e("p",null,"La sua unità di misura è il Farad (",e(wn.k,null,Vn($())),")")),e(wn.r,{title:"Amperometro"},e("p",null,"Misura la corrente elettrica se messo in serie."),e("p",null,"(Funzionamento: ha una resistenza interna bassisima in modo da non influire significativamente sulla corrente.)")),e(wn.r,{title:"Voltmetro"},e("p",null,"Misura la differenza di potenziale se messo in parallelo."),e("p",null,"(Funzionamento: ha una resistenza altissima in modo da non influire significativamente sulla tensione.)"))),e(wn.s,{title:"Principi di Kirchhoff"},e(wn.r,{title:"Legge dei nodi"},e("p",null,"Per nodo si intende un qualsiasi punto del circuito."),e("p",null,"Da un nodo entra ed esce la stessa corrente.")),e(wn.r,{title:"Legge delle maglie"},e("p",null,"Per maglia si intende un qualsiasi percorso chiuso all'interno del circuito."),e("p",null,"In una maglia chiusa, la somma delle differenze di potenziale è 0."))),e(wn.s,{title:"Serie e Parallelo"},e(wn.r,{title:"Circuito in serie"},e("p",null,"Più parti di circuito sono ",e("i",null,"in serie")," se sono consecutive e senza biforcazioni."),e("p",null,"Parti di circuito in serie sono attraversate dalla stessa corrente.")),e(wn.r,{title:"Circuito in parallelo"},e("p",null,"Più parti di circuito sono ",e("i",null,"in parallelo")," tra loro se hanno lo stesso punto di partenza e lo stesso punto di arrivo."),e("p",null,"Parti di circuito in parallelo hanno la stessa differenza di potenziale."))),e(wn.s,{title:"Resistenze equivalenti"},e(wn.r,{title:"Circuiti in serie"},e("p",null,"Nei circuiti in serie, tutte le resistenze possono essere sostituite con una equivalente dalla resistenza della somma di tutte le quelle sostituite:"),e("p",null,e(wn.k,null,Vn(Y())))),e(wn.r,{title:"Circuiti in parallelo"},e("p",null,"Nei circuiti in parallelo, tutte le resistenze possono essere sostituite con una equivalente dalla resistenza di:"),e("p",null,e(wn.k,null,Vn(K()))))),e(wn.s,{title:"Condensatori equivalenti"},e(wn.r,{title:"Circuiti in serie"},e("p",null,"Nei circuiti in serie, tutti i condensatori possono essere sostituiti con uno equivalente dalla capacità di:"),e("p",null,e(wn.k,null,Vn(X())))),e(wn.r,{title:"Circuiti in parallelo"},e("p",null,"Nei circuiti in parallelo, tutte i condensatori possono essere sostituite con uno equivalente dalla capacità della somma di tutti quelli sostituiti:"),e("p",null,e(wn.k,null,Vn(Z()))))),e(wn.s,{title:"Magnetismo"},e(wn.r,{title:"Permeabilità magnetica dello spazio vuoto"},e("p",null,"E' una costante fisica fondamentale che rappresenta quanto un materiale si magnetizza facilmente."),e("p",null,e(wn.k,null,Vn(H()))," (",e(wn.k,null,Vn(j())),")")),e(wn.r,{title:"Campo magnetico"},e("p",null,"Come un campo elettrico, ma per i magneti."),e("p",null,"Il suo simbolo è ",e(wn.k,null,Vn(J())),", e la sua unità di misura è il Tesla (",e(wn.k,null,"T"),").")),e(wn.r,{title:"Flusso magnetico"},e("p",null,'È "quanto" campo magnetico ',e("b",null,"attraversa")," un percorso chiuso."),e("p",null,'Per qualsiasi percorso chiuso, il flusso magnetico è uguale alla somma di tutti i "sottoflussi" magnetici calcolati sui suoi lati.'),e("p",null,e(wn.k,null,Vn(Q()))),e("p",null,e(wn.k,null,Vn(W()))),e("p",null,"La sua unità di misura è il Weber (",e(wn.k,null,Vn(G())),").")),e(wn.r,{title:"Legge di Gauss per i campi magnetici"},e("p",null,"Il flusso magnetico attraverso qualsiasi superficie chiusa è sempre nullo."),e("p",null,"Ovvero, non esistono monopoli magnetici.")),e(wn.r,{title:"Legge di Ampère"},e("p",null,"L'intensità di corrente che attraversa un percorso chiuso è direttamente proporzionale al flusso magnetico dello stesso percorso."),e("p",null,e(wn.k,null,Vn(O()))))),e(wn.s,{title:"Forze magnetiche"},e(wn.r,{title:e("span",null,"Forza magnetica su carica puntiforme ",e("small",null,"(Forza di Lorentz)"))},e("p",null,"I campi magnetici applicano una forza sulle cariche vicine:"),e("p",null,e(wn.k,null,Vn(M()))),e("p",null,"Dove ",e(wn.k,null,Vn(U()))," è l'intensità del campo magnetico e ",e(wn.k,null,Vn(y()))," la velocità della carica considerata."),e("p",null,"Si ha una forza massima se la velocità è perpendicolare al campo magnetico."),e("p",null,"In un campo magnetico uniforme, una velocità perpendicolare al campo porta alla creazione di un moto circolare uniforme.")),e(wn.r,{title:"Forza magnetica in un filo"},e("p",null,"I campi magnetici influenzano ovviamente anche le cariche presenti in un conduttore:"),e("p",null,e(wn.k,null,Vn(x()))," ",e("a",{href:"https://it.openprof.com/wb/forza_di_lorentz_su_un_filo_percorso_da_corrente?ch=360"},"[1]")),e("p",null,"Dove ",e(wn.k,null,Vn(T()))," è la corrente elettrica, ",e(wn.k,null,Vn(R()))," è un vettore che punta nella direzione di scorrimento della corrente e ha come modulo la lunghezza del conduttore."))),e(wn.s,{title:"Campi magnetici"},e(wn.r,{title:"Campo magnetico in una spira"},e("p",null,"Una spira in cui passa corrente produce un campo magnetico perpendicolare al piano creato dalla spira.")),e(wn.r,{title:"Campo magnetico di un solenoide"},e("p",null,"Un solenoide sono tante spire avvolte in modo da formare una specie di cilindro."),e("p",null,"All'interno del solenoide si crea un campo (quasi) uniforme:"),e("p",null,e(wn.k,null,Vn(V())))),e(wn.r,{title:"Legge di Oersted"},e("p",null,e("i",null,"Caso particolare della ",e("a",{href:"https://it.wikipedia.org/wiki/Legge_di_Amp%C3%A8re"},"Legge di Ampère"),".")),e("p",null,"Il modulo del campo magnetico ",e(wn.k,null,"B")," prodotto da un filo in cui passa una corrente continua ",e(wn.k,null,"I")," alla distanza ",e(wn.k,null,"s")," è:"),e("p",null,e(wn.k,null,Vn(N()))),e("p",null,"Il campo magnetico così creato gira attorno al filo in senso antiorario."),e("p",null,"Due fili attraversati dalla ",e(Bn.a,null,"stessa corrente")," si attraggono, due fili attraversati da ",e(Bn.a,null,"corr"),e(Nn.a,null,"enti"),e(Bn.a,null,"opp"),e(Nn.a,null,"oste")," si respingono."))),e(wn.s,{title:"Induzione elettromagnetica"},e(wn.r,{title:"Forza elettromotrice indotta"},e("p",null,"Un conduttore perpendicolare ad un campo magnetico può ottenere una differenza di potenziale se messo in movimento in un direzione perpendicolare alla direzione del conduttore e del campo."),e("p",null,"La differenza di potenziale si crea a causa della forza magnetica, che fa spostare tutti gli elettroni verso un capo del conduttore."),e("p",null,"Essa vale:"),e("p",null,e(wn.k,null,Vn(B()))),e("p",null,"Dove ",e(wn.k,null,"v")," è la velocità del conduttore, ",e(wn.k,null,"B")," è l'intensità del campo magnetico ed ",e(wn.k,null,"L")," è la lunghezza del conduttore.")),e(wn.r,{title:"Flusso magnetico in una spira"},e("p",null,"In un campo magnetico ",e(wn.k,null,Vn(w()))," uniforme e perpendicolare al piano di una spira di area ",e(wn.k,null,Vn(S())),", il flusso magnetico si può determinare con la ",e("i",null,"Legge di Faraday-Neumann-Lenz"),":"),e("p",null,e(wn.k,null,Vn(I()))))),e(wn.s,null,e(wn.r,{title:"Legge di Faraday-Neumann-Lenz"},e("p",null,"Dice che la forza elettromotrice media indotta in un percorso dipende dalla variazione nel tempo del flusso magnetico nello stesso percorso."),e("p",null,e(wn.k,null,Vn(C()))),e("p",null,"Il meno è dovuto alla ",e("a",{href:"https://it.wikipedia.org/wiki/Legge_di_Lenz"},"Legge di Lenz"),", che specifica qualitativamente il verso della forza elettromotrice indotta.")),e(wn.r,{title:"Faraday in un solenoide"},e("p",null,"In un solenoide, la forza elettromotrice indotta è uguale a:"),e("p",null,e(wn.k,null,Vn(P()))),e("p",null,"Dove ",e(wn.k,null,Vn(A()))," è il numero delle spire del solenoide.")),e(wn.r,{title:"Legge di Ampère-Maxwell"},e("p",null,"Correnti o campi elettrici variabili creano un campo magnetico."))),e(wn.s,{title:"Elettromagnetismo"},e(wn.r,{title:"Onde elettromagnetiche"},e("p",null,"Nel vuoto, il campo elettrico ",e(wn.k,null,Vn(E()))," e il campo magnetico ",e(wn.k,null,Vn(F()))," sono perpendicolari tra loro e la direzione di propagazione, e sono entrambe funzioni del tempo."),e("p",null,"Si dice quindi che sono ",e("i",null,"onde elettromagnetiche"),"."),e("p",null,"Esse sono legate dalla relazione:"),e("p",null,e(wn.k,null,Vn(L()))),e("p",null,"Dove ",e(wn.k,null,Vn(q()))," è la velocità delle onde (luce) nel vuoto, e a sua volta è uguale a:"),e("p",null,e(wn.k,null,Vn(D())))),e(wn.r,{title:"Formula delle onde"},e("p",null,e(wn.k,null,Vn(b()))),e("p",null,"Dove ",e(wn.k,null,Vn(k()))," è l'ampiezza massima che può avere l'onda, ",e(wn.k,null,Vn(z()))," è il vettore d'onda, ",e(wn.k,null,Vn(h()))," la frequenza angolare e ",e(wn.k,null,Vn(_()))," la fase."))),e(wn.s,{title:"Spettroscopia"},e(wn.r,{title:"Emissione"},e("p",null,"I solidi, se portati ad alta temperatura, emettono luce con uno ",e("a",{href:"https://it.wikipedia.org/wiki/Spettro_continuo"},"spettro continuo"),"."),e("p",null,"I gas, invece, ad alta temperatura emettono luce solo con particolari lunghezze d'onda."),e("p",null,"In un gas di idrogeno, le lunghezze d'onda emesse sono ricavabili con:"),e("p",null,e(wn.k,null,Vn(g()))),e("p",null,"Con ",e(wn.k,null,Vn(m())),", detta costante di Rydberg, e ",e(wn.k,null,Vn(v()))," un numero intero.")),e(wn.r,{title:"Grandezza quantizzata"},e("p",null,"Una grandezza si dice quantizzata (o discreta) se può assumere solo determinati valori."),e("p",null,"Una grandezza si dice continua se può assumere qualsiasi valore e quindi se non è quantizzata."),e("p",null,"Energia, momento angolare e raggio sono quantizzati."),e("p",null,"Nota costante quantica è ",e(wn.k,null,Vn(f())),", la costante di Planck, ovvero il valore minimo possibile per la carica (talvolta espressa come ",e(wn.k,null,Vn(d())),"."))),e(wn.s,null,e(wn.r,{title:"Modello di Bohr"},e("p",null,"L'energia degli elettroni è quantizzata."),e("p",null,"Inoltre, per essi è valido che:"),e("p",null,e(wn.k,null,Vn(p()))),e("p",null,"Ancora, il raggio delle orbite è uguale a:"),e("p",null,e(wn.k,null,Vn(s()))),e("p",null,"Con ",e(wn.k,null,Vn(c())),"."),e("p",null,"Infine, in ogni stato, l'energia è pari a:"),e("p",null,e(wn.k,null,Vn(u()))),e("p",null,"Due elettroni non possono occupare lo stesso stato."),e("p",null,"Questo modello funziona solo per atomi con numero atomico basso. Atomi con molti elettroni hanno comportamenti diversi, descritti dal modello di"))),e(wn.s,null,e(wn.r,{title:"Nei solidi"},e("p",null,"Nei solidi, le lunghezze d'onda sono talmente tanto vicine da poter essere considerate una banda."),e("p",null,"Possono però comunque avere dei gap dovuti agli intervalli di energia non ammessi."))),e(wn.s,{title:"Semiconduttori"},e(wn.r,{title:"Semiconduttori"},e("p",null,e(wn.u,null,"Refactor this")),e("p",null,"Se la banda di emissione con energia più alta di un corpo è assente o è separata da un gap dell'ordine di grandezza maggiore di ",e(wn.k,null,Vn(o())),", allora il corpo è un isolante."),e("p",null,"Se invece la banda di emissione si sovrappone a un altra, allora il corpo è un conduttore."),e("p",null,"Se il gap è invece dell'ordine di grandezza di ",e(wn.k,null,Vn(r())),", allora il corpo è un semiconduttore.")),e(wn.r,{title:"Lacune"},e("p",null,"Legami in cui ",e(Bn.a,null,"mancano elettroni"),"."),e("p",null,e(Nn.a,null,"Elettroni")," di altri legami possono spostarsi per colmare le ",e(Bn.a,null,"lacune"),", creandone altre, e spostandole in direzione opposta a quella della corrente.")),e(wn.r,{title:"Accettori e donori"},e("p",null,"Se si inserisce in un cristallo semiconduttore si inserisce un atomo con numero atomico diverso, si otterrà:"),e("ul",null,e("li",null,"Con numero atomico maggiore, un semiconduttore di ",e(Nn.a,null,"tipo N")," con ",e(Nn.a,null,"elettroni in eccesso")," liberi di scorrere."),e("li",null,"Con numero atomico minore, un semiconduttore di ",e(Bn.a,null,"tipo P")," con ",e(Bn.a,null,"lacune in eccesso")," libere di catturare elettroni da altri legami.")),e("p",null,"Maggiore impurezza porta a maggiore conduttività.")),e(wn.r,{title:"Temperatura"},e("p",null,"Aumentando la temperatura di un semiconduttore si aumenta la conduttività, perchè eccita le particelle e favorisce il movimento di ",e(Nn.a,null,"elettroni")," e ",e(Bn.a,null,"lacune"),"."))),e(wn.s,{title:e("span",null,"Ottica ",e("small",null,"(non l'abbiamo fatta)"))},e(wn.r,{title:"Assorbimento e riflessione"},e("p",null,"I corpi possono assorbire o riflettere le onde elettromagnetiche che li colpiscono.")),e(wn.r,{title:"Corpo nero"},e("p",null,"Un corpo nero è un corpo che assorbe tutte le onde elettromagnetiche che riceve senza rifletterne nessuna."),e("p",null,"Le onde assorbite vengono poi riemesse sotto forma di un onda di ",e(wn.k,null,Vn(i()))," variabile in base alla temperatura."),e("p",null,e(wn.k,null,Vn(a()))," è costante.")),e(wn.r,{title:"Teoria di Planck per il corpo nero"},e("p",null,"L'energia assorbita e emessa dai corpi neri è quantizzata.")),e(wn.r,{title:"Fotone"},e("p",null,"Un onda magnetica con un quanto di energia è detta ",e("i",null,"fotone"),":"),e("p",null,e(wn.k,null,Vn(l())))),e(wn.r,{title:"Effetto fotoelettrico"},e("p",null,"A volte, i fotoni che colpiscono un metallo possono estrarvi degli elettroni e creare una differenza di potenziale."),e("p",null,"Perchè avvenga, la frequenza deve essere maggiore di una certa soglia."),e("p",null,"Il numero di elettroni estratti dipende dall'intensità dell'onda, mentre l'energia cinetica degli elettroni dipende dalla frequenza."),e("p",null,"Non c'è nessun ritardo tra l'assorbimento del fotone e l'estrazione di elettroni."))))))}}.call(this,t("hosL").h)},ZHMS:function(e,n,t){"use strict";(function(e){var l=t("gJgL"),a=t.n(l);n.a=function(n){return e("span",{class:a.a.minus},n.children)}}).call(this,t("hosL").h)},gJgL:function(e){e.exports={red:"red__3phX0",orange:"orange__1OSkI",yellow:"yellow__2pQOr",lime:"lime__3vRUg",cyan:"cyan__1cBtG",blue:"blue__1G1wb",magenta:"magenta__3Wagv",minus:"minus__2qLyv"}},jZax:function(e){e.exports={red:"red__ipSoq",orange:"orange__1nmkj",yellow:"yellow__353ge",lime:"lime__3FW1E",cyan:"cyan__2xhu7",blue:"blue__3MvDe",magenta:"magenta__i03ie",plus:"plus__1eV4_"}},o8Jj:function(e,n,t){"use strict";(function(e){var l=t("jZax"),a=t.n(l);n.a=function(n){return e("span",{class:a.a.plus},n.children)}}).call(this,t("hosL").h)}}]); +//# sourceMappingURL=route-Fisica.chunk.1e51d.js.map \ No newline at end of file diff --git a/docs/route-Fisica.chunk.1e51d.js.map b/docs/route-Fisica.chunk.1e51d.js.map new file mode 100644 index 0000000..9e1aade --- /dev/null +++ b/docs/route-Fisica.chunk.1e51d.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/Fisica.js","webpack:///./components/Fisica/Minus.js","webpack:///./components/Fisica/Minus.less","webpack:///./components/Fisica/Plus.less","webpack:///./components/Fisica/Plus.js"],"names":["r","String","raw","Provider","value","LatexDisplay","INLINE","title","href","props","class","style","minus","children","module","exports","plus"],"mappings":"ypkBAKMA,GAAIC,OAAOC,IAGF,qBACX,OACI,EAAC,KAAmBC,SAApB,CAA6BC,OAAO,GAChC,EAAC,KAAoBD,SAArB,CAA8BC,MAAOC,KAAaC,QAC9C,aACI,sBACA,EAAC,KAAD,CAASC,MAAM,WACX,EAAC,KAAD,CAAOA,MAAM,yBACT,sDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,SACT,mDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iGAIJ,EAAC,KAAD,CAAOO,MAAM,cACT,4CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,8CACoC,EAAC,KAAD,UADpC,eACgE,EAAC,KAAD,UADhE,MAIJ,EAAC,KAAD,CAAOO,MAAM,oBACT,mFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,oDAEO,EAAC,KAAD,KAAQA,GAAR,OAFP,OAEsC,EAAC,KAAD,KAAQA,GAAR,OAFtC,MAKJ,EAAC,KAAD,CAAOO,MAAM,uBACT,2EAGA,YACI,YAAI,EAAC,KAAD,KAAQP,GAAR,QACJ,YACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,YAAI,OAAGQ,KAAK,0DAAR,8BAGR,mCAKR,EAAC,KAAD,CAASD,MAAM,mBACX,EAAC,KAAD,CAAOA,MAAM,eACT,mGAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,uBACT,yIAEwC,oBAFxC,KAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,yBACT,0EAGA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAM,oBACX,EAAC,KAAD,CAAOA,MAAM,iBACT,4EAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,WACI,EAAC,KAAD,UADJ,SAC0B,kDAD1B,YAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,kBACT,6HAE6B,mBAF7B,cAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,WACI,EAAC,KAAD,UADJ,SAC0B,kCAD1B,yBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,sBACT,qEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iDACuC,kCADvC,KAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,WACI,EAAC,KAAD,KAAQA,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAM,qBACX,EAAC,KAAD,CAAOA,MAAM,WACT,0EAGA,qDAC2C,+BAD3C,wCAEiB,4BAFjB,kCAKJ,EAAC,KAAD,CAAOA,MAAM,mBACT,6GAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,oBACT,kFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,YACT,8DAGA,gEAIJ,EAAC,KAAD,CAAOA,MAAM,YACT,0FAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,2FAKR,EAAC,KAAD,CAASO,MAAM,cACX,EAAC,KAAD,CAAOA,MAAM,eACT,sFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,YACT,4EAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,4EACkE,kCADlE,KAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,iBACT,2EAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,4EACkE,uCADlE,KAIA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,kCAAuB,sCACjC,wEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,8EAGA,WACI,EAAC,KAAD,KAAQA,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAM,4BACX,EAAC,KAAD,CAAOA,MAAM,eACT,iBACO,2BADP,OAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,YACT,0BAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,iBACT,qCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,SACT,mDAGA,WACI,EAAC,KAAD,oBAIZ,EAAC,KAAD,CAASA,MAAM,4CACX,EAAC,KAAD,CAAOA,MAAM,eACT,iBACO,2BADP,OAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,YACT,2BAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,iBACT,0BAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,SACT,mDAGA,WACI,EAAC,KAAD,sBAIZ,EAAC,KAAD,CAASA,MAAM,0BACX,EAAC,KAAD,CAAOA,MAAM,YACT,wEAGA,8CAIJ,EAAC,KAAD,CAAOA,MAAM,qBACT,qEAGA,mCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,eACT,gCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,YACT,4DACkD,EAAC,KAAD,KAAQP,GAAR,OADlD,KAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,iBACT,yDAC+C,EAAC,KAAD,KAAQP,GAAR,OAD/C,KAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,SACT,mDAGA,WACI,EAAC,KAAD,sBAIZ,EAAC,KAAD,CAASA,MAAM,iBACX,EAAC,KAAD,CAAOA,MAAM,mBACT,uKAKJ,EAAC,KAAD,CAAOA,MAAM,2BACT,oHAEwB,EAAC,KAAD,KAAQP,GAAR,OAFxB,oBAMR,EAAC,KAAD,CAASO,MAAM,2BACX,EAAC,KAAD,KACI,iCAGA,+CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,QACT,+EAGA,4BACkB,EAAC,KAAD,KAAQP,GAAR,OADlB,yCAIJ,EAAC,KAAD,CAAOO,MAAM,YACT,4DAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,iBACT,4GAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,oBACT,kDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAM,qBACX,EAAC,KAAD,CAAOA,MAAM,UACT,4DAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,mIAKJ,EAAC,KAAD,CAAOO,MAAM,oBACT,qEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,kHAIA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,qCACT,qEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,mBACS,EAAC,KAAD,UADT,4DAIJ,EAAC,KAAD,CAAOO,MAAM,+BACT,sEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,sBACT,gJAIA,4CACkC,+BADlC,QAC8D,kBAD9D,wCAIA,+GAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,WACT,yDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAM,kBACX,EAAC,KAAD,CAAOA,MAAM,oBACT,uDAC6C,EAAC,KAAD,iBAD7C,MACqE,EAAC,KAAD,iBADrE,KAGA,6EAGA,0CACgC,EAAC,KAAD,KAAQP,GAAR,OADhC,KAGA,sBACY,EAAC,KAAD,YAAgB,EAAC,KAAD,aAD5B,2BAEY,EAAC,KAAD,eAFZ,oBAKJ,EAAC,KAAD,CAAOO,MAAM,yBACT,kBACQ,OAAGC,KAAK,sCAAR,QADR,+DAIA,0DACgD,yBADhD,sDAE6B,uBAF7B,KAIA,WACI,sDAIZ,EAAC,KAAD,CAASD,MAAM,kBACX,EAAC,KAAD,CAAOA,MAAM,kBACT,0GAMR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOA,MAAM,iBACT,+FAEY,0BAFZ,qEAGO,EAAC,KAAD,yBAHP,MAGuC,EAAC,KAAD,iBAHvC,oBAOR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOA,MAAM,gCACT,+DACqD,2CADrD,MAIJ,EAAC,KAAD,CAAOA,MAAM,+BACT,8EACoE,wCADpE,MAKJ,EAAC,KAAD,CAAOA,MAAM,gCACT,gEACsD,EAAC,KAAD,oBADtD,2CAE8B,EAAC,KAAD,sBAF9B,wEAGsC,EAAC,KAAD,qBAHtC,mCAMA,gEACsD,EAAC,KAAD,sBADtD,+FAIA,kGAEc,EAAC,KAAD,mCAFd,qCAMR,EAAC,KAAD,CAASA,MAAM,mBACX,EAAC,KAAD,CAAOA,MAAM,oBACT,kEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,WACI,EAAC,KAAD,KAAQA,GAAR,OADJ,SAC+B,kCAD/B,YAES,EAAC,KAAD,KAAQA,GAAR,OAFT,MAKJ,EAAC,KAAD,CAAOO,MAAM,mCACT,0BACgB,EAAC,KAAD,KAAQP,GAAR,OADhB,iDAEc,EAAC,KAAD,KAAQA,GAAR,OAFd,QAEiD,qCAFjD,KAIA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,mBACT,qFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,oBACT,2DACiD,EAAC,KAAD,cADjD,6BAEc,EAAC,KAAD,aAFd,uBAIA,uJAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,0FAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,WACI,EAAC,KAAD,+CAGR,EAAC,KAAD,CAAOO,MAAM,6CACT,kHAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,uFAKR,EAAC,KAAD,CAASO,MAAM,qBACX,EAAC,KAAD,CAAOA,MAAM,gCACT,kEACwD,2CACpD,EAAC,KAAD,KAAQP,GAAR,OAFJ,OAMR,EAAC,KAAD,CAASO,MAAM,sBACX,EAAC,KAAD,CAAOA,MAAO,sCAA2B,+BACrC,qFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,gDACsC,EAAC,KAAD,KAAQA,GAAR,OADtC,MAGA,sCAC4B,mCAD5B,+GAKJ,EAAC,KAAD,CAAOO,MAAO,oCAAyB,gCACnC,2FAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,4FAGA,iDACuC,EAAC,KAAD,KAAQA,GAAR,OADvC,OAIJ,EAAC,KAAD,CAAOO,MAAO,mCAAwB,mBAAQ,UAC1CA,MAAM,kBADoC,MAAR,OAElC,6EAIJ,EAAC,KAAD,CAAOA,MAAO,oCAAyB,mBAAQ,UAC3CA,MAAM,qBADqC,MAAR,OAEnC,4FAIJ,EAAC,KAAD,CAAOA,MAAM,qBACT,4DAGA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAM,2BACX,EAAC,KAAD,CAAOA,MAAM,aACT,yFAGA,iDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,mBACS,EAAC,KAAD,KAAQA,GAAR,OADT,yBACoD,yBADpD,6BAES,EAAC,KAAD,KAAQA,GAAR,OAFT,MAIA,mDAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,WACI,EAAC,KAAD,KAAQA,GAAR,OADJ,SACkC,0BADlC,qDAIA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAM,gBACT,yFAGA,yCAC+B,EAAC,KAAD,iBAD/B,MACuD,EAAC,KAAD,iBADvD,gFAIA,qBACW,uBADX,sEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,8FAGA,2EAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,mBACS,EAAC,KAAD,KAAQA,GAAR,OADT,SACyC,4CADzC,4BAEc,EAAC,KAAD,KAAQA,GAAR,OAFd,6BAE6D,EAAC,KAAD,KAAQA,GAAR,OAF7D,qCAKA,2EACiE,mCADjE,wEAGO,wBAHP,KAKA,iDACuC,EAAC,KAAD,KAAQA,GAAR,MADvC,MAIJ,EAAC,KAAD,CAAOO,MAAM,eACT,8DAGA,+HAKJ,EAAC,KAAD,CAAOA,MAAM,aACT,wEAGA,wHAMR,EAAC,KAAD,CAASA,MAAM,yBACX,EAAC,KAAD,CAAOA,MAAM,kBACT,mEAGA,4DAIJ,EAAC,KAAD,CAAOA,MAAM,sBACT,2FAGA,mFAKR,EAAC,KAAD,CAASA,MAAM,qBACX,EAAC,KAAD,CAAOA,MAAM,qBACT,yCAC+B,uBAD/B,8CAGA,mFAIJ,EAAC,KAAD,CAAOA,MAAM,yBACT,yCAC+B,2BAD/B,+EAIA,yFAKR,EAAC,KAAD,CAASA,MAAM,0BACX,EAAC,KAAD,CAAOA,MAAM,qBACT,mKAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAM,yBACT,gIAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAIZ,EAAC,KAAD,CAASO,MAAM,4BACX,EAAC,KAAD,CAAOA,MAAM,qBACT,2HAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAM,yBACT,mKAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAIZ,EAAC,KAAD,CAASO,MAAM,cACX,EAAC,KAAD,CAAOA,MAAM,6CACT,gHAIA,WACI,EAAC,KAAD,KAAQP,GAAR,MADJ,KACiE,EAAC,KAAD,KAAQA,GAAR,MADjE,MAIJ,EAAC,KAAD,CAAOO,MAAM,mBACT,yDAGA,+BACqB,EAAC,KAAD,KAAQP,GAAR,MADrB,0CAEK,EAAC,KAAD,UAFL,OAKJ,EAAC,KAAD,CAAOO,MAAM,oBACT,yCAC+B,yBAD/B,wBAGA,iJAIA,WACI,EAAC,KAAD,KAAQP,GAAR,OAEJ,WACI,EAAC,KAAD,KAAQA,GAAR,OAEJ,iDACuC,EAAC,KAAD,KAAQA,GAAR,MADvC,OAIJ,EAAC,KAAD,CAAOO,MAAM,wCACT,yFAGA,wDAIJ,EAAC,KAAD,CAAOA,MAAM,mBACT,gJAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAIZ,EAAC,KAAD,CAASO,MAAM,oBACX,EAAC,KAAD,CACIA,MAAO,sDAA2C,uCAClD,0EAGA,WACI,EAAC,KAAD,KAAQP,GAAR,OAEJ,mBACS,EAAC,KAAD,KAAQA,GAAR,MADT,wCAEM,EAAC,KAAD,KAAQA,GAAR,MAFN,0CAIA,0FAGA,wIAKJ,EAAC,KAAD,CAAOO,MAAM,8BACT,mGAGA,WACI,EAAC,KAAD,KAAQP,GAAR,MADJ,IAC+E,OAC3EQ,KAAK,sFADsE,QAG/E,mBACS,EAAC,KAAD,KAAQR,GAAR,MADT,6BACwD,EAAC,KAAD,KAAQA,GAAR,MADxD,yHAOR,EAAC,KAAD,CAASO,MAAM,mBACX,EAAC,KAAD,CAAOA,MAAM,gCACT,sHAKJ,EAAC,KAAD,CAAOA,MAAM,mCACT,+FAGA,2EAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAM,oBACT,WACI,qCAA0B,OAAGC,KAAK,sDAAR,mBAA1B,MAGJ,4CACkC,EAAC,KAAD,UADlC,2DAEsB,EAAC,KAAD,UAFtB,kBAEqD,EAAC,KAAD,UAFrD,OAIA,WACI,EAAC,KAAD,KAAQR,GAAR,OAEJ,uFAGA,0CACgC,EAAC,KAAD,wBADhC,4CAEoB,EAAC,KAAD,aAAiB,EAAC,KAAD,aACjC,EAAC,KAAD,YAAgB,EAAC,KAAD,aAHpB,qBAOR,EAAC,KAAD,CAASO,MAAM,8BACX,EAAC,KAAD,CAAOA,MAAM,gCACT,2MAKA,mJAIA,yBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,OAEJ,mBACS,EAAC,KAAD,UADT,kCACwD,EAAC,KAAD,UADxD,yCAEuB,EAAC,KAAD,UAFvB,oCAKJ,EAAC,KAAD,CAAOO,MAAM,iCACT,oCAC0B,EAAC,KAAD,KAAQP,GAAR,MAD1B,4DAEkB,EAAC,KAAD,KAAQA,GAAR,MAFlB,mDAEuF,4CAFvF,KAKA,WACI,EAAC,KAAD,KAAQA,GAAR,SAIZ,EAAC,KAAD,KACI,EAAC,KAAD,CAAOO,MAAM,iCACT,2JAIA,WACI,EAAC,KAAD,KAAQP,GAAR,OAEJ,oCAC0B,OAAGQ,KAAK,+CAAR,iBAD1B,kFAKJ,EAAC,KAAD,CAAOD,MAAM,2BACT,2EAGA,WACI,EAAC,KAAD,KAAQP,GAAR,OAEJ,mBACS,EAAC,KAAD,KAAQA,GAAR,MADT,4CAIJ,EAAC,KAAD,CAAOO,MAAM,2BACT,gFAKR,EAAC,KAAD,CAASA,MAAM,qBACX,EAAC,KAAD,CAAOA,MAAM,0BACT,4CACkC,EAAC,KAAD,KAAQP,GAAR,MADlC,yBAEc,EAAC,KAAD,KAAQA,GAAR,MAFd,qGAKA,sCAC4B,qCAD5B,KAGA,gDAGA,WACI,EAAC,KAAD,KAAQA,GAAR,OAEJ,mBACS,EAAC,KAAD,KAAQA,GAAR,MADT,yEAIA,WACI,EAAC,KAAD,KAAQA,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAM,sBACT,WACI,EAAC,KAAD,KAAQP,GAAR,OAEJ,mBACS,EAAC,KAAD,KAAQA,GAAR,MADT,+CAEY,EAAC,KAAD,KAAQA,GAAR,MAFZ,yBAGoB,EAAC,KAAD,KAAQA,GAAR,MAHpB,4BAIM,EAAC,KAAD,KAAQA,GAAR,MAJN,eAQR,EAAC,KAAD,CAASO,MAAM,iBACX,EAAC,KAAD,CAAOA,MAAM,aACT,8EACoE,OAChEC,KAAK,kDAD2D,oBADpE,KAIA,sGAGA,qFAGA,WACI,EAAC,KAAD,KAAQR,GAAR,OAEJ,kBACQ,EAAC,KAAD,KAAQA,GAAR,MADR,kCAEM,EAAC,KAAD,KAAQA,GAAR,MAFN,uBAKJ,EAAC,KAAD,CAAOO,MAAM,yBACT,sGAGA,6GAIA,mEAGA,uCAC6B,EAAC,KAAD,KAAQP,GAAR,MAD7B,oGAGS,EAAC,KAAD,KAAQA,GAAR,MAHT,OAOR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOO,MAAM,mBACT,uDAGA,8CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,OAEJ,yDAGA,WACI,EAAC,KAAD,KAAQA,GAAR,OAEJ,kBACQ,EAAC,KAAD,KAAQA,GAAR,MADR,KAGA,yDAGA,WACI,EAAC,KAAD,KAAQA,GAAR,OAEJ,kEAGA,iKAMR,EAAC,KAAD,KACI,EAAC,KAAD,CAAOO,MAAM,cACT,gHAIA,mGAKR,EAAC,KAAD,CAASA,MAAM,kBACX,EAAC,KAAD,CAAOA,MAAM,kBACT,WACI,EAAC,KAAD,uBAEJ,8IAE6C,EAAC,KAAD,KAAQP,GAAR,MAF7C,oCAKA,yGAIA,6DACmD,EAAC,KAAD,KAAQA,GAAR,MADnD,2CAKJ,EAAC,KAAD,CAAOO,MAAM,UACT,4BACkB,EAAC,KAAD,0BADlB,KAGA,WACI,EAAC,KAAD,kBADJ,qDAEO,EAAC,KAAD,eAFP,mFAMJ,EAAC,KAAD,CAAOA,MAAM,sBACT,2HAIA,YACI,iEAAsD,EAAC,KAAD,eAAtD,QAAgF,EAAC,KAAD,6BAAhF,wBAGA,+DAAoD,EAAC,KAAD,eAApD,QAA4E,EAAC,KAAD,0BAA5E,oDAIJ,iEAIJ,EAAC,KAAD,CAAOA,MAAM,eACT,iJAE8C,EAAC,KAAD,kBAF9C,MAEyE,EAAC,KAAD,eAFzE,OAMR,EAAC,KAAD,CAASA,MAAO,wBAAa,0CACzB,EAAC,KAAD,CAAOA,MAAM,8BACT,mGAIJ,EAAC,KAAD,CAAOA,MAAM,cACT,yHAIA,+EAEO,EAAC,KAAD,KAAQP,GAAR,MAFP,wCAIA,WACI,EAAC,KAAD,KAAQA,GAAR,MADJ,iBAIJ,EAAC,KAAD,CAAOO,MAAM,sCACT,0EAIJ,EAAC,KAAD,CAAOA,MAAM,UACT,iEACuD,qBADvD,KAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAM,yBACT,kIAIA,qFAGA,mJAIA,uG,2DCtwC5B,qCAEe,aAAUE,GACrB,OAAO,UAAMC,MAAOC,IAAMC,OAAQH,EAAMI,a,yCCF5CC,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,MAAQ,iB,iBCAzLD,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,KAAO,gB,mCCDxL,qCAEe,aAAUN,GACrB,OAAO,UAAMC,MAAOC,IAAMK,MAAOP,EAAMI,a","file":"route-Fisica.chunk.1e51d.js","sourcesContent":["import {Latex, LatexDefaultDisplay, LatexDefaultInline, LatexDisplay, Panel, Section, Todo} from \"bluelib\";\n\nimport Plus from \"../components/Fisica/Plus\";\nimport Minus from \"../components/Fisica/Minus\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n \n \n
    \n

    Fisica

    \n
    \n \n

    \n Usa le regole base della trigonometria:\n

    \n

    \n {r`\\vec{v} = \\vec{v}_x + \\vec{v}_y`}\n

    \n

    \n {r`\\left | \\vec{v}_x \\right | = \\left | \\vec{v} \\right | \\sin \\alpha`}\n

    \n

    \n {r`\\left | \\vec{v}_y \\right | = \\left | \\vec{v} \\right | \\cos \\alpha`}\n

    \n     \n \n

    \n Scomponi in componenti, poi sommali:\n

    \n

    \n {r`\\vec{v} + \\vec{w} = (\\vec{v}_x + \\vec{w}_x) + (\\vec{v}_y + \\vec{w}_y)`}\n

    \n

    \n Produce il vettore risultante dall'applicazione della regola del parallelogramma.\n

    \n     \n \n

    \n Alla fine è sempre una somma:\n

    \n

    \n {r`\\vec{v} - \\vec{w} = (\\vec{v}_x - \\vec{w}_x) + (\\vec{v}_y - \\vec{w}_y)`}\n

    \n

    \n Produce il vettore che parte da w e arriva a v.\n

    \n     \n \n

    \n Si chiama scalare perchè il risultato è uno scalare, non un vettore.\n

    \n

    \n {r`\\vec{v} \\cdot \\vec{w} = \\left | \\vec{v} \\right | \\left | \\vec{w} \\right | \\cos \\alpha`}\n

    \n

    \n Produce il modulo della proiezione\n di {r`\\vec{a}`} su {r`\\vec{b}`}.\n

    \n     \n \n

    \n Si chiama vettoriale perchè il risultato è un altro vettore.\n

    \n
      \n
    • {r`\\vec{c} = \\vec{a} \\times \\vec{b}`}
      • \n
    • \n {r`\\left | \\vec{c} \\right | = \\left | \\vec{a} \\right | \\cdot \\left | \\vec{b} \\right | \\cdot \\sin(\\alpha)`}\n
      • \n
    • Regola della mano\n destra
      • \n
    \n

    \n Non è commutativo!\n

    \n     \n
    \n
    \n \n

    \n Se un corpo puntiforme ha forza risultante nulla, allora la sua velocità non cambia.\n

    \n

    \n {r`\\Sigma \\vec{F} = 0 \\Longleftrightarrow \\Delta v = 0`}\n

    \n     \n \n

    \n La forza risultante di un corpo è direttamente proporzionale alla sua accelerazione, e\n la costante di proporzionalità è la massa.\n

    \n

    \n {r`\\Sigma \\vec{F} = m \\vec{a}`}\n

    \n     \n \n

    \n Due corpi esercitano forze uguali e opposte uno sull'altro.\n

    \n

    \n {r`\\vec{F}_{21} = -\\vec{F}_{12}`}\n

    \n     \n
    \n
    \n \n

    \n Due corpi puntiformi si attirano uno verso l'altro con forza:\n

    \n

    \n {r`\\left | \\vec{F} \\right | = G \\frac{m_1 m_2}{s^2}`}\n

    \n

    \n G è la costante di gravitazione universale e vale:\n

    \n

    \n {r`G = 6.67 \\cdot 10^{-11} \\frac{N m^2}{{kg}^2}`}\n

    \n     \n \n

    \n Se nel sistema di riferimento consideriamo la Terra ferma, allora un corpo è attratto\n verso la Terra con forza peso uguale a:\n

    \n

    \n {r`\\left | \\vec{F} \\right | = g m`}\n

    \n

    \n g è la costante di gravità della Terra, e vale:\n

    \n

    \n {r`g = 9.81 \\frac{m}{s^2}`}\n

    \n     \n \n

    \n Per pianeti diversi dalla Terra vale la stessa regola:\n

    \n

    \n {r`\\left | \\vec{F} \\right | = g m`}\n

    \n

    \n L'unica differenza è che cambia la costante di gravità:\n

    \n

    \n {r`g_{luna} = 1.62 \\frac{m}{s^2}`}\n

    \n

    \n {r`g_{marte} = 3.71 \\frac{m}{s^2}`}\n

    \n     \n
    \n
    \n \n

    \n Si oppone alle forze applicate alla superficie di contatto.\n

    \n

    \n Un libro appoggiato su un tavolo ha la forza di gravità che lo attira verso il\n terreno e la forza normale che lo trattiene dal cadere.\n

    \n     \n \n

    \n Impedisce a un corpo di muoversi se non viene spinto da una forza che supera una certa\n soglia:\n

    \n

    \n {r`\\left | \\vec{F} \\right | \\leq \\mu_{s} \\left | \\vec{F}_{normale} \\right |`}\n

    \n     \n \n

    \n Rallenta i corpi che si stanno muovendo finchè essi non si fermano:\n

    \n

    \n {r`\\left | \\vec{F} \\right | \\leq \\mu_{d} \\left | \\vec{F}_{normale} \\right |`}\n

    \n     \n \n

    \n E' forza trasmessa tra due estremi di una fune.\n

    \n

    \n Può essere redirezionata per mezzo di carrucole.\n

    \n     \n \n

    \n Una molla cerca sempre di tornare alla sua posizione indeformata con forza:\n

    \n

    \n {r`F = -k x`}\n

    \n

    \n (E' negativa perchè la forza è opposta a quella applicata per deformarla.)\n

    \n     \n
    \n
    \n \n

    \n È un vettore che indica la posizione di un corpo rispetto a un'origine.\n

    \n

    \n {r`\\Delta \\vec{s} = \\vec{s}(fine) - \\vec{s}(inizio)`}\n

    \n     \n \n

    \n È un vettore che misura la variazione di posizione nel tempo.\n

    \n

    \n {r`\\vec{v} = \\frac{\\Delta \\vec{s}}{\\Delta t}`}\n

    \n

    \n Se si considera un intervallo di tempo infinitesimale si dice velocità istantanea:\n

    \n

    \n {r`\\vec{v} = \\lim_{\\Delta t \\to 0} \\frac{\\Delta \\vec{s}}{\\Delta t} = \\frac{d \\vec{s}}{dt}`}\n

    \n     \n \n

    \n È un vettore che misura la variazione di velocità nel tempo.\n

    \n

    \n {r`\\vec{a} = \\frac{\\Delta \\vec{v}}{\\Delta t}`}\n

    \n

    \n Se si considera un intervallo di tempo infinitesimale si dice accelerazione\n istantanea:\n

    \n

    \n {r`\\vec{a} = \\lim_{\\Delta v \\to 0} \\frac{\\Delta \\vec{v}}{\\Delta t} = \\frac{d \\vec{v}}{d t} = \\frac{d^2 \\vec{s}}{d t^2}`}\n

    \n     \n Quantità di moto (momento lineare)}>\n

    \n La quantità di moto è una proprietà vettoriale dei corpi:\n

    \n

    \n {r`\\vec{p} = m \\vec{v}`}\n

    \n

    \n Se la forza risultante è nulla, la quantità di moto non cambia.\n

    \n

    \n {r`\\Sigma \\vec{F} = 0 \\Longleftrightarrow \\Delta \\vec{p} = 0`}\n

    \n     \n
    \n
    \n \n

    \n La legge oraria è:\n

    \n

    \n {r`s(t) = v \\cdot \\Delta t + s(0)`}\n

    \n     \n \n

    \n È costante:\n

    \n

    \n {r`v(t) = k`}\n

    \n     \n \n

    \n La velocità non varia:\n

    \n

    \n {r`a(t) = 0`}\n

    \n     \n \n

    \n Si applica la prima legge di Newton:\n

    \n

    \n f(t) = 0\n

    \n     \n
    \n
    \n \n

    \n La legge oraria è:\n

    \n

    \n {r`s(t) = \\frac{1}{2} a \\cdot (\\Delta t)^2 + v(0) \\cdot (\\Delta t) + s(0)`}\n

    \n     \n \n

    \n È una retta:\n

    \n

    \n {r`v(t) = a \\Delta t + v(0)`}\n

    \n     \n \n

    \n È costante:\n

    \n

    \n {r`a(t) = k`}\n

    \n     \n \n

    \n Si applica la prima legge di Newton:\n

    \n

    \n f(t) = m a\n

    \n     \n
    \n
    \n \n

    \n E' la distanza dal centro massima che raggiunge il corpo.\n

    \n

    \n (L'ampiezza di una sinusoide.)\n

    \n     \n \n

    \n Indica quanto in fretta cambia la posizione del corpo.\n

    \n

    \n Dipende dal periodo:\n

    \n

    \n {r`\\omega = \\frac{2 \\pi}{T}`}\n

    \n     \n \n

    \n E' una sinusoide:\n

    \n

    \n {r`s(t) = A \\sin (\\omega \\cdot t + \\phi)`}\n

    \n     \n \n

    \n E' la sinusoide dello spostamento, sfasata di {r`\\frac{\\pi}{2}`}:\n

    \n

    \n {r`v(t) = A \\sin (\\omega \\cdot t + \\phi + \\frac{\\pi}{2})`}\n

    \n     \n \n

    \n E' la sinusoide della velocità, sfasata di {r`\\pi`}:\n

    \n

    \n {r`a(t) = A \\sin (\\omega \\cdot t + \\phi + \\pi)`}\n

    \n     \n \n

    \n Si applica la prima legge di Newton:\n

    \n

    \n f(t) = m a\n

    \n     \n
    \n
    \n \n

    \n Il moto parabolico è dato sommando un moto rettilineo uniforme sull'asse orizzontale e\n un moto rettilineo uniformemente accelerato sull'asse verticale.\n

    \n     \n \n

    \n Il moto parabolico è dato sommando due moti armonici semplici: uno sull'asse X, e\n l'altro, sfasato di {r`\\frac{\\pi}{2}`}, sull'asse Y.\n

    \n     \n
    \n
    \n \n

    \n Velocità angolare\n

    \n

    \n Quanto cambia la fase nel tempo.\n

    \n

    \n {r`\\omega = \\frac{2 \\pi}{T}`}\n

    \n     \n \n

    \n E' l'angolo percorso dal corpo rispetto alla posizione iniziale.\n

    \n

    \n Si indica con {r`\\phi`}, e generalmente si usa in radianti.\n

    \n     \n \n

    \n Si applicano le formule per la circonferenza:\n

    \n

    \n {r`v = \\frac{\\Delta s}{t} = \\frac{2 \\pi \\cdot r}{T} = \\omega r`}\n

    \n     \n \n

    \n Il corpo ha sempre un accelerazione verso il centro che gli impedisce di abbandonare il\n moto:\n

    \n

    \n {r`a = \\frac{v^2}{r} = r \\cdot \\omega^2 = v \\cdot \\omega`}\n

    \n     \n \n

    \n È verso il centro e si calcola con:\n

    \n

    \n {r`F = m \\cdot a`}\n

    \n     \n
    \n
    \n \n

    \n E' compiuto da una forza che sposta un corpo.\n

    \n

    \n {r`W = \\vec{F} \\cdot \\vec{s} = F \\cdot \\Delta s \\cdot cos(\\alpha )`}\n

    \n

    \n (Se la forza non è parallela allo spostamento, il prodotto scalare ci fa considerare\n solo la componente parallela.)\n

    \n     \n \n

    \n Un corpo ha energia cinetica in ogni momento uguale a:\n

    \n

    \n {r`E_c = \\frac{1}{2} m v^2`}\n

    \n

    \n Se una forza effettua lavoro su un corpo, cambia la sua energia cinetica pari al lavoro\n effettuato:\n

    \n

    \n {r`\\Delta E_c = W`}\n

    \n     \n \n

    \n Un corpo ha energia potenziale in ogni momento pari a:\n

    \n

    \n {r`E_{p_g} = m \\cdot g \\cdot h`}\n

    \n

    \n (Con h uguale a un altezza scelta come punto di riferimento.)\n

    \n     \n \n

    \n Una molla ha sempre energia potenziale elastica pari a:\n

    \n

    \n {r`E_{p_e} = \\frac{1}{2} k x^2`}\n

    \n     \n \n

    \n Sono conservative le forze per le quali il lavoro compiuto non dipende dal percorso\n seguito per andare dalla partenza all'arrivo.\n

    \n

    \n Ad esempio, è conservativa la forza di gravità, ma non è conservativa la\n forza di attrito.\n

    \n

    \n Se in un sistema ci sono solo forze conservative, allora l'energia meccanica totale si\n conserva:\n

    \n

    \n {r`E = E_k + E_p`}\n

    \n     \n \n

    \n È la velocità di trasferimento di energia:\n

    \n

    \n {r`P = \\frac{\\Delta E}{\\Delta t}`}\n

    \n     \n
    \n
    \n \n

    \n È una proprietà dei corpi che può essere positiva o negativa.\n

    \n

    \n Si conserva: in un sistema chiuso la carica totale è costante.\n

    \n

    \n Esiste un'unità elementare: {r`C_{elettrone} = 1.602 \\cdot 10^{-19}`}.\n

    \n

    \n Cariche opposte si attraggono;\n cariche uguali si respingono.\n

    \n     \n \n

    \n Più ioni ha un corpo, meglio la carica\n si muove attraverso di esso.\n

    \n

    \n I corpi in cui la carica si muove bene sono conduttori, mentre quelli in cui si\n muove difficilmente sono isolanti.\n

    \n

    \n Il corpo umano è un buon conduttore.\n

    \n     \n
    \n
    \n \n

    \n E' possibile polarizzare un corpo per accumulare la carica di un segno in una certa\n zona.\n

    \n     \n
    \n
    \n \n

    \n Se un corpo conduttore è in contatto con la Terra, le cariche su di esso\n saranno equilibrate e il corpo diventerà elettricamente neutro (con stesso numero\n di cariche positive e negative all'interno).\n

    \n     \n
    \n
    \n \n

    \n Strofinando tra loro due corpi isolanti, essi si polarizzeranno per strofinio.\n

    \n     \n \n

    \n Toccando un conduttore con un corpo carico, il conduttore potrà polarizzarsi per\n contatto.\n

    \n     \n \n

    \n Se un corpo conduttore ha cariche \"esterne\" di un certo segno vicino, esso\n avrà tutte le cariche del segno opposto in equilibrio vicino alle cariche\n esterne, e tutte le cariche dello stesso segno più lontano possibile da\n esse.\n

    \n

    \n Mettendo a terra il conduttore, nuove cariche del segno opposto saranno\n attratte all'interno del corpo per equilibrare le cariche che si sono allontanate.\n

    \n

    \n Staccando il conduttore da terra e rimuovendo le cariche esterne, esso si\n ritroverà caricato del segno opposto rispetto alle cariche esterne.\n

    \n     \n
    \n
    \n \n

    \n Due corpi carichi si attraggono tra loro con forza:\n

    \n

    \n {r`\\left | \\vec{F}_{elettrica} \\right | = \\frac{-k \\cdot q_1 \\cdot q_2}{s^2}`}\n

    \n

    \n {r`k`} è la costante di Coulomb, e\n vale {r`k = 8.99 \\cdot 10^9 \\frac{N \\cdot m^2}{C^2}`}.\n

    \n     \n \n

    \n La costante {r`k`} è in realtà dipendente da un altra\n costante, {r`\\epsilon_0`}, la permeabilità del vuoto.\n

    \n

    \n {r`k = \\frac{1}{4 \\pi \\cdot \\epsilon_0}`}\n

    \n

    \n {r`\\left | \\vec{F}_{elettrica} \\right | = \\frac{q_1 \\cdot q_2}{4 \\pi \\cdot \\epsilon_0 \\cdot s^2}`}\n

    \n     \n \n

    \n Misura che forza viene applicata in ogni punto su una carica unitaria:\n

    \n

    \n {r`\\vec{E} = \\frac{\\vec{F}_{elettrica}}{q} = \\frac{-k \\cdot q}{s^2}`}\n

    \n     \n \n

    \n È la differenza tra \"quanto\" campo elettrico entra e quanto campo\n elettrico esce da una certa area.\n

    \n

    \n In qualsiasi superficie chiusa, il flusso elettrico è uguale alla componente\n perpendicolare del campo elettrico moltiplicato per l'area.\n

    \n

    \n {r`\\Phi_E = \\vec{E} \\cdot \\vec{A}`}\n

    \n

    \n Se il campo elettrico è uniforme, se ne può calcolare facilmente il valore:\n

    \n

    \n {r`\\Phi_E = \\vec{E} \\cdot \\vec{A} = E_\\perp \\cdot A \\cdot \\cos(\\alpha)`}\n

    \n

    \n Circa. E' una specie di integrale...\n

    \n     \n \n

    \n Il flusso elettrico è direttamente proporzionale alla carica presente all'interno della\n superficie.\n

    \n

    \n {r`\\Phi_E = 4 \\pi \\cdot k \\cdot q = \\frac{q}{\\epsilon_0}`}\n

    \n

    \n Ovvero, i campi elettrostatici sono generati dalle cariche elettriche.\n

    \n     \n
    \n
    \n \n

    \n Un corpo carico vicino ad altre cariche possiede un'energia potenziale elettrica\n {r`U_e`}.\n

    \n     \n
    \n
    \n Potenziale elettrico (tensione)}>\n

    \n È il valore dell'energia potenziale elettrica per una carica unitaria.\n

    \n

    \n {r`V = \\frac{U_e}{q}`}\n

    \n

    \n La sua unità di misura è il Volt ({r`V`}).\n

    \n

    \n In una batteria è detto forza elettromotrice, e corrisponde al lavoro compiuto da\n una batteria ideale per spostare una carica unitaria tra i due poli.\n

    \n     \n Corrente elettrica (intensità)}>\n

    \n Quanta carica passa attraverso un'area (perpendicolare al flusso) nel tempo.\n

    \n

    \n {r`I = \\frac{\\Delta q}{\\Delta t}`}\n

    \n

    \n Fintanto che c'è differenza di potenziale, ci sarà anche intensità non nulla.\n

    \n

    \n La sua unità di misura è l'Ampere ({r`A`}).\n

    \n     \n Corrente continua (DC)}>\n

    \n Quando in un circuito la direzione della corrente è costante.\n

    \n     \n Corrente alternata (AC)}>\n

    \n Quando in un circuito la direzione della corrente si alterna periodicamente.\n

    \n     \n \n

    \n Possiamo calcolare la potenza di un circuito:\n

    \n

    \n {r`P = \\frac{\\Delta U_e}{\\Delta t} = I \\cdot \\Delta V = I^2 \\cdot R = \\frac{(\\Delta V)^2}{R}`}\n

    \n     \n
    \n
    \n \n

    \n Riduce l'intensità di corrente, e converte parte del potenziale in calore.\n

    \n

    \n Il potenziale utilizzato è pari a:\n

    \n

    \n {r`V = R \\cdot I`}\n

    \n

    \n Dove {r`R`} è una costante detta resistenza con unità di misura\n Ohm ({r`\\Omega`}).\n

    \n

    \n La resistenza di un conduttore vale:\n

    \n

    \n {r`R = \\rho \\frac{L_{unghezza}}{A_{rea}}`}\n

    \n

    \n {r`\\rho`} è la resistività del materiale, e varia in base alla\n temperatura:\n

    \n

    \n {r`\\rho = \\rho_0 (1 + \\alpha(T - T_0))`}\n

    \n     \n \n

    \n Immagazzina potenziale elettrico, permettendo di riutilizzarla in seguito.\n

    \n

    \n Per farlo, cattura cariche positive e negative sulle sue due\n armature; perchè questo avvenga, deve essere compiuto lavoro.\n

    \n

    \n Ha una capacità caratteristica, che in un condensatore a facce piane parallele è:\n

    \n

    \n {r`C = \\frac{q_{massima}}{\\Delta V}`}\n

    \n

    \n Condensatori di capacità maggiore immagazzinano più potenziale con meno carica.\n

    \n

    \n La capacità aumenta se viene messo qualcosa tra le armature:\n

    \n

    \n {r`C_{nuova} = \\kappa \\cdot \\frac{\\epsilon_0 \\cdot A}{s}`}\n

    \n

    \n Dove {r`\\kappa`} è la costante dielettrica relativa del materiale\n inserito, {r`A`} l'area di una armatura e {r`s`} la\n distanza tra le due armature.\n

    \n

    \n Se il campo elettrico creatosi tra le due armature supera la rigidità\n dielettrica del condensatore, la carica immagazzinata viene persa e ha luogo\n un breakdown.\n

    \n

    \n La sua unità di misura è il Farad ({r`Fa`})\n

    \n     \n \n

    \n Misura la corrente elettrica se messo in serie.\n

    \n

    \n (Funzionamento: ha una resistenza interna bassisima in modo da non influire\n significativamente sulla corrente.)\n

    \n     \n \n

    \n Misura la differenza di potenziale se messo in parallelo.\n

    \n

    \n (Funzionamento: ha una resistenza altissima in modo da non influire significativamente\n sulla tensione.)\n

    \n     \n
    \n
    \n \n

    \n Per nodo si intende un qualsiasi punto del circuito.\n

    \n

    \n Da un nodo entra ed esce la stessa corrente.\n

    \n     \n \n

    \n Per maglia si intende un qualsiasi percorso chiuso all'interno del circuito.\n

    \n

    \n In una maglia chiusa, la somma delle differenze di potenziale è 0.\n

    \n     \n
    \n
    \n \n

    \n Più parti di circuito sono in serie se sono consecutive e senza biforcazioni.\n

    \n

    \n Parti di circuito in serie sono attraversate dalla stessa corrente.\n

    \n     \n \n

    \n Più parti di circuito sono in parallelo tra loro se hanno lo stesso punto di\n partenza e lo stesso punto di arrivo.\n

    \n

    \n Parti di circuito in parallelo hanno la stessa differenza di potenziale.\n

    \n     \n
    \n
    \n \n

    \n Nei circuiti in serie, tutte le resistenze possono essere sostituite con una equivalente\n dalla resistenza della somma di tutte le quelle sostituite:\n

    \n

    \n {r`R_{serie} = \\sum_{i=1}^{n} R_i`}\n

    \n     \n \n

    \n Nei circuiti in parallelo, tutte le resistenze possono essere sostituite con una\n equivalente dalla resistenza di:\n

    \n

    \n {r`R_{parallelo} = \\frac{1}{\\sum_{i=1}^{n} \\frac{1}{R_i}}`}\n

    \n     \n
    \n
    \n \n

    \n Nei circuiti in serie, tutti i condensatori possono essere sostituiti con uno\n equivalente dalla capacità di:\n

    \n

    \n {r`C_{serie} = \\frac{1}{\\sum_{i=1}^{n} \\frac{1}{C_i}}`}\n

    \n     \n \n

    \n Nei circuiti in parallelo, tutte i condensatori possono essere sostituite con uno\n equivalente dalla capacità della somma di tutti quelli sostituiti:\n

    \n

    \n {r`C_{parallelo} = \\sum_{i=1}^{n} C_n`}\n

    \n     \n
    \n
    \n \n

    \n E' una costante fisica fondamentale che rappresenta quanto un materiale si magnetizza\n facilmente.\n

    \n

    \n {r`\\mu_0 = 4 \\pi \\cdot 10^{-7} \\frac{H}{m}`} ({r`\\frac{N}{A^2}`})\n

    \n     \n \n

    \n Come un campo elettrico, ma per i magneti.\n

    \n

    \n Il suo simbolo è {r`B`}, e la sua unità di misura è il Tesla\n (T).\n

    \n     \n \n

    \n È \"quanto\" campo magnetico attraversa un percorso chiuso.\n

    \n

    \n Per qualsiasi percorso chiuso, il flusso magnetico è uguale alla somma di tutti i\n \"sottoflussi\" magnetici calcolati sui suoi lati.\n

    \n

    \n {r`\\Phi_{B_{i}} = \\vec{B} \\cdot \\vec{L}_n = B \\cdot L_i \\cdot \\sin(\\alpha) = B_\\parallel \\cdot L_i`}\n

    \n

    \n {r`\\Phi_{B} = \\sum_{i=0}^{n_{lati}} \\Phi_{Bn}`}\n

    \n

    \n La sua unità di misura è il Weber ({r`Wb = T \\cdot m^2`}).\n

    \n     \n \n

    \n Il flusso magnetico attraverso qualsiasi superficie chiusa è sempre nullo.\n

    \n

    \n Ovvero, non esistono monopoli magnetici.\n

    \n     \n \n

    \n L'intensità di corrente che attraversa un percorso chiuso è direttamente proporzionale\n al flusso magnetico dello stesso percorso.\n

    \n

    \n {r`\\Phi_B = \\mu_0 \\cdot I`}\n

    \n     \n
    \n
    \n Forza magnetica su carica puntiforme (Forza di Lorentz)}>\n

    \n I campi magnetici applicano una forza sulle cariche vicine:\n

    \n

    \n {r`\\vec{F}_{B} = q \\cdot (\\vec{v} \\times \\vec{B})`}\n

    \n

    \n Dove {r`\\vec{B}`} è l'intensità del campo magnetico\n e {r`\\vec{v}`} la velocità della carica considerata.\n

    \n

    \n Si ha una forza massima se la velocità è perpendicolare al campo magnetico.\n

    \n

    \n In un campo magnetico uniforme, una velocità perpendicolare al campo porta alla\n creazione di un moto circolare uniforme.\n

    \n \n \n

    \n I campi magnetici influenzano ovviamente anche le cariche presenti in un conduttore:\n

    \n

    \n {r`\\vec{F}_{magnetica} = I \\cdot (\\vec{L} \\times \\vec{B})`} [1]\n

    \n

    \n Dove {r`I`} è la corrente elettrica, {r`\\vec{L}`} è un\n vettore che punta nella direzione di scorrimento della corrente e ha come modulo la\n lunghezza del conduttore.\n

    \n     \n
    \n
    \n \n

    \n Una spira in cui passa corrente produce un campo magnetico perpendicolare al piano\n creato dalla spira.\n

    \n     \n \n

    \n Un solenoide sono tante spire avvolte in modo da formare una specie di cilindro.\n

    \n

    \n All'interno del solenoide si crea un campo (quasi) uniforme:\n

    \n

    \n {r`\\left | \\vec{B} \\right | = \\mu_0 \\cdot I \\cdot \\frac{A_{vvolgimenti}}{L_{unghezzafilo}}`}\n

    \n     \n \n

    \n Caso particolare della Legge\n di Ampère.\n

    \n

    \n Il modulo del campo magnetico B prodotto da un filo in cui passa una\n corrente continua I alla distanza s è:\n

    \n

    \n {r`\\left | \\vec{B} \\right | = \\frac{\\mu \\cdot I}{2 \\pi r}`}\n

    \n

    \n Il campo magnetico così creato gira attorno al filo in senso antiorario.\n

    \n

    \n Due fili attraversati dalla stessa corrente si attraggono, due fili\n attraversati da correnti\n opposte si respingono.\n

    \n     \n
    \n
    \n \n

    \n Un conduttore perpendicolare ad un campo magnetico può ottenere una differenza di\n potenziale se messo in movimento in un direzione perpendicolare alla direzione del\n conduttore e del campo.\n

    \n

    \n La differenza di potenziale si crea a causa della forza magnetica, che fa spostare tutti\n gli elettroni verso un capo del conduttore.\n

    \n

    \n Essa vale:\n

    \n

    \n {r`\\Delta V_{indotta} = v \\cdot B \\cdot L`}\n

    \n

    \n Dove v è la velocità del conduttore, B è l'intensità del\n campo magnetico ed L è la lunghezza del conduttore.\n

    \n     \n \n

    \n In un campo magnetico {r`B`} uniforme e perpendicolare al piano di una\n spira di area {r`A`}, il flusso magnetico si può determinare con la Legge\n di Faraday-Neumann-Lenz:\n

    \n

    \n {r`\\Phi_B = \\vec{B} \\cdot \\vec{A} = B \\cdot A \\cdot \\cos(\\alpha)`}\n

    \n     \n
    \n
    \n \n

    \n Dice che la forza elettromotrice media indotta in un percorso dipende dalla variazione\n nel tempo del flusso magnetico nello stesso percorso.\n

    \n

    \n {r`\\Delta V_{indotta} = - \\frac{\\Delta \\Phi_B}{\\Delta t}`}\n

    \n

    \n Il meno è dovuto alla Legge di\n Lenz, che specifica qualitativamente il verso della forza elettromotrice indotta.\n

    \n     \n \n

    \n In un solenoide, la forza elettromotrice indotta è uguale a:\n

    \n

    \n {r`\\Delta V_{indotta} = - \\frac{N \\cdot \\Delta \\Phi_{B_{spira}}}{\\Delta t} = - \\frac{N \\cdot B \\cdot A \\cdot cos(\\alpha)}{\\Delta t}`}\n

    \n

    \n Dove {r`N`} è il numero delle spire del solenoide.\n

    \n     \n \n

    \n Correnti o campi elettrici variabili creano un campo magnetico.\n

    \n     \n
    \n
    \n \n

    \n Nel vuoto, il campo elettrico {r`E`} e il campo\n magnetico {r`B`} sono perpendicolari tra loro e la direzione di\n propagazione, e sono entrambe funzioni del tempo.\n

    \n

    \n Si dice quindi che sono onde elettromagnetiche.\n

    \n

    \n Esse sono legate dalla relazione:\n

    \n

    \n {r`E = c \\cdot B`}\n

    \n

    \n Dove {r`c`} è la velocità delle onde (luce) nel vuoto, e a sua volta è\n uguale a:\n

    \n

    \n {r`c = \\frac{1}{\\sqrt{\\epsilon_0 \\cdot \\mu_0}} = 3.00 \\cdot 10^8 \\frac{m}{s}`}\n

    \n     \n \n

    \n {r`A(t) = A_{max} \\cdot \\sin \\left ( \\frac{2 \\pi}{\\lambda} - \\omega t + \\phi \\right )`}\n

    \n

    \n Dove {r`A_{max}`} è l'ampiezza massima che può avere\n l'onda, {r`\\frac{2 \\pi}{\\lambda} = \\left | \\vec{k} \\right |`} è il\n vettore d'onda, {r`\\omega`} la frequenza angolare\n e {r`\\phi`} la fase.\n

    \n     \n
    \n
    \n \n

    \n I solidi, se portati ad alta temperatura, emettono luce con uno spettro continuo.\n

    \n

    \n I gas, invece, ad alta temperatura emettono luce solo con particolari lunghezze d'onda.\n

    \n

    \n In un gas di idrogeno, le lunghezze d'onda emesse sono ricavabili con:\n

    \n

    \n {r`\\frac{1}{\\lambda} = R \\left ( \\frac{1}{4} - \\frac{1}{n^2} \\right )`}\n

    \n

    \n Con {r`R = 1.097 \\cdot 10^7 \\frac{1}{m}`}, detta costante di Rydberg,\n e {r`n`} un numero intero.\n

    \n     \n \n

    \n Una grandezza si dice quantizzata (o discreta) se può assumere solo determinati valori.\n

    \n

    \n Una grandezza si dice continua se può assumere qualsiasi valore e quindi se non è\n quantizzata.\n

    \n

    \n Energia, momento angolare e raggio sono quantizzati.\n

    \n

    \n Nota costante quantica è {r`h`}, la costante di Planck, ovvero il valore\n minimo possibile per la carica (talvolta espressa\n come {r`\\hbar = \\left ( \\frac{h}{2 \\pi} \\right )`}.\n

    \n     \n
    \n
    \n \n

    \n L'energia degli elettroni è quantizzata.\n

    \n

    \n Inoltre, per essi è valido che:\n

    \n

    \n {r`m \\cdot v_n \\cdot 2 \\pi \\cdot r = n \\cdot h`}\n

    \n

    \n Ancora, il raggio delle orbite è uguale a:\n

    \n

    \n {r`r_n = n^2 \\cdot a_0 = n^2 \\cdot \\frac{\\hbar}{m_{elettrone} \\cdot k \\cdot e^2} `}\n

    \n

    \n Con {r`a_0 = \\left ( \\frac{h}{2 \\pi} \\right )^2 \\cdot \\frac{1}{m_{elettrone} \\cdot k \\cdot e^2} = 5.29 \\cdot 10^{-11} m`}.\n

    \n

    \n Infine, in ogni stato, l'energia è pari a:\n

    \n

    \n {r`E_n = \\frac{1}{n^2} \\cdot E_1 = - \\frac{1}{n^2} \\cdot \\frac{a_0^2}{2 \\cdot m \\cdot \\hbar^4} = - \\frac{1}{n^2} \\cdot \\frac{m_{elettrone} \\cdot k^2 \\cdot e^4}{2 \\cdot \\hbar^2}`}\n

    \n

    \n Due elettroni non possono occupare lo stesso stato.\n

    \n

    \n Questo modello funziona solo per atomi con numero atomico basso. Atomi con molti\n elettroni hanno comportamenti diversi, descritti dal modello di\n

    \n     \n
    \n
    \n \n

    \n Nei solidi, le lunghezze d'onda sono talmente tanto vicine da poter essere considerate\n una banda.\n

    \n

    \n Possono però comunque avere dei gap dovuti agli intervalli di energia non ammessi.\n

    \n     \n
    \n
    \n \n

    \n Refactor this\n

    \n

    \n Se la banda di emissione con energia più alta di un corpo è assente o è separata da un\n gap dell'ordine di grandezza maggiore di {r`10^1 eV`}, allora il corpo è\n un isolante.\n

    \n

    \n Se invece la banda di emissione si sovrappone a un altra, allora il corpo è un\n conduttore.\n

    \n

    \n Se il gap è invece dell'ordine di grandezza di {r`1 eV`}, allora il corpo\n è un semiconduttore.\n

    \n     \n \n

    \n Legami in cui mancano elettroni.\n

    \n

    \n Elettroni di altri legami possono spostarsi per colmare\n le lacune, creandone altre, e spostandole in direzione opposta a quella\n della corrente.\n

    \n     \n \n

    \n Se si inserisce in un cristallo semiconduttore si inserisce un atomo con numero atomico\n diverso, si otterrà:\n

    \n
      \n
    • Con numero atomico maggiore, un semiconduttore di tipo N con elettroni\n in eccesso liberi di scorrere.\n
      • \n
    • Con numero atomico minore, un semiconduttore di tipo P con lacune\n in eccesso libere di catturare elettroni da altri legami.\n
      • \n
    \n

    \n Maggiore impurezza porta a maggiore conduttività.\n

    \n     \n \n

    \n Aumentando la temperatura di un semiconduttore si aumenta la conduttività, perchè eccita\n le particelle e favorisce il movimento di elettroni e lacune.\n

    \n     \n
    \n
    Ottica (non l'abbiamo fatta)}>\n \n

    \n I corpi possono assorbire o riflettere le onde elettromagnetiche che li colpiscono.\n

    \n     \n \n

    \n Un corpo nero è un corpo che assorbe tutte le onde elettromagnetiche che riceve senza\n rifletterne nessuna.\n

    \n

    \n Le onde assorbite vengono poi riemesse sotto forma di un onda\n di {r`\\lambda`} variabile in base alla temperatura.\n

    \n

    \n {r`\\lambda_{max} \\cdot T`} è costante.\n

    \n     \n \n

    \n L'energia assorbita e emessa dai corpi neri è quantizzata.\n

    \n     \n \n

    \n Un onda magnetica con un quanto di energia è detta fotone:\n

    \n

    \n {r`E_{fotone} = h \\cdot f`}\n

    \n     \n \n

    \n A volte, i fotoni che colpiscono un metallo possono estrarvi degli elettroni e creare\n una differenza di potenziale.\n

    \n

    \n Perchè avvenga, la frequenza deve essere maggiore di una certa soglia.\n

    \n

    \n Il numero di elettroni estratti dipende dall'intensità dell'onda, mentre l'energia\n cinetica degli elettroni dipende dalla frequenza.\n

    \n

    \n Non c'è nessun ritardo tra l'assorbimento del fotone e l'estrazione di elettroni.\n

    \n     \n
    \n
    \n     \n     \n )\n}\n","import style from \"./Minus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__3phX0\",\"orange\":\"orange__1OSkI\",\"yellow\":\"yellow__2pQOr\",\"lime\":\"lime__3vRUg\",\"cyan\":\"cyan__1cBtG\",\"blue\":\"blue__1G1wb\",\"magenta\":\"magenta__3Wagv\",\"minus\":\"minus__2qLyv\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__ipSoq\",\"orange\":\"orange__1nmkj\",\"yellow\":\"yellow__353ge\",\"lime\":\"lime__3FW1E\",\"cyan\":\"cyan__2xhu7\",\"blue\":\"blue__3MvDe\",\"magenta\":\"magenta__i03ie\",\"plus\":\"plus__1eV4_\"};","import style from \"./Plus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-Fisica.chunk.22495.esm.js b/docs/route-Fisica.chunk.22495.esm.js new file mode 100644 index 0000000..c8112da --- /dev/null +++ b/docs/route-Fisica.chunk.22495.esm.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[6],{"2QOB":function(l,e,a){"use strict";a.r(e),function(l){var i=a("mbOI"),n=a("o8Jj"),t=a("ZHMS");let o,r,u,c,s,p,d,m,v,g,f,z,h,k,_,b,q,L,D,F,S,E,P,C,I,A,w,B,N,V,R,T,y,M,U,x,O,G,Q,J,W,j,H,Z,X,K,Y,$,ll,el,al,il,nl,tl,ol,rl,ul,cl,sl,pl,dl,ml,vl,gl,fl,zl,hl,kl,_l,bl,ql,Ll,Dl,Fl,Sl,El,Pl,Cl,Il,Al,wl,Bl,Nl,Vl,Rl,Tl,yl,Ml,Ul,xl,Ol,Gl,Ql,Jl,Wl,jl,Hl,Zl,Xl,Kl,Yl,$l,le,ee,ae,ie,ne,te,oe,re,ue,ce,se,pe,de,me,ve,ge,fe,ze,he,ke,_e,be,qe,Le,De,Fe,Se,Ee,Pe,Ce,Ie,Ae,we,Be=l=>l;const Ne=String.raw;e.default=function(){return l(i.m.Provider,{value:!1},l(i.l.Provider,{value:i.n.INLINE},l("div",null,l("h1",null,"Fisica"),l(i.s,{title:"Vettori"},l(i.r,{title:"Componenti cartesiane"},l("p",null,"Usa le regole base della trigonometria:"),l("p",null,l(i.k,null,Ne(o||(o=Be`\vec{v} = \vec{v}_x + \vec{v}_y`)))),l("p",null,l(i.k,null,Ne(r||(r=Be`\left | \vec{v}_x \right | = \left | \vec{v} \right | \sin \alpha`)))),l("p",null,l(i.k,null,Ne(u||(u=Be`\left | \vec{v}_y \right | = \left | \vec{v} \right | \cos \alpha`))))),l(i.r,{title:"Somma"},l("p",null,"Scomponi in componenti, poi sommali:"),l("p",null,l(i.k,null,Ne(c||(c=Be`\vec{v} + \vec{w} = (\vec{v}_x + \vec{w}_x) + (\vec{v}_y + \vec{w}_y)`)))),l("p",null,"Produce il vettore risultante dall'applicazione della regola del parallelogramma.")),l(i.r,{title:"Differenza"},l("p",null,"Alla fine è sempre una somma:"),l("p",null,l(i.k,null,Ne(s||(s=Be`\vec{v} - \vec{w} = (\vec{v}_x - \vec{w}_x) + (\vec{v}_y - \vec{w}_y)`)))),l("p",null,"Produce il vettore che parte da ",l(i.k,null,"w")," e arriva a ",l(i.k,null,"v"),".")),l(i.r,{title:"Prodotto scalare"},l("p",null,"Si chiama scalare perchè il risultato è uno scalare, non un vettore."),l("p",null,l(i.k,null,Ne(p||(p=Be`\vec{v} \cdot \vec{w} = \left | \vec{v} \right | \left | \vec{w} \right | \cos \alpha`)))),l("p",null,"Produce il modulo della proiezione di ",l(i.k,null,Ne(d||(d=Be`\vec{a}`)))," su ",l(i.k,null,Ne(m||(m=Be`\vec{b}`))),".")),l(i.r,{title:"Prodotto vettoriale"},l("p",null,"Si chiama vettoriale perchè il risultato è un altro vettore."),l("ul",null,l("li",null,l(i.k,null,Ne(v||(v=Be`\vec{c} = \vec{a} \times \vec{b}`)))),l("li",null,l(i.k,null,Ne(g||(g=Be`\left | \vec{c} \right | = \left | \vec{a} \right | \cdot \left | \vec{b} \right | \cdot \sin(\alpha)`)))),l("li",null,l("a",{href:"https://it.wikipedia.org/wiki/Regola_della_mano_destra"},"Regola della mano destra"))),l("p",null,"Non è commutativo!"))),l(i.s,{title:"Leggi di Newton"},l(i.r,{title:"1ᵃ: Inerzia"},l("p",null,"Se un corpo puntiforme ha forza risultante nulla, allora la sua velocità non cambia."),l("p",null,l(i.k,null,Ne(f||(f=Be`\Sigma \vec{F} = 0 \Longleftrightarrow \Delta v = 0`))))),l(i.r,{title:"2ᵃ: Proporzionalità"},l("p",null,"La forza risultante di un corpo è direttamente proporzionale alla sua accelerazione, e la costante di proporzionalità è la ",l("i",null,"massa"),"."),l("p",null,l(i.k,null,Ne(z||(z=Be`\Sigma \vec{F} = m \vec{a}`))))),l(i.r,{title:"3ᵃ: Azione e reazione"},l("p",null,"Due corpi esercitano forze uguali e opposte uno sull'altro."),l("p",null,l(i.k,null,Ne(h||(h=Be`\vec{F}_{21} = -\vec{F}_{12}`)))))),l(i.s,{title:"Forza di gravità"},l(i.r,{title:"Tra due corpi"},l("p",null,"Due corpi puntiformi si attirano uno verso l'altro con forza:"),l("p",null,l(i.k,null,Ne(k||(k=Be`\left | \vec{F} \right | = G \frac{m_1 m_2}{s^2}`)))),l("p",null,l(i.k,null,"G")," è la ",l("i",null,"costante di gravitazione universale")," e vale:"),l("p",null,l(i.k,null,Ne(_||(_=Be`G = 6.67 \cdot 10^{-11} \frac{N m^2}{{kg}^2}`))))),l(i.r,{title:"Verso la Terra"},l("p",null,"Se nel sistema di riferimento consideriamo la Terra ferma, allora un corpo è attratto verso la Terra con forza ",l("i",null,"peso")," uguale a:"),l("p",null,l(i.k,null,Ne(b||(b=Be`\left | \vec{F} \right | = g m`)))),l("p",null,l(i.k,null,"g")," è la ",l("i",null,"costante di gravità")," della Terra, e vale:"),l("p",null,l(i.k,null,Ne(q||(q=Be`g = 9.81 \frac{m}{s^2}`))))),l(i.r,{title:"Su pianeti diversi"},l("p",null,"Per pianeti diversi dalla Terra vale la stessa regola:"),l("p",null,l(i.k,null,Ne(L||(L=Be`\left | \vec{F} \right | = g m`)))),l("p",null,"L'unica differenza è che cambia la ",l("i",null,"costante di gravità"),":"),l("p",null,l(i.k,null,Ne(D||(D=Be`g_{luna} = 1.62 \frac{m}{s^2}`)))),l("p",null,l(i.k,null,Ne(F||(F=Be`g_{marte} = 3.71 \frac{m}{s^2}`)))))),l(i.s,{title:"Forze di contatto"},l(i.r,{title:"Normale"},l("p",null,"Si oppone alle forze applicate alla superficie di contatto."),l("p",null,"Un libro appoggiato su un tavolo ha la ",l("b",null,"forza di gravità")," che lo attira verso il terreno e la ",l("b",null,"forza normale")," che lo trattiene dal cadere.")),l(i.r,{title:"Attrito statico"},l("p",null,"Impedisce a un corpo di muoversi se non viene spinto da una forza che supera una certa soglia:"),l("p",null,l(i.k,null,Ne(S||(S=Be`\left | \vec{F} \right | \leq \mu_{s} \left | \vec{F}_{normale} \right |`))))),l(i.r,{title:"Attrito dinamico"},l("p",null,"Rallenta i corpi che si stanno muovendo finchè essi non si fermano:"),l("p",null,l(i.k,null,Ne(E||(E=Be`\left | \vec{F} \right | \leq \mu_{d} \left | \vec{F}_{normale} \right |`))))),l(i.r,{title:"Tensione"},l("p",null,"E' forza trasmessa tra due estremi di una fune."),l("p",null,"Può essere redirezionata per mezzo di carrucole.")),l(i.r,{title:"Elastica"},l("p",null,"Una molla cerca sempre di tornare alla sua posizione indeformata con forza:"),l("p",null,l(i.k,null,Ne(P||(P=Be`F = -k x`)))),l("p",null,"(E' negativa perchè la forza è opposta a quella applicata per deformarla.)"))),l(i.s,{title:"Cinematica"},l(i.r,{title:"Spostamento"},l("p",null,"È un vettore che indica la posizione di un corpo rispetto a un'origine."),l("p",null,l(i.k,null,Ne(C||(C=Be`\Delta \vec{s} = \vec{s}(fine) - \vec{s}(inizio)`))))),l(i.r,{title:"Velocità"},l("p",null,"È un vettore che misura la variazione di posizione nel tempo."),l("p",null,l(i.k,null,Ne(I||(I=Be`\vec{v} = \frac{\Delta \vec{s}}{\Delta t}`)))),l("p",null,"Se si considera un intervallo di tempo infinitesimale si dice ",l("i",null,"velocità istantanea"),":"),l("p",null,l(i.k,null,Ne(A||(A=Be`\vec{v} = \lim_{\Delta t \to 0} \frac{\Delta \vec{s}}{\Delta t} = \frac{d \vec{s}}{dt}`))))),l(i.r,{title:"Accelerazione"},l("p",null,"È un vettore che misura la variazione di velocità nel tempo."),l("p",null,l(i.k,null,Ne(w||(w=Be`\vec{a} = \frac{\Delta \vec{v}}{\Delta t}`)))),l("p",null,"Se si considera un intervallo di tempo infinitesimale si dice ",l("i",null,"accelerazione istantanea"),":"),l("p",null,l(i.k,null,Ne(B||(B=Be`\vec{a} = \lim_{\Delta v \to 0} \frac{\Delta \vec{v}}{\Delta t} = \frac{d \vec{v}}{d t} = \frac{d^2 \vec{s}}{d t^2}`))))),l(i.r,{title:l("span",null,"Quantità di moto ",l("small",null,"(momento lineare)"))},l("p",null,"La quantità di moto è una proprietà vettoriale dei corpi:"),l("p",null,l(i.k,null,Ne(N||(N=Be`\vec{p} = m \vec{v}`)))),l("p",null,"Se la forza risultante è nulla, la quantità di moto non cambia."),l("p",null,l(i.k,null,Ne(V||(V=Be`\Sigma \vec{F} = 0 \Longleftrightarrow \Delta \vec{p} = 0`)))))),l(i.s,{title:"Moto rettilineo uniforme"},l(i.r,{title:"Spostamento"},l("p",null,"La ",l("i",null,"legge oraria")," è:"),l("p",null,l(i.k,null,Ne(R||(R=Be`s(t) = v \cdot \Delta t + s(0)`))))),l(i.r,{title:"Velocità"},l("p",null,"È costante:"),l("p",null,l(i.k,null,Ne(T||(T=Be`v(t) = k`))))),l(i.r,{title:"Accelerazione"},l("p",null,"La velocità non varia:"),l("p",null,l(i.k,null,Ne(y||(y=Be`a(t) = 0`))))),l(i.r,{title:"Forze"},l("p",null,"Si applica la prima legge di Newton:"),l("p",null,l(i.k,null,"f(t) = 0")))),l(i.s,{title:"Moto rettilineo uniformemente accelerato"},l(i.r,{title:"Spostamento"},l("p",null,"La ",l("i",null,"legge oraria")," è:"),l("p",null,l(i.k,null,Ne(M||(M=Be`s(t) = \frac{1}{2} a \cdot (\Delta t)^2 + v(0) \cdot (\Delta t) + s(0)`))))),l(i.r,{title:"Velocità"},l("p",null,"È una retta:"),l("p",null,l(i.k,null,Ne(U||(U=Be`v(t) = a \Delta t + v(0)`))))),l(i.r,{title:"Accelerazione"},l("p",null,"È costante:"),l("p",null,l(i.k,null,Ne(x||(x=Be`a(t) = k`))))),l(i.r,{title:"Forze"},l("p",null,"Si applica la prima legge di Newton:"),l("p",null,l(i.k,null,"f(t) = m a")))),l(i.s,{title:"Moto armonico semplice"},l(i.r,{title:"Ampiezza"},l("p",null,"E' la distanza dal centro massima che raggiunge il corpo."),l("p",null,"(L'ampiezza di una sinusoide.)")),l(i.r,{title:"Velocità angolare"},l("p",null,"Indica quanto in fretta cambia la posizione del corpo."),l("p",null,"Dipende dal periodo:"),l("p",null,l(i.k,null,Ne(O||(O=Be`\omega = \frac{2 \pi}{T}`))))),l(i.r,{title:"Spostamento"},l("p",null,"E' una sinusoide:"),l("p",null,l(i.k,null,Ne(G||(G=Be`s(t) = A \sin (\omega \cdot t + \phi)`))))),l(i.r,{title:"Velocità"},l("p",null,"E' la sinusoide dello spostamento, sfasata di ",l(i.k,null,Ne(Q||(Q=Be`\frac{\pi}{2}`))),":"),l("p",null,l(i.k,null,Ne(J||(J=Be`v(t) = A \sin (\omega \cdot t + \phi + \frac{\pi}{2})`))))),l(i.r,{title:"Accelerazione"},l("p",null,"E' la sinusoide della velocità, sfasata di ",l(i.k,null,Ne(W||(W=Be`\pi`))),":"),l("p",null,l(i.k,null,Ne(j||(j=Be`a(t) = A \sin (\omega \cdot t + \phi + \pi)`))))),l(i.r,{title:"Forze"},l("p",null,"Si applica la prima legge di Newton:"),l("p",null,l(i.k,null,"f(t) = m a")))),l(i.s,{title:"Moti composti"},l(i.r,{title:"Moto parabolico"},l("p",null,"Il moto parabolico è dato sommando un moto rettilineo uniforme sull'asse orizzontale e un moto rettilineo uniformemente accelerato sull'asse verticale.")),l(i.r,{title:"Moto circolare uniforme"},l("p",null,"Il moto parabolico è dato sommando due moti armonici semplici: uno sull'asse X, e l'altro, sfasato di ",l(i.k,null,Ne(H||(H=Be`\frac{\pi}{2}`))),", sull'asse Y."))),l(i.s,{title:"Moto circolare uniforme"},l(i.r,null,l("h3",null,"Velocità angolare"),l("p",null,"Quanto cambia la fase nel tempo."),l("p",null,l(i.k,null,Ne(Z||(Z=Be`\omega = \frac{2 \pi}{T}`))))),l(i.r,{title:"Fase"},l("p",null,"E' l'angolo percorso dal corpo rispetto alla posizione iniziale."),l("p",null,"Si indica con ",l(i.k,null,Ne(X||(X=Be`\phi`))),", e generalmente si usa in radianti.")),l(i.r,{title:"Velocità"},l("p",null,"Si applicano le formule per la circonferenza:"),l("p",null,l(i.k,null,Ne(K||(K=Be`v = \frac{\Delta s}{t} = \frac{2 \pi \cdot r}{T} = \omega r`))))),l(i.r,{title:"Accelerazione"},l("p",null,"Il corpo ha sempre un accelerazione verso il centro che gli impedisce di abbandonare il moto:"),l("p",null,l(i.k,null,Ne(Y||(Y=Be`a = \frac{v^2}{r} = r \cdot \omega^2 = v \cdot \omega`))))),l(i.r,{title:"Forza centripeta"},l("p",null,"È verso il centro e si calcola con:"),l("p",null,l(i.k,null,Ne($||($=Be`F = m \cdot a`)))))),l(i.s,{title:"Lavoro ed energia"},l(i.r,{title:"Lavoro"},l("p",null,"E' compiuto da una forza che sposta un corpo."),l("p",null,l(i.k,null,Ne(ll||(ll=Be`W = \vec{F} \cdot \vec{s} = F \cdot \Delta s \cdot cos(\alpha )`)))),l("p",null,"(Se la forza non è parallela allo spostamento, il prodotto scalare ci fa considerare solo la componente parallela.)")),l(i.r,{title:"Energia cinetica"},l("p",null,"Un corpo ha energia cinetica in ogni momento uguale a:"),l("p",null,l(i.k,null,Ne(el||(el=Be`E_c = \frac{1}{2} m v^2`)))),l("p",null,"Se una forza effettua lavoro su un corpo, cambia la sua energia cinetica pari al lavoro effettuato:"),l("p",null,l(i.k,null,Ne(al||(al=Be`\Delta E_c = W`))))),l(i.r,{title:"Energia potenziale gravitazionale"},l("p",null,"Un corpo ha energia potenziale in ogni momento pari a:"),l("p",null,l(i.k,null,Ne(il||(il=Be`E_{p_g} = m \cdot g \cdot h`)))),l("p",null,"(Con ",l(i.k,null,"h")," uguale a un altezza scelta come punto di riferimento.)")),l(i.r,{title:"Energia potenziale elastica"},l("p",null,"Una molla ha sempre energia potenziale elastica pari a:"),l("p",null,l(i.k,null,Ne(nl||(nl=Be`E_{p_e} = \frac{1}{2} k x^2`))))),l(i.r,{title:"Forze conservative"},l("p",null,"Sono conservative le forze per le quali il lavoro compiuto non dipende dal percorso seguito per andare dalla partenza all'arrivo."),l("p",null,"Ad esempio, è conservativa la ",l("i",null,"forza di gravità"),", ma ",l("b",null,"non")," è conservativa la forza di attrito."),l("p",null,"Se in un sistema ci sono solo forze conservative, allora l'energia meccanica totale si conserva:"),l("p",null,l(i.k,null,Ne(tl||(tl=Be`E = E_k + E_p`))))),l(i.r,{title:"Potenza"},l("p",null,"È la velocità di trasferimento di energia:"),l("p",null,l(i.k,null,Ne(ol||(ol=Be`P = \frac{\Delta E}{\Delta t}`)))))),l(i.s,{title:"Elettrostatica"},l(i.r,{title:"Carica elettrica"},l("p",null,"È una proprietà dei corpi che può essere ",l(n.a,null,"positiva")," o ",l(t.a,null,"negativa"),"."),l("p",null,"Si conserva: in un sistema chiuso la carica totale è costante."),l("p",null,"Esiste un'unità elementare: ",l(i.k,null,Ne(rl||(rl=Be`C_{elettrone} = 1.602 \cdot 10^{-19}`))),"."),l("p",null,"Cariche ",l(n.a,null,"opp"),l(t.a,null,"oste")," si attraggono; cariche ",l(n.a,null,"uguali")," si respingono.")),l(i.r,{title:"Conduttori e isolanti"},l("p",null,"Più ",l("a",{href:"https://it.wikipedia.org/wiki/Ione"},"ioni")," ha un corpo, meglio la carica si muove attraverso di esso."),l("p",null,"I corpi in cui la carica si muove bene sono ",l("i",null,"conduttori"),", mentre quelli in cui si muove difficilmente sono ",l("i",null,"isolanti"),"."),l("p",null,l("i",null,"Il corpo umano è un buon conduttore.")))),l(i.s,{title:"Polarizzazione"},l(i.r,{title:"Polarizzazione"},l("p",null,"E' possibile polarizzare un corpo per accumulare la carica di un segno in una certa zona."))),l(i.s,null,l(i.r,{title:"Messa a terra"},l("p",null,"Se un corpo conduttore è in contatto con la Terra, le cariche su di esso saranno ",l("i",null,"equilibrate")," e il corpo diventerà elettricamente neutro (con stesso numero di ",l(n.a,null,"cariche positive")," e ",l(t.a,null,"negative")," all'interno)."))),l(i.s,null,l(i.r,{title:"Polarizzazione per strofinio"},l("p",null,"Strofinando tra loro due corpi isolanti, essi si ",l("i",null,"polarizzeranno per strofinio"),".")),l(i.r,{title:"Polarizzazione per contatto"},l("p",null,"Toccando un conduttore con un corpo carico, il conduttore potrà ",l("i",null,"polarizzarsi per contatto"),".")),l(i.r,{title:"Polarizzazione per induzione"},l("p",null,'Se un corpo conduttore ha cariche "esterne" di un ',l(n.a,null,"certo segno")," vicino, esso avrà tutte le cariche del ",l(t.a,null,"segno opposto")," in equilibrio vicino alle cariche esterne, e tutte le cariche dello ",l(n.a,null,"stesso segno")," più lontano possibile da esse."),l("p",null,"Mettendo a terra il conduttore, nuove cariche del ",l(t.a,null,"segno opposto")," saranno attratte all'interno del corpo per equilibrare le cariche che si sono allontanate."),l("p",null,"Staccando il conduttore da terra e rimuovendo le cariche esterne, esso si ritroverà ",l(t.a,null,"caricato del segno opposto")," rispetto alle cariche esterne."))),l(i.s,{title:"Forza elettrica"},l(i.r,{title:"Legge di Coulomb"},l("p",null,"Due corpi carichi si attraggono tra loro con forza:"),l("p",null,l(i.k,null,Ne(ul||(ul=Be`\left | \vec{F}_{elettrica} \right | = \frac{-k \cdot q_1 \cdot q_2}{s^2}`)))),l("p",null,l(i.k,null,Ne(cl||(cl=Be`k`)))," è la ",l("i",null,"costante di Coulomb"),", e vale ",l(i.k,null,Ne(sl||(sl=Be`k = 8.99 \cdot 10^9 \frac{N \cdot m^2}{C^2}`))),".")),l(i.r,{title:"Permeabilità dello spazio vuoto"},l("p",null,"La costante ",l(i.k,null,Ne(pl||(pl=Be`k`)))," è in realtà dipendente da un altra costante, ",l(i.k,null,Ne(dl||(dl=Be`\epsilon_0`))),", la ",l("i",null,"permeabilità del vuoto"),"."),l("p",null,l(i.k,null,Ne(ml||(ml=Be`k = \frac{1}{4 \pi \cdot \epsilon_0}`)))),l("p",null,l(i.k,null,Ne(vl||(vl=Be`\left | \vec{F}_{elettrica} \right | = \frac{q_1 \cdot q_2}{4 \pi \cdot \epsilon_0 \cdot s^2}`))))),l(i.r,{title:"Campo elettrico"},l("p",null,"Misura che forza viene applicata in ogni punto su una carica unitaria:"),l("p",null,l(i.k,null,Ne(gl||(gl=Be`\vec{E} = \frac{\vec{F}_{elettrica}}{q} = \frac{-k \cdot q}{s^2}`))))),l(i.r,{title:"Flusso elettrico"},l("p",null,'È la differenza tra "quanto" campo elettrico ',l(n.a,null,"entra")," e quanto campo elettrico ",l(t.a,null,"esce")," da una certa area."),l("p",null,"In qualsiasi superficie chiusa, il flusso elettrico è uguale alla componente perpendicolare del campo elettrico moltiplicato per l'area."),l("p",null,l(i.k,null,Ne(fl||(fl=Be`\Phi_E = \vec{E} \cdot \vec{A}`)))),l("p",null,"Se il campo elettrico è uniforme, se ne può calcolare facilmente il valore:"),l("p",null,l(i.k,null,Ne(zl||(zl=Be`\Phi_E = \vec{E} \cdot \vec{A} = E_\perp \cdot A \cdot \cos(\alpha)`)))),l("p",null,l(i.u,null,"Circa. E' una specie di integrale..."))),l(i.r,{title:"Legge di Gauss per i campi elettrostatici"},l("p",null,"Il flusso elettrico è direttamente proporzionale alla carica presente all'interno della superficie."),l("p",null,l(i.k,null,Ne(hl||(hl=Be`\Phi_E = 4 \pi \cdot k \cdot q = \frac{q}{\epsilon_0}`)))),l("p",null,"Ovvero, i campi elettrostatici sono generati dalle cariche elettriche."))),l(i.s,{title:"Energia elettrica"},l(i.r,{title:"Energia potenziale elettrica"},l("p",null,"Un corpo carico vicino ad altre cariche possiede un'",l("i",null,"energia potenziale elettrica"),l(i.k,null,Ne(kl||(kl=Be`U_e`))),"."))),l(i.s,{title:"Circuiti elettrici"},l(i.r,{title:l("span",null,"Potenziale elettrico ",l("small",null,"(tensione)"))},l("p",null,"È il valore dell'energia potenziale elettrica per una carica unitaria."),l("p",null,l(i.k,null,Ne(_l||(_l=Be`V = \frac{U_e}{q}`)))),l("p",null,"La sua unità di misura è il Volt (",l(i.k,null,Ne(bl||(bl=Be`V`))),")."),l("p",null,"In una batteria è detto ",l("i",null,"forza elettromotrice"),", e corrisponde al lavoro compiuto da una batteria ideale per spostare una carica unitaria tra i due poli.")),l(i.r,{title:l("span",null,"Corrente elettrica ",l("small",null,"(intensità)"))},l("p",null,"Quanta carica passa attraverso un'area (perpendicolare al flusso) nel tempo."),l("p",null,l(i.k,null,Ne(ql||(ql=Be`I = \frac{\Delta q}{\Delta t}`)))),l("p",null,"Fintanto che c'è differenza di potenziale, ci sarà anche intensità non nulla."),l("p",null,"La sua unità di misura è l'Ampere (",l(i.k,null,Ne(Ll||(Ll=Be`A`))),").")),l(i.r,{title:l("span",null,"Corrente continua ",l("small",null,"(",l("abbr",{title:"Direct Current"},"DC"),")"))},l("p",null,"Quando in un circuito la direzione della corrente è costante.")),l(i.r,{title:l("span",null,"Corrente alternata ",l("small",null,"(",l("abbr",{title:"Alternate Current"},"AC"),")"))},l("p",null,"Quando in un circuito la direzione della corrente si alterna periodicamente.")),l(i.r,{title:"Potenza elettrica"},l("p",null,"Possiamo calcolare la potenza di un circuito:"),l("p",null,l(i.k,null,Ne(Dl||(Dl=Be`P = \frac{\Delta U_e}{\Delta t} = I \cdot \Delta V = I^2 \cdot R = \frac{(\Delta V)^2}{R}`)))))),l(i.s,{title:"Elementi di un circuito"},l(i.r,{title:"Resistore"},l("p",null,"Riduce l'intensità di corrente, e converte parte del potenziale in calore."),l("p",null,"Il potenziale utilizzato è pari a:"),l("p",null,l(i.k,null,Ne(Fl||(Fl=Be`V = R \cdot I`)))),l("p",null,"Dove ",l(i.k,null,Ne(Sl||(Sl=Be`R`)))," è una costante detta ",l("i",null,"resistenza")," con unità di misura Ohm (",l(i.k,null,Ne(El||(El=Be`\Omega`))),")."),l("p",null,"La resistenza di un conduttore vale:"),l("p",null,l(i.k,null,Ne(Pl||(Pl=Be`R = \rho \frac{L_{unghezza}}{A_{rea}}`)))),l("p",null,l(i.k,null,Ne(Cl||(Cl=Be`\rho`)))," è la ",l("i",null,"resistività")," del materiale, e varia in base alla temperatura:"),l("p",null,l(i.k,null,Ne(Il||(Il=Be`\rho = \rho_0 (1 + \alpha(T - T_0))`))))),l(i.r,{title:"Condensatore"},l("p",null,"Immagazzina potenziale elettrico, permettendo di riutilizzarla in seguito."),l("p",null,"Per farlo, cattura cariche ",l(n.a,null,"positive")," e ",l(t.a,null,"negative")," sulle sue due armature; perchè questo avvenga, deve essere compiuto lavoro."),l("p",null,"Ha una ",l("b",null,"capacità")," caratteristica, che in un condensatore a facce piane parallele è:"),l("p",null,l(i.k,null,Ne(Al||(Al=Be`C = \frac{q_{massima}}{\Delta V}`)))),l("p",null,"Condensatori di capacità maggiore immagazzinano più potenziale con meno carica."),l("p",null,"La capacità aumenta se viene messo qualcosa tra le armature:"),l("p",null,l(i.k,null,Ne(wl||(wl=Be`C_{nuova} = \kappa \cdot \frac{\epsilon_0 \cdot A}{s}`)))),l("p",null,"Dove ",l(i.k,null,Ne(Bl||(Bl=Be`\kappa`)))," è la ",l("i",null,"costante dielettrica relativa")," del materiale inserito, ",l(i.k,null,Ne(Nl||(Nl=Be`A`)))," l'area di una armatura e ",l(i.k,null,Ne(Vl||(Vl=Be`s`)))," la distanza tra le due armature."),l("p",null,"Se il campo elettrico creatosi tra le due armature supera la ",l("i",null,"rigidità dielettrica")," del condensatore, la carica immagazzinata viene persa e ha luogo un ",l("i",null,"breakdown"),"."),l("p",null,"La sua unità di misura è il Farad (",l(i.k,null,Ne(Rl||(Rl=Be`Fa`))),")")),l(i.r,{title:"Amperometro"},l("p",null,"Misura la corrente elettrica se messo in serie."),l("p",null,"(Funzionamento: ha una resistenza interna bassisima in modo da non influire significativamente sulla corrente.)")),l(i.r,{title:"Voltmetro"},l("p",null,"Misura la differenza di potenziale se messo in parallelo."),l("p",null,"(Funzionamento: ha una resistenza altissima in modo da non influire significativamente sulla tensione.)"))),l(i.s,{title:"Principi di Kirchhoff"},l(i.r,{title:"Legge dei nodi"},l("p",null,"Per nodo si intende un qualsiasi punto del circuito."),l("p",null,"Da un nodo entra ed esce la stessa corrente.")),l(i.r,{title:"Legge delle maglie"},l("p",null,"Per maglia si intende un qualsiasi percorso chiuso all'interno del circuito."),l("p",null,"In una maglia chiusa, la somma delle differenze di potenziale è 0."))),l(i.s,{title:"Serie e Parallelo"},l(i.r,{title:"Circuito in serie"},l("p",null,"Più parti di circuito sono ",l("i",null,"in serie")," se sono consecutive e senza biforcazioni."),l("p",null,"Parti di circuito in serie sono attraversate dalla stessa corrente.")),l(i.r,{title:"Circuito in parallelo"},l("p",null,"Più parti di circuito sono ",l("i",null,"in parallelo")," tra loro se hanno lo stesso punto di partenza e lo stesso punto di arrivo."),l("p",null,"Parti di circuito in parallelo hanno la stessa differenza di potenziale."))),l(i.s,{title:"Resistenze equivalenti"},l(i.r,{title:"Circuiti in serie"},l("p",null,"Nei circuiti in serie, tutte le resistenze possono essere sostituite con una equivalente dalla resistenza della somma di tutte le quelle sostituite:"),l("p",null,l(i.k,null,Ne(Tl||(Tl=Be`R_{serie} = \sum_{i=1}^{n} R_i`))))),l(i.r,{title:"Circuiti in parallelo"},l("p",null,"Nei circuiti in parallelo, tutte le resistenze possono essere sostituite con una equivalente dalla resistenza di:"),l("p",null,l(i.k,null,Ne(yl||(yl=Be`R_{parallelo} = \frac{1}{\sum_{i=1}^{n} \frac{1}{R_i}}`)))))),l(i.s,{title:"Condensatori equivalenti"},l(i.r,{title:"Circuiti in serie"},l("p",null,"Nei circuiti in serie, tutti i condensatori possono essere sostituiti con uno equivalente dalla capacità di:"),l("p",null,l(i.k,null,Ne(Ml||(Ml=Be`C_{serie} = \frac{1}{\sum_{i=1}^{n} \frac{1}{C_i}}`))))),l(i.r,{title:"Circuiti in parallelo"},l("p",null,"Nei circuiti in parallelo, tutte i condensatori possono essere sostituite con uno equivalente dalla capacità della somma di tutti quelli sostituiti:"),l("p",null,l(i.k,null,Ne(Ul||(Ul=Be`C_{parallelo} = \sum_{i=1}^{n} C_n`)))))),l(i.s,{title:"Magnetismo"},l(i.r,{title:"Permeabilità magnetica dello spazio vuoto"},l("p",null,"E' una costante fisica fondamentale che rappresenta quanto un materiale si magnetizza facilmente."),l("p",null,l(i.k,null,Ne(xl||(xl=Be`\mu_0 = 4 \pi \cdot 10^{-7} \frac{H}{m}`)))," (",l(i.k,null,Ne(Ol||(Ol=Be`\frac{N}{A^2}`))),")")),l(i.r,{title:"Campo magnetico"},l("p",null,"Come un campo elettrico, ma per i magneti."),l("p",null,"Il suo simbolo è ",l(i.k,null,Ne(Gl||(Gl=Be`B`))),", e la sua unità di misura è il Tesla (",l(i.k,null,"T"),").")),l(i.r,{title:"Flusso magnetico"},l("p",null,'È "quanto" campo magnetico ',l("b",null,"attraversa")," un percorso chiuso."),l("p",null,'Per qualsiasi percorso chiuso, il flusso magnetico è uguale alla somma di tutti i "sottoflussi" magnetici calcolati sui suoi lati.'),l("p",null,l(i.k,null,Ne(Ql||(Ql=Be`\Phi_{B_{i}} = \vec{B} \cdot \vec{L}_n = B \cdot L_i \cdot \sin(\alpha) = B_\parallel \cdot L_i`)))),l("p",null,l(i.k,null,Ne(Jl||(Jl=Be`\Phi_{B} = \sum_{i=0}^{n_{lati}} \Phi_{Bn}`)))),l("p",null,"La sua unità di misura è il Weber (",l(i.k,null,Ne(Wl||(Wl=Be`Wb = T \cdot m^2`))),").")),l(i.r,{title:"Legge di Gauss per i campi magnetici"},l("p",null,"Il flusso magnetico attraverso qualsiasi superficie chiusa è sempre nullo."),l("p",null,"Ovvero, non esistono monopoli magnetici.")),l(i.r,{title:"Legge di Ampère"},l("p",null,"L'intensità di corrente che attraversa un percorso chiuso è direttamente proporzionale al flusso magnetico dello stesso percorso."),l("p",null,l(i.k,null,Ne(jl||(jl=Be`\Phi_B = \mu_0 \cdot I`)))))),l(i.s,{title:"Forze magnetiche"},l(i.r,{title:l("span",null,"Forza magnetica su carica puntiforme ",l("small",null,"(Forza di Lorentz)"))},l("p",null,"I campi magnetici applicano una forza sulle cariche vicine:"),l("p",null,l(i.k,null,Ne(Hl||(Hl=Be`\vec{F}_{B} = q \cdot (\vec{v} \times \vec{B})`)))),l("p",null,"Dove ",l(i.k,null,Ne(Zl||(Zl=Be`\vec{B}`)))," è l'intensità del campo magnetico e ",l(i.k,null,Ne(Xl||(Xl=Be`\vec{v}`)))," la velocità della carica considerata."),l("p",null,"Si ha una forza massima se la velocità è perpendicolare al campo magnetico."),l("p",null,"In un campo magnetico uniforme, una velocità perpendicolare al campo porta alla creazione di un moto circolare uniforme.")),l(i.r,{title:"Forza magnetica in un filo"},l("p",null,"I campi magnetici influenzano ovviamente anche le cariche presenti in un conduttore:"),l("p",null,l(i.k,null,Ne(Kl||(Kl=Be`\vec{F}_{magnetica} = I \cdot (\vec{L} \times \vec{B})`)))," ",l("a",{href:"https://it.openprof.com/wb/forza_di_lorentz_su_un_filo_percorso_da_corrente?ch=360"},"[1]")),l("p",null,"Dove ",l(i.k,null,Ne(Yl||(Yl=Be`I`)))," è la corrente elettrica, ",l(i.k,null,Ne($l||($l=Be`\vec{L}`)))," è un vettore che punta nella direzione di scorrimento della corrente e ha come modulo la lunghezza del conduttore."))),l(i.s,{title:"Campi magnetici"},l(i.r,{title:"Campo magnetico in una spira"},l("p",null,"Una spira in cui passa corrente produce un campo magnetico perpendicolare al piano creato dalla spira.")),l(i.r,{title:"Campo magnetico di un solenoide"},l("p",null,"Un solenoide sono tante spire avvolte in modo da formare una specie di cilindro."),l("p",null,"All'interno del solenoide si crea un campo (quasi) uniforme:"),l("p",null,l(i.k,null,Ne(le||(le=Be`\left | \vec{B} \right | = \mu_0 \cdot I \cdot \frac{A_{vvolgimenti}}{L_{unghezzafilo}}`))))),l(i.r,{title:"Legge di Oersted"},l("p",null,l("i",null,"Caso particolare della ",l("a",{href:"https://it.wikipedia.org/wiki/Legge_di_Amp%C3%A8re"},"Legge di Ampère"),".")),l("p",null,"Il modulo del campo magnetico ",l(i.k,null,"B")," prodotto da un filo in cui passa una corrente continua ",l(i.k,null,"I")," alla distanza ",l(i.k,null,"s")," è:"),l("p",null,l(i.k,null,Ne(ee||(ee=Be`\left | \vec{B} \right | = \frac{\mu \cdot I}{2 \pi r}`)))),l("p",null,"Il campo magnetico così creato gira attorno al filo in senso antiorario."),l("p",null,"Due fili attraversati dalla ",l(n.a,null,"stessa corrente")," si attraggono, due fili attraversati da ",l(n.a,null,"corr"),l(t.a,null,"enti"),l(n.a,null,"opp"),l(t.a,null,"oste")," si respingono."))),l(i.s,{title:"Induzione elettromagnetica"},l(i.r,{title:"Forza elettromotrice indotta"},l("p",null,"Un conduttore perpendicolare ad un campo magnetico può ottenere una differenza di potenziale se messo in movimento in un direzione perpendicolare alla direzione del conduttore e del campo."),l("p",null,"La differenza di potenziale si crea a causa della forza magnetica, che fa spostare tutti gli elettroni verso un capo del conduttore."),l("p",null,"Essa vale:"),l("p",null,l(i.k,null,Ne(ae||(ae=Be`\Delta V_{indotta} = v \cdot B \cdot L`)))),l("p",null,"Dove ",l(i.k,null,"v")," è la velocità del conduttore, ",l(i.k,null,"B")," è l'intensità del campo magnetico ed ",l(i.k,null,"L")," è la lunghezza del conduttore.")),l(i.r,{title:"Flusso magnetico in una spira"},l("p",null,"In un campo magnetico ",l(i.k,null,Ne(ie||(ie=Be`B`)))," uniforme e perpendicolare al piano di una spira di area ",l(i.k,null,Ne(ne||(ne=Be`A`))),", il flusso magnetico si può determinare con la ",l("i",null,"Legge di Faraday-Neumann-Lenz"),":"),l("p",null,l(i.k,null,Ne(te||(te=Be`\Phi_B = \vec{B} \cdot \vec{A} = B \cdot A \cdot \cos(\alpha)`)))))),l(i.s,null,l(i.r,{title:"Legge di Faraday-Neumann-Lenz"},l("p",null,"Dice che la forza elettromotrice media indotta in un percorso dipende dalla variazione nel tempo del flusso magnetico nello stesso percorso."),l("p",null,l(i.k,null,Ne(oe||(oe=Be`\Delta V_{indotta} = - \frac{\Delta \Phi_B}{\Delta t}`)))),l("p",null,"Il meno è dovuto alla ",l("a",{href:"https://it.wikipedia.org/wiki/Legge_di_Lenz"},"Legge di Lenz"),", che specifica qualitativamente il verso della forza elettromotrice indotta.")),l(i.r,{title:"Faraday in un solenoide"},l("p",null,"In un solenoide, la forza elettromotrice indotta è uguale a:"),l("p",null,l(i.k,null,Ne(re||(re=Be`\Delta V_{indotta} = - \frac{N \cdot \Delta \Phi_{B_{spira}}}{\Delta t} = - \frac{N \cdot B \cdot A \cdot cos(\alpha)}{\Delta t}`)))),l("p",null,"Dove ",l(i.k,null,Ne(ue||(ue=Be`N`)))," è il numero delle spire del solenoide.")),l(i.r,{title:"Legge di Ampère-Maxwell"},l("p",null,"Correnti o campi elettrici variabili creano un campo magnetico."))),l(i.s,{title:"Elettromagnetismo"},l(i.r,{title:"Onde elettromagnetiche"},l("p",null,"Nel vuoto, il campo elettrico ",l(i.k,null,Ne(ce||(ce=Be`E`)))," e il campo magnetico ",l(i.k,null,Ne(se||(se=Be`B`)))," sono perpendicolari tra loro e la direzione di propagazione, e sono entrambe funzioni del tempo."),l("p",null,"Si dice quindi che sono ",l("i",null,"onde elettromagnetiche"),"."),l("p",null,"Esse sono legate dalla relazione:"),l("p",null,l(i.k,null,Ne(pe||(pe=Be`E = c \cdot B`)))),l("p",null,"Dove ",l(i.k,null,Ne(de||(de=Be`c`)))," è la velocità delle onde (luce) nel vuoto, e a sua volta è uguale a:"),l("p",null,l(i.k,null,Ne(me||(me=Be`c = \frac{1}{\sqrt{\epsilon_0 \cdot \mu_0}} = 3.00 \cdot 10^8 \frac{m}{s}`))))),l(i.r,{title:"Formula delle onde"},l("p",null,l(i.k,null,Ne(ve||(ve=Be`A(t) = A_{max} \cdot \sin \left ( \frac{2 \pi}{\lambda} - \omega t + \phi \right )`)))),l("p",null,"Dove ",l(i.k,null,Ne(ge||(ge=Be`A_{max}`)))," è l'ampiezza massima che può avere l'onda, ",l(i.k,null,Ne(fe||(fe=Be`\frac{2 \pi}{\lambda} = \left | \vec{k} \right |`)))," è il vettore d'onda, ",l(i.k,null,Ne(ze||(ze=Be`\omega`)))," la frequenza angolare e ",l(i.k,null,Ne(he||(he=Be`\phi`)))," la fase."))),l(i.s,{title:"Spettroscopia"},l(i.r,{title:"Emissione"},l("p",null,"I solidi, se portati ad alta temperatura, emettono luce con uno ",l("a",{href:"https://it.wikipedia.org/wiki/Spettro_continuo"},"spettro continuo"),"."),l("p",null,"I gas, invece, ad alta temperatura emettono luce solo con particolari lunghezze d'onda."),l("p",null,"In un gas di idrogeno, le lunghezze d'onda emesse sono ricavabili con:"),l("p",null,l(i.k,null,Ne(ke||(ke=Be`\frac{1}{\lambda} = R \left ( \frac{1}{4} - \frac{1}{n^2} \right )`)))),l("p",null,"Con ",l(i.k,null,Ne(_e||(_e=Be`R = 1.097 \cdot 10^7 \frac{1}{m}`))),", detta costante di Rydberg, e ",l(i.k,null,Ne(be||(be=Be`n`)))," un numero intero.")),l(i.r,{title:"Grandezza quantizzata"},l("p",null,"Una grandezza si dice quantizzata (o discreta) se può assumere solo determinati valori."),l("p",null,"Una grandezza si dice continua se può assumere qualsiasi valore e quindi se non è quantizzata."),l("p",null,"Energia, momento angolare e raggio sono quantizzati."),l("p",null,"Nota costante quantica è ",l(i.k,null,Ne(qe||(qe=Be`h`))),", la costante di Planck, ovvero il valore minimo possibile per la carica (talvolta espressa come ",l(i.k,null,Ne(Le||(Le=Be`\hbar = \left ( \frac{h}{2 \pi} \right )`))),"."))),l(i.s,null,l(i.r,{title:"Modello di Bohr"},l("p",null,"L'energia degli elettroni è quantizzata."),l("p",null,"Inoltre, per essi è valido che:"),l("p",null,l(i.k,null,Ne(De||(De=Be`m \cdot v_n \cdot 2 \pi \cdot r = n \cdot h`)))),l("p",null,"Ancora, il raggio delle orbite è uguale a:"),l("p",null,l(i.k,null,Ne(Fe||(Fe=Be`r_n = n^2 \cdot a_0 = n^2 \cdot \frac{\hbar}{m_{elettrone} \cdot k \cdot e^2} `)))),l("p",null,"Con ",l(i.k,null,Ne(Se||(Se=Be`a_0 = \left ( \frac{h}{2 \pi} \right )^2 \cdot \frac{1}{m_{elettrone} \cdot k \cdot e^2} = 5.29 \cdot 10^{-11} m`))),"."),l("p",null,"Infine, in ogni stato, l'energia è pari a:"),l("p",null,l(i.k,null,Ne(Ee||(Ee=Be`E_n = \frac{1}{n^2} \cdot E_1 = - \frac{1}{n^2} \cdot \frac{a_0^2}{2 \cdot m \cdot \hbar^4} = - \frac{1}{n^2} \cdot \frac{m_{elettrone} \cdot k^2 \cdot e^4}{2 \cdot \hbar^2}`)))),l("p",null,"Due elettroni non possono occupare lo stesso stato."),l("p",null,"Questo modello funziona solo per atomi con numero atomico basso. Atomi con molti elettroni hanno comportamenti diversi, descritti dal modello di"))),l(i.s,null,l(i.r,{title:"Nei solidi"},l("p",null,"Nei solidi, le lunghezze d'onda sono talmente tanto vicine da poter essere considerate una banda."),l("p",null,"Possono però comunque avere dei gap dovuti agli intervalli di energia non ammessi."))),l(i.s,{title:"Semiconduttori"},l(i.r,{title:"Semiconduttori"},l("p",null,l(i.u,null,"Refactor this")),l("p",null,"Se la banda di emissione con energia più alta di un corpo è assente o è separata da un gap dell'ordine di grandezza maggiore di ",l(i.k,null,Ne(Pe||(Pe=Be`10^1 eV`))),", allora il corpo è un isolante."),l("p",null,"Se invece la banda di emissione si sovrappone a un altra, allora il corpo è un conduttore."),l("p",null,"Se il gap è invece dell'ordine di grandezza di ",l(i.k,null,Ne(Ce||(Ce=Be`1 eV`))),", allora il corpo è un semiconduttore.")),l(i.r,{title:"Lacune"},l("p",null,"Legami in cui ",l(n.a,null,"mancano elettroni"),"."),l("p",null,l(t.a,null,"Elettroni")," di altri legami possono spostarsi per colmare le ",l(n.a,null,"lacune"),", creandone altre, e spostandole in direzione opposta a quella della corrente.")),l(i.r,{title:"Accettori e donori"},l("p",null,"Se si inserisce in un cristallo semiconduttore si inserisce un atomo con numero atomico diverso, si otterrà:"),l("ul",null,l("li",null,"Con numero atomico maggiore, un semiconduttore di ",l(t.a,null,"tipo N")," con ",l(t.a,null,"elettroni in eccesso")," liberi di scorrere."),l("li",null,"Con numero atomico minore, un semiconduttore di ",l(n.a,null,"tipo P")," con ",l(n.a,null,"lacune in eccesso")," libere di catturare elettroni da altri legami.")),l("p",null,"Maggiore impurezza porta a maggiore conduttività.")),l(i.r,{title:"Temperatura"},l("p",null,"Aumentando la temperatura di un semiconduttore si aumenta la conduttività, perchè eccita le particelle e favorisce il movimento di ",l(t.a,null,"elettroni")," e ",l(n.a,null,"lacune"),"."))),l(i.s,{title:l("span",null,"Ottica ",l("small",null,"(non l'abbiamo fatta)"))},l(i.r,{title:"Assorbimento e riflessione"},l("p",null,"I corpi possono assorbire o riflettere le onde elettromagnetiche che li colpiscono.")),l(i.r,{title:"Corpo nero"},l("p",null,"Un corpo nero è un corpo che assorbe tutte le onde elettromagnetiche che riceve senza rifletterne nessuna."),l("p",null,"Le onde assorbite vengono poi riemesse sotto forma di un onda di ",l(i.k,null,Ne(Ie||(Ie=Be`\lambda`)))," variabile in base alla temperatura."),l("p",null,l(i.k,null,Ne(Ae||(Ae=Be`\lambda_{max} \cdot T`)))," è costante.")),l(i.r,{title:"Teoria di Planck per il corpo nero"},l("p",null,"L'energia assorbita e emessa dai corpi neri è quantizzata.")),l(i.r,{title:"Fotone"},l("p",null,"Un onda magnetica con un quanto di energia è detta ",l("i",null,"fotone"),":"),l("p",null,l(i.k,null,Ne(we||(we=Be`E_{fotone} = h \cdot f`))))),l(i.r,{title:"Effetto fotoelettrico"},l("p",null,"A volte, i fotoni che colpiscono un metallo possono estrarvi degli elettroni e creare una differenza di potenziale."),l("p",null,"Perchè avvenga, la frequenza deve essere maggiore di una certa soglia."),l("p",null,"Il numero di elettroni estratti dipende dall'intensità dell'onda, mentre l'energia cinetica degli elettroni dipende dalla frequenza."),l("p",null,"Non c'è nessun ritardo tra l'assorbimento del fotone e l'estrazione di elettroni."))))))}}.call(this,a("hosL").h)},ZHMS:function(l,e,a){"use strict";(function(l){var i=a("gJgL"),n=a.n(i);e.a=function(e){return l("span",{class:n.a.minus},e.children)}}).call(this,a("hosL").h)},gJgL:function(l){l.exports={red:"red__3phX0",orange:"orange__1OSkI",yellow:"yellow__2pQOr",lime:"lime__3vRUg",cyan:"cyan__1cBtG",blue:"blue__1G1wb",magenta:"magenta__3Wagv",minus:"minus__2qLyv"}},jZax:function(l){l.exports={red:"red__ipSoq",orange:"orange__1nmkj",yellow:"yellow__353ge",lime:"lime__3FW1E",cyan:"cyan__2xhu7",blue:"blue__3MvDe",magenta:"magenta__i03ie",plus:"plus__1eV4_"}},o8Jj:function(l,e,a){"use strict";(function(l){var i=a("jZax"),n=a.n(i);e.a=function(e){return l("span",{class:n.a.plus},e.children)}}).call(this,a("hosL").h)}}]); +//# sourceMappingURL=route-Fisica.chunk.22495.esm.js.map \ No newline at end of file diff --git a/docs/route-Fisica.chunk.22495.esm.js.map b/docs/route-Fisica.chunk.22495.esm.js.map new file mode 100644 index 0000000..71a92b9 --- /dev/null +++ b/docs/route-Fisica.chunk.22495.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/Fisica.js","webpack:///./components/Fisica/Minus.js","webpack:///./components/Fisica/Minus.less","webpack:///./components/Fisica/Plus.less","webpack:///./components/Fisica/Plus.js"],"names":["r","String","raw","Provider","value","LatexDisplay","INLINE","title","href","props","class","style","minus","children","module","exports","plus"],"mappings":"ygBAKA,MAAMA,GAAIC,OAAOC,IAGF,qBACX,OACI,EAAC,IAAmBC,SAApB,CAA6BC,OAAO,GAChC,EAAC,IAAoBD,SAArB,CAA8BC,MAAOC,IAAaC,QAC9C,aACI,sBACA,EAAC,IAAD,CAASC,MAAM,WACX,EAAC,IAAD,CAAOA,MAAM,yBACT,sDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,sCAEd,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,wEAEd,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,yEAGlB,EAAC,IAAD,CAAOO,MAAM,SACT,mDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,4EAEd,iGAIJ,EAAC,IAAD,CAAOO,MAAM,cACT,4CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,4EAEd,8CACoC,EAAC,IAAD,UADpC,eACgE,EAAC,IAAD,UADhE,MAIJ,EAAC,IAAD,CAAOO,MAAM,oBACT,mFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,4FAEd,oDAEO,EAAC,IAAD,KAAQA,GAAR,QAAU,aAFjB,OAEsC,EAAC,IAAD,KAAQA,GAAR,QAAU,aAFhD,MAKJ,EAAC,IAAD,CAAOO,MAAM,uBACT,2EAGA,YACI,YAAI,EAAC,IAAD,KAAQP,GAAR,QAAU,uCACd,YACI,EAAC,IAAD,KAAQA,GAAR,QAAU,4GAEd,YAAI,OAAGQ,KAAK,0DAAR,8BAGR,mCAKR,EAAC,IAAD,CAASD,MAAM,mBACX,EAAC,IAAD,CAAOA,MAAM,eACT,mGAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,2DAGlB,EAAC,IAAD,CAAOO,MAAM,uBACT,yIAEwC,oBAFxC,KAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,kCAGlB,EAAC,IAAD,CAAOO,MAAM,yBACT,0EAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,qCAItB,EAAC,IAAD,CAASO,MAAM,oBACX,EAAC,IAAD,CAAOA,MAAM,iBACT,4EAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,uDAEd,WACI,EAAC,IAAD,UADJ,SAC0B,kDAD1B,YAGA,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,oDAGlB,EAAC,IAAD,CAAOO,MAAM,kBACT,6HAE6B,mBAF7B,cAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,qCAEd,WACI,EAAC,IAAD,UADJ,SAC0B,kCAD1B,yBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,8BAGlB,EAAC,IAAD,CAAOO,MAAM,sBACT,qEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,qCAEd,iDACuC,kCADvC,KAGA,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,oCAEd,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,uCAItB,EAAC,IAAD,CAASO,MAAM,qBACX,EAAC,IAAD,CAAOA,MAAM,WACT,0EAGA,qDAC2C,+BAD3C,wCAEiB,4BAFjB,kCAKJ,EAAC,IAAD,CAAOA,MAAM,mBACT,6GAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gFAGlB,EAAC,IAAD,CAAOO,MAAM,oBACT,kFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gFAGlB,EAAC,IAAD,CAAOO,MAAM,YACT,8DAGA,gEAIJ,EAAC,IAAD,CAAOA,MAAM,YACT,0FAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,eAEd,2FAKR,EAAC,IAAD,CAASO,MAAM,cACX,EAAC,IAAD,CAAOA,MAAM,eACT,sFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,wDAGlB,EAAC,IAAD,CAAOO,MAAM,YACT,4EAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gDAEd,4EACkE,kCADlE,KAGA,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,8FAGlB,EAAC,IAAD,CAAOO,MAAM,iBACT,2EAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gDAEd,4EACkE,uCADlE,KAIA,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,2HAGlB,EAAC,IAAD,CAAOO,MAAO,kCAAuB,sCACjC,wEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,0BAEd,8EAGA,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,kEAItB,EAAC,IAAD,CAASO,MAAM,4BACX,EAAC,IAAD,CAAOA,MAAM,eACT,iBACO,2BADP,OAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,sCAGlB,EAAC,IAAD,CAAOO,MAAM,YACT,0BAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gBAGlB,EAAC,IAAD,CAAOO,MAAM,iBACT,qCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gBAGlB,EAAC,IAAD,CAAOO,MAAM,SACT,mDAGA,WACI,EAAC,IAAD,oBAIZ,EAAC,IAAD,CAASA,MAAM,4CACX,EAAC,IAAD,CAAOA,MAAM,eACT,iBACO,2BADP,OAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,8EAGlB,EAAC,IAAD,CAAOO,MAAM,YACT,2BAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gCAGlB,EAAC,IAAD,CAAOO,MAAM,iBACT,0BAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gBAGlB,EAAC,IAAD,CAAOO,MAAM,SACT,mDAGA,WACI,EAAC,IAAD,sBAIZ,EAAC,IAAD,CAASA,MAAM,0BACX,EAAC,IAAD,CAAOA,MAAM,YACT,wEAGA,8CAIJ,EAAC,IAAD,CAAOA,MAAM,qBACT,qEAGA,mCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gCAGlB,EAAC,IAAD,CAAOO,MAAM,eACT,gCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,6CAGlB,EAAC,IAAD,CAAOO,MAAM,YACT,4DACkD,EAAC,IAAD,KAAQP,GAAR,QAAU,mBAD5D,KAGA,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,6DAGlB,EAAC,IAAD,CAAOO,MAAM,iBACT,yDAC+C,EAAC,IAAD,KAAQP,GAAR,QAAU,SADzD,KAGA,WACI,EAAC,IAAD,KAAQA,GAAR,QAAU,mDAGlB,EAAC,IAAD,CAAOO,MAAM,SACT,mDAGA,WACI,EAAC,IAAD,sBAIZ,EAAC,IAAD,CAASA,MAAM,iBACX,EAAC,IAAD,CAAOA,MAAM,mBACT,uKAKJ,EAAC,IAAD,CAAOA,MAAM,2BACT,oHAEwB,EAAC,IAAD,KAAQP,GAAR,QAAU,mBAFlC,oBAMR,EAAC,IAAD,CAASO,MAAM,2BACX,EAAC,IAAD,KACI,iCAGA,+CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gCAGlB,EAAC,IAAD,CAAOO,MAAM,QACT,+EAGA,4BACkB,EAAC,IAAD,KAAQP,GAAR,QAAU,UAD5B,yCAIJ,EAAC,IAAD,CAAOO,MAAM,YACT,4DAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,mEAGlB,EAAC,IAAD,CAAOO,MAAM,iBACT,4GAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,6DAGlB,EAAC,IAAD,CAAOO,MAAM,oBACT,kDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,sBAItB,EAAC,IAAD,CAASO,MAAM,qBACX,EAAC,IAAD,CAAOA,MAAM,UACT,4DAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,sEAEd,mIAKJ,EAAC,IAAD,CAAOO,MAAM,oBACT,qEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,8BAEd,kHAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,sBAGlB,EAAC,IAAD,CAAOO,MAAM,qCACT,qEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,kCAEd,mBACS,EAAC,IAAD,UADT,4DAIJ,EAAC,IAAD,CAAOO,MAAM,+BACT,sEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,mCAGlB,EAAC,IAAD,CAAOO,MAAM,sBACT,gJAIA,4CACkC,+BADlC,QAC8D,kBAD9D,wCAIA,+GAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,qBAGlB,EAAC,IAAD,CAAOO,MAAM,WACT,yDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,sCAItB,EAAC,IAAD,CAASO,MAAM,kBACX,EAAC,IAAD,CAAOA,MAAM,oBACT,uDAC6C,EAAC,IAAD,iBAD7C,MACqE,EAAC,IAAD,iBADrE,KAGA,6EAGA,0CACgC,EAAC,IAAD,KAAQP,GAAR,UAAU,0CAD1C,KAGA,sBACY,EAAC,IAAD,YAAgB,EAAC,IAAD,aAD5B,2BAEY,EAAC,IAAD,eAFZ,oBAKJ,EAAC,IAAD,CAAOO,MAAM,yBACT,kBACQ,OAAGC,KAAK,sCAAR,QADR,+DAIA,0DACgD,yBADhD,sDAE6B,uBAF7B,KAIA,WACI,sDAIZ,EAAC,IAAD,CAASD,MAAM,kBACX,EAAC,IAAD,CAAOA,MAAM,kBACT,0GAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAM,iBACT,+FAEY,0BAFZ,qEAGO,EAAC,IAAD,yBAHP,MAGuC,EAAC,IAAD,iBAHvC,oBAOR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAM,gCACT,+DACqD,2CADrD,MAIJ,EAAC,IAAD,CAAOA,MAAM,+BACT,8EACoE,wCADpE,MAKJ,EAAC,IAAD,CAAOA,MAAM,gCACT,gEACsD,EAAC,IAAD,oBADtD,2CAE8B,EAAC,IAAD,sBAF9B,wEAGsC,EAAC,IAAD,qBAHtC,mCAMA,gEACsD,EAAC,IAAD,sBADtD,+FAIA,kGAEc,EAAC,IAAD,mCAFd,qCAMR,EAAC,IAAD,CAASA,MAAM,mBACX,EAAC,IAAD,CAAOA,MAAM,oBACT,kEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,gFAEd,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,OADd,SAC+B,kCAD/B,YAES,EAAC,IAAD,KAAQA,GAAR,UAAU,iDAFnB,MAKJ,EAAC,IAAD,CAAOO,MAAM,mCACT,0BACgB,EAAC,IAAD,KAAQP,GAAR,UAAU,OAD1B,iDAEc,EAAC,IAAD,KAAQA,GAAR,UAAU,gBAFxB,QAEiD,qCAFjD,KAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,2CAEd,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,qGAGlB,EAAC,IAAD,CAAOO,MAAM,mBACT,qFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,wEAGlB,EAAC,IAAD,CAAOO,MAAM,oBACT,2DACiD,EAAC,IAAD,cADjD,6BAEc,EAAC,IAAD,aAFd,uBAIA,uJAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,qCAEd,0FAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,0EAEd,WACI,EAAC,IAAD,+CAGR,EAAC,IAAD,CAAOO,MAAM,6CACT,kHAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,4DAEd,uFAKR,EAAC,IAAD,CAASO,MAAM,qBACX,EAAC,IAAD,CAAOA,MAAM,gCACT,kEACwD,2CACpD,EAAC,IAAD,KAAQP,GAAR,UAAU,SAFd,OAMR,EAAC,IAAD,CAASO,MAAM,sBACX,EAAC,IAAD,CAAOA,MAAO,sCAA2B,+BACrC,qFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,wBAEd,gDACsC,EAAC,IAAD,KAAQA,GAAR,UAAU,OADhD,MAGA,sCAC4B,mCAD5B,+GAKJ,EAAC,IAAD,CAAOO,MAAO,oCAAyB,gCACnC,2FAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,oCAEd,4FAGA,iDACuC,EAAC,IAAD,KAAQA,GAAR,UAAU,OADjD,OAIJ,EAAC,IAAD,CAAOO,MAAO,mCAAwB,mBAAQ,UAC1CA,MAAM,kBADoC,MAAR,OAElC,6EAIJ,EAAC,IAAD,CAAOA,MAAO,oCAAyB,mBAAQ,UAC3CA,MAAM,qBADqC,MAAR,OAEnC,4FAIJ,EAAC,IAAD,CAAOA,MAAM,qBACT,4DAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,kGAItB,EAAC,IAAD,CAASO,MAAM,2BACX,EAAC,IAAD,CAAOA,MAAM,aACT,yFAGA,iDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,oBAEd,mBACS,EAAC,IAAD,KAAQA,GAAR,UAAU,OADnB,yBACoD,yBADpD,6BAES,EAAC,IAAD,KAAQA,GAAR,UAAU,YAFnB,MAIA,mDAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,4CAEd,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,UADd,SACkC,0BADlC,qDAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,2CAGlB,EAAC,IAAD,CAAOO,MAAM,gBACT,yFAGA,yCAC+B,EAAC,IAAD,iBAD/B,MACuD,EAAC,IAAD,iBADvD,gFAIA,qBACW,uBADX,sEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,uCAEd,8FAGA,2EAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,4DAEd,mBACS,EAAC,IAAD,KAAQA,GAAR,UAAU,YADnB,SACyC,4CADzC,4BAEc,EAAC,IAAD,KAAQA,GAAR,UAAU,OAFxB,6BAE6D,EAAC,IAAD,KAAQA,GAAR,UAAU,OAFvE,qCAKA,2EACiE,mCADjE,wEAGO,wBAHP,KAKA,iDACuC,EAAC,IAAD,KAAQA,GAAR,UAAU,QADjD,MAIJ,EAAC,IAAD,CAAOO,MAAM,eACT,8DAGA,+HAKJ,EAAC,IAAD,CAAOA,MAAM,aACT,wEAGA,wHAMR,EAAC,IAAD,CAASA,MAAM,yBACX,EAAC,IAAD,CAAOA,MAAM,kBACT,mEAGA,4DAIJ,EAAC,IAAD,CAAOA,MAAM,sBACT,2FAGA,mFAKR,EAAC,IAAD,CAASA,MAAM,qBACX,EAAC,IAAD,CAAOA,MAAM,qBACT,yCAC+B,uBAD/B,8CAGA,mFAIJ,EAAC,IAAD,CAAOA,MAAM,yBACT,yCAC+B,2BAD/B,+EAIA,yFAKR,EAAC,IAAD,CAASA,MAAM,0BACX,EAAC,IAAD,CAAOA,MAAM,qBACT,mKAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,sCAGlB,EAAC,IAAD,CAAOO,MAAM,yBACT,gIAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,+DAItB,EAAC,IAAD,CAASO,MAAM,4BACX,EAAC,IAAD,CAAOA,MAAM,qBACT,2HAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,0DAGlB,EAAC,IAAD,CAAOO,MAAM,yBACT,mKAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,2CAItB,EAAC,IAAD,CAASO,MAAM,cACX,EAAC,IAAD,CAAOA,MAAM,6CACT,gHAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,6CADd,KACiE,EAAC,IAAD,KAAQA,GAAR,UAAU,mBAD3E,MAIJ,EAAC,IAAD,CAAOO,MAAM,mBACT,yDAGA,+BACqB,EAAC,IAAD,KAAQP,GAAR,UAAU,OAD/B,0CAEK,EAAC,IAAD,UAFL,OAKJ,EAAC,IAAD,CAAOO,MAAM,oBACT,yCAC+B,yBAD/B,wBAGA,iJAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,sGAEd,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,iDAEd,iDACuC,EAAC,IAAD,KAAQA,GAAR,UAAU,sBADjD,OAIJ,EAAC,IAAD,CAAOO,MAAM,wCACT,yFAGA,wDAIJ,EAAC,IAAD,CAAOA,MAAM,mBACT,gJAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,+BAItB,EAAC,IAAD,CAASO,MAAM,oBACX,EAAC,IAAD,CACIA,MAAO,sDAA2C,uCAClD,0EAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,qDAEd,mBACS,EAAC,IAAD,KAAQA,GAAR,UAAU,aADnB,wCAEM,EAAC,IAAD,KAAQA,GAAR,UAAU,aAFhB,0CAIA,0FAGA,wIAKJ,EAAC,IAAD,CAAOO,MAAM,8BACT,mGAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,4DADd,IAC+E,OAC3EQ,KAAK,sFADsE,QAG/E,mBACS,EAAC,IAAD,KAAQR,GAAR,UAAU,OADnB,6BACwD,EAAC,IAAD,KAAQA,GAAR,UAAU,aADlE,yHAOR,EAAC,IAAD,CAASO,MAAM,mBACX,EAAC,IAAD,CAAOA,MAAM,gCACT,sHAKJ,EAAC,IAAD,CAAOA,MAAM,mCACT,+FAGA,2EAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,+FAGlB,EAAC,IAAD,CAAOO,MAAM,oBACT,WACI,qCAA0B,OAAGC,KAAK,sDAAR,mBAA1B,MAGJ,4CACkC,EAAC,IAAD,UADlC,2DAEsB,EAAC,IAAD,UAFtB,kBAEqD,EAAC,IAAD,UAFrD,OAIA,WACI,EAAC,IAAD,KAAQR,GAAR,UAAU,6DAEd,uFAGA,0CACgC,EAAC,IAAD,wBADhC,4CAEoB,EAAC,IAAD,aAAiB,EAAC,IAAD,aACjC,EAAC,IAAD,YAAgB,EAAC,IAAD,aAHpB,qBAOR,EAAC,IAAD,CAASO,MAAM,8BACX,EAAC,IAAD,CAAOA,MAAM,gCACT,2MAKA,mJAIA,yBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,6CAEd,mBACS,EAAC,IAAD,UADT,kCACwD,EAAC,IAAD,UADxD,yCAEuB,EAAC,IAAD,UAFvB,oCAKJ,EAAC,IAAD,CAAOO,MAAM,iCACT,oCAC0B,EAAC,IAAD,KAAQP,GAAR,UAAU,OADpC,4DAEkB,EAAC,IAAD,KAAQA,GAAR,UAAU,OAF5B,mDAEuF,4CAFvF,KAKA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,sEAItB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOO,MAAM,iCACT,2JAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,4DAEd,oCAC0B,OAAGQ,KAAK,+CAAR,iBAD1B,kFAKJ,EAAC,IAAD,CAAOD,MAAM,2BACT,2EAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,uIAEd,mBACS,EAAC,IAAD,KAAQA,GAAR,UAAU,OADnB,4CAIJ,EAAC,IAAD,CAAOO,MAAM,2BACT,gFAKR,EAAC,IAAD,CAASA,MAAM,qBACX,EAAC,IAAD,CAAOA,MAAM,0BACT,4CACkC,EAAC,IAAD,KAAQP,GAAR,UAAU,OAD5C,yBAEc,EAAC,IAAD,KAAQA,GAAR,UAAU,OAFxB,qGAKA,sCAC4B,qCAD5B,KAGA,gDAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,oBAEd,mBACS,EAAC,IAAD,KAAQA,GAAR,UAAU,OADnB,yEAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,iFAGlB,EAAC,IAAD,CAAOO,MAAM,sBACT,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,yFAEd,mBACS,EAAC,IAAD,KAAQA,GAAR,UAAU,aADnB,+CAEY,EAAC,IAAD,KAAQA,GAAR,UAAU,sDAFtB,yBAGoB,EAAC,IAAD,KAAQA,GAAR,UAAU,YAH9B,4BAIM,EAAC,IAAD,KAAQA,GAAR,UAAU,UAJhB,eAQR,EAAC,IAAD,CAASO,MAAM,iBACX,EAAC,IAAD,CAAOA,MAAM,aACT,8EACoE,OAChEC,KAAK,kDAD2D,oBADpE,KAIA,sGAGA,qFAGA,WACI,EAAC,IAAD,KAAQR,GAAR,UAAU,yEAEd,kBACQ,EAAC,IAAD,KAAQA,GAAR,UAAU,sCADlB,kCAEM,EAAC,IAAD,KAAQA,GAAR,UAAU,OAFhB,uBAKJ,EAAC,IAAD,CAAOO,MAAM,yBACT,sGAGA,6GAIA,mEAGA,uCAC6B,EAAC,IAAD,KAAQP,GAAR,UAAU,OADvC,oGAGS,EAAC,IAAD,KAAQA,GAAR,UAAU,8CAHnB,OAOR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOO,MAAM,mBACT,uDAGA,8CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,kDAEd,yDAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,qFAEd,kBACQ,EAAC,IAAD,KAAQA,GAAR,UAAU,sHADlB,KAGA,yDAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,oLAEd,kEAGA,iKAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOO,MAAM,cACT,gHAIA,mGAKR,EAAC,IAAD,CAASA,MAAM,kBACX,EAAC,IAAD,CAAOA,MAAM,kBACT,WACI,EAAC,IAAD,uBAEJ,8IAE6C,EAAC,IAAD,KAAQP,GAAR,UAAU,aAFvD,oCAKA,yGAIA,6DACmD,EAAC,IAAD,KAAQA,GAAR,UAAU,UAD7D,2CAKJ,EAAC,IAAD,CAAOO,MAAM,UACT,4BACkB,EAAC,IAAD,0BADlB,KAGA,WACI,EAAC,IAAD,kBADJ,qDAEO,EAAC,IAAD,eAFP,mFAMJ,EAAC,IAAD,CAAOA,MAAM,sBACT,2HAIA,YACI,iEAAsD,EAAC,IAAD,eAAtD,QAAgF,EAAC,IAAD,6BAAhF,wBAGA,+DAAoD,EAAC,IAAD,eAApD,QAA4E,EAAC,IAAD,0BAA5E,oDAIJ,iEAIJ,EAAC,IAAD,CAAOA,MAAM,eACT,iJAE8C,EAAC,IAAD,kBAF9C,MAEyE,EAAC,IAAD,eAFzE,OAMR,EAAC,IAAD,CAASA,MAAO,wBAAa,0CACzB,EAAC,IAAD,CAAOA,MAAM,8BACT,mGAIJ,EAAC,IAAD,CAAOA,MAAM,cACT,yHAIA,+EAEO,EAAC,IAAD,KAAQP,GAAR,UAAU,aAFjB,wCAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,2BADd,iBAIJ,EAAC,IAAD,CAAOO,MAAM,sCACT,0EAIJ,EAAC,IAAD,CAAOA,MAAM,UACT,iEACuD,qBADvD,KAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,8BAGlB,EAAC,IAAD,CAAOO,MAAM,yBACT,kIAIA,qFAGA,mJAIA,uG,2DCtwC5B,qCAEe,aAAUE,GACrB,OAAO,UAAMC,MAAOC,IAAMC,OAAQH,EAAMI,a,yCCF5CC,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,MAAQ,iB,iBCAzLD,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,KAAO,gB,mCCDxL,qCAEe,aAAUN,GACrB,OAAO,UAAMC,MAAOC,IAAMK,MAAOP,EAAMI,a","file":"route-Fisica.chunk.22495.esm.js","sourcesContent":["import {Latex, LatexDefaultDisplay, LatexDefaultInline, LatexDisplay, Panel, Section, Todo} from \"bluelib\";\n\nimport Plus from \"../components/Fisica/Plus\";\nimport Minus from \"../components/Fisica/Minus\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n \n \n
    \n

    Fisica

    \n
    \n \n

    \n Usa le regole base della trigonometria:\n

    \n

    \n {r`\\vec{v} = \\vec{v}_x + \\vec{v}_y`}\n

    \n

    \n {r`\\left | \\vec{v}_x \\right | = \\left | \\vec{v} \\right | \\sin \\alpha`}\n

    \n

    \n {r`\\left | \\vec{v}_y \\right | = \\left | \\vec{v} \\right | \\cos \\alpha`}\n

    \n     \n \n

    \n Scomponi in componenti, poi sommali:\n

    \n

    \n {r`\\vec{v} + \\vec{w} = (\\vec{v}_x + \\vec{w}_x) + (\\vec{v}_y + \\vec{w}_y)`}\n

    \n

    \n Produce il vettore risultante dall'applicazione della regola del parallelogramma.\n

    \n     \n \n

    \n Alla fine è sempre una somma:\n

    \n

    \n {r`\\vec{v} - \\vec{w} = (\\vec{v}_x - \\vec{w}_x) + (\\vec{v}_y - \\vec{w}_y)`}\n

    \n

    \n Produce il vettore che parte da w e arriva a v.\n

    \n     \n \n

    \n Si chiama scalare perchè il risultato è uno scalare, non un vettore.\n

    \n

    \n {r`\\vec{v} \\cdot \\vec{w} = \\left | \\vec{v} \\right | \\left | \\vec{w} \\right | \\cos \\alpha`}\n

    \n

    \n Produce il modulo della proiezione\n di {r`\\vec{a}`} su {r`\\vec{b}`}.\n

    \n     \n \n

    \n Si chiama vettoriale perchè il risultato è un altro vettore.\n

    \n
      \n
    • {r`\\vec{c} = \\vec{a} \\times \\vec{b}`}
      • \n
    • \n {r`\\left | \\vec{c} \\right | = \\left | \\vec{a} \\right | \\cdot \\left | \\vec{b} \\right | \\cdot \\sin(\\alpha)`}\n
      • \n
    • Regola della mano\n destra
      • \n
    \n

    \n Non è commutativo!\n

    \n     \n
    \n
    \n \n

    \n Se un corpo puntiforme ha forza risultante nulla, allora la sua velocità non cambia.\n

    \n

    \n {r`\\Sigma \\vec{F} = 0 \\Longleftrightarrow \\Delta v = 0`}\n

    \n     \n \n

    \n La forza risultante di un corpo è direttamente proporzionale alla sua accelerazione, e\n la costante di proporzionalità è la massa.\n

    \n

    \n {r`\\Sigma \\vec{F} = m \\vec{a}`}\n

    \n     \n \n

    \n Due corpi esercitano forze uguali e opposte uno sull'altro.\n

    \n

    \n {r`\\vec{F}_{21} = -\\vec{F}_{12}`}\n

    \n     \n
    \n
    \n \n

    \n Due corpi puntiformi si attirano uno verso l'altro con forza:\n

    \n

    \n {r`\\left | \\vec{F} \\right | = G \\frac{m_1 m_2}{s^2}`}\n

    \n

    \n G è la costante di gravitazione universale e vale:\n

    \n

    \n {r`G = 6.67 \\cdot 10^{-11} \\frac{N m^2}{{kg}^2}`}\n

    \n     \n \n

    \n Se nel sistema di riferimento consideriamo la Terra ferma, allora un corpo è attratto\n verso la Terra con forza peso uguale a:\n

    \n

    \n {r`\\left | \\vec{F} \\right | = g m`}\n

    \n

    \n g è la costante di gravità della Terra, e vale:\n

    \n

    \n {r`g = 9.81 \\frac{m}{s^2}`}\n

    \n     \n \n

    \n Per pianeti diversi dalla Terra vale la stessa regola:\n

    \n

    \n {r`\\left | \\vec{F} \\right | = g m`}\n

    \n

    \n L'unica differenza è che cambia la costante di gravità:\n

    \n

    \n {r`g_{luna} = 1.62 \\frac{m}{s^2}`}\n

    \n

    \n {r`g_{marte} = 3.71 \\frac{m}{s^2}`}\n

    \n     \n
    \n
    \n \n

    \n Si oppone alle forze applicate alla superficie di contatto.\n

    \n

    \n Un libro appoggiato su un tavolo ha la forza di gravità che lo attira verso il\n terreno e la forza normale che lo trattiene dal cadere.\n

    \n     \n \n

    \n Impedisce a un corpo di muoversi se non viene spinto da una forza che supera una certa\n soglia:\n

    \n

    \n {r`\\left | \\vec{F} \\right | \\leq \\mu_{s} \\left | \\vec{F}_{normale} \\right |`}\n

    \n     \n \n

    \n Rallenta i corpi che si stanno muovendo finchè essi non si fermano:\n

    \n

    \n {r`\\left | \\vec{F} \\right | \\leq \\mu_{d} \\left | \\vec{F}_{normale} \\right |`}\n

    \n     \n \n

    \n E' forza trasmessa tra due estremi di una fune.\n

    \n

    \n Può essere redirezionata per mezzo di carrucole.\n

    \n     \n \n

    \n Una molla cerca sempre di tornare alla sua posizione indeformata con forza:\n

    \n

    \n {r`F = -k x`}\n

    \n

    \n (E' negativa perchè la forza è opposta a quella applicata per deformarla.)\n

    \n     \n
    \n
    \n \n

    \n È un vettore che indica la posizione di un corpo rispetto a un'origine.\n

    \n

    \n {r`\\Delta \\vec{s} = \\vec{s}(fine) - \\vec{s}(inizio)`}\n

    \n     \n \n

    \n È un vettore che misura la variazione di posizione nel tempo.\n

    \n

    \n {r`\\vec{v} = \\frac{\\Delta \\vec{s}}{\\Delta t}`}\n

    \n

    \n Se si considera un intervallo di tempo infinitesimale si dice velocità istantanea:\n

    \n

    \n {r`\\vec{v} = \\lim_{\\Delta t \\to 0} \\frac{\\Delta \\vec{s}}{\\Delta t} = \\frac{d \\vec{s}}{dt}`}\n

    \n     \n \n

    \n È un vettore che misura la variazione di velocità nel tempo.\n

    \n

    \n {r`\\vec{a} = \\frac{\\Delta \\vec{v}}{\\Delta t}`}\n

    \n

    \n Se si considera un intervallo di tempo infinitesimale si dice accelerazione\n istantanea:\n

    \n

    \n {r`\\vec{a} = \\lim_{\\Delta v \\to 0} \\frac{\\Delta \\vec{v}}{\\Delta t} = \\frac{d \\vec{v}}{d t} = \\frac{d^2 \\vec{s}}{d t^2}`}\n

    \n     \n Quantità di moto (momento lineare)}>\n

    \n La quantità di moto è una proprietà vettoriale dei corpi:\n

    \n

    \n {r`\\vec{p} = m \\vec{v}`}\n

    \n

    \n Se la forza risultante è nulla, la quantità di moto non cambia.\n

    \n

    \n {r`\\Sigma \\vec{F} = 0 \\Longleftrightarrow \\Delta \\vec{p} = 0`}\n

    \n     \n
    \n
    \n \n

    \n La legge oraria è:\n

    \n

    \n {r`s(t) = v \\cdot \\Delta t + s(0)`}\n

    \n     \n \n

    \n È costante:\n

    \n

    \n {r`v(t) = k`}\n

    \n     \n \n

    \n La velocità non varia:\n

    \n

    \n {r`a(t) = 0`}\n

    \n     \n \n

    \n Si applica la prima legge di Newton:\n

    \n

    \n f(t) = 0\n

    \n     \n
    \n
    \n \n

    \n La legge oraria è:\n

    \n

    \n {r`s(t) = \\frac{1}{2} a \\cdot (\\Delta t)^2 + v(0) \\cdot (\\Delta t) + s(0)`}\n

    \n     \n \n

    \n È una retta:\n

    \n

    \n {r`v(t) = a \\Delta t + v(0)`}\n

    \n     \n \n

    \n È costante:\n

    \n

    \n {r`a(t) = k`}\n

    \n     \n \n

    \n Si applica la prima legge di Newton:\n

    \n

    \n f(t) = m a\n

    \n     \n
    \n
    \n \n

    \n E' la distanza dal centro massima che raggiunge il corpo.\n

    \n

    \n (L'ampiezza di una sinusoide.)\n

    \n     \n \n

    \n Indica quanto in fretta cambia la posizione del corpo.\n

    \n

    \n Dipende dal periodo:\n

    \n

    \n {r`\\omega = \\frac{2 \\pi}{T}`}\n

    \n     \n \n

    \n E' una sinusoide:\n

    \n

    \n {r`s(t) = A \\sin (\\omega \\cdot t + \\phi)`}\n

    \n     \n \n

    \n E' la sinusoide dello spostamento, sfasata di {r`\\frac{\\pi}{2}`}:\n

    \n

    \n {r`v(t) = A \\sin (\\omega \\cdot t + \\phi + \\frac{\\pi}{2})`}\n

    \n     \n \n

    \n E' la sinusoide della velocità, sfasata di {r`\\pi`}:\n

    \n

    \n {r`a(t) = A \\sin (\\omega \\cdot t + \\phi + \\pi)`}\n

    \n     \n \n

    \n Si applica la prima legge di Newton:\n

    \n

    \n f(t) = m a\n

    \n     \n
    \n
    \n \n

    \n Il moto parabolico è dato sommando un moto rettilineo uniforme sull'asse orizzontale e\n un moto rettilineo uniformemente accelerato sull'asse verticale.\n

    \n     \n \n

    \n Il moto parabolico è dato sommando due moti armonici semplici: uno sull'asse X, e\n l'altro, sfasato di {r`\\frac{\\pi}{2}`}, sull'asse Y.\n

    \n     \n
    \n
    \n \n

    \n Velocità angolare\n

    \n

    \n Quanto cambia la fase nel tempo.\n

    \n

    \n {r`\\omega = \\frac{2 \\pi}{T}`}\n

    \n     \n \n

    \n E' l'angolo percorso dal corpo rispetto alla posizione iniziale.\n

    \n

    \n Si indica con {r`\\phi`}, e generalmente si usa in radianti.\n

    \n     \n \n

    \n Si applicano le formule per la circonferenza:\n

    \n

    \n {r`v = \\frac{\\Delta s}{t} = \\frac{2 \\pi \\cdot r}{T} = \\omega r`}\n

    \n     \n \n

    \n Il corpo ha sempre un accelerazione verso il centro che gli impedisce di abbandonare il\n moto:\n

    \n

    \n {r`a = \\frac{v^2}{r} = r \\cdot \\omega^2 = v \\cdot \\omega`}\n

    \n     \n \n

    \n È verso il centro e si calcola con:\n

    \n

    \n {r`F = m \\cdot a`}\n

    \n     \n
    \n
    \n \n

    \n E' compiuto da una forza che sposta un corpo.\n

    \n

    \n {r`W = \\vec{F} \\cdot \\vec{s} = F \\cdot \\Delta s \\cdot cos(\\alpha )`}\n

    \n

    \n (Se la forza non è parallela allo spostamento, il prodotto scalare ci fa considerare\n solo la componente parallela.)\n

    \n     \n \n

    \n Un corpo ha energia cinetica in ogni momento uguale a:\n

    \n

    \n {r`E_c = \\frac{1}{2} m v^2`}\n

    \n

    \n Se una forza effettua lavoro su un corpo, cambia la sua energia cinetica pari al lavoro\n effettuato:\n

    \n

    \n {r`\\Delta E_c = W`}\n

    \n     \n \n

    \n Un corpo ha energia potenziale in ogni momento pari a:\n

    \n

    \n {r`E_{p_g} = m \\cdot g \\cdot h`}\n

    \n

    \n (Con h uguale a un altezza scelta come punto di riferimento.)\n

    \n     \n \n

    \n Una molla ha sempre energia potenziale elastica pari a:\n

    \n

    \n {r`E_{p_e} = \\frac{1}{2} k x^2`}\n

    \n     \n \n

    \n Sono conservative le forze per le quali il lavoro compiuto non dipende dal percorso\n seguito per andare dalla partenza all'arrivo.\n

    \n

    \n Ad esempio, è conservativa la forza di gravità, ma non è conservativa la\n forza di attrito.\n

    \n

    \n Se in un sistema ci sono solo forze conservative, allora l'energia meccanica totale si\n conserva:\n

    \n

    \n {r`E = E_k + E_p`}\n

    \n     \n \n

    \n È la velocità di trasferimento di energia:\n

    \n

    \n {r`P = \\frac{\\Delta E}{\\Delta t}`}\n

    \n     \n
    \n
    \n \n

    \n È una proprietà dei corpi che può essere positiva o negativa.\n

    \n

    \n Si conserva: in un sistema chiuso la carica totale è costante.\n

    \n

    \n Esiste un'unità elementare: {r`C_{elettrone} = 1.602 \\cdot 10^{-19}`}.\n

    \n

    \n Cariche opposte si attraggono;\n cariche uguali si respingono.\n

    \n     \n \n

    \n Più ioni ha un corpo, meglio la carica\n si muove attraverso di esso.\n

    \n

    \n I corpi in cui la carica si muove bene sono conduttori, mentre quelli in cui si\n muove difficilmente sono isolanti.\n

    \n

    \n Il corpo umano è un buon conduttore.\n

    \n     \n
    \n
    \n \n

    \n E' possibile polarizzare un corpo per accumulare la carica di un segno in una certa\n zona.\n

    \n     \n
    \n
    \n \n

    \n Se un corpo conduttore è in contatto con la Terra, le cariche su di esso\n saranno equilibrate e il corpo diventerà elettricamente neutro (con stesso numero\n di cariche positive e negative all'interno).\n

    \n     \n
    \n
    \n \n

    \n Strofinando tra loro due corpi isolanti, essi si polarizzeranno per strofinio.\n

    \n     \n \n

    \n Toccando un conduttore con un corpo carico, il conduttore potrà polarizzarsi per\n contatto.\n

    \n     \n \n

    \n Se un corpo conduttore ha cariche \"esterne\" di un certo segno vicino, esso\n avrà tutte le cariche del segno opposto in equilibrio vicino alle cariche\n esterne, e tutte le cariche dello stesso segno più lontano possibile da\n esse.\n

    \n

    \n Mettendo a terra il conduttore, nuove cariche del segno opposto saranno\n attratte all'interno del corpo per equilibrare le cariche che si sono allontanate.\n

    \n

    \n Staccando il conduttore da terra e rimuovendo le cariche esterne, esso si\n ritroverà caricato del segno opposto rispetto alle cariche esterne.\n

    \n     \n
    \n
    \n \n

    \n Due corpi carichi si attraggono tra loro con forza:\n

    \n

    \n {r`\\left | \\vec{F}_{elettrica} \\right | = \\frac{-k \\cdot q_1 \\cdot q_2}{s^2}`}\n

    \n

    \n {r`k`} è la costante di Coulomb, e\n vale {r`k = 8.99 \\cdot 10^9 \\frac{N \\cdot m^2}{C^2}`}.\n

    \n     \n \n

    \n La costante {r`k`} è in realtà dipendente da un altra\n costante, {r`\\epsilon_0`}, la permeabilità del vuoto.\n

    \n

    \n {r`k = \\frac{1}{4 \\pi \\cdot \\epsilon_0}`}\n

    \n

    \n {r`\\left | \\vec{F}_{elettrica} \\right | = \\frac{q_1 \\cdot q_2}{4 \\pi \\cdot \\epsilon_0 \\cdot s^2}`}\n

    \n     \n \n

    \n Misura che forza viene applicata in ogni punto su una carica unitaria:\n

    \n

    \n {r`\\vec{E} = \\frac{\\vec{F}_{elettrica}}{q} = \\frac{-k \\cdot q}{s^2}`}\n

    \n     \n \n

    \n È la differenza tra \"quanto\" campo elettrico entra e quanto campo\n elettrico esce da una certa area.\n

    \n

    \n In qualsiasi superficie chiusa, il flusso elettrico è uguale alla componente\n perpendicolare del campo elettrico moltiplicato per l'area.\n

    \n

    \n {r`\\Phi_E = \\vec{E} \\cdot \\vec{A}`}\n

    \n

    \n Se il campo elettrico è uniforme, se ne può calcolare facilmente il valore:\n

    \n

    \n {r`\\Phi_E = \\vec{E} \\cdot \\vec{A} = E_\\perp \\cdot A \\cdot \\cos(\\alpha)`}\n

    \n

    \n Circa. E' una specie di integrale...\n

    \n     \n \n

    \n Il flusso elettrico è direttamente proporzionale alla carica presente all'interno della\n superficie.\n

    \n

    \n {r`\\Phi_E = 4 \\pi \\cdot k \\cdot q = \\frac{q}{\\epsilon_0}`}\n

    \n

    \n Ovvero, i campi elettrostatici sono generati dalle cariche elettriche.\n

    \n     \n
    \n
    \n \n

    \n Un corpo carico vicino ad altre cariche possiede un'energia potenziale elettrica\n {r`U_e`}.\n

    \n     \n
    \n
    \n Potenziale elettrico (tensione)}>\n

    \n È il valore dell'energia potenziale elettrica per una carica unitaria.\n

    \n

    \n {r`V = \\frac{U_e}{q}`}\n

    \n

    \n La sua unità di misura è il Volt ({r`V`}).\n

    \n

    \n In una batteria è detto forza elettromotrice, e corrisponde al lavoro compiuto da\n una batteria ideale per spostare una carica unitaria tra i due poli.\n

    \n     \n Corrente elettrica (intensità)}>\n

    \n Quanta carica passa attraverso un'area (perpendicolare al flusso) nel tempo.\n

    \n

    \n {r`I = \\frac{\\Delta q}{\\Delta t}`}\n

    \n

    \n Fintanto che c'è differenza di potenziale, ci sarà anche intensità non nulla.\n

    \n

    \n La sua unità di misura è l'Ampere ({r`A`}).\n

    \n     \n Corrente continua (DC)}>\n

    \n Quando in un circuito la direzione della corrente è costante.\n

    \n     \n Corrente alternata (AC)}>\n

    \n Quando in un circuito la direzione della corrente si alterna periodicamente.\n

    \n     \n \n

    \n Possiamo calcolare la potenza di un circuito:\n

    \n

    \n {r`P = \\frac{\\Delta U_e}{\\Delta t} = I \\cdot \\Delta V = I^2 \\cdot R = \\frac{(\\Delta V)^2}{R}`}\n

    \n     \n
    \n
    \n \n

    \n Riduce l'intensità di corrente, e converte parte del potenziale in calore.\n

    \n

    \n Il potenziale utilizzato è pari a:\n

    \n

    \n {r`V = R \\cdot I`}\n

    \n

    \n Dove {r`R`} è una costante detta resistenza con unità di misura\n Ohm ({r`\\Omega`}).\n

    \n

    \n La resistenza di un conduttore vale:\n

    \n

    \n {r`R = \\rho \\frac{L_{unghezza}}{A_{rea}}`}\n

    \n

    \n {r`\\rho`} è la resistività del materiale, e varia in base alla\n temperatura:\n

    \n

    \n {r`\\rho = \\rho_0 (1 + \\alpha(T - T_0))`}\n

    \n     \n \n

    \n Immagazzina potenziale elettrico, permettendo di riutilizzarla in seguito.\n

    \n

    \n Per farlo, cattura cariche positive e negative sulle sue due\n armature; perchè questo avvenga, deve essere compiuto lavoro.\n

    \n

    \n Ha una capacità caratteristica, che in un condensatore a facce piane parallele è:\n

    \n

    \n {r`C = \\frac{q_{massima}}{\\Delta V}`}\n

    \n

    \n Condensatori di capacità maggiore immagazzinano più potenziale con meno carica.\n

    \n

    \n La capacità aumenta se viene messo qualcosa tra le armature:\n

    \n

    \n {r`C_{nuova} = \\kappa \\cdot \\frac{\\epsilon_0 \\cdot A}{s}`}\n

    \n

    \n Dove {r`\\kappa`} è la costante dielettrica relativa del materiale\n inserito, {r`A`} l'area di una armatura e {r`s`} la\n distanza tra le due armature.\n

    \n

    \n Se il campo elettrico creatosi tra le due armature supera la rigidità\n dielettrica del condensatore, la carica immagazzinata viene persa e ha luogo\n un breakdown.\n

    \n

    \n La sua unità di misura è il Farad ({r`Fa`})\n

    \n     \n \n

    \n Misura la corrente elettrica se messo in serie.\n

    \n

    \n (Funzionamento: ha una resistenza interna bassisima in modo da non influire\n significativamente sulla corrente.)\n

    \n     \n \n

    \n Misura la differenza di potenziale se messo in parallelo.\n

    \n

    \n (Funzionamento: ha una resistenza altissima in modo da non influire significativamente\n sulla tensione.)\n

    \n     \n
    \n
    \n \n

    \n Per nodo si intende un qualsiasi punto del circuito.\n

    \n

    \n Da un nodo entra ed esce la stessa corrente.\n

    \n     \n \n

    \n Per maglia si intende un qualsiasi percorso chiuso all'interno del circuito.\n

    \n

    \n In una maglia chiusa, la somma delle differenze di potenziale è 0.\n

    \n     \n
    \n
    \n \n

    \n Più parti di circuito sono in serie se sono consecutive e senza biforcazioni.\n

    \n

    \n Parti di circuito in serie sono attraversate dalla stessa corrente.\n

    \n     \n \n

    \n Più parti di circuito sono in parallelo tra loro se hanno lo stesso punto di\n partenza e lo stesso punto di arrivo.\n

    \n

    \n Parti di circuito in parallelo hanno la stessa differenza di potenziale.\n

    \n     \n
    \n
    \n \n

    \n Nei circuiti in serie, tutte le resistenze possono essere sostituite con una equivalente\n dalla resistenza della somma di tutte le quelle sostituite:\n

    \n

    \n {r`R_{serie} = \\sum_{i=1}^{n} R_i`}\n

    \n     \n \n

    \n Nei circuiti in parallelo, tutte le resistenze possono essere sostituite con una\n equivalente dalla resistenza di:\n

    \n

    \n {r`R_{parallelo} = \\frac{1}{\\sum_{i=1}^{n} \\frac{1}{R_i}}`}\n

    \n     \n
    \n
    \n \n

    \n Nei circuiti in serie, tutti i condensatori possono essere sostituiti con uno\n equivalente dalla capacità di:\n

    \n

    \n {r`C_{serie} = \\frac{1}{\\sum_{i=1}^{n} \\frac{1}{C_i}}`}\n

    \n     \n \n

    \n Nei circuiti in parallelo, tutte i condensatori possono essere sostituite con uno\n equivalente dalla capacità della somma di tutti quelli sostituiti:\n

    \n

    \n {r`C_{parallelo} = \\sum_{i=1}^{n} C_n`}\n

    \n     \n
    \n
    \n \n

    \n E' una costante fisica fondamentale che rappresenta quanto un materiale si magnetizza\n facilmente.\n

    \n

    \n {r`\\mu_0 = 4 \\pi \\cdot 10^{-7} \\frac{H}{m}`} ({r`\\frac{N}{A^2}`})\n

    \n     \n \n

    \n Come un campo elettrico, ma per i magneti.\n

    \n

    \n Il suo simbolo è {r`B`}, e la sua unità di misura è il Tesla\n (T).\n

    \n     \n \n

    \n È \"quanto\" campo magnetico attraversa un percorso chiuso.\n

    \n

    \n Per qualsiasi percorso chiuso, il flusso magnetico è uguale alla somma di tutti i\n \"sottoflussi\" magnetici calcolati sui suoi lati.\n

    \n

    \n {r`\\Phi_{B_{i}} = \\vec{B} \\cdot \\vec{L}_n = B \\cdot L_i \\cdot \\sin(\\alpha) = B_\\parallel \\cdot L_i`}\n

    \n

    \n {r`\\Phi_{B} = \\sum_{i=0}^{n_{lati}} \\Phi_{Bn}`}\n

    \n

    \n La sua unità di misura è il Weber ({r`Wb = T \\cdot m^2`}).\n

    \n     \n \n

    \n Il flusso magnetico attraverso qualsiasi superficie chiusa è sempre nullo.\n

    \n

    \n Ovvero, non esistono monopoli magnetici.\n

    \n     \n \n

    \n L'intensità di corrente che attraversa un percorso chiuso è direttamente proporzionale\n al flusso magnetico dello stesso percorso.\n

    \n

    \n {r`\\Phi_B = \\mu_0 \\cdot I`}\n

    \n     \n
    \n
    \n Forza magnetica su carica puntiforme (Forza di Lorentz)}>\n

    \n I campi magnetici applicano una forza sulle cariche vicine:\n

    \n

    \n {r`\\vec{F}_{B} = q \\cdot (\\vec{v} \\times \\vec{B})`}\n

    \n

    \n Dove {r`\\vec{B}`} è l'intensità del campo magnetico\n e {r`\\vec{v}`} la velocità della carica considerata.\n

    \n

    \n Si ha una forza massima se la velocità è perpendicolare al campo magnetico.\n

    \n

    \n In un campo magnetico uniforme, una velocità perpendicolare al campo porta alla\n creazione di un moto circolare uniforme.\n

    \n \n \n

    \n I campi magnetici influenzano ovviamente anche le cariche presenti in un conduttore:\n

    \n

    \n {r`\\vec{F}_{magnetica} = I \\cdot (\\vec{L} \\times \\vec{B})`} [1]\n

    \n

    \n Dove {r`I`} è la corrente elettrica, {r`\\vec{L}`} è un\n vettore che punta nella direzione di scorrimento della corrente e ha come modulo la\n lunghezza del conduttore.\n

    \n     \n
    \n
    \n \n

    \n Una spira in cui passa corrente produce un campo magnetico perpendicolare al piano\n creato dalla spira.\n

    \n     \n \n

    \n Un solenoide sono tante spire avvolte in modo da formare una specie di cilindro.\n

    \n

    \n All'interno del solenoide si crea un campo (quasi) uniforme:\n

    \n

    \n {r`\\left | \\vec{B} \\right | = \\mu_0 \\cdot I \\cdot \\frac{A_{vvolgimenti}}{L_{unghezzafilo}}`}\n

    \n     \n \n

    \n Caso particolare della Legge\n di Ampère.\n

    \n

    \n Il modulo del campo magnetico B prodotto da un filo in cui passa una\n corrente continua I alla distanza s è:\n

    \n

    \n {r`\\left | \\vec{B} \\right | = \\frac{\\mu \\cdot I}{2 \\pi r}`}\n

    \n

    \n Il campo magnetico così creato gira attorno al filo in senso antiorario.\n

    \n

    \n Due fili attraversati dalla stessa corrente si attraggono, due fili\n attraversati da correnti\n opposte si respingono.\n

    \n     \n
    \n
    \n \n

    \n Un conduttore perpendicolare ad un campo magnetico può ottenere una differenza di\n potenziale se messo in movimento in un direzione perpendicolare alla direzione del\n conduttore e del campo.\n

    \n

    \n La differenza di potenziale si crea a causa della forza magnetica, che fa spostare tutti\n gli elettroni verso un capo del conduttore.\n

    \n

    \n Essa vale:\n

    \n

    \n {r`\\Delta V_{indotta} = v \\cdot B \\cdot L`}\n

    \n

    \n Dove v è la velocità del conduttore, B è l'intensità del\n campo magnetico ed L è la lunghezza del conduttore.\n

    \n     \n \n

    \n In un campo magnetico {r`B`} uniforme e perpendicolare al piano di una\n spira di area {r`A`}, il flusso magnetico si può determinare con la Legge\n di Faraday-Neumann-Lenz:\n

    \n

    \n {r`\\Phi_B = \\vec{B} \\cdot \\vec{A} = B \\cdot A \\cdot \\cos(\\alpha)`}\n

    \n     \n
    \n
    \n \n

    \n Dice che la forza elettromotrice media indotta in un percorso dipende dalla variazione\n nel tempo del flusso magnetico nello stesso percorso.\n

    \n

    \n {r`\\Delta V_{indotta} = - \\frac{\\Delta \\Phi_B}{\\Delta t}`}\n

    \n

    \n Il meno è dovuto alla Legge di\n Lenz, che specifica qualitativamente il verso della forza elettromotrice indotta.\n

    \n     \n \n

    \n In un solenoide, la forza elettromotrice indotta è uguale a:\n

    \n

    \n {r`\\Delta V_{indotta} = - \\frac{N \\cdot \\Delta \\Phi_{B_{spira}}}{\\Delta t} = - \\frac{N \\cdot B \\cdot A \\cdot cos(\\alpha)}{\\Delta t}`}\n

    \n

    \n Dove {r`N`} è il numero delle spire del solenoide.\n

    \n     \n \n

    \n Correnti o campi elettrici variabili creano un campo magnetico.\n

    \n     \n
    \n
    \n \n

    \n Nel vuoto, il campo elettrico {r`E`} e il campo\n magnetico {r`B`} sono perpendicolari tra loro e la direzione di\n propagazione, e sono entrambe funzioni del tempo.\n

    \n

    \n Si dice quindi che sono onde elettromagnetiche.\n

    \n

    \n Esse sono legate dalla relazione:\n

    \n

    \n {r`E = c \\cdot B`}\n

    \n

    \n Dove {r`c`} è la velocità delle onde (luce) nel vuoto, e a sua volta è\n uguale a:\n

    \n

    \n {r`c = \\frac{1}{\\sqrt{\\epsilon_0 \\cdot \\mu_0}} = 3.00 \\cdot 10^8 \\frac{m}{s}`}\n

    \n     \n \n

    \n {r`A(t) = A_{max} \\cdot \\sin \\left ( \\frac{2 \\pi}{\\lambda} - \\omega t + \\phi \\right )`}\n

    \n

    \n Dove {r`A_{max}`} è l'ampiezza massima che può avere\n l'onda, {r`\\frac{2 \\pi}{\\lambda} = \\left | \\vec{k} \\right |`} è il\n vettore d'onda, {r`\\omega`} la frequenza angolare\n e {r`\\phi`} la fase.\n

    \n     \n
    \n
    \n \n

    \n I solidi, se portati ad alta temperatura, emettono luce con uno spettro continuo.\n

    \n

    \n I gas, invece, ad alta temperatura emettono luce solo con particolari lunghezze d'onda.\n

    \n

    \n In un gas di idrogeno, le lunghezze d'onda emesse sono ricavabili con:\n

    \n

    \n {r`\\frac{1}{\\lambda} = R \\left ( \\frac{1}{4} - \\frac{1}{n^2} \\right )`}\n

    \n

    \n Con {r`R = 1.097 \\cdot 10^7 \\frac{1}{m}`}, detta costante di Rydberg,\n e {r`n`} un numero intero.\n

    \n     \n \n

    \n Una grandezza si dice quantizzata (o discreta) se può assumere solo determinati valori.\n

    \n

    \n Una grandezza si dice continua se può assumere qualsiasi valore e quindi se non è\n quantizzata.\n

    \n

    \n Energia, momento angolare e raggio sono quantizzati.\n

    \n

    \n Nota costante quantica è {r`h`}, la costante di Planck, ovvero il valore\n minimo possibile per la carica (talvolta espressa\n come {r`\\hbar = \\left ( \\frac{h}{2 \\pi} \\right )`}.\n

    \n     \n
    \n
    \n \n

    \n L'energia degli elettroni è quantizzata.\n

    \n

    \n Inoltre, per essi è valido che:\n

    \n

    \n {r`m \\cdot v_n \\cdot 2 \\pi \\cdot r = n \\cdot h`}\n

    \n

    \n Ancora, il raggio delle orbite è uguale a:\n

    \n

    \n {r`r_n = n^2 \\cdot a_0 = n^2 \\cdot \\frac{\\hbar}{m_{elettrone} \\cdot k \\cdot e^2} `}\n

    \n

    \n Con {r`a_0 = \\left ( \\frac{h}{2 \\pi} \\right )^2 \\cdot \\frac{1}{m_{elettrone} \\cdot k \\cdot e^2} = 5.29 \\cdot 10^{-11} m`}.\n

    \n

    \n Infine, in ogni stato, l'energia è pari a:\n

    \n

    \n {r`E_n = \\frac{1}{n^2} \\cdot E_1 = - \\frac{1}{n^2} \\cdot \\frac{a_0^2}{2 \\cdot m \\cdot \\hbar^4} = - \\frac{1}{n^2} \\cdot \\frac{m_{elettrone} \\cdot k^2 \\cdot e^4}{2 \\cdot \\hbar^2}`}\n

    \n

    \n Due elettroni non possono occupare lo stesso stato.\n

    \n

    \n Questo modello funziona solo per atomi con numero atomico basso. Atomi con molti\n elettroni hanno comportamenti diversi, descritti dal modello di\n

    \n     \n
    \n
    \n \n

    \n Nei solidi, le lunghezze d'onda sono talmente tanto vicine da poter essere considerate\n una banda.\n

    \n

    \n Possono però comunque avere dei gap dovuti agli intervalli di energia non ammessi.\n

    \n     \n
    \n
    \n \n

    \n Refactor this\n

    \n

    \n Se la banda di emissione con energia più alta di un corpo è assente o è separata da un\n gap dell'ordine di grandezza maggiore di {r`10^1 eV`}, allora il corpo è\n un isolante.\n

    \n

    \n Se invece la banda di emissione si sovrappone a un altra, allora il corpo è un\n conduttore.\n

    \n

    \n Se il gap è invece dell'ordine di grandezza di {r`1 eV`}, allora il corpo\n è un semiconduttore.\n

    \n     \n \n

    \n Legami in cui mancano elettroni.\n

    \n

    \n Elettroni di altri legami possono spostarsi per colmare\n le lacune, creandone altre, e spostandole in direzione opposta a quella\n della corrente.\n

    \n     \n \n

    \n Se si inserisce in un cristallo semiconduttore si inserisce un atomo con numero atomico\n diverso, si otterrà:\n

    \n
      \n
    • Con numero atomico maggiore, un semiconduttore di tipo N con elettroni\n in eccesso liberi di scorrere.\n
      • \n
    • Con numero atomico minore, un semiconduttore di tipo P con lacune\n in eccesso libere di catturare elettroni da altri legami.\n
      • \n
    \n

    \n Maggiore impurezza porta a maggiore conduttività.\n

    \n     \n \n

    \n Aumentando la temperatura di un semiconduttore si aumenta la conduttività, perchè eccita\n le particelle e favorisce il movimento di elettroni e lacune.\n

    \n     \n
    \n
    Ottica (non l'abbiamo fatta)}>\n \n

    \n I corpi possono assorbire o riflettere le onde elettromagnetiche che li colpiscono.\n

    \n     \n \n

    \n Un corpo nero è un corpo che assorbe tutte le onde elettromagnetiche che riceve senza\n rifletterne nessuna.\n

    \n

    \n Le onde assorbite vengono poi riemesse sotto forma di un onda\n di {r`\\lambda`} variabile in base alla temperatura.\n

    \n

    \n {r`\\lambda_{max} \\cdot T`} è costante.\n

    \n     \n \n

    \n L'energia assorbita e emessa dai corpi neri è quantizzata.\n

    \n     \n \n

    \n Un onda magnetica con un quanto di energia è detta fotone:\n

    \n

    \n {r`E_{fotone} = h \\cdot f`}\n

    \n     \n \n

    \n A volte, i fotoni che colpiscono un metallo possono estrarvi degli elettroni e creare\n una differenza di potenziale.\n

    \n

    \n Perchè avvenga, la frequenza deve essere maggiore di una certa soglia.\n

    \n

    \n Il numero di elettroni estratti dipende dall'intensità dell'onda, mentre l'energia\n cinetica degli elettroni dipende dalla frequenza.\n

    \n

    \n Non c'è nessun ritardo tra l'assorbimento del fotone e l'estrazione di elettroni.\n

    \n     \n
    \n
    \n     \n     \n )\n}\n","import style from \"./Minus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__3phX0\",\"orange\":\"orange__1OSkI\",\"yellow\":\"yellow__2pQOr\",\"lime\":\"lime__3vRUg\",\"cyan\":\"cyan__1cBtG\",\"blue\":\"blue__1G1wb\",\"magenta\":\"magenta__3Wagv\",\"minus\":\"minus__2qLyv\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__ipSoq\",\"orange\":\"orange__1nmkj\",\"yellow\":\"yellow__353ge\",\"lime\":\"lime__3FW1E\",\"cyan\":\"cyan__2xhu7\",\"blue\":\"blue__3MvDe\",\"magenta\":\"magenta__i03ie\",\"plus\":\"plus__1eV4_\"};","import style from \"./Plus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-Fisica.chunk.94df5.css b/docs/route-Fisica.chunk.94df5.css new file mode 100644 index 0000000..1883200 --- /dev/null +++ b/docs/route-Fisica.chunk.94df5.css @@ -0,0 +1 @@ +.red__ipSoq{color:#ff7d7d}.orange__1nmkj{color:#ffbb7d}.yellow__353ge{color:#ffff7d}.lime__3FW1E{color:#7dff7d}.cyan__2xhu7{color:#7dffff}.blue__3MvDe{color:#7d7dff}.magenta__i03ie{color:#ff7dff}.plus__1eV4_,.red__3phX0{color:#ff7d7d}.orange__1OSkI{color:#ffbb7d}.yellow__2pQOr{color:#ffff7d}.lime__3vRUg{color:#7dff7d}.cyan__1cBtG{color:#7dffff}.blue__1G1wb{color:#7d7dff}.magenta__3Wagv{color:#ff7dff}.minus__2qLyv{color:#7d7dff} \ No newline at end of file diff --git a/docs/route-GestioneDellInformazione.chunk.122eb.js b/docs/route-GestioneDellInformazione.chunk.122eb.js new file mode 100644 index 0000000..2af3b63 --- /dev/null +++ b/docs/route-GestioneDellInformazione.chunk.122eb.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[7],{"0tML":function(e,i,n){"use strict";(function(e){var l=n("hosL"),a=n("mbOI"),t=n("ke5e"),r=n("YNhk");i.a=function(){return e(l.Fragment,null,e(a.s,{title:"Summaries"},e(a.r,{title:"Cosa sono?"},e("p",null,"Le summary sono ",e("b",null,"brevi spezzoni di testo")," che permettono all'utente di capire quali documenti siano rilevanti per lui."),e(t.a,null,e(a.j,{src:"https://i.imgur.com/8aMrIDY.png"}))),e(a.r,{title:"Static summaries"},e("p",null,"Summary fisse che dipendono ",e("b",null,"solo dal documento"),"."),e("p",null,"Possono essere generate dalle ",e("b",null,"prime parole del documento"),", dalle ",e("b",null,"frasi più importanti")," o da ",e("b",null,"metadati")," del documento stesso (",e(r.a,{href:"https://ogp.me/"},"OpenGraph"),")."),e(t.a,null,"Opinione personale: le summary generate da OpenGraph solitamente fanno schifo :(")),e(a.r,{title:"Dynamic summaries"},e("p",null,"Summary che dipendono ",e("b",null,"sia dal documento"),", ",e("b",null,"sia dalla query effettuata"),"."),e("p",null,"Generalmente, estraggono le frasi vicino alle occorrenze dei termini della query."))))}}).call(this,n("hosL").h)},"0vRf":function(e,i,n){"use strict";(function(e){function l(){var e=u(["\n IC(c) = - log left( P(c) \right)\n "],["\n IC(c) = - \\log \\left( P(c) \\right)\n "]);return l=function(){return e},e}function a(){var e=u(["c"]);return a=function(){return e},e}function t(){var e=u(["1"]);return t=function(){return e},e}function r(){var e=u(["P(c)"]);return r=function(){return e},e}function o(){var e=u(["c"]);return o=function(){return e},e}function u(e,i){return i||(i=e.slice(0)),e.raw=i,e}var s=n("hosL"),c=n("mbOI"),d=String.raw;i.a=function(){return e(s.Fragment,null,e(c.s,{title:"Un approccio probabilistico"},e(c.r,{title:"Probabilità dei token"},e("p",null,"Un supplemento al thesaurus specifico a un certo testo: aggiunge ad ogni token ",e(c.i,null,d(o()))," la ",e("b",null,"probabilità")," ",e(c.i,null,d(r()))," che un ",e("b",null,"termine selezionato a caso del testo appartenga al sottoalbero")," formato dal token e i suoi discendenti."),e("p",null,"La radice del thesaurus ha sempre probabilità ",e(c.i,null,d(t())),".")),e(c.r,{title:"Information content"},e("p",null,"Una misura ",e("b",null,"probabilistica")," di quanto un certo token ",e(c.i,null,d(a()))," sia ",e("b",null,"specifico")," in un certo contesto:"),e(c.q,null,d(l())),e("p",null,"È anche detta ",e("i",null,"sorpresa")," o ",e("i",null,"informazione di Shannon"),"."))))}}).call(this,n("hosL").h)},"1Gqa":function(e,i,n){"use strict";(function(e){var l=n("hosL"),a=n("mbOI"),t=n("ke5e"),r=n("YNhk");i.a=function(){return e(l.Fragment,null,e(a.s,{title:"Thesaurus"},e(a.r,{title:"Cos'è?"},e("p",null,"Un ",e("b",null,"albero di token")," organizzati in una gerarchia di significato."),e(t.a,null,'Il token "mela" avrà come genitore "frutto" e come figli ',e(r.a,{href:"https://it.wikipedia.org/wiki/Renetta"},'"Renetta"'),", ",e(r.a,{href:"https://it.wikipedia.org/wiki/Fuji_(mela)"},'"Fuji"')," e ",e(r.a,{href:"https://it.wikipedia.org/wiki/Granny_Smith"},'"Granny Smith"'),"."),e(t.a,null,e(r.a,{href:"https://wordnet.princeton.edu/"},"WordNet")," è un thesaurus generale per la lingua inglese, mentre ",e(r.a,{href:"https://thes.bncf.firenze.sbn.it/thes-dati.htm"},"Nuovo soggettario")," è un thesaurus generale per la lingua italiana."))))}}).call(this,n("hosL").h)},"29je":function(e,i,n){"use strict";(function(e){function l(){var e=r(["O(n + m)"]);return l=function(){return e},e}function a(){var e=r(["\n - [root]\n - c\n - i\n - a\n - o\n - R1\n - R15\n - R123\n - no\n - R1231\n - steffo\n - R1\n - R14\n "]);return a=function(){return e},e}function t(){var e=r(["\n ciao → R1, R15, R123\n steffo → R1, R14\n ciano → R1231\n "]);return t=function(){return e},e}function r(e,i){return i||(i=e.slice(0)),e.raw=i,e}var o=n("hosL"),u=n("mbOI"),s=n("ke5e"),c=n("YNhk"),d=String.raw;i.a=function(){return e(o.Fragment,null,e(u.s,{title:"Indicizzazione"},e(u.r,{title:"Inverted index"},e("p",null,"Una ",e("b",null,"struttura dati")," che permette di velocizzare le ricerche su testi ",e("b",null,"grandi")," e ",e("b",null,"semi-statici"),"."),e("aside",null,e("u",null,"Testo semi-statico"),": un testo che viene aggiornato raramente."),e("p",null,"Si crea un ",e("i",null,"vocabolario")," dall'",e("b",null,"insieme dei token"),", e ad ogni ",e("b",null,"token")," del vocabolario si associa una ",e("b",null,"lista ordinata di tutte le sue occorrenze")," (",e("i",null,"posting list"),")."),e("p",null,"L'efficacia ed efficienza dell'indice dipendono dalle ",e("i",null,"strutture di indicizzazione")," utilizzate per serializzarlo."))),e(u.s,null,e(u.r,{title:"Vocabolario"},e("p",null,e("b",null,"Insieme")," di ",e("b",null,"tutti i token")," ricercabili."),e("p",null,"Può essere implementato con diverse strutture dati:"),e("ul",null,e("li",null,e("b",null,"Array ordinato"),", utilizzando la ",e("b",null,"bisezione")," per gli accessi;",e(u.f,null,d(t()))),e("li",null,e("b",null,"Prefix tree")," (",e("i",null,"trie"),"), utilizzando le ",e("b",null,"proprietà degli alberi")," per gli accessi;",e(u.f,null,d(a()))),e("li",null,e("b",null,"Suffix tree"),", come il prefix tree ma partendo dall'ultima lettera"),e("li",null,e("b",null,"B+ tree"),", utilizzando le ",e("b",null,"proprietà degli alberi B+")," per gli accessi",e(s.a,null,e(c.a,{href:"https://www.cs.usfca.edu/~galles/visualization/BPlusTree.html"},"Visualizzazione di un B+ tree")),e(s.a,null,"È la stessa struttura utilizzata dai ",e(u.b,{href:"/basididati"},"database relazionali"),".")),e("li",null,e("b",null,"Dizionario"),", utilizzando gli ",e("b",null,"hash")," per gli accessi.")),e("p",null,"Per permettere ",e("i",null,"pattern-based query"),", è possibile utilizzare ",e("b",null,"più vocabolari")," per un singolo documento.")),e(u.r,{title:"Posting list"},e("p",null,e("b",null,"Insieme")," di ",e("b",null,"tutte le occorrenze")," di un determinato token."),e("p",null,"Viene implementata attraverso una ",e("b",null,"lista ordinata")," (",e("i",null,"sorted list"),")."),e("p",null,"Essendo ordinata, è efficiente ",e(u.i,null,d(l()))," nelle operazioni di ",e("b",null,"unione")," e ",e("b",null,"intersezione")," tra più posting list: si mantiene su ognuna un ",e("b",null,"cursore")," che avanza quando l'occorrenza a cui punta è stata superata."),e("p",null,"Non è però efficiente nelle operazioni di ",e("b",null,"negazione"),"."),e("p",null,"È possibile aggiungere ",e("i",null,"skip pointers")," alle posting list, in modo da rendere più efficiente l'intersezione."))),e(u.s,null,e(u.r,{title:"Utilizzo dell'indice"},e("p",null,"Per effettuare una ricerca utilizzando l'indice, sono necessari i seguenti passi:"),e("ol",null,e("li",null,"Si ",e("b",null,"cercano")," individualmente i termini della query nel vocabolario"),e("li",null,"Si ",e("b",null,"accede")," alle posting list dei vari termini"),e("li",null,"Si ",e("b",null,"effettuano")," operazioni logiche sui dati delle posting list"),e("li",null,"Si ",e("b",null,"restituisce")," il sottoinsieme di token risultante")))))}}).call(this,n("hosL").h)},"2w3n":function(e){e.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},"3f/I":function(e,i,n){"use strict";n.r(i),function(e){var l=n("uilM"),a=n("hGQu"),t=n("KMEV"),r=n("roys"),o=n("9ooG"),u=n("1Gqa"),s=n("0vRf"),c=n("RaT1"),d=n("29je"),p=n("oaLv"),m=n("zl8t"),f=n("0tML");i.default=function(){return e("div",null,e("h1",null,"Gestione dell'informazione"),e(l.a,null),e(a.a,null),e(r.a,null),e(o.a,null),e(u.a,null),e(s.a,null),e(t.a,null),e(c.a,null),e(d.a,null),e(p.a,null),e(m.a,null),e(f.a,null))}}.call(this,n("hosL").h)},"9ooG":function(e,i,n){"use strict";(function(e){var l=n("hosL"),a=n("mbOI"),t=(n("KwpI"),n("ke5e"));i.a=function(){return e(l.Fragment,null,e(a.s,{title:"Document processing"},e(a.r,{title:"Cos'è?"},e("p",null,"Una ",e("b",null,"procedura")," che ottimizza un documento per la ricerca."))),e(a.s,null,e(a.r,{title:"1. Analisi lessicale"},e("p",null,"Passo che trasforma il documento in un ",e("b",null,"insieme di parole")," (",e("i",null,"token"),")."),e("p",null,"Deve decidere come considerare i ",e("b",null,"simboli tipografici"),", il ",e("b",null,"case")," delle lettere e le ",e("b",null,"cifre"),"."),e("p",null,"Inoltre, è possibile che disambigui tra i vari significati delle parole (",e("i",null,"word sense disambiguation"),").")),e(a.r,{title:"2. Eliminazione delle stopwords"},e("p",null,"Passo che ",e("b",null,"elimina")," dalla lista i ",e("b",null,"token inutili")," ai fini delle ricerche."),e("p",null,"Esse solitamente sono gli ",e("b",null,"articoli")," e le ",e("b",null,"preposizioni"),"."),e("p",null,"Con l'avanzare degli anni, le stopwords hanno iniziato a ",e("b",null,"diminuire")," sempre di più."),e(t.a,null,"I motori di ricerca moderni non usano nessuna stopword.")),e(a.r,{title:"3. Stemming dei token"},e("p",null,"Passo che ",e("b",null,"riduce alla radice")," tutti i token della lista."),e("p",null,"Converte i ",e("b",null,"plurali in singolari"),", ",e("b",null,"passati ai presenti"),", e così via.")),e(a.r,{title:"4. Normalizzazione dei token"},e("p",null,"Passo che ",e("b",null,"rimuove i caratteri speciali")," contenuti nei token."),e("p",null,"Duplica le parole separate da trattino nella versione con spazio e senza spazio, rimuove gli accenti non significativi, etc.")),e(a.r,{title:"5. Selezione degli index term"},e("p",null,"Passo che ",e("b",null,"seleziona i termini più importanti")," della lista."),e("p",null,"Generalmente sfrutta dei ",e("i",null,"parser")," o dei ",e("i",null,"tagger"),"."),e("aside",null,e("u",null,"Parser"),": impreciso ma molto dettagliato, effettua l'analisi grammaticale, logica e del periodo."),e("aside",null,e("u",null,"Tagger"),": preciso ma poco dettagliato, effettua solo l'analisi logica.")),e(a.r,{title:"6. Categorizzazione"},e("p",null,"Passo che ",e("b",null,"classifica")," il documento in una o più ",e("b",null,"categorie")," del ",e("i",null,"thesaurus"),"."),e("aside",null,e("u",null,"Thesaurus"),": gerarchia di categorie, può essere creata ",e("b",null,"manualmente")," o generata ",e("b",null,"automaticamente"),"."))))}}).call(this,n("hosL").h)},KMEV:function(e,i,n){"use strict";(function(e){function l(){var e=c(["\n sim_rs(c_1, c_2) = - log P( mac(c_1, c_2) )\n "],["\n sim\\_rs(c_1, c_2) = - \\log P( mac(c_1, c_2) )\n "]);return l=function(){return e},e}function a(){var e=c(["mac"]);return a=function(){return e},e}function t(){var e=c(["\n sim_wp(c_1, c_2) = \frac{2 cdot depth(mac(c_1, c_2))}{depth(c_1) + depth(c_2)}\n "],["\n sim\\_wp(c_1, c_2) = \\frac{2 \\cdot depth(mac(c_1, c_2))}{depth(c_1) + depth(c_2)}\n "]);return t=function(){return e},e}function r(){var e=c(["mac"]);return r=function(){return e},e}function o(){var e=c(["\n sim_pd(c_1, c_2) = \frac{1}{dist(c_1, c_2) + 1}\n "],["\n sim\\_pd(c_1, c_2) = \\frac{1}{dist(c_1, c_2) + 1}\n "]);return o=function(){return e},e}function u(){var e=c(["c_2"]);return u=function(){return e},e}function s(){var e=c(["c_1"]);return s=function(){return e},e}function c(e,i){return i||(i=e.slice(0)),e.raw=i,e}var d=n("hosL"),p=n("mbOI"),m=(n("KwpI"),String.raw);i.a=function(){return e(d.Fragment,null,e(p.s,{title:"Relazioni tra parole"},e(p.r,{title:"Sinonimia"},e("blockquote",null,"synonymy"),e("p",null,"Due parole sono ",e("i",null,"sinonimi")," quando hanno lo ",e("b",null,"stesso identico significato"),".")),e(p.r,{title:"Similarità"},e("blockquote",null,"similarity"),e("p",null,"Due parole sono ",e("i",null,"simili")," rappresentano concetti con ",e("b",null,"caratteristiche in comune"),".")),e(p.r,{title:"Correlazione"},e("blockquote",null,"relatedness"),e("p",null,"Due parole sono ",e("i",null,"correlate")," quando rappresentano ",e("b",null,"concetti vengono usati insieme")," spesso."))),e(p.s,{title:"Similarità path-based"},e(p.r,{title:"Cos'è?"},e("p",null,"Un modo per misurare la somiglianza tra due parole confrontando solo la loro ",e("b",null,"posizione nel thesaurus"),"."))),e(p.s,null,e(p.r,{title:"Similarità path-distance"},e("p",null,"Calcola la similarità basandosi sull'",e("b",null,"inverso della distanza")," tra le due parole ",e(p.i,null,m(s()))," e ",e(p.i,null,m(u()))," nell'albero:"),e(p.q,null,m(o()))),e(p.r,{title:"Similarità Wu-Palmer"},e("p",null,"Calcola la similarità basandosi sulla ",e("b",null,"profondità dei due nodi")," e sulla ",e("b",null,"profondità del minimo antenato comune")," ",e(p.i,null,m(r())),":"),e(p.q,null,m(t())))),e(p.s,{title:"Somiglianza information-content-based"},e(p.r,{title:"Cos'è?"},e("p",null,"Un modo per misurare la similarità tra due parole attraverso i loro valori di ",e("b",null,"information content"),"."))),e(p.s,null,e(p.r,{title:"Somiglianza Resnik"},e("p",null,"Calcola la similarità basandosi sull'",e("b",null,"information content del minimo antenato comune")," ",e(p.i,null,m(a()))," tra i due termini."),e(p.q,null,m(l())))))}}).call(this,n("hosL").h)},KwpI:function(e,i,n){"use strict";(function(e){var l=n("mbOI");i.a=function(i){return e(l.r,{title:"To be continued",color:l.e.YELLOW},e("p",null,"Questa sezione è incompleta. Torna più avanti!"),i.children)}}).call(this,n("hosL").h)},RaT1:function(e,i,n){"use strict";(function(e){var l=n("hosL"),a=n("mbOI");i.a=function(){return e(l.Fragment,null,e(a.s,{title:"Analisi lessicale"},e(a.r,{title:"Word sense disambiguation"},e("p",null,"Procedura che ",e("b",null,"disambigua tra più significati")," dello stesso token."),e("p",null,"Si può realizzare confrontando la somiglianza di ogni significato con tutti gli altri nomi presenti nella frase."))))}}).call(this,n("hosL").h)},hGQu:function(e,i,n){"use strict";(function(e){var l=n("mbOI"),a=n("hosL"),t=n("ke5e");n("YNhk");i.a=function(){return e(a.Fragment,null,e(l.s,{title:"Information Retrieval (IR)"},e(l.r,{title:"Cos'è?"},e("p",null,e("b",null,"Processo")," di ",e("b",null,"raccolta")," e ",e("b",null,"recupero approssimato")," di informazioni spesso ",e("b",null,"non strutturate"),"."),e("p",null,"Riceve in input una ",e("b",null,"query"),", elabora ",e("b",null,"documenti")," e restituisce una ",e("b",null,"risposta")," più rilevante possibile."),e("p",null,"Un'applicazione che effettua IR si chiama ",e("b",null,"motore di ricerca"),".")),e(l.r,{title:"Documenti"},e("p",null,e("b",null,"Raggruppamenti di informazioni")," che possono avere ",e("b",null,"varie forme"),"."),e(t.a,null,"Potrebbe essere un documento un file, oppure un gruppo di informazioni contenute in quel file (email, slides)..."))))}}).call(this,n("hosL").h)},ke5e:function(e,i,n){"use strict";(function(e){var l=n("2w3n"),a=n.n(l);i.a=function(i){return e("div",{class:a.a.example},i.children)}}).call(this,n("hosL").h)},oaLv:function(e,i,n){"use strict";(function(e){function l(){var e=f(["\n \begin{cases}\n a land b = min(a, b)\\\n a lor b = max(a, b)\\\n \neg a = 1 - a\n end{cases} \n "],["\n \\begin{cases}\n a \\land b = \\min(a, b)\\\\\n a \\lor b = \\max(a, b)\\\\\n \\neg\\ a = 1 - a\n \\end{cases} \n "]);return l=function(){return e},e}function a(){var e=f(["1"]);return a=function(){return e},e}function t(){var e=f(["0"]);return t=function(){return e},e}function r(){var e=f(["0"]);return r=function(){return e},e}function o(){var e=f(["c_i"]);return o=function(){return e},e}function u(){var e=f(["\n rank(d_j, q) = \frac{d_j cdot q}{| d_j | \times | q |}\n "],["\n rank(d_j, q) = \\frac{d_j \\cdot q}{\\| d_j \\| \\times \\| q \\|}\n "]);return u=function(){return e},e}function s(){var e=f(["0"]);return s=function(){return e},e}function c(){var e=f(["1"]);return c=function(){return e},e}function d(){var e=f(["rank(q_i, d_j) \to mathbb{R}"],["rank(q_i, d_j) \\to \\mathbb{R}"]);return d=function(){return e},e}function p(){var e=f(["Q"]);return p=function(){return e},e}function m(){var e=f(["D"]);return m=function(){return e},e}function f(e,i){return i||(i=e.slice(0)),e.raw=i,e}var b=n("hosL"),h=n("mbOI"),g=n("ke5e"),v=String.raw;i.a=function(){return e(b.Fragment,null,e(h.s,{title:"Information retrieval models"},e(h.r,{title:"Cosa sono?"},e("p",null,e("b",null,"Modelli matematici")," che ",e("b",null,"ordinano per rilevanza")," (",e("i",null,"ranking"),") i risultati di una query."),e("p",null,"Formalmente, sono composti da:"),e("ul",null,e("li",null,"I documenti ",e(h.i,null,v(m()))),e("li",null,"La query ",e(h.i,null,v(p()))),e("li",null,"Una funzione di ",e("i",null,"ranking")," ",e(h.i,null,v(d()))," che quantifica la similarità")))),e(h.s,null,e(h.r,{title:"Modello classico"},e(g.a,null,"I motori di ricerca web usano generalmente questo modello."),e("p",null,e("b",null,"Modello IR")," che rappresenta ogni documento come un insieme ordinato di ",e("b",null,"parole chiave")," (",e("i",null,"index terms"),")."),e("p",null,"Associa un ",e("b",null,"peso")," a ogni token, e ordina l'insieme in base a quel peso."),e("p",null,"Generalmente, i pesi sono ",e("b",null,"indipendenti")," uno dall'altro, e questo permette di ",e("b",null,"calcolarli parallelamente"),"."),e("p",null,e("u",null,"Bag-of-words"),": L'ordine delle parole nel documento viene solitamente ignorato dal ranking.")),e(h.r,{title:"Modello booleano"},e(g.a,null,e("code",null,"grep")," è a tutti gli effetti un modello booleano."),e("p",null,e("b",null,"Modello IR classico")," che dà un peso booleano a ogni documento: ",e(h.i,null,v(c()))," se soddisfa tutti i requisiti della query, ",e(h.i,null,v(s()))," se non li soddisfa."),e("p",null,"Ha una ",e("b",null,"precisione perfetta"),", ma richiede query ben preparate e specifiche."),e("p",null,"È anche facile da implementare utilizzando una ",e("b",null,"posting list"),".")),e(h.r,{title:"Modello vettoriale"},e(g.a,null,"Apache Lucene si basa su questo modello."),e("p",null,e("b",null,"Modello IR")," in cui ogni ",e("b",null,"caratteristica")," di un documento è rappresentata con un ",e("b",null,"valore floating point")," e l'intero documento è quindi rappresentato da una ",e("b",null,"n-pla")," di tutte le sue caratteristiche."),e("p",null,e("u",null,"Similarità cosinusoidale"),': il ranking si basa sull\'angolo tra il "vettore query" e il "vettore documento":'),e(h.q,null,v(u())),e("p",null,"Spesso si associa un peso a ogni dimensione in modo da variare l'importanza di una data caratteristica; comunemente, per i testi, si usano come pesi le ",e("b",null,"frequenza dei token")," normalizzate (",e("i",null,"df"),") o logaritmiche (",e("i",null,"idf"),")."),e("p",null,"Come il modello classico, ignora l'ordine delle parole.")),e(h.r,{title:"Modello probabilistico"},e("p",null,e("b",null,"Modello IR")," che effettua il ranking in base alla ",e("b",null,"probabilità")," di comparsa dei termini della query nei documenti."),e("p",null,"Si basa sul calcolare un peso ",e(h.i,null,v(o()))," per ogni termine della query. Quest'ultimo diventa più grande se il termine ",e("b",null,"compare in documenti rilevanti"),", e più piccolo se compare in documenti irrilevanti. Se il termine compare in ugual modo in entrambi, allora esso varrà ",e(h.i,null,v(r())),"."),e("p",null,e("i",null,"Ci sarebbe una dimostrazione complessa che ho omesso per brevità."))),e(h.r,{title:"Modello fuzzy"},e("p",null,"Estensione del ",e("b",null,"modello booleano")," che ammette la possibilità che certe condizioni siano ",e("b",null,"parzialmente soddisfatte"),"."),e("p",null,"Invece che usare solo ",e(h.i,null,v(t()))," e ",e(h.i,null,v(a())),", permette ai documenti di avere valori intermedi tra quei due."),e("p",null,"Le operazioni booleane vengono quindi modificate:"),e(h.q,null,v(l()))),e(h.r,{title:"Modello BM25"},e("p",null,e("b",null,"Modello IR")," simile ai modelli classici che però tiene conto anche della ",e("b",null,"frequenza dei termini")," nei documenti e della ",e("b",null,"lunghezza dei documenti"),"."),e("p",null,"Permette anche di tenere in considerazione la frequenza dei termini ",e("b",null,"nella query"),", nel caso essa sia molto lunga."),e("p",null,e("i",null,"Ci sono formule che ho omesso per brevità.")))))}}).call(this,n("hosL").h)},roys:function(e,i,n){"use strict";(function(e){var l=n("hosL"),a=n("mbOI"),t=n("ke5e"),r=n("YNhk");i.a=function(){return e(l.Fragment,null,e(a.s,{title:"Query"},e(a.r,{title:"User Information Need (UIN)"},e("p",null,"La ",e("b",null,"richiesta")," di informazioni effettuata da un utente ",e("b",null,"in linguaggio naturale"),".")),e(a.r,{title:"Query"},e("p",null,"La ",e("b",null,"traduzione")," dell'UIN in un linguaggio ",e("b",null,"specifico al motore di ricerca"),"."),e("p",null,"La complessità di questo linguaggio dipende dall'utilizzatore del motore di ricerca: il suo ",e("b",null,"livello di esperienza"),", il suo ",e("b",null,"background di conoscenze")," e il ",e("b",null,"livello di approfondimento desiderato"),"."))),e(a.s,{title:"Query languages"},e(a.r,{title:"Keyword-based query"},e(t.a,null,e(r.a,{href:"https://it.wikipedia.org/w/index.php?search=&title=Speciale:Ricerca&go=Go"},"Wikipedia")," e la ",e(r.a,{href:"https://telegram.org/blog/shared-files#multisearch"},"ricerca di Telegram")," usano un linguaggio di query ",e("i",null,"keyword-based"),"."),e("p",null,"Definisce ",e("b",null,"parole chiave")," da cercare all'interno dei documenti."),e("p",null,"In esse, è possibile cercare ",e("b",null,"molteplici")," parole chiave, ",e("b",null,"concatenarle")," per formare una ",e("b",null,"frase")," oppure cercare parole a una data ",e("b",null,"prossimità")," l'una dall'altra."),e("p",null,"Spesso processa il linguaggio naturale per trasformarne le parole specifiche in parole chiave più generiche."),e(t.a,null,"Cercando su Telegram un plurale inglese, verranno restituiti anche i messaggi che riportano la stessa parola ma al singolare.")),e(a.r,{title:"Pattern-based query"},e(t.a,null,"Le ",e(r.a,{href:"https://regex101.com/"},"regex")," e i ",e(r.a,{href:"https://en.wikipedia.org/wiki/Glob_(programming)"},"glob")," sono due dei pattern-based query languages più comuni."),e("p",null,"Definisce ",e("b",null,"parti di testo")," da cercare all'interno dei documenti."),e("p",null,"Permettono dunque la ricerca di ",e("b",null,"prefissi"),", ",e("b",null,"suffissi"),", ",e("b",null,"sottostringhe")," e ",e("b",null,"intervalli"),"."))),e(a.s,null,e(a.r,{title:"Boolean query"},e(t.a,null,e(r.a,{href:"https://www.google.it/"},"Google"),", ",e(r.a,{href:"https://duckduckgo.com/"},"DuckDuckGo"),", ",e(r.a,{href:"https://www.ecosia.org/"},"Ecosia")," usano tutti un linguaggio di query keyword-based booleano."),e("p",null,e("b",null,"Estendono")," gli altri tipi di query permettendo l'inserimento di ",e("b",null,"operatori booleani")," (",e("code",null,"AND"),", ",e("code",null,"OR")," e ",e("code",null,"NOT"),") tra le parole chiave."),e(t.a,null,"Per esempi sulla sintassi per effettuare ricerche booleane su Google, visita ",e(r.a,{href:"https://www.google.it/advanced_search"},"Google Advanced Search"),".")),e(a.r,{title:"Structural query"},e(t.a,null,e(r.a,{href:"https://books.google.com/advanced_book_search"},"Google Books")," permette di sfruttare la struttura fissa delle informazioni sui libri (titolo, autore, editore...) per ottenere risultati più precisi.,"),e("p",null,"Permettono di effettuare i precedenti tipi di query su ",e("b",null,"specifiche parti della struttura")," dei documenti.")),e(a.r,{title:"Concept-based query"},e(t.a,null,e(r.a,{href:"https://www.ncbi.nlm.nih.gov/mesh"},"MeSH")," cataloga i paper di medicina caricati su PubMed organizzandoli in una gerarchia di categorie."),e("p",null,"Limitano le keyword a un ",e("b",null,"vocabolario predefinito")," utilizzato anche dai documenti."))))}}).call(this,n("hosL").h)},uilM:function(e,i,n){"use strict";(function(e){var l=n("hosL"),a=n("mbOI"),t=n("YNhk");i.a=function(){return e(l.Fragment,null,e(a.s,{title:"Esame"},e(a.r,{title:"Contatti"},e("ul",null,e("li",null,e(t.a,{href:"mailto:federica.mandreoli@unimore.it"},"Prof. Federica Mandreoli")))),e(a.r,{title:"Collegamenti"},e("ul",null,e("li",null,e(t.a,{href:"https://dolly.fim.unimore.it/2020/course/view.php?id=69"},"Pagina Dolly Unimore")))),e(a.r,{title:"Download videolezioni"},e("p",null,"Puoi scaricare le videolezioni di Gestione dell'informazione con ",e(t.a,{href:"https://github.com/Steffo99/bbbdl"},"bbbdl"),":"),e(a.f,{language:"bash"},"bbbdl sync -r https://raw.githubusercontent.com/Steffo99/unimoreinfo-wiki/main/gestionedellinformazione.json"))))}}).call(this,n("hosL").h)},zl8t:function(e,i,n){"use strict";(function(e){function l(){var e=h(["\frac{1}{log_2(3)}"],["\\frac{1}{\\log_2(3)}"]);return l=function(){return e},e}function a(){var e=h(["\frac{1}{log_2(2)}"],["\\frac{1}{\\log_2(2)}"]);return a=function(){return e},e}function t(){var e=h(["\frac{1}{log_2(1)}"],["\\frac{1}{\\log_2(1)}"]);return t=function(){return e},e}function r(){var e=h(["\n E = 1 - \frac{1 + b^2}{\frac{b^2}{r} + \frac{1}{p}}\n "],["\n E = 1 - \\frac{1 + b^2}{\\frac{b^2}{r} + \\frac{1}{p}}\n "]);return r=function(){return e},e}function o(){var e=h(["b < 1"]);return o=function(){return e},e}function u(){var e=h(["b > 1"]);return u=function(){return e},e}function s(){var e=h(["b"]);return s=function(){return e},e}function c(){var e=h(["\n F = \frac{2}{\frac{1}{p} + \frac{1}{r}}\n "],["\n F = \\frac{2}{\\frac{1}{p} + \\frac{1}{r}}\n "]);return c=function(){return e},e}function d(){var e=h(["r"]);return d=function(){return e},e}function p(){var e=h(["p"]);return p=function(){return e},e}function m(){var e=h(["R"]);return m=function(){return e},e}function f(){var e=h(["\n \frac{R cap A}{A}\n "],["\n \\frac{R \\cap A}{A}\n "]);return f=function(){return e},e}function b(){var e=h(["\n \frac{R cap A}{R}\n "],["\n \\frac{R \\cap A}{R}\n "]);return b=function(){return e},e}function h(e,i){return i||(i=e.slice(0)),e.raw=i,e}var g=n("hosL"),v=n("mbOI"),z=n("ke5e"),_=(n("KwpI"),String.raw);i.a=function(){return e(g.Fragment,null,e(v.s,{title:"Parametri di valutazione"},e(v.r,{title:"Richiamo"},e("p",null,"La ",e("b",null,"frazione dei documenti rilevanti totali restituita"),":"),e(v.q,null,_(b()))),e(v.r,{title:"Precisione"},e("p",null,"La ",e("b",null,"frazione dei documenti restituiti che sono rilevanti"),":"),e(v.q,null,_(f())))),e(v.s,{title:"Precisione e richiamo"},e(v.r,{title:"Valutazione dei modelli IR"},e("p",null,"Si effettuano ",e("i",null,"test")," e si valutano precisione e richiamo ottenuti."),e("aside",null,e("u",null,"Test"),": verifica di un programma in cui l'output corretto è conosciuto a priori."),e("p",null,"Il modello IR ideale ha valori di richiamo e precisione di 1, ma nella realtà questi valori tendono ad essere ",e("b",null,"inversamente proporzionali"),"."),e("p",null,"Un fattore significativo nel richiamo e nella precisione è la ",e("b",null,"forma del documento"),"."),e(z.a,null,"Libri interi, capitoli, pagine o frasi; possono essere tutti documenti, cambia solo la loro ",e("i",null,"granularità"),".")),e(v.r,{title:"Misura a livelli di richiamo fissi"},e("p",null,"Si fissano un certo numero di livelli di richiamo desiderati e si misura la precisione che ha il modello in quei punti, creando una ",e("i",null,"curva di richiamo standard"),"."),e("p",null,"È possibile ottenere una ",e("i",null,"curva di richiamo interpolata")," prendendo per ogni punto il valore di massima precisione tra esso e i punti precedenti."),e(z.a,null,"Interpolata mi sembra un termine orribile... Non sarebbe molto meglio ",e("b",null,"monotonica"),"?")),e(v.r,{title:"Media o valore singolo?"},e("p",null,"È possibile misurare la ",e("i",null,"curva di richiamo media")," effettuando la media su più query dei vari valori, e la ",e("i",null,"curva di richiamo a valore singolo")," effettuando una query sola."),e("p",null,"Sono entrambe importanti per effettuare una valutazione, perchè la curva media potrebbe ",e("b",null,"mascherare problemi di specifiche query")," nei modelli.")),e(v.r,{title:"Mean Average Precision (MAP)"},e("p",null,"La media tra i valori di più curve di richiamo."),e("p",null,"È utile per le valutazioni in cui l'utente sta cercando ",e("b",null,"più documenti rilevanti")," alla volta.")),e(v.r,{title:"R-recall e R-precision"},e("p",null,"Valori di recall e precision riguardo i primi ",e(v.i,null,_(m()))," documenti restituiti."),e(z.a,null,"La prima pagina di Google (10 documenti) considererà i valori di 10-recall e 10-precision."))),e(v.s,{title:"Misure aggregate"},e(v.r,{title:"Misura F"},e("p",null,"È anche detta ",e("i",null,"media armonica"),"."),e("p",null,"Un ",e("b",null,"singolo valore")," che tiene conto sia della precisione ",e(v.i,null,_(p()))," sia del richiamo ",e(v.i,null,_(d())),":"),e(v.q,null,_(c()))),e(v.r,{title:"Misura E"},e("p",null,"Una versione più configurabile della Misura F che permette di ",e("b",null,"dare priorità")," ",e(v.i,null,_(s()))," a precisione (",e(v.i,null,_(u())),") o a richiamo (",e(v.i,null,_(o())),") in base alle proprie esigenze:"),e(v.q,null,_(r())))),e(v.s,{title:"Misure cumulative"},e(v.r,{title:"Discounted Cumulative Gain (DCG)"},e("p",null,"Misura per valutare i motori di ricerca online che tiene conto dell'",e("b",null,"ordine in cui vengono restituiti i documenti"),"."),e("p",null,"Si basa su ",e("b",null,"valutazioni di rilevanza")," e su ",e("b",null,"pesi posizionali")," dei risultati."),e(z.a,null,"Valuta quanto è stata utile questa ricerca:",e("span",{style:"font-size: xx-large; padding-left: 8px;"},"☆☆☆☆☆")),e(z.a,null,"La valutazione del primo risultato viene moltiplicata per ",e(v.i,null,_(t())),", la seconda per ",e(v.i,null,_(a())),", la terza per ",e(v.i,null,_(l()))," e così via.")),e(v.r,{title:"Normalized DCG (NDCG)",color:v.e.YELLOW},e("p",null,"Miglioramento alla DCG che supporta ",e("b",null,"quantità di risultati differenti"),"."),e("i",null,"Non dice la formula, e l'esempio non esemplifica un bel niente..."))))}}).call(this,n("hosL").h)}}]); +//# sourceMappingURL=route-GestioneDellInformazione.chunk.122eb.js.map \ No newline at end of file diff --git a/docs/route-GestioneDellInformazione.chunk.122eb.js.map b/docs/route-GestioneDellInformazione.chunk.122eb.js.map new file mode 100644 index 0000000..40d067a --- /dev/null +++ b/docs/route-GestioneDellInformazione.chunk.122eb.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/GestioneDellInformazione/11_Presentation.js","webpack:///./routes/GestioneDellInformazione/06_InformationContent.js","webpack:///./routes/GestioneDellInformazione/05_Thesaurus.js","webpack:///./routes/GestioneDellInformazione/08_Indexing.js","webpack:///./components/Example.less","webpack:///./routes/GestioneDellInformazione/index.js","webpack:///./routes/GestioneDellInformazione/04_DocumentProcessing.js","webpack:///./routes/GestioneDellInformazione/02_Similarity.js","webpack:///./components/ToBeContinued.js","webpack:///./routes/GestioneDellInformazione/07_AnalisiLessicale.js","webpack:///./routes/GestioneDellInformazione/01_InformationRetrival.js","webpack:///./components/Example.js","webpack:///./routes/GestioneDellInformazione/09_Modeling.js","webpack:///./routes/GestioneDellInformazione/03_Queries.js","webpack:///./routes/GestioneDellInformazione/00_Intro.js","webpack:///./routes/GestioneDellInformazione/10_Evaluation.js"],"names":["title","src","href","r","String","raw","module","exports","props","color","BoxColors","YELLOW","children","class","style","example","language"],"mappings":"8FAAA,gEAQe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASA,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,cACV,8BACoB,sCADpB,iFAGA,EAAC,IAAD,KACI,EAAC,IAAD,CAAOC,IAAK,sCAGpB,EAAC,IAAD,CAAOD,MAAO,oBACV,0CACgC,iCADhC,KAGA,4CACkC,yCADlC,WAC2E,mCAD3E,SAC4G,uBAD5G,0BACkJ,EAAC,IAAD,CAAME,KAAM,mBAAZ,aADlJ,MAGA,EAAC,IAAD,0FAIJ,EAAC,IAAD,CAAOF,MAAO,qBACV,oCAC0B,gCAD1B,KACoD,yCADpD,KAGA,sG,gnBChCdG,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASL,MAAO,+BACZ,EAAC,IAAD,CAAOA,MAAO,yBACV,6FACmF,EAAC,IAAD,KAASG,EAAT,MADnF,OAC8G,0BAD9G,IACiI,EAAC,IAAD,KAASA,EAAT,MADjI,WACmK,6EADnK,4CAGA,4DACkD,EAAC,IAAD,KAASA,EAAT,MADlD,MAIJ,EAAC,IAAD,CAAOH,MAAO,uBACV,yBACe,6BADf,6BAC8D,EAAC,IAAD,KAASG,EAAT,MAD9D,QAC0F,wBAD1F,0BAGA,EAAC,IAAD,KAASA,EAAT,MAGA,4BACkB,uBADlB,MACoC,sCADpC,W,6DCzBpB,gEAQe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASH,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,UACV,iBACO,8BADP,iDAGA,EAAC,IAAD,iEAC6D,EAAC,IAAD,CAAME,KAAM,yCAAZ,aAD7D,KACoI,EAAC,IAAD,CAAMA,KAAM,6CAAZ,UADpI,MAC6M,EAAC,IAAD,CAAMA,KAAM,8CAAZ,kBAD7M,KAGA,EAAC,IAAD,KACI,EAAC,IAAD,CAAMA,KAAM,kCAAZ,WADJ,0DACuH,EAAC,IAAD,CAAMA,KAAM,kDAAZ,qBADvH,0D,moCCddC,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASL,MAAO,kBACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,kBACQ,6BADR,qDAC+E,qBAD/E,MAC+F,2BAD/F,KAGA,eACI,iCADJ,8CAGA,yBACe,0BADf,SACuC,gCADvC,eAC2E,oBAD3E,mCACuH,wDADvH,KACyK,2BADzK,MAGA,oEAC0D,0CAD1D,oCAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,eACV,WACI,sBADJ,OACsB,4BADtB,iBAGA,kEAGA,YACI,YACI,6BADJ,oBAC0C,wBAD1C,oBAEI,EAAC,IAAD,KAAOG,EAAP,OAMJ,YACI,0BADJ,KACwB,mBADxB,qBACqD,qCADrD,oBAEI,EAAC,IAAD,KAAOA,EAAP,OAgBJ,YACI,0BADJ,yDAGA,YACI,sBADJ,oBACmC,wCADnC,mBAEI,EAAC,IAAD,KACI,EAAC,IAAD,CAAMD,KAAM,iEAAZ,kCAEJ,EAAC,IAAD,6CACyC,EAAC,IAAD,CAAUA,KAAM,eAAhB,wBADzC,MAIJ,YACI,yBADJ,qBACuC,mBADvC,sBAIJ,6BACmB,kCADnB,4BACsE,6BADtE,+BAIJ,EAAC,IAAD,CAAOF,MAAO,gBACV,WACI,sBADJ,OACsB,kCADtB,6BAGA,gDACsC,6BADtC,KAC6D,0BAD7D,MAGA,6CACmC,EAAC,IAAD,KAASG,EAAT,MADnC,wBACsF,qBADtF,MACsG,2BADtG,mDACyK,sBADzK,iEAGA,wDAC8C,wBAD9C,KAGA,qCAC2B,4BAD3B,2EAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOH,MAAO,wBACV,gGAGA,YACI,kBAAO,sBAAP,0DACA,kBAAO,qBAAP,uCACA,kBAAO,yBAAP,mDACA,kBAAO,0BAAP,+C,2CC5GxBM,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,oCCD3L,uKAce,qBACX,OACI,aACI,0CACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,S,6DC7BZ,gEAQe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASP,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,kBACQ,wBADR,iDAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,wBACV,qDAC2C,gCAD3C,KACqE,oBADrE,MAGA,+CACqC,kCADrC,QACoE,mBADpE,uBACmG,oBADnG,KAGA,uFAC6E,wCAD7E,OAIJ,EAAC,IAAD,CAAOA,MAAO,mCACV,wBACc,sBADd,kBAC2C,4BAD3C,4BAGA,wCAC8B,uBAD9B,SACmD,2BADnD,KAGA,uEAC6D,wBAD7D,mBAGA,EAAC,IAAD,iEAIJ,EAAC,IAAD,CAAOA,MAAO,yBACV,wBACc,iCADd,+BAGA,yBACe,mCADf,KAC4C,kCAD5C,kBAIJ,EAAC,IAAD,CAAOA,MAAO,gCACV,wBACc,2CADd,yBAGA,4IAIJ,EAAC,IAAD,CAAOA,MAAO,iCACV,wBACc,iDADd,iBAGA,uCAC6B,qBAD7B,UACiD,qBADjD,KAGA,eACI,qBADJ,4FAGA,eACI,qBADJ,mEAIJ,EAAC,IAAD,CAAOA,MAAO,uBACV,wBACc,yBADd,8BAC0D,wBAD1D,QAC+E,wBAD/E,KAGA,eACI,wBADJ,+CACgE,0BADhE,eAC8F,8BAD9F,W,0sCC1EdG,G,UAAIC,OAAOC,KAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASL,MAAO,wBACZ,EAAC,IAAD,CAAOA,MAAO,aACV,gCAGA,8BACoB,uBADpB,oBACoD,0CADpD,MAIJ,EAAC,IAAD,CAAOA,MAAO,cACV,kCAGA,8BACoB,qBADpB,+BAC6D,wCAD7D,MAIJ,EAAC,IAAD,CAAOA,MAAO,gBACV,mCAGA,8BACoB,wBADpB,yBAC0D,6CAD1D,cAKR,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,2FACiF,sCADjF,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,4BACV,mDACyC,qCADzC,sBACyF,EAAC,IAAD,KAASG,EAAT,MADzF,MACqH,EAAC,IAAD,KAASA,EAAT,MADrH,iBAGA,EAAC,IAAD,KAASA,EAAT,OAIJ,EAAC,IAAD,CAAOH,MAAO,wBACV,oDAC0C,sCAD1C,YACiF,oDADjF,IAC8H,EAAC,IAAD,KAASG,EAAT,MAD9H,KAGA,EAAC,IAAD,KAASA,EAAT,QAKR,EAAC,IAAD,CAASH,MAAO,yCACZ,EAAC,IAAD,CAAOA,MAAO,UACV,4FACkF,kCADlF,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,sBACV,mDACyC,6DADzC,IAC+F,EAAC,IAAD,KAASG,EAAT,MAD/F,uBAGA,EAAC,IAAD,KAASA,EAAT,Y,2DCzEpB,4BAEe,aAAUK,GACrB,OACI,EAAC,IAAD,CAAOR,MAAO,kBAAmBS,MAAOC,IAAUC,QAC9C,6DAGCH,EAAMI,a,2DCRnB,wCAMe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASZ,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,6BACV,4BACkB,6CADlB,wBAGA,qI,2DCdpB,8DAQe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASA,MAAO,8BACZ,EAAC,IAAD,CAAOA,MAAO,UACV,WACI,uBADJ,OACuB,uBADvB,MACyC,oCADzC,2BAC6F,8BAD7F,KAGA,kCACwB,oBADxB,aAC8C,wBAD9C,sBACiF,uBADjF,6BAGA,wDAC8C,gCAD9C,MAIJ,EAAC,IAAD,CAAOA,MAAO,aACV,WACI,6CADJ,sBAC4D,0BAD5D,KAGA,EAAC,IAAD,+H,2DC3BpB,qCAEe,aAAUQ,GACrB,OACI,SAAKK,MAAOC,IAAMC,SACbP,EAAMI,a,ynDCDbT,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASL,MAAO,gCACZ,EAAC,IAAD,CAAOA,MAAO,cACV,WACI,iCADJ,QACkC,qCADlC,KACiE,sBADjE,+BAGA,6CAGA,YACI,2BAAgB,EAAC,IAAD,KAASG,EAAT,OAChB,wBAAa,EAAC,IAAD,KAASA,EAAT,OACb,+BAAoB,sBAApB,IAAmC,EAAC,IAAD,KAASA,EAAT,MAAnC,oCAIZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOH,MAAO,oBACV,EAAC,IAAD,mEAGA,WACI,yBADJ,+DACiF,4BADjF,KACuG,0BADvG,MAGA,yBACe,mBADf,0DAGA,wCAC8B,2BAD9B,yCACuF,wCADvF,KAGA,WACI,2BADJ,kFAIJ,EAAC,IAAD,CAAOA,MAAO,oBACV,EAAC,IAAD,KACI,sBADJ,+CAGA,WACI,kCADJ,8CACyE,EAAC,IAAD,KAASG,EAAT,MADzE,+CAC4I,EAAC,IAAD,KAASA,EAAT,MAD5I,wBAGA,qBACW,kCADX,mDAGA,6DACmD,2BADnD,MAIJ,EAAC,IAAD,CAAOH,MAAO,sBACV,EAAC,IAAD,iDAGA,WACI,yBADJ,gBACkC,6BADlC,2CAC+F,oCAD/F,uDAC+K,oBAD/K,qCAGA,WACI,uCADJ,sFAGA,EAAC,IAAD,KAASG,EAAT,MAGA,sKAC4J,kCAD5J,kBACqM,iBADrM,qBACgO,kBADhO,MAGA,uEAIJ,EAAC,IAAD,CAAOH,MAAO,0BACV,WACI,yBADJ,yCAC2D,0BAD3D,uDAGA,4CACkC,EAAC,IAAD,KAASG,EAAT,MADlC,gFACwI,6CADxI,2HACqS,EAAC,IAAD,KAASA,EAAT,MADrS,KAGA,WACI,kFAGR,EAAC,IAAD,CAAOH,MAAO,iBACV,6BACmB,+BADnB,0DACiG,uCADjG,KAGA,oCAC0B,EAAC,IAAD,KAASG,EAAT,MAD1B,MACoD,EAAC,IAAD,KAASA,EAAT,MADpD,mEAGA,gEAGA,EAAC,IAAD,KAASA,EAAT,OAQJ,EAAC,IAAD,CAAOH,MAAO,gBACV,WACI,yBADJ,gEACkF,oCADlF,0BACqI,sCADrI,KAGA,kFACwE,0BADxE,oCAGA,WACI,gE,2DClHxB,gEAQe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASA,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,+BACV,iBACO,wBADP,4CACgE,qCADhE,MAIJ,EAAC,IAAD,CAAOA,MAAO,SACV,iBACO,yBADP,8BACmD,6CADnD,KAGA,0GACgG,oCADhG,YACqI,uCADrI,SAC0K,oDAD1K,OAKR,EAAC,IAAD,CAASA,MAAO,mBACZ,EAAC,IAAD,CAAOA,MAAO,uBACV,EAAC,IAAD,KACI,EAAC,IAAD,CAAME,KAAM,6EAAZ,aADJ,SACmH,EAAC,IAAD,CAAMA,KAAM,sDAAZ,uBADnH,iCAC6O,4BAD7O,KAGA,wBACc,4BADd,0CAGA,2CACiC,yBADjC,mBACkE,2BADlE,oBACsG,oBADtG,qCACoJ,yBADpJ,sBAGA,2HAGA,EAAC,IAAD,uIAIJ,EAAC,IAAD,CAAOF,MAAO,uBACV,EAAC,IAAD,WACO,EAAC,IAAD,CAAME,KAAM,yBAAZ,SADP,QAC6D,EAAC,IAAD,CAAMA,KAAM,oDAAZ,QAD7D,2DAGA,wBACc,6BADd,0CAGA,8CACoC,uBADpC,KACqD,uBADrD,KACsE,4BADtE,MAC6F,yBAD7F,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOF,MAAO,iBACV,EAAC,IAAD,KACI,EAAC,IAAD,CAAME,KAAM,0BAAZ,UADJ,KACyD,EAAC,IAAD,CAAMA,KAAM,2BAAZ,cADzD,KACmH,EAAC,IAAD,CAAMA,KAAM,2BAAZ,UADnH,+DAGA,WACI,wBADJ,yDAC0E,iCAD1E,KACqG,qBADrG,KACuH,oBADvH,MACyI,qBADzI,2BAGA,EAAC,IAAD,qFACiF,EAAC,IAAD,CAAMA,KAAM,yCAAZ,0BADjF,MAIJ,EAAC,IAAD,CAAOF,MAAO,oBACV,EAAC,IAAD,KACI,EAAC,IAAD,CAAME,KAAM,iDAAZ,gBADJ,4IAGA,qEAC2D,+CAD3D,oBAIJ,EAAC,IAAD,CAAOF,MAAO,uBACV,EAAC,IAAD,KACI,EAAC,IAAD,CAAME,KAAM,qCAAZ,QADJ,kGAGA,uCAC6B,sCAD7B,0C,2DChFpB,oDAOe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASF,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAME,KAAM,wCAAZ,+BAGZ,EAAC,IAAD,CAAOF,MAAO,gBACV,YACI,YAAI,EAAC,IAAD,CAAME,KAAM,2DAAZ,2BAGZ,EAAC,IAAD,CAAOF,MAAO,yBACV,+EACqE,EAAC,IAAD,CAAME,KAAM,qCAAZ,SADrE,KAGA,EAAC,IAAD,CAAMc,SAAU,QAAhB,sH,2sDCpBdb,G,UAAIC,OAAOC,KAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASL,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,YACV,iBACO,iEADP,KAGA,EAAC,IAAD,KAASG,EAAT,OAIJ,EAAC,IAAD,CAAOH,MAAO,cACV,iBACO,mEADP,KAGA,EAAC,IAAD,KAASG,EAAT,QAKR,EAAC,IAAD,CAASH,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,8BACV,4BACkB,mBADlB,kDAGA,eACI,mBADJ,8EAGA,4HACkH,yCADlH,KAGA,4EACkE,kCADlE,KAGA,EAAC,IAAD,oGACgG,0BADhG,MAIJ,EAAC,IAAD,CAAOA,MAAO,sCACV,kJACwI,yCADxI,KAGA,uCAC6B,4CAD7B,4FAGA,EAAC,IAAD,8EAC0E,yBAD1E,MAIJ,EAAC,IAAD,CAAOA,MAAO,2BACV,sCAC4B,sCAD5B,4DACmH,iDADnH,gCAGA,sGAC4F,sDAD5F,kBAIJ,EAAC,IAAD,CAAOA,MAAO,gCACV,8DAGA,sEAC4D,sCAD5D,iBAIJ,EAAC,IAAD,CAAOA,MAAO,0BACV,4DACkD,EAAC,IAAD,KAASG,EAAT,MADlD,0BAGA,EAAC,IAAD,qGAKR,EAAC,IAAD,CAASH,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,YACV,4BACkB,6BADlB,KAGA,iBACO,6BADP,yCACkE,EAAC,IAAD,KAASG,EAAT,MADlE,qBAC2G,EAAC,IAAD,KAASA,EAAT,MAD3G,KAGA,EAAC,IAAD,KAASA,EAAT,OAIJ,EAAC,IAAD,CAAOH,MAAO,YACV,4EACkE,4BADlE,IACuF,EAAC,IAAD,KAASG,EAAT,MADvF,kBAC6H,EAAC,IAAD,KAASA,EAAT,MAD7H,mBACwK,EAAC,IAAD,KAASA,EAAT,MADxK,oCAGA,EAAC,IAAD,KAASA,EAAT,QAKR,EAAC,IAAD,CAASH,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,oCACV,kFACwE,2DADxE,KAGA,yBACe,uCADf,SACoD,+BADpD,mBAGA,EAAC,IAAD,mDAEI,UAAMc,MAAO,2CAAb,UAIJ,EAAC,IAAD,kEAC8D,EAAC,IAAD,KAASX,EAAT,MAD9D,oBACwH,EAAC,IAAD,KAASA,EAAT,MADxH,kBACgL,EAAC,IAAD,KAASA,EAAT,MADhL,iBAIJ,EAAC,IAAD,CAAOH,MAAO,wBAAyBS,MAAOC,IAAUC,QACpD,kDACwC,+CADxC,KAGA,sF","file":"route-GestioneDellInformazione.chunk.122eb.js","sourcesContent":["import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, Image} from \"bluelib\";\nimport Example from \"../../components/Example\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Le summary sono brevi spezzoni di testo che permettono all'utente di capire quali documenti siano rilevanti per lui.\n

    \n \n \n \n     \n \n

    \n Summary fisse che dipendono solo dal documento.\n

    \n

    \n Possono essere generate dalle prime parole del documento, dalle frasi più importanti o da metadati del documento stesso (OpenGraph).\n

    \n \n Opinione personale: le summary generate da OpenGraph solitamente fanno schifo :(\n \n     \n \n

    \n Summary che dipendono sia dal documento, sia dalla query effettuata.\n

    \n

    \n Generalmente, estraggono le frasi vicino alle occorrenze dei termini della query.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Un supplemento al thesaurus specifico a un certo testo: aggiunge ad ogni token {r`c`} la probabilità {r`P(c)`} che un termine selezionato a caso del testo appartenga al sottoalbero formato dal token e i suoi discendenti.\n

    \n

    \n La radice del thesaurus ha sempre probabilità {r`1`}.\n

    \n     \n \n

    \n Una misura probabilistica di quanto un certo token {r`c`} sia specifico in un certo contesto:\n

    \n {r`\n IC(c) = - \\log \\left( P(c) \\right)\n `}\n

    \n È anche detta sorpresa o informazione di Shannon.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, Todo} from \"bluelib\";\nimport Example from \"../../components/Example\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Un albero di token organizzati in una gerarchia di significato.\n

    \n \n Il token \"mela\" avrà come genitore \"frutto\" e come figli \"Renetta\", \"Fuji\" e \"Granny Smith\".\n \n \n WordNet è un thesaurus generale per la lingua inglese, mentre Nuovo soggettario è un thesaurus generale per la lingua italiana.\n \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, Code, BaseLink} from \"bluelib\";\nimport Example from \"../../components/Example\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Una struttura dati che permette di velocizzare le ricerche su testi grandi e semi-statici.\n

    \n \n

    \n Si crea un vocabolario dall'insieme dei token, e ad ogni token del vocabolario si associa una lista ordinata di tutte le sue occorrenze (posting list).\n

    \n

    \n L'efficacia ed efficienza dell'indice dipendono dalle strutture di indicizzazione utilizzate per serializzarlo.\n

    \n     \n
    \n
    \n \n

    \n Insieme di tutti i token ricercabili.\n

    \n

    \n Può essere implementato con diverse strutture dati:\n

    \n
      \n
    • \n Array ordinato, utilizzando la bisezione per gli accessi;\n {r`\n ciao → R1, R15, R123\n steffo → R1, R14\n ciano → R1231\n `}\n
      • \n
    • \n Prefix tree (trie), utilizzando le proprietà degli alberi per gli accessi;\n {r`\n - [root]\n - c\n - i\n - a\n - o\n - R1\n - R15\n - R123\n - no\n - R1231\n - steffo\n - R1\n - R14\n `}\n
      • \n
    • \n Suffix tree, come il prefix tree ma partendo dall'ultima lettera\n
      • \n
    • \n B+ tree, utilizzando le proprietà degli alberi B+ per gli accessi\n \n Visualizzazione di un B+ tree\n \n \n È la stessa struttura utilizzata dai database relazionali.\n \n
      • \n
    • \n Dizionario, utilizzando gli hash per gli accessi.\n
      • \n
    \n

    \n Per permettere pattern-based query, è possibile utilizzare più vocabolari per un singolo documento.\n

    \n     \n \n

    \n Insieme di tutte le occorrenze di un determinato token.\n

    \n

    \n Viene implementata attraverso una lista ordinata (sorted list).\n

    \n

    \n Essendo ordinata, è efficiente {r`O(n + m)`} nelle operazioni di unione e intersezione tra più posting list: si mantiene su ognuna un cursore che avanza quando l'occorrenza a cui punta è stata superata.\n

    \n

    \n Non è però efficiente nelle operazioni di negazione.\n

    \n

    \n È possibile aggiungere skip pointers alle posting list, in modo da rendere più efficiente l'intersezione.\n

    \n     \n
    \n
    \n \n

    \n Per effettuare una ricerca utilizzando l'indice, sono necessari i seguenti passi:\n

    \n
      \n
    1. Si cercano individualmente i termini della query nel vocabolario
      2. \n
    2. Si accede alle posting list dei vari termini
      3. \n
    3. Si effettuano operazioni logiche sui dati delle posting list
      4. \n
    4. Si restituisce il sottoinsieme di token risultante
      5. \n
    \n     \n
    \n     \n )\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import Intro from \"./00_Intro\";\nimport InformationRetrieval from \"./01_InformationRetrival\";\nimport Similarity from \"./02_Similarity\";\nimport Queries from \"./03_Queries\";\nimport DocumentProcessing from \"./04_DocumentProcessing\";\nimport Thesaurus from \"./05_Thesaurus\";\nimport InformationContent from \"./06_InformationContent\";\nimport AnalisiLessicale from \"./07_AnalisiLessicale\";\nimport Indexing from \"./08_Indexing\";\nimport Modeling from \"./09_Modeling\";\nimport Evaluation from \"./10_Evaluation\";\nimport Presentation from \"./11_Presentation\";\n\n\nexport default function () {\n return (\n
    \n

    Gestione dell'informazione

    \n \n \n \n \n \n \n \n \n \n \n \n \n
    \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\nimport ToBeContinued from \"../../components/ToBeContinued\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Una procedura che ottimizza un documento per la ricerca.\n

    \n     \n
    \n
    \n \n

    \n Passo che trasforma il documento in un insieme di parole (token).\n

    \n

    \n Deve decidere come considerare i simboli tipografici, il case delle lettere e le cifre.\n

    \n

    \n Inoltre, è possibile che disambigui tra i vari significati delle parole (word sense disambiguation).\n

    \n     \n \n

    \n Passo che elimina dalla lista i token inutili ai fini delle ricerche.\n

    \n

    \n Esse solitamente sono gli articoli e le preposizioni.\n

    \n

    \n Con l'avanzare degli anni, le stopwords hanno iniziato a diminuire sempre di più.\n

    \n \n I motori di ricerca moderni non usano nessuna stopword.\n \n     \n \n

    \n Passo che riduce alla radice tutti i token della lista.\n

    \n

    \n Converte i plurali in singolari, passati ai presenti, e così via.\n

    \n     \n \n

    \n Passo che rimuove i caratteri speciali contenuti nei token.\n

    \n

    \n Duplica le parole separate da trattino nella versione con spazio e senza spazio, rimuove gli accenti non significativi, etc.\n

    \n     \n \n

    \n Passo che seleziona i termini più importanti della lista.\n

    \n

    \n Generalmente sfrutta dei parser o dei tagger.\n

    \n \n \n     \n \n

    \n Passo che classifica il documento in una o più categorie del thesaurus.\n

    \n \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\nimport ToBeContinued from \"../../components/ToBeContinued\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
    \n synonymy\n
    \n

    \n Due parole sono sinonimi quando hanno lo stesso identico significato.\n

    \n     \n \n
    \n similarity\n
    \n

    \n Due parole sono simili rappresentano concetti con caratteristiche in comune.\n

    \n     \n \n
    \n relatedness\n
    \n

    \n Due parole sono correlate quando rappresentano concetti vengono usati insieme spesso.\n

    \n     \n
    \n
    \n \n

    \n Un modo per misurare la somiglianza tra due parole confrontando solo la loro posizione nel thesaurus.\n

    \n     \n
    \n
    \n \n

    \n Calcola la similarità basandosi sull'inverso della distanza tra le due parole {r`c_1`} e {r`c_2`} nell'albero:\n

    \n {r`\n sim\\_pd(c_1, c_2) = \\frac{1}{dist(c_1, c_2) + 1}\n `}\n     \n \n

    \n Calcola la similarità basandosi sulla profondità dei due nodi e sulla profondità del minimo antenato comune {r`mac`}:\n

    \n {r`\n sim\\_wp(c_1, c_2) = \\frac{2 \\cdot depth(mac(c_1, c_2))}{depth(c_1) + depth(c_2)}\n `}\n     \n
    \n
    \n \n

    \n Un modo per misurare la similarità tra due parole attraverso i loro valori di information content.\n

    \n     \n
    \n
    \n \n

    \n Calcola la similarità basandosi sull'information content del minimo antenato comune {r`mac`} tra i due termini.\n

    \n {r`\n sim\\_rs(c_1, c_2) = - \\log P( mac(c_1, c_2) )\n `}\n     \n
    \n     \n )\n}\n","import {BoxColors, Panel} from \"bluelib\";\n\nexport default function (props) {\n return (\n \n

    \n Questa sezione è incompleta. Torna più avanti!\n

    \n {props.children}\n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Procedura che disambigua tra più significati dello stesso token.\n

    \n

    \n Si può realizzare confrontando la somiglianza di ogni significato con tutti gli altri nomi presenti nella frase.\n

    \n     \n
    \n     \n )\n}\n","import {Panel, Section} from \"bluelib\";\nimport {Fragment} from \"preact\";\nimport Example from \"../../components/Example\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n \n
    \n \n

    \n Processo di raccolta e recupero approssimato di informazioni spesso non strutturate.\n

    \n

    \n Riceve in input una query, elabora documenti e restituisce una risposta più rilevante possibile.\n

    \n

    \n Un'applicazione che effettua IR si chiama motore di ricerca.\n

    \n     \n \n

    \n Raggruppamenti di informazioni che possono avere varie forme.\n

    \n \n Potrebbe essere un documento un file, oppure un gruppo di informazioni contenute in quel file (email, slides)...\n \n     \n
    \n     \n )\n}\n","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, BoxColors} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Modelli matematici che ordinano per rilevanza (ranking) i risultati di una query.\n

    \n

    \n Formalmente, sono composti da:\n

    \n
      \n
    • I documenti {r`D`}
      • \n
    • La query {r`Q`}
      • \n
    • Una funzione di ranking {r`rank(q_i, d_j) \\to \\mathbb{R}`} che quantifica la similarità
      • \n
    \n     \n
    \n
    \n \n \n I motori di ricerca web usano generalmente questo modello.\n \n

    \n Modello IR che rappresenta ogni documento come un insieme ordinato di parole chiave (index terms).\n

    \n

    \n Associa un peso a ogni token, e ordina l'insieme in base a quel peso.\n

    \n

    \n Generalmente, i pesi sono indipendenti uno dall'altro, e questo permette di calcolarli parallelamente.\n

    \n

    \n Bag-of-words: L'ordine delle parole nel documento viene solitamente ignorato dal ranking.\n

    \n     \n \n \n grep è a tutti gli effetti un modello booleano.\n \n

    \n Modello IR classico che dà un peso booleano a ogni documento: {r`1`} se soddisfa tutti i requisiti della query, {r`0`} se non li soddisfa.\n

    \n

    \n Ha una precisione perfetta, ma richiede query ben preparate e specifiche.\n

    \n

    \n È anche facile da implementare utilizzando una posting list.\n

    \n     \n \n \n Apache Lucene si basa su questo modello.\n \n

    \n Modello IR in cui ogni caratteristica di un documento è rappresentata con un valore floating point e l'intero documento è quindi rappresentato da una n-pla di tutte le sue caratteristiche.\n

    \n

    \n Similarità cosinusoidale: il ranking si basa sull'angolo tra il \"vettore query\" e il \"vettore documento\":\n

    \n {r`\n rank(d_j, q) = \\frac{d_j \\cdot q}{\\| d_j \\| \\times \\| q \\|}\n `}\n

    \n Spesso si associa un peso a ogni dimensione in modo da variare l'importanza di una data caratteristica; comunemente, per i testi, si usano come pesi le frequenza dei token normalizzate (df) o logaritmiche (idf).\n

    \n

    \n Come il modello classico, ignora l'ordine delle parole.\n

    \n     \n \n

    \n Modello IR che effettua il ranking in base alla probabilità di comparsa dei termini della query nei documenti.\n

    \n

    \n Si basa sul calcolare un peso {r`c_i`} per ogni termine della query. Quest'ultimo diventa più grande se il termine compare in documenti rilevanti, e più piccolo se compare in documenti irrilevanti. Se il termine compare in ugual modo in entrambi, allora esso varrà {r`0`}.\n

    \n

    \n Ci sarebbe una dimostrazione complessa che ho omesso per brevità.\n

    \n     \n \n

    \n Estensione del modello booleano che ammette la possibilità che certe condizioni siano parzialmente soddisfatte.\n

    \n

    \n Invece che usare solo {r`0`} e {r`1`}, permette ai documenti di avere valori intermedi tra quei due.\n

    \n

    \n Le operazioni booleane vengono quindi modificate:\n

    \n {r`\n \\begin{cases}\n a \\land b = \\min(a, b)\\\\\n a \\lor b = \\max(a, b)\\\\\n \\neg\\ a = 1 - a\n \\end{cases} \n `}\n     \n \n

    \n Modello IR simile ai modelli classici che però tiene conto anche della frequenza dei termini nei documenti e della lunghezza dei documenti.\n

    \n

    \n Permette anche di tenere in considerazione la frequenza dei termini nella query, nel caso essa sia molto lunga.\n

    \n

    \n Ci sono formule che ho omesso per brevità.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\nimport Example from \"../../components/Example\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n La richiesta di informazioni effettuata da un utente in linguaggio naturale.\n

    \n     \n \n

    \n La traduzione dell'UIN in un linguaggio specifico al motore di ricerca.\n

    \n

    \n La complessità di questo linguaggio dipende dall'utilizzatore del motore di ricerca: il suo livello di esperienza, il suo background di conoscenze e il livello di approfondimento desiderato.\n

    \n     \n
    \n
    \n \n \n Wikipedia e la ricerca di Telegram usano un linguaggio di query keyword-based.\n \n

    \n Definisce parole chiave da cercare all'interno dei documenti.\n

    \n

    \n In esse, è possibile cercare molteplici parole chiave, concatenarle per formare una frase oppure cercare parole a una data prossimità l'una dall'altra.\n

    \n

    \n Spesso processa il linguaggio naturale per trasformarne le parole specifiche in parole chiave più generiche.\n

    \n \n Cercando su Telegram un plurale inglese, verranno restituiti anche i messaggi che riportano la stessa parola ma al singolare.\n \n     \n \n \n Le regex e i glob sono due dei pattern-based query languages più comuni.\n \n

    \n Definisce parti di testo da cercare all'interno dei documenti.\n

    \n

    \n Permettono dunque la ricerca di prefissi, suffissi, sottostringhe e intervalli.\n

    \n     \n
    \n
    \n \n \n Google, DuckDuckGo, Ecosia usano tutti un linguaggio di query keyword-based booleano.\n \n

    \n Estendono gli altri tipi di query permettendo l'inserimento di operatori booleani (AND, OR e NOT) tra le parole chiave.\n

    \n \n Per esempi sulla sintassi per effettuare ricerche booleane su Google, visita Google Advanced Search.\n \n     \n \n \n Google Books permette di sfruttare la struttura fissa delle informazioni sui libri (titolo, autore, editore...) per ottenere risultati più precisi.,\n \n

    \n Permettono di effettuare i precedenti tipi di query su specifiche parti della struttura dei documenti.\n

    \n     \n \n \n MeSH cataloga i paper di medicina caricati su PubMed organizzandoli in una gerarchia di categorie.\n \n

    \n Limitano le keyword a un vocabolario predefinito utilizzato anche dai documenti.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, BaseLink, Code} from \"bluelib\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
      \n
    • Prof. Federica Mandreoli
      • \n
    \n     \n \n
      \n
    • Pagina Dolly Unimore
      • \n
    \n     \n \n

    \n Puoi scaricare le videolezioni di Gestione dell'informazione con bbbdl:\n

    \n \n bbbdl sync -r https://raw.githubusercontent.com/Steffo99/unimoreinfo-wiki/main/gestionedellinformazione.json\n \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, BoxColors} from \"bluelib\";\nimport Example from \"../../components/Example\";\nimport ToBeContinued from \"../../components/ToBeContinued\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n La frazione dei documenti rilevanti totali restituita:\n

    \n {r`\n \\frac{R \\cap A}{R}\n `}\n     \n \n

    \n La frazione dei documenti restituiti che sono rilevanti:\n

    \n {r`\n \\frac{R \\cap A}{A}\n `}\n     \n
    \n
    \n \n

    \n Si effettuano test e si valutano precisione e richiamo ottenuti.\n

    \n \n

    \n Il modello IR ideale ha valori di richiamo e precisione di 1, ma nella realtà questi valori tendono ad essere inversamente proporzionali.\n

    \n

    \n Un fattore significativo nel richiamo e nella precisione è la forma del documento.\n

    \n \n Libri interi, capitoli, pagine o frasi; possono essere tutti documenti, cambia solo la loro granularità.\n \n     \n \n

    \n Si fissano un certo numero di livelli di richiamo desiderati e si misura la precisione che ha il modello in quei punti, creando una curva di richiamo standard.\n

    \n

    \n È possibile ottenere una curva di richiamo interpolata prendendo per ogni punto il valore di massima precisione tra esso e i punti precedenti.\n

    \n \n Interpolata mi sembra un termine orribile... Non sarebbe molto meglio monotonica?\n \n     \n \n

    \n È possibile misurare la curva di richiamo media effettuando la media su più query dei vari valori, e la curva di richiamo a valore singolo effettuando una query sola.\n

    \n

    \n Sono entrambe importanti per effettuare una valutazione, perchè la curva media potrebbe mascherare problemi di specifiche query nei modelli.\n

    \n     \n \n

    \n La media tra i valori di più curve di richiamo.\n

    \n

    \n È utile per le valutazioni in cui l'utente sta cercando più documenti rilevanti alla volta.\n

    \n     \n \n

    \n Valori di recall e precision riguardo i primi {r`R`} documenti restituiti.\n

    \n \n La prima pagina di Google (10 documenti) considererà i valori di 10-recall e 10-precision.\n \n     \n
    \n
    \n \n

    \n È anche detta media armonica.\n

    \n

    \n Un singolo valore che tiene conto sia della precisione {r`p`} sia del richiamo {r`r`}:\n

    \n {r`\n F = \\frac{2}{\\frac{1}{p} + \\frac{1}{r}}\n `}\n     \n \n

    \n Una versione più configurabile della Misura F che permette di dare priorità {r`b`} a precisione ({r`b > 1`}) o a richiamo ({r`b < 1`}) in base alle proprie esigenze:\n

    \n {r`\n E = 1 - \\frac{1 + b^2}{\\frac{b^2}{r} + \\frac{1}{p}}\n `}\n     \n
    \n
    \n \n

    \n Misura per valutare i motori di ricerca online che tiene conto dell'ordine in cui vengono restituiti i documenti.\n

    \n

    \n Si basa su valutazioni di rilevanza e su pesi posizionali dei risultati.\n

    \n \n Valuta quanto è stata utile questa ricerca:\n \n ☆☆☆☆☆\n \n \n \n La valutazione del primo risultato viene moltiplicata per {r`\\frac{1}{\\log_2(1)}`}, la seconda per {r`\\frac{1}{\\log_2(2)}`}, la terza per {r`\\frac{1}{\\log_2(3)}`} e così via.\n \n     \n \n

    \n Miglioramento alla DCG che supporta quantità di risultati differenti.\n

    \n \n Non dice la formula, e l'esempio non esemplifica un bel niente...\n \n     \n
    \n     \n )\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-GestioneDellInformazione.chunk.a1161.css b/docs/route-GestioneDellInformazione.chunk.a1161.css new file mode 100644 index 0000000..3c4dea0 --- /dev/null +++ b/docs/route-GestioneDellInformazione.chunk.a1161.css @@ -0,0 +1 @@ +.red__2y1B_{color:#ff7d7d}.orange__dD2kx{color:#ffbb7d}.yellow__OEpwl{color:#ffff7d}.lime__CVe41{color:#7dff7d}.cyan__26ZAg{color:#7dffff}.blue__LO7Xm{color:#7d7dff}.magenta__1Akee{color:#ff7dff}.example__2PzAa{color:#d3a1ff;padding:4px;border-radius:4px;margin:4px 0}.example__2PzAa,.example__2PzAa table{background-color:rgba(211,161,255,.05)}.example__2PzAa table{border-spacing:0;border:2px solid rgba(211,161,255,.1);border-collapse:collapse}.example__2PzAa table tbody td,.example__2PzAa table tbody th,.example__2PzAa table thead td,.example__2PzAa table thead th{padding:4px;border:1px solid rgba(211,161,255,.1)}.example__2PzAa table thead{background-color:rgba(211,161,255,.1);color:#fff} \ No newline at end of file diff --git a/docs/route-GestioneDellInformazione.chunk.af84a.esm.js b/docs/route-GestioneDellInformazione.chunk.af84a.esm.js new file mode 100644 index 0000000..a037945 --- /dev/null +++ b/docs/route-GestioneDellInformazione.chunk.af84a.esm.js @@ -0,0 +1,44 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[7],{"0tML":function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI"),t=i("ke5e"),o=i("YNhk");l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Summaries"},e(a.r,{title:"Cosa sono?"},e("p",null,"Le summary sono ",e("b",null,"brevi spezzoni di testo")," che permettono all'utente di capire quali documenti siano rilevanti per lui."),e(t.a,null,e(a.j,{src:"https://i.imgur.com/8aMrIDY.png"}))),e(a.r,{title:"Static summaries"},e("p",null,"Summary fisse che dipendono ",e("b",null,"solo dal documento"),"."),e("p",null,"Possono essere generate dalle ",e("b",null,"prime parole del documento"),", dalle ",e("b",null,"frasi più importanti")," o da ",e("b",null,"metadati")," del documento stesso (",e(o.a,{href:"https://ogp.me/"},"OpenGraph"),")."),e(t.a,null,"Opinione personale: le summary generate da OpenGraph solitamente fanno schifo :(")),e(a.r,{title:"Dynamic summaries"},e("p",null,"Summary che dipendono ",e("b",null,"sia dal documento"),", ",e("b",null,"sia dalla query effettuata"),"."),e("p",null,"Generalmente, estraggono le frasi vicino alle occorrenze dei termini della query."))))}}).call(this,i("hosL").h)},"0vRf":function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI");let t,o,r,u,s,c=e=>e;const d=String.raw;l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Un approccio probabilistico"},e(a.r,{title:"Probabilità dei token"},e("p",null,"Un supplemento al thesaurus specifico a un certo testo: aggiunge ad ogni token ",e(a.i,null,d(t||(t=c`c`)))," la ",e("b",null,"probabilità")," ",e(a.i,null,d(o||(o=c`P(c)`)))," che un ",e("b",null,"termine selezionato a caso del testo appartenga al sottoalbero")," formato dal token e i suoi discendenti."),e("p",null,"La radice del thesaurus ha sempre probabilità ",e(a.i,null,d(r||(r=c`1`))),".")),e(a.r,{title:"Information content"},e("p",null,"Una misura ",e("b",null,"probabilistica")," di quanto un certo token ",e(a.i,null,d(u||(u=c`c`)))," sia ",e("b",null,"specifico")," in un certo contesto:"),e(a.q,null,d(s||(s=c` + IC(c) = - \log \left( P(c) \right) + `))),e("p",null,"È anche detta ",e("i",null,"sorpresa")," o ",e("i",null,"informazione di Shannon"),"."))))}}).call(this,i("hosL").h)},"1Gqa":function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI"),t=i("ke5e"),o=i("YNhk");l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Thesaurus"},e(a.r,{title:"Cos'è?"},e("p",null,"Un ",e("b",null,"albero di token")," organizzati in una gerarchia di significato."),e(t.a,null,'Il token "mela" avrà come genitore "frutto" e come figli ',e(o.a,{href:"https://it.wikipedia.org/wiki/Renetta"},'"Renetta"'),", ",e(o.a,{href:"https://it.wikipedia.org/wiki/Fuji_(mela)"},'"Fuji"')," e ",e(o.a,{href:"https://it.wikipedia.org/wiki/Granny_Smith"},'"Granny Smith"'),"."),e(t.a,null,e(o.a,{href:"https://wordnet.princeton.edu/"},"WordNet")," è un thesaurus generale per la lingua inglese, mentre ",e(o.a,{href:"https://thes.bncf.firenze.sbn.it/thes-dati.htm"},"Nuovo soggettario")," è un thesaurus generale per la lingua italiana."))))}}).call(this,i("hosL").h)},"29je":function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI"),t=i("ke5e"),o=i("YNhk");let r,u,s,c=e=>e;const d=String.raw;l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Indicizzazione"},e(a.r,{title:"Inverted index"},e("p",null,"Una ",e("b",null,"struttura dati")," che permette di velocizzare le ricerche su testi ",e("b",null,"grandi")," e ",e("b",null,"semi-statici"),"."),e("aside",null,e("u",null,"Testo semi-statico"),": un testo che viene aggiornato raramente."),e("p",null,"Si crea un ",e("i",null,"vocabolario")," dall'",e("b",null,"insieme dei token"),", e ad ogni ",e("b",null,"token")," del vocabolario si associa una ",e("b",null,"lista ordinata di tutte le sue occorrenze")," (",e("i",null,"posting list"),")."),e("p",null,"L'efficacia ed efficienza dell'indice dipendono dalle ",e("i",null,"strutture di indicizzazione")," utilizzate per serializzarlo."))),e(a.s,null,e(a.r,{title:"Vocabolario"},e("p",null,e("b",null,"Insieme")," di ",e("b",null,"tutti i token")," ricercabili."),e("p",null,"Può essere implementato con diverse strutture dati:"),e("ul",null,e("li",null,e("b",null,"Array ordinato"),", utilizzando la ",e("b",null,"bisezione")," per gli accessi;",e(a.f,null,d(r||(r=c` + ciao → R1, R15, R123 + steffo → R1, R14 + ciano → R1231 + `)))),e("li",null,e("b",null,"Prefix tree")," (",e("i",null,"trie"),"), utilizzando le ",e("b",null,"proprietà degli alberi")," per gli accessi;",e(a.f,null,d(u||(u=c` + - [root] + - c + - i + - a + - o + - R1 + - R15 + - R123 + - no + - R1231 + - steffo + - R1 + - R14 + `)))),e("li",null,e("b",null,"Suffix tree"),", come il prefix tree ma partendo dall'ultima lettera"),e("li",null,e("b",null,"B+ tree"),", utilizzando le ",e("b",null,"proprietà degli alberi B+")," per gli accessi",e(t.a,null,e(o.a,{href:"https://www.cs.usfca.edu/~galles/visualization/BPlusTree.html"},"Visualizzazione di un B+ tree")),e(t.a,null,"È la stessa struttura utilizzata dai ",e(a.b,{href:"/basididati"},"database relazionali"),".")),e("li",null,e("b",null,"Dizionario"),", utilizzando gli ",e("b",null,"hash")," per gli accessi.")),e("p",null,"Per permettere ",e("i",null,"pattern-based query"),", è possibile utilizzare ",e("b",null,"più vocabolari")," per un singolo documento.")),e(a.r,{title:"Posting list"},e("p",null,e("b",null,"Insieme")," di ",e("b",null,"tutte le occorrenze")," di un determinato token."),e("p",null,"Viene implementata attraverso una ",e("b",null,"lista ordinata")," (",e("i",null,"sorted list"),")."),e("p",null,"Essendo ordinata, è efficiente ",e(a.i,null,d(s||(s=c`O(n + m)`)))," nelle operazioni di ",e("b",null,"unione")," e ",e("b",null,"intersezione")," tra più posting list: si mantiene su ognuna un ",e("b",null,"cursore")," che avanza quando l'occorrenza a cui punta è stata superata."),e("p",null,"Non è però efficiente nelle operazioni di ",e("b",null,"negazione"),"."),e("p",null,"È possibile aggiungere ",e("i",null,"skip pointers")," alle posting list, in modo da rendere più efficiente l'intersezione."))),e(a.s,null,e(a.r,{title:"Utilizzo dell'indice"},e("p",null,"Per effettuare una ricerca utilizzando l'indice, sono necessari i seguenti passi:"),e("ol",null,e("li",null,"Si ",e("b",null,"cercano")," individualmente i termini della query nel vocabolario"),e("li",null,"Si ",e("b",null,"accede")," alle posting list dei vari termini"),e("li",null,"Si ",e("b",null,"effettuano")," operazioni logiche sui dati delle posting list"),e("li",null,"Si ",e("b",null,"restituisce")," il sottoinsieme di token risultante")))))}}).call(this,i("hosL").h)},"2w3n":function(e){e.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},"3f/I":function(e,l,i){"use strict";i.r(l),function(e){var n=i("uilM"),a=i("hGQu"),t=i("KMEV"),o=i("roys"),r=i("9ooG"),u=i("1Gqa"),s=i("0vRf"),c=i("RaT1"),d=i("29je"),p=i("oaLv"),m=i("zl8t"),b=i("0tML");l.default=function(){return e("div",null,e("h1",null,"Gestione dell'informazione"),e(n.a,null),e(a.a,null),e(o.a,null),e(r.a,null),e(u.a,null),e(s.a,null),e(t.a,null),e(c.a,null),e(d.a,null),e(p.a,null),e(m.a,null),e(b.a,null))}}.call(this,i("hosL").h)},"9ooG":function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI"),t=(i("KwpI"),i("ke5e"));l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Document processing"},e(a.r,{title:"Cos'è?"},e("p",null,"Una ",e("b",null,"procedura")," che ottimizza un documento per la ricerca."))),e(a.s,null,e(a.r,{title:"1. Analisi lessicale"},e("p",null,"Passo che trasforma il documento in un ",e("b",null,"insieme di parole")," (",e("i",null,"token"),")."),e("p",null,"Deve decidere come considerare i ",e("b",null,"simboli tipografici"),", il ",e("b",null,"case")," delle lettere e le ",e("b",null,"cifre"),"."),e("p",null,"Inoltre, è possibile che disambigui tra i vari significati delle parole (",e("i",null,"word sense disambiguation"),").")),e(a.r,{title:"2. Eliminazione delle stopwords"},e("p",null,"Passo che ",e("b",null,"elimina")," dalla lista i ",e("b",null,"token inutili")," ai fini delle ricerche."),e("p",null,"Esse solitamente sono gli ",e("b",null,"articoli")," e le ",e("b",null,"preposizioni"),"."),e("p",null,"Con l'avanzare degli anni, le stopwords hanno iniziato a ",e("b",null,"diminuire")," sempre di più."),e(t.a,null,"I motori di ricerca moderni non usano nessuna stopword.")),e(a.r,{title:"3. Stemming dei token"},e("p",null,"Passo che ",e("b",null,"riduce alla radice")," tutti i token della lista."),e("p",null,"Converte i ",e("b",null,"plurali in singolari"),", ",e("b",null,"passati ai presenti"),", e così via.")),e(a.r,{title:"4. Normalizzazione dei token"},e("p",null,"Passo che ",e("b",null,"rimuove i caratteri speciali")," contenuti nei token."),e("p",null,"Duplica le parole separate da trattino nella versione con spazio e senza spazio, rimuove gli accenti non significativi, etc.")),e(a.r,{title:"5. Selezione degli index term"},e("p",null,"Passo che ",e("b",null,"seleziona i termini più importanti")," della lista."),e("p",null,"Generalmente sfrutta dei ",e("i",null,"parser")," o dei ",e("i",null,"tagger"),"."),e("aside",null,e("u",null,"Parser"),": impreciso ma molto dettagliato, effettua l'analisi grammaticale, logica e del periodo."),e("aside",null,e("u",null,"Tagger"),": preciso ma poco dettagliato, effettua solo l'analisi logica.")),e(a.r,{title:"6. Categorizzazione"},e("p",null,"Passo che ",e("b",null,"classifica")," il documento in una o più ",e("b",null,"categorie")," del ",e("i",null,"thesaurus"),"."),e("aside",null,e("u",null,"Thesaurus"),": gerarchia di categorie, può essere creata ",e("b",null,"manualmente")," o generata ",e("b",null,"automaticamente"),"."))))}}).call(this,i("hosL").h)},KMEV:function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI");i("KwpI");let t,o,r,u,s,c,d,p=e=>e;const m=String.raw;l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Relazioni tra parole"},e(a.r,{title:"Sinonimia"},e("blockquote",null,"synonymy"),e("p",null,"Due parole sono ",e("i",null,"sinonimi")," quando hanno lo ",e("b",null,"stesso identico significato"),".")),e(a.r,{title:"Similarità"},e("blockquote",null,"similarity"),e("p",null,"Due parole sono ",e("i",null,"simili")," rappresentano concetti con ",e("b",null,"caratteristiche in comune"),".")),e(a.r,{title:"Correlazione"},e("blockquote",null,"relatedness"),e("p",null,"Due parole sono ",e("i",null,"correlate")," quando rappresentano ",e("b",null,"concetti vengono usati insieme")," spesso."))),e(a.s,{title:"Similarità path-based"},e(a.r,{title:"Cos'è?"},e("p",null,"Un modo per misurare la somiglianza tra due parole confrontando solo la loro ",e("b",null,"posizione nel thesaurus"),"."))),e(a.s,null,e(a.r,{title:"Similarità path-distance"},e("p",null,"Calcola la similarità basandosi sull'",e("b",null,"inverso della distanza")," tra le due parole ",e(a.i,null,m(t||(t=p`c_1`)))," e ",e(a.i,null,m(o||(o=p`c_2`)))," nell'albero:"),e(a.q,null,m(r||(r=p` + sim\_pd(c_1, c_2) = \frac{1}{dist(c_1, c_2) + 1} + `)))),e(a.r,{title:"Similarità Wu-Palmer"},e("p",null,"Calcola la similarità basandosi sulla ",e("b",null,"profondità dei due nodi")," e sulla ",e("b",null,"profondità del minimo antenato comune")," ",e(a.i,null,m(u||(u=p`mac`))),":"),e(a.q,null,m(s||(s=p` + sim\_wp(c_1, c_2) = \frac{2 \cdot depth(mac(c_1, c_2))}{depth(c_1) + depth(c_2)} + `))))),e(a.s,{title:"Somiglianza information-content-based"},e(a.r,{title:"Cos'è?"},e("p",null,"Un modo per misurare la similarità tra due parole attraverso i loro valori di ",e("b",null,"information content"),"."))),e(a.s,null,e(a.r,{title:"Somiglianza Resnik"},e("p",null,"Calcola la similarità basandosi sull'",e("b",null,"information content del minimo antenato comune")," ",e(a.i,null,m(c||(c=p`mac`)))," tra i due termini."),e(a.q,null,m(d||(d=p` + sim\_rs(c_1, c_2) = - \log P( mac(c_1, c_2) ) + `))))))}}).call(this,i("hosL").h)},KwpI:function(e,l,i){"use strict";(function(e){var n=i("mbOI");l.a=function(l){return e(n.r,{title:"To be continued",color:n.e.YELLOW},e("p",null,"Questa sezione è incompleta. Torna più avanti!"),l.children)}}).call(this,i("hosL").h)},RaT1:function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI");l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Analisi lessicale"},e(a.r,{title:"Word sense disambiguation"},e("p",null,"Procedura che ",e("b",null,"disambigua tra più significati")," dello stesso token."),e("p",null,"Si può realizzare confrontando la somiglianza di ogni significato con tutti gli altri nomi presenti nella frase."))))}}).call(this,i("hosL").h)},hGQu:function(e,l,i){"use strict";(function(e){var n=i("mbOI"),a=i("hosL"),t=i("ke5e");i("YNhk");l.a=function(){return e(a.Fragment,null,e(n.s,{title:"Information Retrieval (IR)"},e(n.r,{title:"Cos'è?"},e("p",null,e("b",null,"Processo")," di ",e("b",null,"raccolta")," e ",e("b",null,"recupero approssimato")," di informazioni spesso ",e("b",null,"non strutturate"),"."),e("p",null,"Riceve in input una ",e("b",null,"query"),", elabora ",e("b",null,"documenti")," e restituisce una ",e("b",null,"risposta")," più rilevante possibile."),e("p",null,"Un'applicazione che effettua IR si chiama ",e("b",null,"motore di ricerca"),".")),e(n.r,{title:"Documenti"},e("p",null,e("b",null,"Raggruppamenti di informazioni")," che possono avere ",e("b",null,"varie forme"),"."),e(t.a,null,"Potrebbe essere un documento un file, oppure un gruppo di informazioni contenute in quel file (email, slides)..."))))}}).call(this,i("hosL").h)},ke5e:function(e,l,i){"use strict";(function(e){var n=i("2w3n"),a=i.n(n);l.a=function(l){return e("div",{class:a.a.example},l.children)}}).call(this,i("hosL").h)},oaLv:function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI"),t=i("ke5e");let o,r,u,s,c,d,p,m,b,f,h,g=e=>e;const z=String.raw;l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Information retrieval models"},e(a.r,{title:"Cosa sono?"},e("p",null,e("b",null,"Modelli matematici")," che ",e("b",null,"ordinano per rilevanza")," (",e("i",null,"ranking"),") i risultati di una query."),e("p",null,"Formalmente, sono composti da:"),e("ul",null,e("li",null,"I documenti ",e(a.i,null,z(o||(o=g`D`)))),e("li",null,"La query ",e(a.i,null,z(r||(r=g`Q`)))),e("li",null,"Una funzione di ",e("i",null,"ranking")," ",e(a.i,null,z(u||(u=g`rank(q_i, d_j) \to \mathbb{R}`)))," che quantifica la similarità")))),e(a.s,null,e(a.r,{title:"Modello classico"},e(t.a,null,"I motori di ricerca web usano generalmente questo modello."),e("p",null,e("b",null,"Modello IR")," che rappresenta ogni documento come un insieme ordinato di ",e("b",null,"parole chiave")," (",e("i",null,"index terms"),")."),e("p",null,"Associa un ",e("b",null,"peso")," a ogni token, e ordina l'insieme in base a quel peso."),e("p",null,"Generalmente, i pesi sono ",e("b",null,"indipendenti")," uno dall'altro, e questo permette di ",e("b",null,"calcolarli parallelamente"),"."),e("p",null,e("u",null,"Bag-of-words"),": L'ordine delle parole nel documento viene solitamente ignorato dal ranking.")),e(a.r,{title:"Modello booleano"},e(t.a,null,e("code",null,"grep")," è a tutti gli effetti un modello booleano."),e("p",null,e("b",null,"Modello IR classico")," che dà un peso booleano a ogni documento: ",e(a.i,null,z(s||(s=g`1`)))," se soddisfa tutti i requisiti della query, ",e(a.i,null,z(c||(c=g`0`)))," se non li soddisfa."),e("p",null,"Ha una ",e("b",null,"precisione perfetta"),", ma richiede query ben preparate e specifiche."),e("p",null,"È anche facile da implementare utilizzando una ",e("b",null,"posting list"),".")),e(a.r,{title:"Modello vettoriale"},e(t.a,null,"Apache Lucene si basa su questo modello."),e("p",null,e("b",null,"Modello IR")," in cui ogni ",e("b",null,"caratteristica")," di un documento è rappresentata con un ",e("b",null,"valore floating point")," e l'intero documento è quindi rappresentato da una ",e("b",null,"n-pla")," di tutte le sue caratteristiche."),e("p",null,e("u",null,"Similarità cosinusoidale"),': il ranking si basa sull\'angolo tra il "vettore query" e il "vettore documento":'),e(a.q,null,z(d||(d=g` + rank(d_j, q) = \frac{d_j \cdot q}{\| d_j \| \times \| q \|} + `))),e("p",null,"Spesso si associa un peso a ogni dimensione in modo da variare l'importanza di una data caratteristica; comunemente, per i testi, si usano come pesi le ",e("b",null,"frequenza dei token")," normalizzate (",e("i",null,"df"),") o logaritmiche (",e("i",null,"idf"),")."),e("p",null,"Come il modello classico, ignora l'ordine delle parole.")),e(a.r,{title:"Modello probabilistico"},e("p",null,e("b",null,"Modello IR")," che effettua il ranking in base alla ",e("b",null,"probabilità")," di comparsa dei termini della query nei documenti."),e("p",null,"Si basa sul calcolare un peso ",e(a.i,null,z(p||(p=g`c_i`)))," per ogni termine della query. Quest'ultimo diventa più grande se il termine ",e("b",null,"compare in documenti rilevanti"),", e più piccolo se compare in documenti irrilevanti. Se il termine compare in ugual modo in entrambi, allora esso varrà ",e(a.i,null,z(m||(m=g`0`))),"."),e("p",null,e("i",null,"Ci sarebbe una dimostrazione complessa che ho omesso per brevità."))),e(a.r,{title:"Modello fuzzy"},e("p",null,"Estensione del ",e("b",null,"modello booleano")," che ammette la possibilità che certe condizioni siano ",e("b",null,"parzialmente soddisfatte"),"."),e("p",null,"Invece che usare solo ",e(a.i,null,z(b||(b=g`0`)))," e ",e(a.i,null,z(f||(f=g`1`))),", permette ai documenti di avere valori intermedi tra quei due."),e("p",null,"Le operazioni booleane vengono quindi modificate:"),e(a.q,null,z(h||(h=g` + \begin{cases} + a \land b = \min(a, b)\\ + a \lor b = \max(a, b)\\ + \neg\ a = 1 - a + \end{cases} + `)))),e(a.r,{title:"Modello BM25"},e("p",null,e("b",null,"Modello IR")," simile ai modelli classici che però tiene conto anche della ",e("b",null,"frequenza dei termini")," nei documenti e della ",e("b",null,"lunghezza dei documenti"),"."),e("p",null,"Permette anche di tenere in considerazione la frequenza dei termini ",e("b",null,"nella query"),", nel caso essa sia molto lunga."),e("p",null,e("i",null,"Ci sono formule che ho omesso per brevità.")))))}}).call(this,i("hosL").h)},roys:function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI"),t=i("ke5e"),o=i("YNhk");l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Query"},e(a.r,{title:"User Information Need (UIN)"},e("p",null,"La ",e("b",null,"richiesta")," di informazioni effettuata da un utente ",e("b",null,"in linguaggio naturale"),".")),e(a.r,{title:"Query"},e("p",null,"La ",e("b",null,"traduzione")," dell'UIN in un linguaggio ",e("b",null,"specifico al motore di ricerca"),"."),e("p",null,"La complessità di questo linguaggio dipende dall'utilizzatore del motore di ricerca: il suo ",e("b",null,"livello di esperienza"),", il suo ",e("b",null,"background di conoscenze")," e il ",e("b",null,"livello di approfondimento desiderato"),"."))),e(a.s,{title:"Query languages"},e(a.r,{title:"Keyword-based query"},e(t.a,null,e(o.a,{href:"https://it.wikipedia.org/w/index.php?search=&title=Speciale:Ricerca&go=Go"},"Wikipedia")," e la ",e(o.a,{href:"https://telegram.org/blog/shared-files#multisearch"},"ricerca di Telegram")," usano un linguaggio di query ",e("i",null,"keyword-based"),"."),e("p",null,"Definisce ",e("b",null,"parole chiave")," da cercare all'interno dei documenti."),e("p",null,"In esse, è possibile cercare ",e("b",null,"molteplici")," parole chiave, ",e("b",null,"concatenarle")," per formare una ",e("b",null,"frase")," oppure cercare parole a una data ",e("b",null,"prossimità")," l'una dall'altra."),e("p",null,"Spesso processa il linguaggio naturale per trasformarne le parole specifiche in parole chiave più generiche."),e(t.a,null,"Cercando su Telegram un plurale inglese, verranno restituiti anche i messaggi che riportano la stessa parola ma al singolare.")),e(a.r,{title:"Pattern-based query"},e(t.a,null,"Le ",e(o.a,{href:"https://regex101.com/"},"regex")," e i ",e(o.a,{href:"https://en.wikipedia.org/wiki/Glob_(programming)"},"glob")," sono due dei pattern-based query languages più comuni."),e("p",null,"Definisce ",e("b",null,"parti di testo")," da cercare all'interno dei documenti."),e("p",null,"Permettono dunque la ricerca di ",e("b",null,"prefissi"),", ",e("b",null,"suffissi"),", ",e("b",null,"sottostringhe")," e ",e("b",null,"intervalli"),"."))),e(a.s,null,e(a.r,{title:"Boolean query"},e(t.a,null,e(o.a,{href:"https://www.google.it/"},"Google"),", ",e(o.a,{href:"https://duckduckgo.com/"},"DuckDuckGo"),", ",e(o.a,{href:"https://www.ecosia.org/"},"Ecosia")," usano tutti un linguaggio di query keyword-based booleano."),e("p",null,e("b",null,"Estendono")," gli altri tipi di query permettendo l'inserimento di ",e("b",null,"operatori booleani")," (",e("code",null,"AND"),", ",e("code",null,"OR")," e ",e("code",null,"NOT"),") tra le parole chiave."),e(t.a,null,"Per esempi sulla sintassi per effettuare ricerche booleane su Google, visita ",e(o.a,{href:"https://www.google.it/advanced_search"},"Google Advanced Search"),".")),e(a.r,{title:"Structural query"},e(t.a,null,e(o.a,{href:"https://books.google.com/advanced_book_search"},"Google Books")," permette di sfruttare la struttura fissa delle informazioni sui libri (titolo, autore, editore...) per ottenere risultati più precisi.,"),e("p",null,"Permettono di effettuare i precedenti tipi di query su ",e("b",null,"specifiche parti della struttura")," dei documenti.")),e(a.r,{title:"Concept-based query"},e(t.a,null,e(o.a,{href:"https://www.ncbi.nlm.nih.gov/mesh"},"MeSH")," cataloga i paper di medicina caricati su PubMed organizzandoli in una gerarchia di categorie."),e("p",null,"Limitano le keyword a un ",e("b",null,"vocabolario predefinito")," utilizzato anche dai documenti."))))}}).call(this,i("hosL").h)},uilM:function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI"),t=i("YNhk");l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Esame"},e(a.r,{title:"Contatti"},e("ul",null,e("li",null,e(t.a,{href:"mailto:federica.mandreoli@unimore.it"},"Prof. Federica Mandreoli")))),e(a.r,{title:"Collegamenti"},e("ul",null,e("li",null,e(t.a,{href:"https://dolly.fim.unimore.it/2020/course/view.php?id=69"},"Pagina Dolly Unimore")))),e(a.r,{title:"Download videolezioni"},e("p",null,"Puoi scaricare le videolezioni di Gestione dell'informazione con ",e(t.a,{href:"https://github.com/Steffo99/bbbdl"},"bbbdl"),":"),e(a.f,{language:"bash"},"bbbdl sync -r https://raw.githubusercontent.com/Steffo99/unimoreinfo-wiki/main/gestionedellinformazione.json"))))}}).call(this,i("hosL").h)},zl8t:function(e,l,i){"use strict";(function(e){var n=i("hosL"),a=i("mbOI"),t=i("ke5e");i("KwpI");let o,r,u,s,c,d,p,m,b,f,h,g,z,v=e=>e;const k=String.raw;l.a=function(){return e(n.Fragment,null,e(a.s,{title:"Parametri di valutazione"},e(a.r,{title:"Richiamo"},e("p",null,"La ",e("b",null,"frazione dei documenti rilevanti totali restituita"),":"),e(a.q,null,k(o||(o=v` + \frac{R \cap A}{R} + `)))),e(a.r,{title:"Precisione"},e("p",null,"La ",e("b",null,"frazione dei documenti restituiti che sono rilevanti"),":"),e(a.q,null,k(r||(r=v` + \frac{R \cap A}{A} + `))))),e(a.s,{title:"Precisione e richiamo"},e(a.r,{title:"Valutazione dei modelli IR"},e("p",null,"Si effettuano ",e("i",null,"test")," e si valutano precisione e richiamo ottenuti."),e("aside",null,e("u",null,"Test"),": verifica di un programma in cui l'output corretto è conosciuto a priori."),e("p",null,"Il modello IR ideale ha valori di richiamo e precisione di 1, ma nella realtà questi valori tendono ad essere ",e("b",null,"inversamente proporzionali"),"."),e("p",null,"Un fattore significativo nel richiamo e nella precisione è la ",e("b",null,"forma del documento"),"."),e(t.a,null,"Libri interi, capitoli, pagine o frasi; possono essere tutti documenti, cambia solo la loro ",e("i",null,"granularità"),".")),e(a.r,{title:"Misura a livelli di richiamo fissi"},e("p",null,"Si fissano un certo numero di livelli di richiamo desiderati e si misura la precisione che ha il modello in quei punti, creando una ",e("i",null,"curva di richiamo standard"),"."),e("p",null,"È possibile ottenere una ",e("i",null,"curva di richiamo interpolata")," prendendo per ogni punto il valore di massima precisione tra esso e i punti precedenti."),e(t.a,null,"Interpolata mi sembra un termine orribile... Non sarebbe molto meglio ",e("b",null,"monotonica"),"?")),e(a.r,{title:"Media o valore singolo?"},e("p",null,"È possibile misurare la ",e("i",null,"curva di richiamo media")," effettuando la media su più query dei vari valori, e la ",e("i",null,"curva di richiamo a valore singolo")," effettuando una query sola."),e("p",null,"Sono entrambe importanti per effettuare una valutazione, perchè la curva media potrebbe ",e("b",null,"mascherare problemi di specifiche query")," nei modelli.")),e(a.r,{title:"Mean Average Precision (MAP)"},e("p",null,"La media tra i valori di più curve di richiamo."),e("p",null,"È utile per le valutazioni in cui l'utente sta cercando ",e("b",null,"più documenti rilevanti")," alla volta.")),e(a.r,{title:"R-recall e R-precision"},e("p",null,"Valori di recall e precision riguardo i primi ",e(a.i,null,k(u||(u=v`R`)))," documenti restituiti."),e(t.a,null,"La prima pagina di Google (10 documenti) considererà i valori di 10-recall e 10-precision."))),e(a.s,{title:"Misure aggregate"},e(a.r,{title:"Misura F"},e("p",null,"È anche detta ",e("i",null,"media armonica"),"."),e("p",null,"Un ",e("b",null,"singolo valore")," che tiene conto sia della precisione ",e(a.i,null,k(s||(s=v`p`)))," sia del richiamo ",e(a.i,null,k(c||(c=v`r`))),":"),e(a.q,null,k(d||(d=v` + F = \frac{2}{\frac{1}{p} + \frac{1}{r}} + `)))),e(a.r,{title:"Misura E"},e("p",null,"Una versione più configurabile della Misura F che permette di ",e("b",null,"dare priorità")," ",e(a.i,null,k(p||(p=v`b`)))," a precisione (",e(a.i,null,k(m||(m=v`b > 1`))),") o a richiamo (",e(a.i,null,k(b||(b=v`b < 1`))),") in base alle proprie esigenze:"),e(a.q,null,k(f||(f=v` + E = 1 - \frac{1 + b^2}{\frac{b^2}{r} + \frac{1}{p}} + `))))),e(a.s,{title:"Misure cumulative"},e(a.r,{title:"Discounted Cumulative Gain (DCG)"},e("p",null,"Misura per valutare i motori di ricerca online che tiene conto dell'",e("b",null,"ordine in cui vengono restituiti i documenti"),"."),e("p",null,"Si basa su ",e("b",null,"valutazioni di rilevanza")," e su ",e("b",null,"pesi posizionali")," dei risultati."),e(t.a,null,"Valuta quanto è stata utile questa ricerca:",e("span",{style:"font-size: xx-large; padding-left: 8px;"},"☆☆☆☆☆")),e(t.a,null,"La valutazione del primo risultato viene moltiplicata per ",e(a.i,null,k(h||(h=v`\frac{1}{\log_2(1)}`))),", la seconda per ",e(a.i,null,k(g||(g=v`\frac{1}{\log_2(2)}`))),", la terza per ",e(a.i,null,k(z||(z=v`\frac{1}{\log_2(3)}`)))," e così via.")),e(a.r,{title:"Normalized DCG (NDCG)",color:a.e.YELLOW},e("p",null,"Miglioramento alla DCG che supporta ",e("b",null,"quantità di risultati differenti"),"."),e("i",null,"Non dice la formula, e l'esempio non esemplifica un bel niente..."))))}}).call(this,i("hosL").h)}}]); +//# sourceMappingURL=route-GestioneDellInformazione.chunk.af84a.esm.js.map \ No newline at end of file diff --git a/docs/route-GestioneDellInformazione.chunk.af84a.esm.js.map b/docs/route-GestioneDellInformazione.chunk.af84a.esm.js.map new file mode 100644 index 0000000..c5de37e --- /dev/null +++ b/docs/route-GestioneDellInformazione.chunk.af84a.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/GestioneDellInformazione/11_Presentation.js","webpack:///./routes/GestioneDellInformazione/06_InformationContent.js","webpack:///./routes/GestioneDellInformazione/05_Thesaurus.js","webpack:///./routes/GestioneDellInformazione/08_Indexing.js","webpack:///./components/Example.less","webpack:///./routes/GestioneDellInformazione/index.js","webpack:///./routes/GestioneDellInformazione/04_DocumentProcessing.js","webpack:///./routes/GestioneDellInformazione/02_Similarity.js","webpack:///./components/ToBeContinued.js","webpack:///./routes/GestioneDellInformazione/07_AnalisiLessicale.js","webpack:///./routes/GestioneDellInformazione/01_InformationRetrival.js","webpack:///./components/Example.js","webpack:///./routes/GestioneDellInformazione/09_Modeling.js","webpack:///./routes/GestioneDellInformazione/03_Queries.js","webpack:///./routes/GestioneDellInformazione/00_Intro.js","webpack:///./routes/GestioneDellInformazione/10_Evaluation.js"],"names":["title","src","href","r","String","raw","module","exports","props","color","BoxColors","YELLOW","children","class","style","example","language"],"mappings":"8FAAA,gEAQe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASA,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,cACV,8BACoB,sCADpB,iFAGA,EAAC,IAAD,KACI,EAAC,IAAD,CAAOC,IAAK,sCAGpB,EAAC,IAAD,CAAOD,MAAO,oBACV,0CACgC,iCADhC,KAGA,4CACkC,yCADlC,WAC2E,mCAD3E,SAC4G,uBAD5G,0BACkJ,EAAC,IAAD,CAAME,KAAM,mBAAZ,aADlJ,MAGA,EAAC,IAAD,0FAIJ,EAAC,IAAD,CAAOF,MAAO,qBACV,oCAC0B,gCAD1B,KACoD,yCADpD,KAGA,sG,0HChCpB,MAAMG,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASL,MAAO,+BACZ,EAAC,IAAD,CAAOA,MAAO,yBACV,6FACmF,EAAC,IAAD,KAASG,EAAT,OAAW,OAD9F,OAC8G,0BAD9G,IACiI,EAAC,IAAD,KAASA,EAAT,OAAW,UAD5I,WACmK,6EADnK,4CAGA,4DACkD,EAAC,IAAD,KAASA,EAAT,OAAW,OAD7D,MAIJ,EAAC,IAAD,CAAOH,MAAO,uBACV,yBACe,6BADf,6BAC8D,EAAC,IAAD,KAASG,EAAT,OAAW,OADzE,QAC0F,wBAD1F,0BAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;yBAGX,4BACkB,uBADlB,MACoC,sCADpC,W,6DCzBpB,gEAQe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASH,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,UACV,iBACO,8BADP,iDAGA,EAAC,IAAD,iEAC6D,EAAC,IAAD,CAAME,KAAM,yCAAZ,aAD7D,KACoI,EAAC,IAAD,CAAMA,KAAM,6CAAZ,UADpI,MAC6M,EAAC,IAAD,CAAMA,KAAM,8CAAZ,kBAD7M,KAGA,EAAC,IAAD,KACI,EAAC,IAAD,CAAMA,KAAM,kCAAZ,WADJ,0DACuH,EAAC,IAAD,CAAMA,KAAM,kDAAZ,qBADvH,0D,8ICdpB,MAAMC,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASL,MAAO,kBACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,kBACQ,6BADR,qDAC+E,qBAD/E,MAC+F,2BAD/F,KAGA,eACI,iCADJ,8CAGA,yBACe,0BADf,SACuC,gCADvC,eAC2E,oBAD3E,mCACuH,wDADvH,KACyK,2BADzK,MAGA,oEAC0D,0CAD1D,oCAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,eACV,WACI,sBADJ,OACsB,4BADtB,iBAGA,kEAGA,YACI,YACI,6BADJ,oBAC0C,wBAD1C,oBAEI,EAAC,IAAD,KAAOG,EAAP,OAAS;;;;kCAMb,YACI,0BADJ,KACwB,mBADxB,qBACqD,qCADrD,oBAEI,EAAC,IAAD,KAAOA,EAAP,OAAS;;;;;;;;;;;;;;kCAgBb,YACI,0BADJ,yDAGA,YACI,sBADJ,oBACmC,wCADnC,mBAEI,EAAC,IAAD,KACI,EAAC,IAAD,CAAMD,KAAM,iEAAZ,kCAEJ,EAAC,IAAD,6CACyC,EAAC,IAAD,CAAUA,KAAM,eAAhB,wBADzC,MAIJ,YACI,yBADJ,qBACuC,mBADvC,sBAIJ,6BACmB,kCADnB,4BACsE,6BADtE,+BAIJ,EAAC,IAAD,CAAOF,MAAO,gBACV,WACI,sBADJ,OACsB,kCADtB,6BAGA,gDACsC,6BADtC,KAC6D,0BAD7D,MAGA,6CACmC,EAAC,IAAD,KAASG,EAAT,OAAW,cAD9C,wBACsF,qBADtF,MACsG,2BADtG,mDACyK,sBADzK,iEAGA,wDAC8C,wBAD9C,KAGA,qCAC2B,4BAD3B,2EAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOH,MAAO,wBACV,gGAGA,YACI,kBAAO,sBAAP,0DACA,kBAAO,qBAAP,uCACA,kBAAO,yBAAP,mDACA,kBAAO,0BAAP,+C,2CC5GxBM,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,oCCD3L,uKAce,qBACX,OACI,aACI,0CACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,S,6DC7BZ,gEAQe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASP,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,kBACQ,wBADR,iDAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,wBACV,qDAC2C,gCAD3C,KACqE,oBADrE,MAGA,+CACqC,kCADrC,QACoE,mBADpE,uBACmG,oBADnG,KAGA,uFAC6E,wCAD7E,OAIJ,EAAC,IAAD,CAAOA,MAAO,mCACV,wBACc,sBADd,kBAC2C,4BAD3C,4BAGA,wCAC8B,uBAD9B,SACmD,2BADnD,KAGA,uEAC6D,wBAD7D,mBAGA,EAAC,IAAD,iEAIJ,EAAC,IAAD,CAAOA,MAAO,yBACV,wBACc,iCADd,+BAGA,yBACe,mCADf,KAC4C,kCAD5C,kBAIJ,EAAC,IAAD,CAAOA,MAAO,gCACV,wBACc,2CADd,yBAGA,4IAIJ,EAAC,IAAD,CAAOA,MAAO,iCACV,wBACc,iDADd,iBAGA,uCAC6B,qBAD7B,UACiD,qBADjD,KAGA,eACI,qBADJ,4FAGA,eACI,qBADJ,mEAIJ,EAAC,IAAD,CAAOA,MAAO,uBACV,wBACc,yBADd,8BAC0D,wBAD1D,QAC+E,wBAD/E,KAGA,eACI,wBADJ,+CACgE,0BADhE,eAC8F,8BAD9F,W,sIC1EpB,MAAMG,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASL,MAAO,wBACZ,EAAC,IAAD,CAAOA,MAAO,aACV,gCAGA,8BACoB,uBADpB,oBACoD,0CADpD,MAIJ,EAAC,IAAD,CAAOA,MAAO,cACV,kCAGA,8BACoB,qBADpB,+BAC6D,wCAD7D,MAIJ,EAAC,IAAD,CAAOA,MAAO,gBACV,mCAGA,8BACoB,wBADpB,yBAC0D,6CAD1D,cAKR,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,2FACiF,sCADjF,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,4BACV,mDACyC,qCADzC,sBACyF,EAAC,IAAD,KAASG,EAAT,OAAW,SADpG,MACqH,EAAC,IAAD,KAASA,EAAT,OAAW,SADhI,iBAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;0BAIf,EAAC,IAAD,CAAOH,MAAO,wBACV,oDAC0C,sCAD1C,YACiF,oDADjF,IAC8H,EAAC,IAAD,KAASG,EAAT,OAAW,SADzI,KAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;2BAKnB,EAAC,IAAD,CAASH,MAAO,yCACZ,EAAC,IAAD,CAAOA,MAAO,UACV,4FACkF,kCADlF,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOA,MAAO,sBACV,mDACyC,6DADzC,IAC+F,EAAC,IAAD,KAASG,EAAT,OAAW,SAD1G,uBAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;0FCzE/B,4BAEe,aAAUK,GACrB,OACI,EAAC,IAAD,CAAOR,MAAO,kBAAmBS,MAAOC,IAAUC,QAC9C,6DAGCH,EAAMI,a,2DCRnB,wCAMe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASZ,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,6BACV,4BACkB,6CADlB,wBAGA,qI,2DCdpB,8DAQe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASA,MAAO,8BACZ,EAAC,IAAD,CAAOA,MAAO,UACV,WACI,uBADJ,OACuB,uBADvB,MACyC,oCADzC,2BAC6F,8BAD7F,KAGA,kCACwB,oBADxB,aAC8C,wBAD9C,sBACiF,uBADjF,6BAGA,wDAC8C,gCAD9C,MAIJ,EAAC,IAAD,CAAOA,MAAO,aACV,WACI,6CADJ,sBAC4D,0BAD5D,KAGA,EAAC,IAAD,+H,2DC3BpB,qCAEe,aAAUQ,GACrB,OACI,SAAKK,MAAOC,IAAMC,SACbP,EAAMI,a,gJCDnB,MAAMT,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASL,MAAO,gCACZ,EAAC,IAAD,CAAOA,MAAO,cACV,WACI,iCADJ,QACkC,qCADlC,KACiE,sBADjE,+BAGA,6CAGA,YACI,2BAAgB,EAAC,IAAD,KAASG,EAAT,OAAW,QAC3B,wBAAa,EAAC,IAAD,KAASA,EAAT,OAAW,QACxB,+BAAoB,sBAApB,IAAmC,EAAC,IAAD,KAASA,EAAT,OAAW,mCAA9C,oCAIZ,EAAC,IAAD,KACI,EAAC,IAAD,CAAOH,MAAO,oBACV,EAAC,IAAD,mEAGA,WACI,yBADJ,+DACiF,4BADjF,KACuG,0BADvG,MAGA,yBACe,mBADf,0DAGA,wCAC8B,2BAD9B,yCACuF,wCADvF,KAGA,WACI,2BADJ,kFAIJ,EAAC,IAAD,CAAOA,MAAO,oBACV,EAAC,IAAD,KACI,sBADJ,+CAGA,WACI,kCADJ,8CACyE,EAAC,IAAD,KAASG,EAAT,OAAW,OADpF,+CAC4I,EAAC,IAAD,KAASA,EAAT,OAAW,OADvJ,wBAGA,qBACW,kCADX,mDAGA,6DACmD,2BADnD,MAIJ,EAAC,IAAD,CAAOH,MAAO,sBACV,EAAC,IAAD,iDAGA,WACI,yBADJ,gBACkC,6BADlC,2CAC+F,oCAD/F,uDAC+K,oBAD/K,qCAGA,WACI,uCADJ,sFAGA,EAAC,IAAD,KAASG,EAAT,OAAW;;yBAGX,sKAC4J,kCAD5J,kBACqM,iBADrM,qBACgO,kBADhO,MAGA,uEAIJ,EAAC,IAAD,CAAOH,MAAO,0BACV,WACI,yBADJ,yCAC2D,0BAD3D,uDAGA,4CACkC,EAAC,IAAD,KAASG,EAAT,OAAW,SAD7C,gFACwI,6CADxI,2HACqS,EAAC,IAAD,KAASA,EAAT,OAAW,OADhT,KAGA,WACI,kFAGR,EAAC,IAAD,CAAOH,MAAO,iBACV,6BACmB,+BADnB,0DACiG,uCADjG,KAGA,oCAC0B,EAAC,IAAD,KAASG,EAAT,OAAW,OADrC,MACoD,EAAC,IAAD,KAASA,EAAT,OAAW,OAD/D,mEAGA,gEAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;0BAQf,EAAC,IAAD,CAAOH,MAAO,gBACV,WACI,yBADJ,gEACkF,oCADlF,0BACqI,sCADrI,KAGA,kFACwE,0BADxE,oCAGA,WACI,gE,2DClHxB,gEAQe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASA,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,+BACV,iBACO,wBADP,4CACgE,qCADhE,MAIJ,EAAC,IAAD,CAAOA,MAAO,SACV,iBACO,yBADP,8BACmD,6CADnD,KAGA,0GACgG,oCADhG,YACqI,uCADrI,SAC0K,oDAD1K,OAKR,EAAC,IAAD,CAASA,MAAO,mBACZ,EAAC,IAAD,CAAOA,MAAO,uBACV,EAAC,IAAD,KACI,EAAC,IAAD,CAAME,KAAM,6EAAZ,aADJ,SACmH,EAAC,IAAD,CAAMA,KAAM,sDAAZ,uBADnH,iCAC6O,4BAD7O,KAGA,wBACc,4BADd,0CAGA,2CACiC,yBADjC,mBACkE,2BADlE,oBACsG,oBADtG,qCACoJ,yBADpJ,sBAGA,2HAGA,EAAC,IAAD,uIAIJ,EAAC,IAAD,CAAOF,MAAO,uBACV,EAAC,IAAD,WACO,EAAC,IAAD,CAAME,KAAM,yBAAZ,SADP,QAC6D,EAAC,IAAD,CAAMA,KAAM,oDAAZ,QAD7D,2DAGA,wBACc,6BADd,0CAGA,8CACoC,uBADpC,KACqD,uBADrD,KACsE,4BADtE,MAC6F,yBAD7F,OAKR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOF,MAAO,iBACV,EAAC,IAAD,KACI,EAAC,IAAD,CAAME,KAAM,0BAAZ,UADJ,KACyD,EAAC,IAAD,CAAMA,KAAM,2BAAZ,cADzD,KACmH,EAAC,IAAD,CAAMA,KAAM,2BAAZ,UADnH,+DAGA,WACI,wBADJ,yDAC0E,iCAD1E,KACqG,qBADrG,KACuH,oBADvH,MACyI,qBADzI,2BAGA,EAAC,IAAD,qFACiF,EAAC,IAAD,CAAMA,KAAM,yCAAZ,0BADjF,MAIJ,EAAC,IAAD,CAAOF,MAAO,oBACV,EAAC,IAAD,KACI,EAAC,IAAD,CAAME,KAAM,iDAAZ,gBADJ,4IAGA,qEAC2D,+CAD3D,oBAIJ,EAAC,IAAD,CAAOF,MAAO,uBACV,EAAC,IAAD,KACI,EAAC,IAAD,CAAME,KAAM,qCAAZ,QADJ,kGAGA,uCAC6B,sCAD7B,0C,2DChFpB,oDAOe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASF,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAME,KAAM,wCAAZ,+BAGZ,EAAC,IAAD,CAAOF,MAAO,gBACV,YACI,YAAI,EAAC,IAAD,CAAME,KAAM,2DAAZ,2BAGZ,EAAC,IAAD,CAAOF,MAAO,yBACV,+EACqE,EAAC,IAAD,CAAME,KAAM,qCAAZ,SADrE,KAGA,EAAC,IAAD,CAAMc,SAAU,QAAhB,sH,8JCpBpB,MAAMb,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASL,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,YACV,iBACO,iEADP,KAGA,EAAC,IAAD,KAASG,EAAT,OAAW;;0BAIf,EAAC,IAAD,CAAOH,MAAO,cACV,iBACO,mEADP,KAGA,EAAC,IAAD,KAASG,EAAT,OAAW;;2BAKnB,EAAC,IAAD,CAASH,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,8BACV,4BACkB,mBADlB,kDAGA,eACI,mBADJ,8EAGA,4HACkH,yCADlH,KAGA,4EACkE,kCADlE,KAGA,EAAC,IAAD,oGACgG,0BADhG,MAIJ,EAAC,IAAD,CAAOA,MAAO,sCACV,kJACwI,yCADxI,KAGA,uCAC6B,4CAD7B,4FAGA,EAAC,IAAD,8EAC0E,yBAD1E,MAIJ,EAAC,IAAD,CAAOA,MAAO,2BACV,sCAC4B,sCAD5B,4DACmH,iDADnH,gCAGA,sGAC4F,sDAD5F,kBAIJ,EAAC,IAAD,CAAOA,MAAO,gCACV,8DAGA,sEAC4D,sCAD5D,iBAIJ,EAAC,IAAD,CAAOA,MAAO,0BACV,4DACkD,EAAC,IAAD,KAASG,EAAT,OAAW,OAD7D,0BAGA,EAAC,IAAD,qGAKR,EAAC,IAAD,CAASH,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,YACV,4BACkB,6BADlB,KAGA,iBACO,6BADP,yCACkE,EAAC,IAAD,KAASG,EAAT,OAAW,OAD7E,qBAC2G,EAAC,IAAD,KAASA,EAAT,OAAW,OADtH,KAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;0BAIf,EAAC,IAAD,CAAOH,MAAO,YACV,4EACkE,4BADlE,IACuF,EAAC,IAAD,KAASG,EAAT,OAAW,OADlG,kBAC6H,EAAC,IAAD,KAASA,EAAT,OAAW,WADxI,mBACwK,EAAC,IAAD,KAASA,EAAT,OAAW,WADnL,oCAGA,EAAC,IAAD,KAASA,EAAT,OAAW;;2BAKnB,EAAC,IAAD,CAASH,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,oCACV,kFACwE,2DADxE,KAGA,yBACe,uCADf,SACoD,+BADpD,mBAGA,EAAC,IAAD,mDAEI,UAAMc,MAAO,2CAAb,UAIJ,EAAC,IAAD,kEAC8D,EAAC,IAAD,KAASX,EAAT,OAAW,yBADzE,oBACwH,EAAC,IAAD,KAASA,EAAT,OAAW,yBADnI,kBACgL,EAAC,IAAD,KAASA,EAAT,OAAW,yBAD3L,iBAIJ,EAAC,IAAD,CAAOH,MAAO,wBAAyBS,MAAOC,IAAUC,QACpD,kDACwC,+CADxC,KAGA,sF","file":"route-GestioneDellInformazione.chunk.af84a.esm.js","sourcesContent":["import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, Image} from \"bluelib\";\nimport Example from \"../../components/Example\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Le summary sono brevi spezzoni di testo che permettono all'utente di capire quali documenti siano rilevanti per lui.\n

    \n \n \n \n     \n \n

    \n Summary fisse che dipendono solo dal documento.\n

    \n

    \n Possono essere generate dalle prime parole del documento, dalle frasi più importanti o da metadati del documento stesso (OpenGraph).\n

    \n \n Opinione personale: le summary generate da OpenGraph solitamente fanno schifo :(\n \n     \n \n

    \n Summary che dipendono sia dal documento, sia dalla query effettuata.\n

    \n

    \n Generalmente, estraggono le frasi vicino alle occorrenze dei termini della query.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Un supplemento al thesaurus specifico a un certo testo: aggiunge ad ogni token {r`c`} la probabilità {r`P(c)`} che un termine selezionato a caso del testo appartenga al sottoalbero formato dal token e i suoi discendenti.\n

    \n

    \n La radice del thesaurus ha sempre probabilità {r`1`}.\n

    \n     \n \n

    \n Una misura probabilistica di quanto un certo token {r`c`} sia specifico in un certo contesto:\n

    \n {r`\n IC(c) = - \\log \\left( P(c) \\right)\n `}\n

    \n È anche detta sorpresa o informazione di Shannon.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, Todo} from \"bluelib\";\nimport Example from \"../../components/Example\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Un albero di token organizzati in una gerarchia di significato.\n

    \n \n Il token \"mela\" avrà come genitore \"frutto\" e come figli \"Renetta\", \"Fuji\" e \"Granny Smith\".\n \n \n WordNet è un thesaurus generale per la lingua inglese, mentre Nuovo soggettario è un thesaurus generale per la lingua italiana.\n \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, Code, BaseLink} from \"bluelib\";\nimport Example from \"../../components/Example\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Una struttura dati che permette di velocizzare le ricerche su testi grandi e semi-statici.\n

    \n \n

    \n Si crea un vocabolario dall'insieme dei token, e ad ogni token del vocabolario si associa una lista ordinata di tutte le sue occorrenze (posting list).\n

    \n

    \n L'efficacia ed efficienza dell'indice dipendono dalle strutture di indicizzazione utilizzate per serializzarlo.\n

    \n     \n
    \n
    \n \n

    \n Insieme di tutti i token ricercabili.\n

    \n

    \n Può essere implementato con diverse strutture dati:\n

    \n
      \n
    • \n Array ordinato, utilizzando la bisezione per gli accessi;\n {r`\n ciao → R1, R15, R123\n steffo → R1, R14\n ciano → R1231\n `}\n
      • \n
    • \n Prefix tree (trie), utilizzando le proprietà degli alberi per gli accessi;\n {r`\n - [root]\n - c\n - i\n - a\n - o\n - R1\n - R15\n - R123\n - no\n - R1231\n - steffo\n - R1\n - R14\n `}\n
      • \n
    • \n Suffix tree, come il prefix tree ma partendo dall'ultima lettera\n
      • \n
    • \n B+ tree, utilizzando le proprietà degli alberi B+ per gli accessi\n \n Visualizzazione di un B+ tree\n \n \n È la stessa struttura utilizzata dai database relazionali.\n \n
      • \n
    • \n Dizionario, utilizzando gli hash per gli accessi.\n
      • \n
    \n

    \n Per permettere pattern-based query, è possibile utilizzare più vocabolari per un singolo documento.\n

    \n     \n \n

    \n Insieme di tutte le occorrenze di un determinato token.\n

    \n

    \n Viene implementata attraverso una lista ordinata (sorted list).\n

    \n

    \n Essendo ordinata, è efficiente {r`O(n + m)`} nelle operazioni di unione e intersezione tra più posting list: si mantiene su ognuna un cursore che avanza quando l'occorrenza a cui punta è stata superata.\n

    \n

    \n Non è però efficiente nelle operazioni di negazione.\n

    \n

    \n È possibile aggiungere skip pointers alle posting list, in modo da rendere più efficiente l'intersezione.\n

    \n     \n
    \n
    \n \n

    \n Per effettuare una ricerca utilizzando l'indice, sono necessari i seguenti passi:\n

    \n
      \n
    1. Si cercano individualmente i termini della query nel vocabolario
      2. \n
    2. Si accede alle posting list dei vari termini
      3. \n
    3. Si effettuano operazioni logiche sui dati delle posting list
      4. \n
    4. Si restituisce il sottoinsieme di token risultante
      5. \n
    \n     \n
    \n     \n )\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import Intro from \"./00_Intro\";\nimport InformationRetrieval from \"./01_InformationRetrival\";\nimport Similarity from \"./02_Similarity\";\nimport Queries from \"./03_Queries\";\nimport DocumentProcessing from \"./04_DocumentProcessing\";\nimport Thesaurus from \"./05_Thesaurus\";\nimport InformationContent from \"./06_InformationContent\";\nimport AnalisiLessicale from \"./07_AnalisiLessicale\";\nimport Indexing from \"./08_Indexing\";\nimport Modeling from \"./09_Modeling\";\nimport Evaluation from \"./10_Evaluation\";\nimport Presentation from \"./11_Presentation\";\n\n\nexport default function () {\n return (\n
    \n

    Gestione dell'informazione

    \n \n \n \n \n \n \n \n \n \n \n \n \n
    \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\nimport ToBeContinued from \"../../components/ToBeContinued\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Una procedura che ottimizza un documento per la ricerca.\n

    \n     \n
    \n
    \n \n

    \n Passo che trasforma il documento in un insieme di parole (token).\n

    \n

    \n Deve decidere come considerare i simboli tipografici, il case delle lettere e le cifre.\n

    \n

    \n Inoltre, è possibile che disambigui tra i vari significati delle parole (word sense disambiguation).\n

    \n     \n \n

    \n Passo che elimina dalla lista i token inutili ai fini delle ricerche.\n

    \n

    \n Esse solitamente sono gli articoli e le preposizioni.\n

    \n

    \n Con l'avanzare degli anni, le stopwords hanno iniziato a diminuire sempre di più.\n

    \n \n I motori di ricerca moderni non usano nessuna stopword.\n \n     \n \n

    \n Passo che riduce alla radice tutti i token della lista.\n

    \n

    \n Converte i plurali in singolari, passati ai presenti, e così via.\n

    \n     \n \n

    \n Passo che rimuove i caratteri speciali contenuti nei token.\n

    \n

    \n Duplica le parole separate da trattino nella versione con spazio e senza spazio, rimuove gli accenti non significativi, etc.\n

    \n     \n \n

    \n Passo che seleziona i termini più importanti della lista.\n

    \n

    \n Generalmente sfrutta dei parser o dei tagger.\n

    \n \n \n     \n \n

    \n Passo che classifica il documento in una o più categorie del thesaurus.\n

    \n \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\nimport ToBeContinued from \"../../components/ToBeContinued\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
    \n synonymy\n
    \n

    \n Due parole sono sinonimi quando hanno lo stesso identico significato.\n

    \n     \n \n
    \n similarity\n
    \n

    \n Due parole sono simili rappresentano concetti con caratteristiche in comune.\n

    \n     \n \n
    \n relatedness\n
    \n

    \n Due parole sono correlate quando rappresentano concetti vengono usati insieme spesso.\n

    \n     \n
    \n
    \n \n

    \n Un modo per misurare la somiglianza tra due parole confrontando solo la loro posizione nel thesaurus.\n

    \n     \n
    \n
    \n \n

    \n Calcola la similarità basandosi sull'inverso della distanza tra le due parole {r`c_1`} e {r`c_2`} nell'albero:\n

    \n {r`\n sim\\_pd(c_1, c_2) = \\frac{1}{dist(c_1, c_2) + 1}\n `}\n     \n \n

    \n Calcola la similarità basandosi sulla profondità dei due nodi e sulla profondità del minimo antenato comune {r`mac`}:\n

    \n {r`\n sim\\_wp(c_1, c_2) = \\frac{2 \\cdot depth(mac(c_1, c_2))}{depth(c_1) + depth(c_2)}\n `}\n     \n
    \n
    \n \n

    \n Un modo per misurare la similarità tra due parole attraverso i loro valori di information content.\n

    \n     \n
    \n
    \n \n

    \n Calcola la similarità basandosi sull'information content del minimo antenato comune {r`mac`} tra i due termini.\n

    \n {r`\n sim\\_rs(c_1, c_2) = - \\log P( mac(c_1, c_2) )\n `}\n     \n
    \n     \n )\n}\n","import {BoxColors, Panel} from \"bluelib\";\n\nexport default function (props) {\n return (\n \n

    \n Questa sezione è incompleta. Torna più avanti!\n

    \n {props.children}\n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Procedura che disambigua tra più significati dello stesso token.\n

    \n

    \n Si può realizzare confrontando la somiglianza di ogni significato con tutti gli altri nomi presenti nella frase.\n

    \n     \n
    \n     \n )\n}\n","import {Panel, Section} from \"bluelib\";\nimport {Fragment} from \"preact\";\nimport Example from \"../../components/Example\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n \n
    \n \n

    \n Processo di raccolta e recupero approssimato di informazioni spesso non strutturate.\n

    \n

    \n Riceve in input una query, elabora documenti e restituisce una risposta più rilevante possibile.\n

    \n

    \n Un'applicazione che effettua IR si chiama motore di ricerca.\n

    \n     \n \n

    \n Raggruppamenti di informazioni che possono avere varie forme.\n

    \n \n Potrebbe essere un documento un file, oppure un gruppo di informazioni contenute in quel file (email, slides)...\n \n     \n
    \n     \n )\n}\n","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, BoxColors} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Modelli matematici che ordinano per rilevanza (ranking) i risultati di una query.\n

    \n

    \n Formalmente, sono composti da:\n

    \n
      \n
    • I documenti {r`D`}
      • \n
    • La query {r`Q`}
      • \n
    • Una funzione di ranking {r`rank(q_i, d_j) \\to \\mathbb{R}`} che quantifica la similarità
      • \n
    \n     \n
    \n
    \n \n \n I motori di ricerca web usano generalmente questo modello.\n \n

    \n Modello IR che rappresenta ogni documento come un insieme ordinato di parole chiave (index terms).\n

    \n

    \n Associa un peso a ogni token, e ordina l'insieme in base a quel peso.\n

    \n

    \n Generalmente, i pesi sono indipendenti uno dall'altro, e questo permette di calcolarli parallelamente.\n

    \n

    \n Bag-of-words: L'ordine delle parole nel documento viene solitamente ignorato dal ranking.\n

    \n     \n \n \n grep è a tutti gli effetti un modello booleano.\n \n

    \n Modello IR classico che dà un peso booleano a ogni documento: {r`1`} se soddisfa tutti i requisiti della query, {r`0`} se non li soddisfa.\n

    \n

    \n Ha una precisione perfetta, ma richiede query ben preparate e specifiche.\n

    \n

    \n È anche facile da implementare utilizzando una posting list.\n

    \n     \n \n \n Apache Lucene si basa su questo modello.\n \n

    \n Modello IR in cui ogni caratteristica di un documento è rappresentata con un valore floating point e l'intero documento è quindi rappresentato da una n-pla di tutte le sue caratteristiche.\n

    \n

    \n Similarità cosinusoidale: il ranking si basa sull'angolo tra il \"vettore query\" e il \"vettore documento\":\n

    \n {r`\n rank(d_j, q) = \\frac{d_j \\cdot q}{\\| d_j \\| \\times \\| q \\|}\n `}\n

    \n Spesso si associa un peso a ogni dimensione in modo da variare l'importanza di una data caratteristica; comunemente, per i testi, si usano come pesi le frequenza dei token normalizzate (df) o logaritmiche (idf).\n

    \n

    \n Come il modello classico, ignora l'ordine delle parole.\n

    \n     \n \n

    \n Modello IR che effettua il ranking in base alla probabilità di comparsa dei termini della query nei documenti.\n

    \n

    \n Si basa sul calcolare un peso {r`c_i`} per ogni termine della query. Quest'ultimo diventa più grande se il termine compare in documenti rilevanti, e più piccolo se compare in documenti irrilevanti. Se il termine compare in ugual modo in entrambi, allora esso varrà {r`0`}.\n

    \n

    \n Ci sarebbe una dimostrazione complessa che ho omesso per brevità.\n

    \n     \n \n

    \n Estensione del modello booleano che ammette la possibilità che certe condizioni siano parzialmente soddisfatte.\n

    \n

    \n Invece che usare solo {r`0`} e {r`1`}, permette ai documenti di avere valori intermedi tra quei due.\n

    \n

    \n Le operazioni booleane vengono quindi modificate:\n

    \n {r`\n \\begin{cases}\n a \\land b = \\min(a, b)\\\\\n a \\lor b = \\max(a, b)\\\\\n \\neg\\ a = 1 - a\n \\end{cases} \n `}\n     \n \n

    \n Modello IR simile ai modelli classici che però tiene conto anche della frequenza dei termini nei documenti e della lunghezza dei documenti.\n

    \n

    \n Permette anche di tenere in considerazione la frequenza dei termini nella query, nel caso essa sia molto lunga.\n

    \n

    \n Ci sono formule che ho omesso per brevità.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\nimport Example from \"../../components/Example\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n La richiesta di informazioni effettuata da un utente in linguaggio naturale.\n

    \n     \n \n

    \n La traduzione dell'UIN in un linguaggio specifico al motore di ricerca.\n

    \n

    \n La complessità di questo linguaggio dipende dall'utilizzatore del motore di ricerca: il suo livello di esperienza, il suo background di conoscenze e il livello di approfondimento desiderato.\n

    \n     \n
    \n
    \n \n \n Wikipedia e la ricerca di Telegram usano un linguaggio di query keyword-based.\n \n

    \n Definisce parole chiave da cercare all'interno dei documenti.\n

    \n

    \n In esse, è possibile cercare molteplici parole chiave, concatenarle per formare una frase oppure cercare parole a una data prossimità l'una dall'altra.\n

    \n

    \n Spesso processa il linguaggio naturale per trasformarne le parole specifiche in parole chiave più generiche.\n

    \n \n Cercando su Telegram un plurale inglese, verranno restituiti anche i messaggi che riportano la stessa parola ma al singolare.\n \n     \n \n \n Le regex e i glob sono due dei pattern-based query languages più comuni.\n \n

    \n Definisce parti di testo da cercare all'interno dei documenti.\n

    \n

    \n Permettono dunque la ricerca di prefissi, suffissi, sottostringhe e intervalli.\n

    \n     \n
    \n
    \n \n \n Google, DuckDuckGo, Ecosia usano tutti un linguaggio di query keyword-based booleano.\n \n

    \n Estendono gli altri tipi di query permettendo l'inserimento di operatori booleani (AND, OR e NOT) tra le parole chiave.\n

    \n \n Per esempi sulla sintassi per effettuare ricerche booleane su Google, visita Google Advanced Search.\n \n     \n \n \n Google Books permette di sfruttare la struttura fissa delle informazioni sui libri (titolo, autore, editore...) per ottenere risultati più precisi.,\n \n

    \n Permettono di effettuare i precedenti tipi di query su specifiche parti della struttura dei documenti.\n

    \n     \n \n \n MeSH cataloga i paper di medicina caricati su PubMed organizzandoli in una gerarchia di categorie.\n \n

    \n Limitano le keyword a un vocabolario predefinito utilizzato anche dai documenti.\n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, BaseLink, Code} from \"bluelib\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
      \n
    • Prof. Federica Mandreoli
      • \n
    \n     \n \n
      \n
    • Pagina Dolly Unimore
      • \n
    \n     \n \n

    \n Puoi scaricare le videolezioni di Gestione dell'informazione con bbbdl:\n

    \n \n bbbdl sync -r https://raw.githubusercontent.com/Steffo99/unimoreinfo-wiki/main/gestionedellinformazione.json\n \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, BoxColors} from \"bluelib\";\nimport Example from \"../../components/Example\";\nimport ToBeContinued from \"../../components/ToBeContinued\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n La frazione dei documenti rilevanti totali restituita:\n

    \n {r`\n \\frac{R \\cap A}{R}\n `}\n     \n \n

    \n La frazione dei documenti restituiti che sono rilevanti:\n

    \n {r`\n \\frac{R \\cap A}{A}\n `}\n     \n
    \n
    \n \n

    \n Si effettuano test e si valutano precisione e richiamo ottenuti.\n

    \n \n

    \n Il modello IR ideale ha valori di richiamo e precisione di 1, ma nella realtà questi valori tendono ad essere inversamente proporzionali.\n

    \n

    \n Un fattore significativo nel richiamo e nella precisione è la forma del documento.\n

    \n \n Libri interi, capitoli, pagine o frasi; possono essere tutti documenti, cambia solo la loro granularità.\n \n     \n \n

    \n Si fissano un certo numero di livelli di richiamo desiderati e si misura la precisione che ha il modello in quei punti, creando una curva di richiamo standard.\n

    \n

    \n È possibile ottenere una curva di richiamo interpolata prendendo per ogni punto il valore di massima precisione tra esso e i punti precedenti.\n

    \n \n Interpolata mi sembra un termine orribile... Non sarebbe molto meglio monotonica?\n \n     \n \n

    \n È possibile misurare la curva di richiamo media effettuando la media su più query dei vari valori, e la curva di richiamo a valore singolo effettuando una query sola.\n

    \n

    \n Sono entrambe importanti per effettuare una valutazione, perchè la curva media potrebbe mascherare problemi di specifiche query nei modelli.\n

    \n     \n \n

    \n La media tra i valori di più curve di richiamo.\n

    \n

    \n È utile per le valutazioni in cui l'utente sta cercando più documenti rilevanti alla volta.\n

    \n     \n \n

    \n Valori di recall e precision riguardo i primi {r`R`} documenti restituiti.\n

    \n \n La prima pagina di Google (10 documenti) considererà i valori di 10-recall e 10-precision.\n \n     \n
    \n
    \n \n

    \n È anche detta media armonica.\n

    \n

    \n Un singolo valore che tiene conto sia della precisione {r`p`} sia del richiamo {r`r`}:\n

    \n {r`\n F = \\frac{2}{\\frac{1}{p} + \\frac{1}{r}}\n `}\n     \n \n

    \n Una versione più configurabile della Misura F che permette di dare priorità {r`b`} a precisione ({r`b > 1`}) o a richiamo ({r`b < 1`}) in base alle proprie esigenze:\n

    \n {r`\n E = 1 - \\frac{1 + b^2}{\\frac{b^2}{r} + \\frac{1}{p}}\n `}\n     \n
    \n
    \n \n

    \n Misura per valutare i motori di ricerca online che tiene conto dell'ordine in cui vengono restituiti i documenti.\n

    \n

    \n Si basa su valutazioni di rilevanza e su pesi posizionali dei risultati.\n

    \n \n Valuta quanto è stata utile questa ricerca:\n \n ☆☆☆☆☆\n \n \n \n La valutazione del primo risultato viene moltiplicata per {r`\\frac{1}{\\log_2(1)}`}, la seconda per {r`\\frac{1}{\\log_2(2)}`}, la terza per {r`\\frac{1}{\\log_2(3)}`} e così via.\n \n     \n \n

    \n Miglioramento alla DCG che supporta quantità di risultati differenti.\n

    \n \n Non dice la formula, e l'esempio non esemplifica un bel niente...\n \n     \n
    \n     \n )\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-Home.chunk.1743e.css b/docs/route-Home.chunk.1743e.css new file mode 100644 index 0000000..a3c6f0d --- /dev/null +++ b/docs/route-Home.chunk.1743e.css @@ -0,0 +1 @@ +.menulist__2Cmnq{font-size:large}.menulist__2Cmnq small{font-size:small} \ No newline at end of file diff --git a/docs/route-Home.chunk.9c5d6.esm.js b/docs/route-Home.chunk.9c5d6.esm.js new file mode 100644 index 0000000..8558de6 --- /dev/null +++ b/docs/route-Home.chunk.9c5d6.esm.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[8],{"5aVd":function(i){i.exports={menulist:"menulist__2Cmnq"}},T2GU:function(i,e,t){"use strict";(function(i){var l=t("5aVd"),r=t.n(l);e.a=function(e){return i("ul",{class:r.a.menulist},e.children)}}).call(this,t("hosL").h)},bJge:function(i,e,t){"use strict";t.r(e),function(i){var l=t("mbOI"),r=t("YNhk"),n=t("T2GU");e.default=function(){return i("div",null,i(l.s,{title:"Benvenuto ad Unisteffo!"},i(l.r,{title:"Benvenuto!"},i("p",null,"Ciao! Benvenuto ad ",i("b",null,"Unisteffo"),", il sito dove carico tutto il materiale che uso per studiare!"),i("p",null,"Se trovi un errore negli appunti, ",i("a",{href:"https://github.com/Steffo99/appuntiweb-alpha/issues/new"},"segnalamelo su GitHub")," :)"),i("p",null,"Se trovi un bug del sito... Pazienza, ormai l'ho ",i("a",{href:"https://github.com/Steffo99/appuntiweb"},"riscritto da 0"),"!"))),i(l.s,{title:"Primo anno"},i(l.r,{title:"Primo semestre"},i(n.a,null,i("li",null,i(r.a,{href:"https://github.com/Steffo99/appunti-universitari/tree/master/2018_Analisi1"},"Analisi matematica")),i("li",null,i(r.a,{href:"https://github.com/Steffo99/appunti-universitari/tree/master/2018_AlgebraLineare"},"Algebra lineare")))),i(l.r,{title:"Secondo semestre"},i(n.a,null,i("li",null,i(r.a,{href:"https://github.com/Steffo99/appunti-universitari/tree/master/2018_ArchitetturaDeiCalcolatori"},"Architettura dei calcolatori")),i("li",null,i(l.b,{href:"/algoritmiestrutturedati"},"Algoritmi e strutture dati"))))),i(l.s,{title:"Secondo anno"},i(l.r,{title:"Terzo semestre"},i(n.a,null,i("li",null,i(l.b,{href:"/fisica"},"Fisica")),i("li",null,i(r.a,{href:"https://github.com/Steffo99/cleaver"},"Programmazione a oggetti")),i("li",null,i(r.a,{href:"https://github.com/Steffo99/appunti-universitari/tree/master/2019_SistemiOperativi/Arzigogoli"},"Sistemi operativi")),i("li",null,i(l.b,{href:"/statistica"},"Statistica ed elementi di probabilità")))),i(l.r,{title:"Quarto semestre"},i(n.a,null,i("li",null,i(l.b,{href:"/apprendimento"},"Apprendim. ed evol. in sist. artificiali")),i("li",null,i(l.b,{href:"/basididati"},"Basi di dati")),i("li",null,i(l.b,{href:"/calcolonumerico"},"Calcolo numerico")),i("li",null,i(l.b,{href:"/ottimizzazionelineare"},"Ottimizzazione lineare intera"))))),i(l.s,{title:"Terzo anno"},i(l.r,{title:"Quinto semestre"},i(n.a,null,i("li",null,i(l.b,{href:"/linguaggidinamici"},"Linguaggi dinamici")),i("li",null,i(l.b,{href:"/protocollidirete"},"Protocolli e architett. di rete")),i("li",null,i(l.b,{href:"/gestionedellinformazione"},"Gestione dell'informazione")))),i(l.r,{title:"Ultimo semestre"},i("p",null,i("i",null,"Non c'è ancora nulla qui...")))),i(l.s,{title:"Altro"},i(l.r,{title:"Altri appunti"},i(n.a,null,i("li",null,i(l.b,{href:"/mingwinstall"},"Come installare MinGW")," ",i("small",null,"(per studenti sperduti di Programmazione 2)")),i("li",null,i(l.b,{href:"/vldigeometria"},"Videolezioni di Geometria")," ",i("small",null,"(per studenti sperduti di Algebra Lineare)")))),i(l.r,{title:"Collegamenti utili"},i(n.a,null,i("li",null,i(r.a,{href:"https://erre2.fermitech.info/dashboard"},"Erre2")),i("li",null,i("small",null,"Tag GitHub: "),i(r.a,{href:"https://github.com/topics/unimore-informatica"},"unimore-informatica")),i("li",null,i("small",null,"Network Telegram: "),i(r.a,{href:"https://thor.steffo.eu"},"Unimore Informatica")),i("li",null,i("small",null,"Solo studenti Unimore: "),i(r.a,{href:"https://drive.google.com/drive/folders/1gqY-QIe4UeOSHpcho0R-Nvh2IRAlTFmf"},"Archivio Lezioni"))))))}}.call(this,t("hosL").h)}}]); +//# sourceMappingURL=route-Home.chunk.9c5d6.esm.js.map \ No newline at end of file diff --git a/docs/route-Home.chunk.9c5d6.esm.js.map b/docs/route-Home.chunk.9c5d6.esm.js.map new file mode 100644 index 0000000..ff214d1 --- /dev/null +++ b/docs/route-Home.chunk.9c5d6.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/MenuList.less","webpack:///./components/MenuList.js","webpack:///./routes/Home.js"],"names":["module","exports","props","class","style","menulist","children","title","href"],"mappings":"4EACAA,EAAOC,QAAU,CAAC,SAAW,oB,mCCD7B,qCAEe,aAASC,GACpB,OACI,QAAIC,MAAOC,IAAMC,UACZH,EAAMI,a,0DCLnB,2DAKe,qBACX,OACI,aACI,EAAC,IAAD,CAASC,MAAO,2BACZ,EAAC,IAAD,CAAOA,MAAO,cACV,iCACuB,wBADvB,kEAGA,gDACsC,OAAGC,KAAM,2DAAT,yBADtC,OAGA,+DACqD,OAAGA,KAAM,0CAAT,kBADrD,OAKR,EAAC,IAAD,CAASD,MAAO,cACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAMC,KAAM,8EAAZ,uBACJ,YAAI,EAAC,IAAD,CAAMA,KAAM,oFAAZ,sBAGZ,EAAC,IAAD,CAAOD,MAAO,oBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAMC,KAAM,gGAAZ,iCACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,4BAAhB,kCAIhB,EAAC,IAAD,CAASD,MAAO,gBACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAUC,KAAM,WAAhB,WACJ,YAAI,EAAC,IAAD,CAAMA,KAAM,uCAAZ,6BACJ,YAAI,EAAC,IAAD,CAAMA,KAAM,iGAAZ,sBACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,eAAhB,4CAGZ,EAAC,IAAD,CAAOD,MAAO,mBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAUC,KAAM,kBAAhB,6CACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,eAAhB,iBACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,oBAAhB,qBACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,0BAAhB,qCAIhB,EAAC,IAAD,CAASD,MAAO,cACZ,EAAC,IAAD,CAAOA,MAAO,mBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAUC,KAAM,sBAAhB,uBACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,qBAAhB,oCACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,6BAAhB,iCAGZ,EAAC,IAAD,CAAOD,MAAO,mBACV,WACI,6CAIZ,EAAC,IAAD,CAASA,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,iBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAUC,KAAM,iBAAhB,yBAAJ,IAAsE,+DACtE,YAAI,EAAC,IAAD,CAAUA,KAAM,kBAAhB,6BAAJ,IAA2E,gEAGnF,EAAC,IAAD,CAAOD,MAAO,sBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAMC,KAAM,0CAAZ,UACJ,YAAI,+BAA2B,EAAC,IAAD,CAAMA,KAAM,iDAAZ,wBAC/B,YAAI,qCAAiC,EAAC,IAAD,CAAMA,KAAM,0BAAZ,wBACrC,YAAI,0CAAsC,EAAC,IAAD,CAAMA,KAAM,4EAAZ,2B","file":"route-Home.chunk.9c5d6.esm.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"menulist\":\"menulist__2Cmnq\"};","import style from \"./MenuList.less\";\n\nexport default function(props) {\n return (\n
      \n {props.children}\n
    \n )\n}","import {BaseLink, Panel, Section, Split, Todo} from \"bluelib\";\nimport Link from \"../components/Link\";\nimport MenuList from \"../components/MenuList\";\n\n\nexport default function (props) {\n return (\n
    \n
    \n \n

    \n Ciao! Benvenuto ad Unisteffo, il sito dove carico tutto il materiale che uso per studiare!\n

    \n

    \n Se trovi un errore negli appunti, segnalamelo su GitHub :)\n

    \n

    \n Se trovi un bug del sito... Pazienza, ormai l'ho riscritto da 0!\n

    \n     \n
    \n
    \n \n \n
  • Analisi matematica
    • \n
  • Algebra lineare
    • \n     \n     \n \n \n
  • Architettura dei calcolatori
    • \n
  • Algoritmi e strutture dati
    • \n     \n     \n
    \n
    \n \n \n
  • Fisica
    • \n
  • Programmazione a oggetti
    • \n
  • Sistemi operativi
    • \n
  • Statistica ed elementi di probabilità
    • \n     \n     \n \n \n
  • Apprendim. ed evol. in sist. artificiali
    • \n
  • Basi di dati
    • \n
  • Calcolo numerico
    • \n
  • Ottimizzazione lineare intera
    • \n     \n     \n
    \n
    \n \n \n
  • Linguaggi dinamici
    • \n
  • Protocolli e architett. di rete
    • \n
  • Gestione dell'informazione
    • \n     \n     \n \n

    \n Non c'è ancora nulla qui...\n

    \n     \n
    \n
    \n \n \n
  • Come installare MinGW (per studenti sperduti di Programmazione 2)
    • \n
  • Videolezioni di Geometria (per studenti sperduti di Algebra Lineare)
    • \n     \n     \n \n \n
  • Erre2
    • \n
  • Tag GitHub: unimore-informatica
    • \n
  • Network Telegram: Unimore Informatica
    • \n
  • Solo studenti Unimore: Archivio Lezioni
    • \n     \n     \n
    \n
    \n )\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-Home.chunk.9c5d6.js b/docs/route-Home.chunk.9c5d6.js new file mode 100644 index 0000000..640d498 --- /dev/null +++ b/docs/route-Home.chunk.9c5d6.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[8],{"5aVd":function(i){i.exports={menulist:"menulist__2Cmnq"}},T2GU:function(i,e,t){"use strict";(function(i){var l=t("5aVd"),r=t.n(l);e.a=function(e){return i("ul",{class:r.a.menulist},e.children)}}).call(this,t("hosL").h)},bJge:function(i,e,t){"use strict";t.r(e),function(i){var l=t("mbOI"),r=t("YNhk"),n=t("T2GU");e.default=function(){return i("div",null,i(l.s,{title:"Benvenuto ad Unisteffo!"},i(l.r,{title:"Benvenuto!"},i("p",null,"Ciao! Benvenuto ad ",i("b",null,"Unisteffo"),", il sito dove carico tutto il materiale che uso per studiare!"),i("p",null,"Se trovi un errore negli appunti, ",i("a",{href:"https://github.com/Steffo99/appuntiweb-alpha/issues/new"},"segnalamelo su GitHub")," :)"),i("p",null,"Se trovi un bug del sito... Pazienza, ormai l'ho ",i("a",{href:"https://github.com/Steffo99/appuntiweb"},"riscritto da 0"),"!"))),i(l.s,{title:"Primo anno"},i(l.r,{title:"Primo semestre"},i(n.a,null,i("li",null,i(r.a,{href:"https://github.com/Steffo99/appunti-universitari/tree/master/2018_Analisi1"},"Analisi matematica")),i("li",null,i(r.a,{href:"https://github.com/Steffo99/appunti-universitari/tree/master/2018_AlgebraLineare"},"Algebra lineare")))),i(l.r,{title:"Secondo semestre"},i(n.a,null,i("li",null,i(r.a,{href:"https://github.com/Steffo99/appunti-universitari/tree/master/2018_ArchitetturaDeiCalcolatori"},"Architettura dei calcolatori")),i("li",null,i(l.b,{href:"/algoritmiestrutturedati"},"Algoritmi e strutture dati"))))),i(l.s,{title:"Secondo anno"},i(l.r,{title:"Terzo semestre"},i(n.a,null,i("li",null,i(l.b,{href:"/fisica"},"Fisica")),i("li",null,i(r.a,{href:"https://github.com/Steffo99/cleaver"},"Programmazione a oggetti")),i("li",null,i(r.a,{href:"https://github.com/Steffo99/appunti-universitari/tree/master/2019_SistemiOperativi/Arzigogoli"},"Sistemi operativi")),i("li",null,i(l.b,{href:"/statistica"},"Statistica ed elementi di probabilità")))),i(l.r,{title:"Quarto semestre"},i(n.a,null,i("li",null,i(l.b,{href:"/apprendimento"},"Apprendim. ed evol. in sist. artificiali")),i("li",null,i(l.b,{href:"/basididati"},"Basi di dati")),i("li",null,i(l.b,{href:"/calcolonumerico"},"Calcolo numerico")),i("li",null,i(l.b,{href:"/ottimizzazionelineare"},"Ottimizzazione lineare intera"))))),i(l.s,{title:"Terzo anno"},i(l.r,{title:"Quinto semestre"},i(n.a,null,i("li",null,i(l.b,{href:"/linguaggidinamici"},"Linguaggi dinamici")),i("li",null,i(l.b,{href:"/protocollidirete"},"Protocolli e architett. di rete")),i("li",null,i(l.b,{href:"/gestionedellinformazione"},"Gestione dell'informazione")))),i(l.r,{title:"Ultimo semestre"},i("p",null,i("i",null,"Non c'è ancora nulla qui...")))),i(l.s,{title:"Altro"},i(l.r,{title:"Altri appunti"},i(n.a,null,i("li",null,i(l.b,{href:"/mingwinstall"},"Come installare MinGW")," ",i("small",null,"(per studenti sperduti di Programmazione 2)")),i("li",null,i(l.b,{href:"/vldigeometria"},"Videolezioni di Geometria")," ",i("small",null,"(per studenti sperduti di Algebra Lineare)")))),i(l.r,{title:"Collegamenti utili"},i(n.a,null,i("li",null,i(r.a,{href:"https://erre2.fermitech.info/dashboard"},"Erre2")),i("li",null,i("small",null,"Tag GitHub: "),i(r.a,{href:"https://github.com/topics/unimore-informatica"},"unimore-informatica")),i("li",null,i("small",null,"Network Telegram: "),i(r.a,{href:"https://thor.steffo.eu"},"Unimore Informatica")),i("li",null,i("small",null,"Solo studenti Unimore: "),i(r.a,{href:"https://drive.google.com/drive/folders/1gqY-QIe4UeOSHpcho0R-Nvh2IRAlTFmf"},"Archivio Lezioni"))))))}}.call(this,t("hosL").h)}}]); +//# sourceMappingURL=route-Home.chunk.9c5d6.js.map \ No newline at end of file diff --git a/docs/route-Home.chunk.9c5d6.js.map b/docs/route-Home.chunk.9c5d6.js.map new file mode 100644 index 0000000..d9197ec --- /dev/null +++ b/docs/route-Home.chunk.9c5d6.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/MenuList.less","webpack:///./components/MenuList.js","webpack:///./routes/Home.js"],"names":["module","exports","props","class","style","menulist","children","title","href"],"mappings":"4EACAA,EAAOC,QAAU,CAAC,SAAW,oB,mCCD7B,qCAEe,aAASC,GACpB,OACI,QAAIC,MAAOC,IAAMC,UACZH,EAAMI,a,0DCLnB,2DAKe,qBACX,OACI,aACI,EAAC,IAAD,CAASC,MAAO,2BACZ,EAAC,IAAD,CAAOA,MAAO,cACV,iCACuB,wBADvB,kEAGA,gDACsC,OAAGC,KAAM,2DAAT,yBADtC,OAGA,+DACqD,OAAGA,KAAM,0CAAT,kBADrD,OAKR,EAAC,IAAD,CAASD,MAAO,cACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAMC,KAAM,8EAAZ,uBACJ,YAAI,EAAC,IAAD,CAAMA,KAAM,oFAAZ,sBAGZ,EAAC,IAAD,CAAOD,MAAO,oBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAMC,KAAM,gGAAZ,iCACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,4BAAhB,kCAIhB,EAAC,IAAD,CAASD,MAAO,gBACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAUC,KAAM,WAAhB,WACJ,YAAI,EAAC,IAAD,CAAMA,KAAM,uCAAZ,6BACJ,YAAI,EAAC,IAAD,CAAMA,KAAM,iGAAZ,sBACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,eAAhB,4CAGZ,EAAC,IAAD,CAAOD,MAAO,mBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAUC,KAAM,kBAAhB,6CACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,eAAhB,iBACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,oBAAhB,qBACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,0BAAhB,qCAIhB,EAAC,IAAD,CAASD,MAAO,cACZ,EAAC,IAAD,CAAOA,MAAO,mBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAUC,KAAM,sBAAhB,uBACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,qBAAhB,oCACJ,YAAI,EAAC,IAAD,CAAUA,KAAM,6BAAhB,iCAGZ,EAAC,IAAD,CAAOD,MAAO,mBACV,WACI,6CAIZ,EAAC,IAAD,CAASA,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,iBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAUC,KAAM,iBAAhB,yBAAJ,IAAsE,+DACtE,YAAI,EAAC,IAAD,CAAUA,KAAM,kBAAhB,6BAAJ,IAA2E,gEAGnF,EAAC,IAAD,CAAOD,MAAO,sBACV,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAMC,KAAM,0CAAZ,UACJ,YAAI,+BAA2B,EAAC,IAAD,CAAMA,KAAM,iDAAZ,wBAC/B,YAAI,qCAAiC,EAAC,IAAD,CAAMA,KAAM,0BAAZ,wBACrC,YAAI,0CAAsC,EAAC,IAAD,CAAMA,KAAM,4EAAZ,2B","file":"route-Home.chunk.9c5d6.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"menulist\":\"menulist__2Cmnq\"};","import style from \"./MenuList.less\";\n\nexport default function(props) {\n return (\n
      \n {props.children}\n
    \n )\n}","import {BaseLink, Panel, Section, Split, Todo} from \"bluelib\";\nimport Link from \"../components/Link\";\nimport MenuList from \"../components/MenuList\";\n\n\nexport default function (props) {\n return (\n
    \n
    \n \n

    \n Ciao! Benvenuto ad Unisteffo, il sito dove carico tutto il materiale che uso per studiare!\n

    \n

    \n Se trovi un errore negli appunti, segnalamelo su GitHub :)\n

    \n

    \n Se trovi un bug del sito... Pazienza, ormai l'ho riscritto da 0!\n

    \n     \n
    \n
    \n \n \n
  • Analisi matematica
    • \n
  • Algebra lineare
    • \n     \n     \n \n \n
  • Architettura dei calcolatori
    • \n
  • Algoritmi e strutture dati
    • \n     \n     \n
    \n
    \n \n \n
  • Fisica
    • \n
  • Programmazione a oggetti
    • \n
  • Sistemi operativi
    • \n
  • Statistica ed elementi di probabilità
    • \n     \n     \n \n \n
  • Apprendim. ed evol. in sist. artificiali
    • \n
  • Basi di dati
    • \n
  • Calcolo numerico
    • \n
  • Ottimizzazione lineare intera
    • \n     \n     \n
    \n
    \n \n \n
  • Linguaggi dinamici
    • \n
  • Protocolli e architett. di rete
    • \n
  • Gestione dell'informazione
    • \n     \n     \n \n

    \n Non c'è ancora nulla qui...\n

    \n     \n
    \n
    \n \n \n
  • Come installare MinGW (per studenti sperduti di Programmazione 2)
    • \n
  • Videolezioni di Geometria (per studenti sperduti di Algebra Lineare)
    • \n     \n     \n \n \n
  • Erre2
    • \n
  • Tag GitHub: unimore-informatica
    • \n
  • Network Telegram: Unimore Informatica
    • \n
  • Solo studenti Unimore: Archivio Lezioni
    • \n     \n     \n
    \n
    \n )\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-LinguaggiDinamici.chunk.0aab1.esm.js b/docs/route-LinguaggiDinamici.chunk.0aab1.esm.js new file mode 100644 index 0000000..f1787a5 --- /dev/null +++ b/docs/route-LinguaggiDinamici.chunk.0aab1.esm.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[9],{KwpI:function(n,t,o){"use strict";(function(n){var i=o("mbOI");t.a=function(t){return n(i.r,{title:"To be continued",color:i.e.YELLOW},n("p",null,"Questa sezione è incompleta. Torna più avanti!"),t.children)}}).call(this,o("hosL").h)},Wlu3:function(n,t,o){"use strict";(function(n){var i=o("hosL"),e=o("mbOI"),l=o("YNhk");t.a=function(){return n(i.Fragment,null,n(e.s,{title:"Esame"},n(e.r,{title:"Contatti"},n("ul",null,n("li",null,n(l.a,{href:"mailto:mauro.leoncini@unimore.it"},"Prof. Mauro Leoncini"))))))}}).call(this,o("hosL").h)},kQx2:function(n,t,o){"use strict";(function(n){o("hosL");var i=o("mbOI"),e=(o("YNhk"),o("KwpI"));t.a=function(){return n(i.g.Provider,{value:"python"},n(i.s,{title:"Python"},n(i.r,{title:"Mordere il pitone",color:i.e.BLUE},n("p",null,"Su questo sito non sono presenti i concetti base di Python e della programmazione."),n("p",null,"Se ne avete bisogno, potete leggervi ",n("a",{href:"https://python.swaroopch.com/"},"A Byte of Python"),", un ottimo libro gratuito e veloce a riguardo :)")),n(e.a,null)))}}).call(this,o("hosL").h)},ouaO:function(n,t,o){"use strict";o.r(t),function(n){var i=o("Wlu3"),e=o("kQx2");t.default=function(){return n("div",null,n("h1",null,"Linguaggi dinamici"),n(i.a,null),n(e.a,null))}}.call(this,o("hosL").h)}}]); +//# sourceMappingURL=route-LinguaggiDinamici.chunk.0aab1.esm.js.map \ No newline at end of file diff --git a/docs/route-LinguaggiDinamici.chunk.0aab1.esm.js.map b/docs/route-LinguaggiDinamici.chunk.0aab1.esm.js.map new file mode 100644 index 0000000..24293eb --- /dev/null +++ b/docs/route-LinguaggiDinamici.chunk.0aab1.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/ToBeContinued.js","webpack:///./routes/LinguaggiDinamici/00_Intro.js","webpack:///./routes/LinguaggiDinamici/01_Python.js","webpack:///./routes/LinguaggiDinamici/index.js"],"names":["props","title","color","BoxColors","YELLOW","children","href","Provider","value","BLUE"],"mappings":"4FAAA,4BAEe,aAAUA,GACrB,OACI,EAAC,IAAD,CAAOC,MAAO,kBAAmBC,MAAOC,IAAUC,QAC9C,6DAGCJ,EAAMK,a,2DCRnB,oDAOe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASJ,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAMK,KAAM,oCAAZ,gC,2DCb5B,8DAQe,eACX,OACI,EAAC,IAAoBC,SAArB,CAA8BC,MAAO,UAErC,EAAC,IAAD,CAASP,MAAO,UACZ,EAAC,IAAD,CAAOA,MAAO,oBAAqBC,MAAOC,IAAUM,MAChD,iGAGA,mDACyC,OAAGH,KAAM,iCAAT,oBADzC,sDAIJ,EAAC,IAAD,W,0DCrBZ,+CAIe,qBACX,OACI,aACI,kCACA,EAAC,IAAD,MACA,EAAC,IAAD,S","file":"route-LinguaggiDinamici.chunk.0aab1.esm.js","sourcesContent":["import {BoxColors, Panel} from \"bluelib\";\n\nexport default function (props) {\n return (\n \n

    \n Questa sezione è incompleta. Torna più avanti!\n

    \n {props.children}\n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
      \n
    • Prof. Mauro Leoncini
      • \n
    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, CodeDefaultLanguage, Code, BoxColors} from \"bluelib\";\nimport Link from \"../../components/Link\";\nimport ToBeContinued from \"../../components/ToBeContinued\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n\n
    \n \n

    \n Su questo sito non sono presenti i concetti base di Python e della programmazione.\n

    \n

    \n Se ne avete bisogno, potete leggervi A Byte of Python, un ottimo libro gratuito e veloce a riguardo :)\n

    \n     \n \n
    \n\n     \n )\n}\n","import Intro from \"./00_Intro\";\nimport Python from \"./01_Python\";\n\n\nexport default function () {\n return (\n
    \n

    Linguaggi dinamici

    \n \n \n
    \n )\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-LinguaggiDinamici.chunk.738ae.js b/docs/route-LinguaggiDinamici.chunk.738ae.js new file mode 100644 index 0000000..0cd9bff --- /dev/null +++ b/docs/route-LinguaggiDinamici.chunk.738ae.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[9],{KwpI:function(n,t,o){"use strict";(function(n){var i=o("mbOI");t.a=function(t){return n(i.r,{title:"To be continued",color:i.e.YELLOW},n("p",null,"Questa sezione è incompleta. Torna più avanti!"),t.children)}}).call(this,o("hosL").h)},Wlu3:function(n,t,o){"use strict";(function(n){var i=o("hosL"),e=o("mbOI"),l=o("YNhk");t.a=function(){return n(i.Fragment,null,n(e.s,{title:"Esame"},n(e.r,{title:"Contatti"},n("ul",null,n("li",null,n(l.a,{href:"mailto:mauro.leoncini@unimore.it"},"Prof. Mauro Leoncini"))))))}}).call(this,o("hosL").h)},kQx2:function(n,t,o){"use strict";(function(n){o("hosL");var i=o("mbOI"),e=(o("YNhk"),o("KwpI"));t.a=function(){return n(i.g.Provider,{value:"python"},n(i.s,{title:"Python"},n(i.r,{title:"Mordere il pitone",color:i.e.BLUE},n("p",null,"Su questo sito non sono presenti i concetti base di Python e della programmazione."),n("p",null,"Se ne avete bisogno, potete leggervi ",n("a",{href:"https://python.swaroopch.com/"},"A Byte of Python"),", un ottimo libro gratuito e veloce a riguardo :)")),n(e.a,null)))}}).call(this,o("hosL").h)},ouaO:function(n,t,o){"use strict";o.r(t),function(n){var i=o("Wlu3"),e=o("kQx2");t.default=function(){return n("div",null,n("h1",null,"Linguaggi dinamici"),n(i.a,null),n(e.a,null))}}.call(this,o("hosL").h)}}]); +//# sourceMappingURL=route-LinguaggiDinamici.chunk.738ae.js.map \ No newline at end of file diff --git a/docs/route-LinguaggiDinamici.chunk.738ae.js.map b/docs/route-LinguaggiDinamici.chunk.738ae.js.map new file mode 100644 index 0000000..55904dc --- /dev/null +++ b/docs/route-LinguaggiDinamici.chunk.738ae.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/ToBeContinued.js","webpack:///./routes/LinguaggiDinamici/00_Intro.js","webpack:///./routes/LinguaggiDinamici/01_Python.js","webpack:///./routes/LinguaggiDinamici/index.js"],"names":["props","title","color","BoxColors","YELLOW","children","href","Provider","value","BLUE"],"mappings":"4FAAA,4BAEe,aAAUA,GACrB,OACI,EAAC,IAAD,CAAOC,MAAO,kBAAmBC,MAAOC,IAAUC,QAC9C,6DAGCJ,EAAMK,a,2DCRnB,oDAOe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASJ,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAMK,KAAM,oCAAZ,gC,2DCb5B,8DAQe,eACX,OACI,EAAC,IAAoBC,SAArB,CAA8BC,MAAO,UAErC,EAAC,IAAD,CAASP,MAAO,UACZ,EAAC,IAAD,CAAOA,MAAO,oBAAqBC,MAAOC,IAAUM,MAChD,iGAGA,mDACyC,OAAGH,KAAM,iCAAT,oBADzC,sDAIJ,EAAC,IAAD,W,0DCrBZ,+CAIe,qBACX,OACI,aACI,kCACA,EAAC,IAAD,MACA,EAAC,IAAD,S","file":"route-LinguaggiDinamici.chunk.738ae.js","sourcesContent":["import {BoxColors, Panel} from \"bluelib\";\n\nexport default function (props) {\n return (\n \n

    \n Questa sezione è incompleta. Torna più avanti!\n

    \n {props.children}\n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
      \n
    • Prof. Mauro Leoncini
      • \n
    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, CodeDefaultLanguage, Code, BoxColors} from \"bluelib\";\nimport Link from \"../../components/Link\";\nimport ToBeContinued from \"../../components/ToBeContinued\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n\n
    \n \n

    \n Su questo sito non sono presenti i concetti base di Python e della programmazione.\n

    \n

    \n Se ne avete bisogno, potete leggervi A Byte of Python, un ottimo libro gratuito e veloce a riguardo :)\n

    \n     \n \n
    \n\n     \n )\n}\n","import Intro from \"./00_Intro\";\nimport Python from \"./01_Python\";\n\n\nexport default function () {\n return (\n
    \n

    Linguaggi dinamici

    \n \n \n
    \n )\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-MingwInstall.chunk.fba30.esm.js b/docs/route-MingwInstall.chunk.fba30.esm.js new file mode 100644 index 0000000..294389e --- /dev/null +++ b/docs/route-MingwInstall.chunk.fba30.esm.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[10],{v1Hp:function(e,i,l){"use strict";l.r(i),function(e){var t=l("mbOI");i.default=function(){return e("div",null,e("h1",null,"Come installare MinGW"),e(t.r,null,e("p",null," Scaricate ",e("a",{href:"https://osdn.net/projects/mingw/downloads/68260/mingw-get-setup.exe/"},"l'installer ufficiale"),", ed eseguitelo."),e("img",{src:"https://i.imgur.com/mDZSqjV.png",alt:""}),e("p",null," Dovrebbe comparire questa schermata. Cliccate su ",e("code",null,"Install"),", poi scegliete una cartella di installazione (ricordatevela!) e poi ",e("code",null,"Continue"),". Lasciate stare le altre opzioni, dovrebbero essere tutte spuntate, tranne ",e("code",null,"For all users"),", che dovrebbe essere disattivato."),e("img",{src:"https://i.imgur.com/brdw8Xy.png",alt:""}),e("p",null," Aspettate che finisca il download. Pochi secondi dopo, dovrebbe finire e dovrebbe apparire un tasto",e("code",null,"Continue"),". Premetelo."),e("img",{src:"https://i.imgur.com/aPTwrxz.png",alt:""}),e("p",null," Dovrebbe apparirvi questa finestra. L'installer di MinGW è una specie di gestore pacchetti (tipo ",e("code",null,"apt")," su Ubuntu); potete scegliere quali pacchetti installare, e quindi quali funzionalità."),e("img",{src:"https://i.imgur.com/5QLSkFN.png",alt:""}),e("p",null," Nel nostro caso, dovrebbero servirci ",e("code",null,"mingw32-base-bin")," (per il C e alcune librerie C++) e",e("code",null,"mingw32-gcc-g++-bin")," (per il C++). Cliccate, quindi, sui due quadratini corrispondenti, e premete",e("code",null,"Mark for Installation"),". Dovrebbe comparire una freccia gialla sul quadratino."),e("img",{src:"https://i.imgur.com/zP74nks.png",alt:""}),e("p",null," Ora, è il momento di installare i pacchetti. Aprite il menù ",e("code",null,"Installation"),", poi premete",e("code",null,"Apply Changes"),", e di nuovo ",e("code",null,"Apply"),"."),e("img",{src:"https://i.imgur.com/jp4uz5B.png",alt:""}),e("p",null," Lasciate che scarichi, ci vorrà un po'. Guardatevi un video nel frattempo, fatevi una partitina a qualcosa, tornate dopo circa 10 minuti."),e("img",{src:"https://i.imgur.com/Lq9IepY.png",alt:""}),e("p",null," Una volta installato, dobbiamo aggiungere ",e("code",null,"g++")," ai programmi eseguibili da Prompt dei Comandi: premete il tasto ",e("kbd",null,"Windows"),", e scrivete ",e("code",null,"PATH"),". Windows dovrebbe trovarvi automaticamente quell'opzione."),e("img",{src:"https://i.imgur.com/dy3b5Ub.png",alt:""}),e("p",null," Dentro la finestra di ",e("i",null,"Proprietà del Sistema"),", premete ",e("code",null,"Variabili d'ambiente"),"."),e("img",{src:"https://i.imgur.com/FjYpT1n.png",alt:""}),e("p",null," Trovate la variabile d'ambiente globale ",e("code",null,"Path"),", e fateci doppio click per modificarla."),e("img",{src:"https://i.imgur.com/klZQ9So.png",alt:""}),e("p",null," Ora dovreste vedere l'elenco di tutte le cartelle contenenti programmi eseguibili da terminale: dobbiamo aggiungere quella di MinGW! Premete ",e("code",null,"Sfoglia"),"."),e("img",{src:"https://i.imgur.com/F6lBCqS.png",alt:""}),e("p",null," Trovate la cartella in cui avete installato MinGW (vi avevo detto di ricordarvela!); entrateci, poi selezionate la sottocartella ",e("code",null,"bin")," e premete ",e("code",null,"OK")," su tutte le finestre che avete aperto fino ad ora, chiudendole."),e("p",null," Complimenti! Avete installato MinGW e potete compilare programmi C e C++ da Windows! Avete a disposizione",e("code",null,"gcc")," e ",e("code",null,"g++")," sul Prompt dei Comandi, e potete finalmente creare dei file .exe! ")))}}.call(this,l("hosL").h)}}]); +//# sourceMappingURL=route-MingwInstall.chunk.fba30.esm.js.map \ No newline at end of file diff --git a/docs/route-MingwInstall.chunk.fba30.esm.js.map b/docs/route-MingwInstall.chunk.fba30.esm.js.map new file mode 100644 index 0000000..2b0ac7a --- /dev/null +++ b/docs/route-MingwInstall.chunk.fba30.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/MingwInstall.js"],"names":["href","src","alt"],"mappings":"4FAAA,mCAGe,qBACX,OACI,aACI,qCACA,EAAC,IAAD,KACI,yBAAc,OAAGA,KAAK,wEAAR,yBAAd,oBAEsB,SAAKC,IAAI,kCAAkCC,IAAI,KACrE,gEAAqD,yBAArD,wEAE2B,0BAF3B,+EAIW,+BAJX,sCAI2E,SAC3ED,IAAI,kCAAkCC,IAAI,KAC1C,kHACI,0BADJ,gBACyC,SAAKD,IAAI,kCAAkCC,IAAI,KACxF,gHACU,qBADV,0FAE0F,SAC1FD,IAAI,kCAAkCC,IAAI,KAC1C,oDAAyC,kCAAzC,sCAEI,qCAFJ,gFAII,uCAJJ,2DAIiG,SACjGD,IAAI,kCAAkCC,IAAI,KAC1C,2EAAgE,8BAAhE,gBACI,+BADJ,gBAC2C,uBAD3C,KACkE,SAClED,IAAI,kCAAkCC,IAAI,KAC1C,yJAE6B,SAAKD,IAAI,kCAAkCC,IAAI,KAC5E,yDAA8C,qBAA9C,oEAEU,wBAFV,gBAEyC,sBAFzC,8DAIA,SAAKD,IAAI,kCAAkCC,IAAI,KAC/C,qCAA0B,oCAA1B,aAAgE,sCAAhE,KACA,SAAKD,IAAI,kCAAkCC,IAAI,KAC/C,uDAA4C,sBAA5C,4CACI,SAAKD,IAAI,kCAAkCC,IAAI,KACnD,4JAE6B,yBAF7B,KAEsD,SAAKD,IAAI,kCACJC,IAAI,KAC/D,gJAEkB,qBAFlB,cAE6C,oBAF7C,oEAKA,wHAEI,qBAFJ,MAEuB,qBAFvB,2E","file":"route-MingwInstall.chunk.fba30.esm.js","sourcesContent":["import {Panel} from \"bluelib\";\n\n\nexport default function (props) {\n return (\n
    \n

    Come installare MinGW

    \n \n

    Scaricate l'installer\n ufficiale,\n ed eseguitelo.

    \"\"/\n

    Dovrebbe comparire questa schermata. Cliccate su Install, poi scegliete una cartella di\n installazione\n (ricordatevela!) e poi Continue. Lasciate stare le altre opzioni, dovrebbero essere\n tutte spuntate,\n tranne For all users, che dovrebbe essere disattivato.

    \n

    Aspettate che finisca il download. Pochi secondi dopo, dovrebbe finire e dovrebbe apparire un tasto\n Continue. Premetelo.

    \"\"/\n

    Dovrebbe apparirvi questa finestra. L'installer di MinGW è una specie di gestore pacchetti\n (tipo apt su\n Ubuntu); potete scegliere quali pacchetti installare, e quindi quali funzionalità.

    \n

    Nel nostro caso, dovrebbero servirci mingw32-base-bin (per il C e alcune librerie C++)\n e\n mingw32-gcc-g++-bin (per il C++). Cliccate, quindi, sui due quadratini corrispondenti,\n e premete\n Mark for Installation. Dovrebbe comparire una freccia gialla sul quadratino.

    \n

    Ora, è il momento di installare i pacchetti. Aprite il menù Installation, poi premete\n Apply Changes, e di nuovo Apply.

    \n

    Lasciate che scarichi, ci vorrà un po'. Guardatevi un video nel frattempo, fatevi una partitina a\n qualcosa, tornate\n dopo circa 10 minuti.

    \"\"/\n

    Una volta installato, dobbiamo aggiungere g++ ai programmi eseguibili da Prompt dei\n Comandi: premete il\n tasto Windows, e scrivete PATH. Windows dovrebbe trovarvi automaticamente\n quell'opzione.

    \n \"\"/\n

    Dentro la finestra di Proprietà del Sistema, premete Variabili d'ambiente.

    \n \"\"/\n

    Trovate la variabile d'ambiente globale Path, e fateci doppio click per modificarla.\n

    \"\"/\n

    Ora dovreste vedere l'elenco di tutte le cartelle contenenti programmi eseguibili da terminale:\n dobbiamo aggiungere\n quella di MinGW! Premete Sfoglia.

    \"\"/\n

    Trovate la cartella in cui avete installato MinGW (vi avevo detto di ricordarvela!); entrateci, poi\n selezionate la\n sottocartella bin e premete OK su tutte le finestre che avete aperto fino\n ad ora,\n chiudendole.

    \n

    Complimenti! Avete installato MinGW e potete compilare programmi C e C++ da Windows! Avete a\n disposizione\n gcc e g++ sul Prompt dei Comandi, e potete finalmente creare dei file\n .exe!

    \n     \n
    \n );\n}\n\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-MingwInstall.chunk.fba30.js b/docs/route-MingwInstall.chunk.fba30.js new file mode 100644 index 0000000..d9bab0f --- /dev/null +++ b/docs/route-MingwInstall.chunk.fba30.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[10],{v1Hp:function(e,i,l){"use strict";l.r(i),function(e){var t=l("mbOI");i.default=function(){return e("div",null,e("h1",null,"Come installare MinGW"),e(t.r,null,e("p",null," Scaricate ",e("a",{href:"https://osdn.net/projects/mingw/downloads/68260/mingw-get-setup.exe/"},"l'installer ufficiale"),", ed eseguitelo."),e("img",{src:"https://i.imgur.com/mDZSqjV.png",alt:""}),e("p",null," Dovrebbe comparire questa schermata. Cliccate su ",e("code",null,"Install"),", poi scegliete una cartella di installazione (ricordatevela!) e poi ",e("code",null,"Continue"),". Lasciate stare le altre opzioni, dovrebbero essere tutte spuntate, tranne ",e("code",null,"For all users"),", che dovrebbe essere disattivato."),e("img",{src:"https://i.imgur.com/brdw8Xy.png",alt:""}),e("p",null," Aspettate che finisca il download. Pochi secondi dopo, dovrebbe finire e dovrebbe apparire un tasto",e("code",null,"Continue"),". Premetelo."),e("img",{src:"https://i.imgur.com/aPTwrxz.png",alt:""}),e("p",null," Dovrebbe apparirvi questa finestra. L'installer di MinGW è una specie di gestore pacchetti (tipo ",e("code",null,"apt")," su Ubuntu); potete scegliere quali pacchetti installare, e quindi quali funzionalità."),e("img",{src:"https://i.imgur.com/5QLSkFN.png",alt:""}),e("p",null," Nel nostro caso, dovrebbero servirci ",e("code",null,"mingw32-base-bin")," (per il C e alcune librerie C++) e",e("code",null,"mingw32-gcc-g++-bin")," (per il C++). Cliccate, quindi, sui due quadratini corrispondenti, e premete",e("code",null,"Mark for Installation"),". Dovrebbe comparire una freccia gialla sul quadratino."),e("img",{src:"https://i.imgur.com/zP74nks.png",alt:""}),e("p",null," Ora, è il momento di installare i pacchetti. Aprite il menù ",e("code",null,"Installation"),", poi premete",e("code",null,"Apply Changes"),", e di nuovo ",e("code",null,"Apply"),"."),e("img",{src:"https://i.imgur.com/jp4uz5B.png",alt:""}),e("p",null," Lasciate che scarichi, ci vorrà un po'. Guardatevi un video nel frattempo, fatevi una partitina a qualcosa, tornate dopo circa 10 minuti."),e("img",{src:"https://i.imgur.com/Lq9IepY.png",alt:""}),e("p",null," Una volta installato, dobbiamo aggiungere ",e("code",null,"g++")," ai programmi eseguibili da Prompt dei Comandi: premete il tasto ",e("kbd",null,"Windows"),", e scrivete ",e("code",null,"PATH"),". Windows dovrebbe trovarvi automaticamente quell'opzione."),e("img",{src:"https://i.imgur.com/dy3b5Ub.png",alt:""}),e("p",null," Dentro la finestra di ",e("i",null,"Proprietà del Sistema"),", premete ",e("code",null,"Variabili d'ambiente"),"."),e("img",{src:"https://i.imgur.com/FjYpT1n.png",alt:""}),e("p",null," Trovate la variabile d'ambiente globale ",e("code",null,"Path"),", e fateci doppio click per modificarla."),e("img",{src:"https://i.imgur.com/klZQ9So.png",alt:""}),e("p",null," Ora dovreste vedere l'elenco di tutte le cartelle contenenti programmi eseguibili da terminale: dobbiamo aggiungere quella di MinGW! Premete ",e("code",null,"Sfoglia"),"."),e("img",{src:"https://i.imgur.com/F6lBCqS.png",alt:""}),e("p",null," Trovate la cartella in cui avete installato MinGW (vi avevo detto di ricordarvela!); entrateci, poi selezionate la sottocartella ",e("code",null,"bin")," e premete ",e("code",null,"OK")," su tutte le finestre che avete aperto fino ad ora, chiudendole."),e("p",null," Complimenti! Avete installato MinGW e potete compilare programmi C e C++ da Windows! Avete a disposizione",e("code",null,"gcc")," e ",e("code",null,"g++")," sul Prompt dei Comandi, e potete finalmente creare dei file .exe! ")))}}.call(this,l("hosL").h)}}]); +//# sourceMappingURL=route-MingwInstall.chunk.fba30.js.map \ No newline at end of file diff --git a/docs/route-MingwInstall.chunk.fba30.js.map b/docs/route-MingwInstall.chunk.fba30.js.map new file mode 100644 index 0000000..bc3d63a --- /dev/null +++ b/docs/route-MingwInstall.chunk.fba30.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/MingwInstall.js"],"names":["href","src","alt"],"mappings":"4FAAA,mCAGe,qBACX,OACI,aACI,qCACA,EAAC,IAAD,KACI,yBAAc,OAAGA,KAAK,wEAAR,yBAAd,oBAEsB,SAAKC,IAAI,kCAAkCC,IAAI,KACrE,gEAAqD,yBAArD,wEAE2B,0BAF3B,+EAIW,+BAJX,sCAI2E,SAC3ED,IAAI,kCAAkCC,IAAI,KAC1C,kHACI,0BADJ,gBACyC,SAAKD,IAAI,kCAAkCC,IAAI,KACxF,gHACU,qBADV,0FAE0F,SAC1FD,IAAI,kCAAkCC,IAAI,KAC1C,oDAAyC,kCAAzC,sCAEI,qCAFJ,gFAII,uCAJJ,2DAIiG,SACjGD,IAAI,kCAAkCC,IAAI,KAC1C,2EAAgE,8BAAhE,gBACI,+BADJ,gBAC2C,uBAD3C,KACkE,SAClED,IAAI,kCAAkCC,IAAI,KAC1C,yJAE6B,SAAKD,IAAI,kCAAkCC,IAAI,KAC5E,yDAA8C,qBAA9C,oEAEU,wBAFV,gBAEyC,sBAFzC,8DAIA,SAAKD,IAAI,kCAAkCC,IAAI,KAC/C,qCAA0B,oCAA1B,aAAgE,sCAAhE,KACA,SAAKD,IAAI,kCAAkCC,IAAI,KAC/C,uDAA4C,sBAA5C,4CACI,SAAKD,IAAI,kCAAkCC,IAAI,KACnD,4JAE6B,yBAF7B,KAEsD,SAAKD,IAAI,kCACJC,IAAI,KAC/D,gJAEkB,qBAFlB,cAE6C,oBAF7C,oEAKA,wHAEI,qBAFJ,MAEuB,qBAFvB,2E","file":"route-MingwInstall.chunk.fba30.js","sourcesContent":["import {Panel} from \"bluelib\";\n\n\nexport default function (props) {\n return (\n
    \n

    Come installare MinGW

    \n \n

    Scaricate l'installer\n ufficiale,\n ed eseguitelo.

    \"\"/\n

    Dovrebbe comparire questa schermata. Cliccate su Install, poi scegliete una cartella di\n installazione\n (ricordatevela!) e poi Continue. Lasciate stare le altre opzioni, dovrebbero essere\n tutte spuntate,\n tranne For all users, che dovrebbe essere disattivato.

    \n

    Aspettate che finisca il download. Pochi secondi dopo, dovrebbe finire e dovrebbe apparire un tasto\n Continue. Premetelo.

    \"\"/\n

    Dovrebbe apparirvi questa finestra. L'installer di MinGW è una specie di gestore pacchetti\n (tipo apt su\n Ubuntu); potete scegliere quali pacchetti installare, e quindi quali funzionalità.

    \n

    Nel nostro caso, dovrebbero servirci mingw32-base-bin (per il C e alcune librerie C++)\n e\n mingw32-gcc-g++-bin (per il C++). Cliccate, quindi, sui due quadratini corrispondenti,\n e premete\n Mark for Installation. Dovrebbe comparire una freccia gialla sul quadratino.

    \n

    Ora, è il momento di installare i pacchetti. Aprite il menù Installation, poi premete\n Apply Changes, e di nuovo Apply.

    \n

    Lasciate che scarichi, ci vorrà un po'. Guardatevi un video nel frattempo, fatevi una partitina a\n qualcosa, tornate\n dopo circa 10 minuti.

    \"\"/\n

    Una volta installato, dobbiamo aggiungere g++ ai programmi eseguibili da Prompt dei\n Comandi: premete il\n tasto Windows, e scrivete PATH. Windows dovrebbe trovarvi automaticamente\n quell'opzione.

    \n \"\"/\n

    Dentro la finestra di Proprietà del Sistema, premete Variabili d'ambiente.

    \n \"\"/\n

    Trovate la variabile d'ambiente globale Path, e fateci doppio click per modificarla.\n

    \"\"/\n

    Ora dovreste vedere l'elenco di tutte le cartelle contenenti programmi eseguibili da terminale:\n dobbiamo aggiungere\n quella di MinGW! Premete Sfoglia.

    \"\"/\n

    Trovate la cartella in cui avete installato MinGW (vi avevo detto di ricordarvela!); entrateci, poi\n selezionate la\n sottocartella bin e premete OK su tutte le finestre che avete aperto fino\n ad ora,\n chiudendole.

    \n

    Complimenti! Avete installato MinGW e potete compilare programmi C e C++ da Windows! Avete a\n disposizione\n gcc e g++ sul Prompt dei Comandi, e potete finalmente creare dei file\n .exe!

    \n     \n
    \n );\n}\n\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-NetLogo.chunk.a1161.css b/docs/route-NetLogo.chunk.a1161.css new file mode 100644 index 0000000..3c4dea0 --- /dev/null +++ b/docs/route-NetLogo.chunk.a1161.css @@ -0,0 +1 @@ +.red__2y1B_{color:#ff7d7d}.orange__dD2kx{color:#ffbb7d}.yellow__OEpwl{color:#ffff7d}.lime__CVe41{color:#7dff7d}.cyan__26ZAg{color:#7dffff}.blue__LO7Xm{color:#7d7dff}.magenta__1Akee{color:#ff7dff}.example__2PzAa{color:#d3a1ff;padding:4px;border-radius:4px;margin:4px 0}.example__2PzAa,.example__2PzAa table{background-color:rgba(211,161,255,.05)}.example__2PzAa table{border-spacing:0;border:2px solid rgba(211,161,255,.1);border-collapse:collapse}.example__2PzAa table tbody td,.example__2PzAa table tbody th,.example__2PzAa table thead td,.example__2PzAa table thead th{padding:4px;border:1px solid rgba(211,161,255,.1)}.example__2PzAa table thead{background-color:rgba(211,161,255,.1);color:#fff} \ No newline at end of file diff --git a/docs/route-NetLogo.chunk.afaa4.js b/docs/route-NetLogo.chunk.afaa4.js new file mode 100644 index 0000000..7ac6389 --- /dev/null +++ b/docs/route-NetLogo.chunk.afaa4.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[11],{"2w3n":function(n){n.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},hkqw:function(n,e,t){"use strict";t.r(e),function(n){function l(){var n=h(["\n left 10\n right 10\n "]);return l=function(){return n},n}function r(){var n=h(["\n forward 10\n back 10\n "]);return r=function(){return n},n}function i(){var n=h(["\n to-report [var1 var2 var3]\n \n report \n end\n "]);return i=function(){return n},n}function a(){var n=h(["\n to [var1 var2 var3]\n \n end\n "]);return a=function(){return n},n}function u(){var n=h(["\n to \n \n end\n "]);return u=function(){return n},n}function o(){var n=h(["\n ask [\n \n ]\n "]);return o=function(){return n},n}function c(){var n=h(["set "]);return c=function(){return n},n}function s(){var n=h(["let "]);return s=function(){return n},n}function p(){var n=h(["links-own [var1 var2 var3]"]);return p=function(){return n},n}function g(){var n=h(["patches-own [var1 var2 var3]"]);return g=function(){return n},n}function f(){var n=h(["sprout"]);return f=function(){return n},n}function d(){var n=h(["hatch"]);return d=function(){return n},n}function v(){var n=h(["create"]);return v=function(){return n},n}function b(){var n=h(["- "]);return b=function(){return n},n}function m(){var n=h(["breed [ ]"]);return m=function(){return n},n}function h(n,e){return e||(e=n.slice(0)),n.raw=e,n}var w=t("mbOI"),_=t("ke5e"),k=String.raw;e.default=function(){return n("div",null,n("h1",null,n("a",{href:"/apprendimento"},"Apprendimento"),": NetLogo"),n(w.s,{title:"Agenti di NetLogo"},n(w.r,{title:"Observer"},n("p",null,"L'",n("b",null,"utente")," di NetLogo, che vive nel contesto globale e dà ordini agli altri agenti.")),n(w.r,{title:"Turtle"},n("p",null,"Entità che possono ",n("b",null,"muoversi")," per il mondo."),n(_.a,null,"Sono più o meno come le ",n("a",{href:"https://www.computercraft.info/wiki/Turtle"},"Turtle di Computercraft"),"!"),n("p",null,"Possono essere di una ",n("i",null,"breed")," (razza) specifica, definite con:"),n(w.f,{language:"lisp"},k(m())),n(_.a,null,"Le breed sono praticamente sottoclassi di turtle.")),n(w.r,{title:"Patch"},n("p",null,"I ",n("b",null,"quadratini")," del mondo. Possono essere di vari colori e avere varie proprietà."),n(_.a,null,"...possiamo dire che questi siano i blocchi di Minecraft?")),n(w.r,{title:"Link"},n("p",null,n("b",null,"Collegamenti")," tra due turtle."))),n(w.s,{title:"Creazione di agenti"},n(w.r,{title:"Observer"},n("p",null,"L'observer viene creato automaticamente all'apertura della simulazione.")),n(w.r,{title:"Turtle"},n("p",null,"Nuove turtle possono essere create con il comando:"),n(w.f,{language:"lisp"},k(b())),n("p",null,"Dove prefisso varia in base al contesto attuale:"),n("table",null,n("thead",null,n("tr",null,n("th",null,"Contesto"),n("th",null,"Prefisso"))),n("tbody",null,n("tr",null,n("td",null,"Observer"),n("td",null,n(w.f,{language:"lisp"},k(v())))),n("tr",null,n("td",null,"Turtle"),n("td",null,n(w.f,{language:"lisp"},k(d())))),n("tr",null,n("td",null,"Patch"),n("td",null,n(w.f,{language:"lisp"},k(f())))))))),n(w.s,{title:"Variabili"},n(w.r,{title:"Observer"},n("p",null,"All'inizio del codice:"),n(w.f,{language:"lisp"},"globals [var1 var2 var3]"),n(_.a,null,"Sono a tutti gli effetti variabili globali.")),n(w.r,{title:"Turtle"},n("p",null,"Aggiungi proprietà a tutte le turtle:"),n(w.f,{language:"lisp"},"turtles-own [var1 var2 var3]"),n("p",null,"Aggiungi proprietà alle turtle di un breed:"),n(w.f,{language:"lisp"},"-own [var1 var2 var3]")),n(w.r,{title:"Patch"},n("p",null,"Aggiungi proprietà alle patch:"),n(w.f,{language:"lisp"},k(g()))),n(w.r,{title:"Link"},n("p",null,"Aggiungi proprietà ai link:"),n(w.f,{language:"lisp"},k(p())))),n(w.s,null,n(w.r,{title:"Locali"},n("p",null,"Si possono creare con:"),n(w.f,{language:"lisp"},k(s()))),n(w.r,{title:"Set"},n("p",null,"Si può impostare il valore di una variabile con:"),n(w.f,{language:"lisp"},k(c())))),n(w.s,{title:"Blocchi di codice"},n(w.r,{title:"Cambi di contesto"},n("p",null,"Per cambiare contesto:"),n(w.f,{language:"lisp"},k(o())),n("p",null,"Nel caso ci siano più bersagli, verranno eseguiti uno")),n(w.r,{title:"Commands"},n("p",null,"Funzioni che non restituiscono nulla:"),n(w.f,{language:"lisp"},k(u())),n("p",null,"Con argomenti:"),n(w.f,{language:"lisp"},k(a()))),n(w.r,{title:"Reporter"},n("p",null,"Funzioni che restituiscono un valore:"),n(w.f,{language:"lisp"},k(i())))),n(w.s,{title:"Comandi per turtle"},n(w.r,{title:"Avanti"},n("p",null,"Muoviti di 10 unità:"),n(w.f,{language:"lisp"},k(r()))),n(w.r,{title:"Ruota"},n("p",null,"Ruota di 10 gradi:"),n(w.f,{language:"lisp"},k(l())))))}}.call(this,t("hosL").h)},ke5e:function(n,e,t){"use strict";(function(n){var l=t("2w3n"),r=t.n(l);e.a=function(e){return n("div",{class:r.a.example},e.children)}}).call(this,t("hosL").h)}}]); +//# sourceMappingURL=route-NetLogo.chunk.afaa4.js.map \ No newline at end of file diff --git a/docs/route-NetLogo.chunk.afaa4.js.map b/docs/route-NetLogo.chunk.afaa4.js.map new file mode 100644 index 0000000..b40e25f --- /dev/null +++ b/docs/route-NetLogo.chunk.afaa4.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./routes/NetLogo.js","webpack:///./components/Example.js"],"names":["module","exports","r","String","raw","href","title","language","props","class","style","example","children"],"mappings":"6EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,48DCErLC,EAAIC,OAAOC,IAGF,qBACX,OACI,aACI,YACI,OAAGC,KAAM,kBAAT,iBADJ,aAGA,EAAC,IAAD,CAASC,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,YACV,gBACM,qBADN,8EAIJ,EAAC,IAAD,CAAOA,MAAO,UACV,iCACuB,uBADvB,kBAGA,EAAC,IAAD,gCAC4B,OAAGD,KAAM,8CAAT,2BAD5B,KAIA,oCAC0B,oBAD1B,qCAGA,EAAC,IAAD,CAAME,SAAU,QAASL,EAAzB,MACA,EAAC,IAAD,2DAIJ,EAAC,IAAD,CAAOI,MAAO,SACV,gBACM,yBADN,sEAGA,EAAC,IAAD,mEAIJ,EAAC,IAAD,CAAOA,MAAO,QACV,WACI,2BADJ,sBAKR,EAAC,IAAD,CAASA,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,YACV,uFAIJ,EAAC,IAAD,CAAOA,MAAO,UACV,iEAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,MACA,+DAGA,eACI,eACA,YACI,wBACA,0BAGJ,eACA,YACI,wBACA,YAAI,EAAC,IAAD,CAAMK,SAAU,QAASL,EAAzB,QAER,YACI,sBACA,YAAI,EAAC,IAAD,CAAMK,SAAU,QAASL,EAAzB,QAER,YACI,qBACA,YAAI,EAAC,IAAD,CAAMK,SAAU,QAASL,EAAzB,YAMpB,EAAC,IAAD,CAASI,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,YACV,qCAGA,EAAC,IAAD,CAAMC,SAAU,QAAhB,4BACA,EAAC,IAAD,qDAIJ,EAAC,IAAD,CAAOD,MAAO,UACV,oDAGA,EAAC,IAAD,CAAMC,SAAU,QAAhB,gCACA,0DAGA,EAAC,IAAD,CAAMA,SAAU,QAAhB,iCAEJ,EAAC,IAAD,CAAOD,MAAO,SACV,6CAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAEJ,EAAC,IAAD,CAAOI,MAAO,QACV,0CAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,QAGR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOI,MAAO,UACV,qCAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAEJ,EAAC,IAAD,CAAOI,MAAO,OACV,+DAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,QAGR,EAAC,IAAD,CAASI,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,qBACV,qCAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,MAKA,qEAIJ,EAAC,IAAD,CAAOI,MAAO,YACV,oDAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,MAKA,6BAGA,EAAC,IAAD,CAAMK,SAAU,QAASL,EAAzB,OAMJ,EAAC,IAAD,CAAOI,MAAO,YACV,oDAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,QAQR,EAAC,IAAD,CAASI,MAAO,sBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,mCAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAKJ,EAAC,IAAD,CAAOI,MAAO,SACV,iCAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,W,2DC/LpB,qCAEe,aAAUM,GACrB,OACI,SAAKC,MAAOC,IAAMC,SACbH,EAAMI,a","file":"route-NetLogo.chunk.afaa4.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import {Code, Panel, Section} from \"bluelib\";\nimport Example from \"../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n
    \n

    \n Apprendimento: NetLogo\n

    \n
    \n \n

    \n L'utente di NetLogo, che vive nel contesto globale e dà ordini agli altri agenti.\n

    \n     \n \n

    \n Entità che possono muoversi per il mondo.\n

    \n \n Sono più o meno come le Turtle di\n Computercraft!\n \n

    \n Possono essere di una breed (razza) specifica, definite con:\n

    \n {r`breed [ ]`}\n \n Le breed sono praticamente sottoclassi di turtle.\n \n     \n \n

    \n I quadratini del mondo. Possono essere di vari colori e avere varie proprietà.\n

    \n \n ...possiamo dire che questi siano i blocchi di Minecraft?\n \n     \n \n

    \n Collegamenti tra due turtle.\n

    \n     \n
    \n
    \n \n

    \n L'observer viene creato automaticamente all'apertura della simulazione.\n

    \n     \n \n

    \n Nuove turtle possono essere create con il comando:\n

    \n {r`- `}\n

    \n Dove prefisso varia in base al contesto attuale:\n

    \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    ContestoPrefisso
    Observer{r`create`}
    Turtle{r`hatch`}
    Patch{r`sprout`}
    \n     \n
    \n
    \n \n

    \n All'inizio del codice:\n

    \n {`globals [var1 var2 var3]`}\n \n Sono a tutti gli effetti variabili globali.\n \n     \n \n

    \n Aggiungi proprietà a tutte le turtle:\n

    \n {`turtles-own [var1 var2 var3]`}\n

    \n Aggiungi proprietà alle turtle di un breed:\n

    \n {`-own [var1 var2 var3]`}\n     \n \n

    \n Aggiungi proprietà alle patch:\n

    \n {r`patches-own [var1 var2 var3]`}\n     \n \n

    \n Aggiungi proprietà ai link:\n

    \n {r`links-own [var1 var2 var3]`}\n     \n
    \n
    \n \n

    \n Si possono creare con:\n

    \n {r`let `}\n     \n \n

    \n Si può impostare il valore di una variabile con:\n

    \n {r`set `}\n     \n
    \n
    \n \n

    \n Per cambiare contesto:\n

    \n {r`\n ask [\n \n ]\n `}\n

    \n Nel caso ci siano più bersagli, verranno eseguiti uno\n

    \n     \n \n

    \n Funzioni che non restituiscono nulla:\n

    \n {r`\n to \n \n end\n `}\n

    \n Con argomenti:\n

    \n {r`\n to [var1 var2 var3]\n \n end\n `}\n     \n \n

    \n Funzioni che restituiscono un valore:\n

    \n {r`\n to-report [var1 var2 var3]\n \n report \n end\n `}\n     \n
    \n
    \n \n

    \n Muoviti di 10 unità:\n

    \n {r`\n forward 10\n back 10\n `}\n     \n \n

    \n Ruota di 10 gradi:\n

    \n {r`\n left 10\n right 10\n `}\n     \n
    \n
    \n )\n}\n","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-NetLogo.chunk.eb175.esm.js b/docs/route-NetLogo.chunk.eb175.esm.js new file mode 100644 index 0000000..d772cb7 --- /dev/null +++ b/docs/route-NetLogo.chunk.eb175.esm.js @@ -0,0 +1,25 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[11],{"2w3n":function(e){e.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},hkqw:function(e,l,i){"use strict";i.r(l),function(e){var t=i("mbOI"),n=i("ke5e");let a,r,o,u,s,p,c,g,d,v,f,b,m,h,w,_=e=>e;const k=String.raw;l.default=function(){return e("div",null,e("h1",null,e("a",{href:"/apprendimento"},"Apprendimento"),": NetLogo"),e(t.s,{title:"Agenti di NetLogo"},e(t.r,{title:"Observer"},e("p",null,"L'",e("b",null,"utente")," di NetLogo, che vive nel contesto globale e dà ordini agli altri agenti.")),e(t.r,{title:"Turtle"},e("p",null,"Entità che possono ",e("b",null,"muoversi")," per il mondo."),e(n.a,null,"Sono più o meno come le ",e("a",{href:"https://www.computercraft.info/wiki/Turtle"},"Turtle di Computercraft"),"!"),e("p",null,"Possono essere di una ",e("i",null,"breed")," (razza) specifica, definite con:"),e(t.f,{language:"lisp"},k(a||(a=_`breed [ ]`))),e(n.a,null,"Le breed sono praticamente sottoclassi di turtle.")),e(t.r,{title:"Patch"},e("p",null,"I ",e("b",null,"quadratini")," del mondo. Possono essere di vari colori e avere varie proprietà."),e(n.a,null,"...possiamo dire che questi siano i blocchi di Minecraft?")),e(t.r,{title:"Link"},e("p",null,e("b",null,"Collegamenti")," tra due turtle."))),e(t.s,{title:"Creazione di agenti"},e(t.r,{title:"Observer"},e("p",null,"L'observer viene creato automaticamente all'apertura della simulazione.")),e(t.r,{title:"Turtle"},e("p",null,"Nuove turtle possono essere create con il comando:"),e(t.f,{language:"lisp"},k(r||(r=_`- `))),e("p",null,"Dove prefisso varia in base al contesto attuale:"),e("table",null,e("thead",null,e("tr",null,e("th",null,"Contesto"),e("th",null,"Prefisso"))),e("tbody",null,e("tr",null,e("td",null,"Observer"),e("td",null,e(t.f,{language:"lisp"},k(o||(o=_`create`))))),e("tr",null,e("td",null,"Turtle"),e("td",null,e(t.f,{language:"lisp"},k(u||(u=_`hatch`))))),e("tr",null,e("td",null,"Patch"),e("td",null,e(t.f,{language:"lisp"},k(s||(s=_`sprout`))))))))),e(t.s,{title:"Variabili"},e(t.r,{title:"Observer"},e("p",null,"All'inizio del codice:"),e(t.f,{language:"lisp"},"globals [var1 var2 var3]"),e(n.a,null,"Sono a tutti gli effetti variabili globali.")),e(t.r,{title:"Turtle"},e("p",null,"Aggiungi proprietà a tutte le turtle:"),e(t.f,{language:"lisp"},"turtles-own [var1 var2 var3]"),e("p",null,"Aggiungi proprietà alle turtle di un breed:"),e(t.f,{language:"lisp"},"-own [var1 var2 var3]")),e(t.r,{title:"Patch"},e("p",null,"Aggiungi proprietà alle patch:"),e(t.f,{language:"lisp"},k(p||(p=_`patches-own [var1 var2 var3]`)))),e(t.r,{title:"Link"},e("p",null,"Aggiungi proprietà ai link:"),e(t.f,{language:"lisp"},k(c||(c=_`links-own [var1 var2 var3]`))))),e(t.s,null,e(t.r,{title:"Locali"},e("p",null,"Si possono creare con:"),e(t.f,{language:"lisp"},k(g||(g=_`let `)))),e(t.r,{title:"Set"},e("p",null,"Si può impostare il valore di una variabile con:"),e(t.f,{language:"lisp"},k(d||(d=_`set `))))),e(t.s,{title:"Blocchi di codice"},e(t.r,{title:"Cambi di contesto"},e("p",null,"Per cambiare contesto:"),e(t.f,{language:"lisp"},k(v||(v=_` + ask [ + + ] + `))),e("p",null,"Nel caso ci siano più bersagli, verranno eseguiti uno")),e(t.r,{title:"Commands"},e("p",null,"Funzioni che non restituiscono nulla:"),e(t.f,{language:"lisp"},k(f||(f=_` + to + + end + `))),e("p",null,"Con argomenti:"),e(t.f,{language:"lisp"},k(b||(b=_` + to [var1 var2 var3] + + end + `)))),e(t.r,{title:"Reporter"},e("p",null,"Funzioni che restituiscono un valore:"),e(t.f,{language:"lisp"},k(m||(m=_` + to-report [var1 var2 var3] + + report + end + `))))),e(t.s,{title:"Comandi per turtle"},e(t.r,{title:"Avanti"},e("p",null,"Muoviti di 10 unità:"),e(t.f,{language:"lisp"},k(h||(h=_` + forward 10 + back 10 + `)))),e(t.r,{title:"Ruota"},e("p",null,"Ruota di 10 gradi:"),e(t.f,{language:"lisp"},k(w||(w=_` + left 10 + right 10 + `))))))}}.call(this,i("hosL").h)},ke5e:function(e,l,i){"use strict";(function(e){var t=i("2w3n"),n=i.n(t);l.a=function(l){return e("div",{class:n.a.example},l.children)}}).call(this,i("hosL").h)}}]); +//# sourceMappingURL=route-NetLogo.chunk.eb175.esm.js.map \ No newline at end of file diff --git a/docs/route-NetLogo.chunk.eb175.esm.js.map b/docs/route-NetLogo.chunk.eb175.esm.js.map new file mode 100644 index 0000000..ff7d484 --- /dev/null +++ b/docs/route-NetLogo.chunk.eb175.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./routes/NetLogo.js","webpack:///./components/Example.js"],"names":["module","exports","r","String","raw","href","title","language","props","class","style","example","children"],"mappings":"6EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,0HCE3L,MAAMC,EAAIC,OAAOC,IAGF,qBACX,OACI,aACI,YACI,OAAGC,KAAM,kBAAT,iBADJ,aAGA,EAAC,IAAD,CAASC,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,YACV,gBACM,qBADN,8EAIJ,EAAC,IAAD,CAAOA,MAAO,UACV,iCACuB,uBADvB,kBAGA,EAAC,IAAD,gCAC4B,OAAGD,KAAM,8CAAT,2BAD5B,KAIA,oCAC0B,oBAD1B,qCAGA,EAAC,IAAD,CAAME,SAAU,QAASL,EAAzB,OAA2B,mCAC3B,EAAC,IAAD,2DAIJ,EAAC,IAAD,CAAOI,MAAO,SACV,gBACM,yBADN,sEAGA,EAAC,IAAD,mEAIJ,EAAC,IAAD,CAAOA,MAAO,QACV,WACI,2BADJ,sBAKR,EAAC,IAAD,CAASA,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,YACV,uFAIJ,EAAC,IAAD,CAAOA,MAAO,UACV,iEAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAA2B,mCAC3B,+DAGA,eACI,eACA,YACI,wBACA,0BAGJ,eACA,YACI,wBACA,YAAI,EAAC,IAAD,CAAMK,SAAU,QAASL,EAAzB,OAA2B,cAEnC,YACI,sBACA,YAAI,EAAC,IAAD,CAAMK,SAAU,QAASL,EAAzB,OAA2B,aAEnC,YACI,qBACA,YAAI,EAAC,IAAD,CAAMK,SAAU,QAASL,EAAzB,OAA2B,kBAM/C,EAAC,IAAD,CAASI,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,YACV,qCAGA,EAAC,IAAD,CAAMC,SAAU,QAAU,4BAC1B,EAAC,IAAD,qDAIJ,EAAC,IAAD,CAAOD,MAAO,UACV,oDAGA,EAAC,IAAD,CAAMC,SAAU,QAAU,gCAC1B,0DAGA,EAAC,IAAD,CAAMA,SAAU,QAAU,iCAE9B,EAAC,IAAD,CAAOD,MAAO,SACV,6CAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAA2B,mCAE/B,EAAC,IAAD,CAAOI,MAAO,QACV,0CAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAA2B,kCAGnC,EAAC,IAAD,KACI,EAAC,IAAD,CAAOI,MAAO,UACV,qCAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAA2B,0BAE/B,EAAC,IAAD,CAAOI,MAAO,OACV,+DAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAA2B,2BAGnC,EAAC,IAAD,CAASI,MAAO,qBACZ,EAAC,IAAD,CAAOA,MAAO,qBACV,qCAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAA2B;;;;yBAK3B,qEAIJ,EAAC,IAAD,CAAOI,MAAO,YACV,oDAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAA2B;;;;yBAK3B,6BAGA,EAAC,IAAD,CAAMK,SAAU,QAASL,EAAzB,OAA2B;;;;0BAM/B,EAAC,IAAD,CAAOI,MAAO,YACV,oDAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAA2B;;;;;2BAQnC,EAAC,IAAD,CAASI,MAAO,sBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,mCAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAA2B;;;0BAK/B,EAAC,IAAD,CAAOI,MAAO,SACV,iCAGA,EAAC,IAAD,CAAMC,SAAU,QAASL,EAAzB,OAA2B;;;yFC/L/C,qCAEe,aAAUM,GACrB,OACI,SAAKC,MAAOC,IAAMC,SACbH,EAAMI,a","file":"route-NetLogo.chunk.eb175.esm.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import {Code, Panel, Section} from \"bluelib\";\nimport Example from \"../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n
    \n

    \n Apprendimento: NetLogo\n

    \n
    \n \n

    \n L'utente di NetLogo, che vive nel contesto globale e dà ordini agli altri agenti.\n

    \n     \n \n

    \n Entità che possono muoversi per il mondo.\n

    \n \n Sono più o meno come le Turtle di\n Computercraft!\n \n

    \n Possono essere di una breed (razza) specifica, definite con:\n

    \n {r`breed [ ]`}\n \n Le breed sono praticamente sottoclassi di turtle.\n \n     \n \n

    \n I quadratini del mondo. Possono essere di vari colori e avere varie proprietà.\n

    \n \n ...possiamo dire che questi siano i blocchi di Minecraft?\n \n     \n \n

    \n Collegamenti tra due turtle.\n

    \n     \n
    \n
    \n \n

    \n L'observer viene creato automaticamente all'apertura della simulazione.\n

    \n     \n \n

    \n Nuove turtle possono essere create con il comando:\n

    \n {r`- `}\n

    \n Dove prefisso varia in base al contesto attuale:\n

    \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    ContestoPrefisso
    Observer{r`create`}
    Turtle{r`hatch`}
    Patch{r`sprout`}
    \n     \n
    \n
    \n \n

    \n All'inizio del codice:\n

    \n {`globals [var1 var2 var3]`}\n \n Sono a tutti gli effetti variabili globali.\n \n     \n \n

    \n Aggiungi proprietà a tutte le turtle:\n

    \n {`turtles-own [var1 var2 var3]`}\n

    \n Aggiungi proprietà alle turtle di un breed:\n

    \n {`-own [var1 var2 var3]`}\n     \n \n

    \n Aggiungi proprietà alle patch:\n

    \n {r`patches-own [var1 var2 var3]`}\n     \n \n

    \n Aggiungi proprietà ai link:\n

    \n {r`links-own [var1 var2 var3]`}\n     \n
    \n
    \n \n

    \n Si possono creare con:\n

    \n {r`let `}\n     \n \n

    \n Si può impostare il valore di una variabile con:\n

    \n {r`set `}\n     \n
    \n
    \n \n

    \n Per cambiare contesto:\n

    \n {r`\n ask [\n \n ]\n `}\n

    \n Nel caso ci siano più bersagli, verranno eseguiti uno\n

    \n     \n \n

    \n Funzioni che non restituiscono nulla:\n

    \n {r`\n to \n \n end\n `}\n

    \n Con argomenti:\n

    \n {r`\n to [var1 var2 var3]\n \n end\n `}\n     \n \n

    \n Funzioni che restituiscono un valore:\n

    \n {r`\n to-report [var1 var2 var3]\n \n report \n end\n `}\n     \n
    \n
    \n \n

    \n Muoviti di 10 unità:\n

    \n {r`\n forward 10\n back 10\n `}\n     \n \n

    \n Ruota di 10 gradi:\n

    \n {r`\n left 10\n right 10\n `}\n     \n
    \n
    \n )\n}\n","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-OttimizzazioneLineare.chunk.08977.css b/docs/route-OttimizzazioneLineare.chunk.08977.css new file mode 100644 index 0000000..abb7fea --- /dev/null +++ b/docs/route-OttimizzazioneLineare.chunk.08977.css @@ -0,0 +1 @@ +.menulist__2Cmnq{font-size:large}.menulist__2Cmnq small{font-size:small}.red__UmOgB{color:#ff7d7d}.orange__1FTS8{color:#ffbb7d}.yellow__3dJAV{color:#ffff7d}.lime__3kPc-{color:#7dff7d}.cyan__11RpC{color:#7dffff}.blue__320AC{color:#7d7dff}.magenta__VPUPe{color:#ff7dff}.unbounded__25UN8{color:#7d7dff}.unfeasible__2MuIF{color:#ff7d7d}.finite__2EP_f{color:#7dff7d}.min__3lPpn{color:#7dffff}.max__1hxKl{color:#ffbb7d}.red__2y1B_{color:#ff7d7d}.orange__dD2kx{color:#ffbb7d}.yellow__OEpwl{color:#ffff7d}.lime__CVe41{color:#7dff7d}.cyan__26ZAg{color:#7dffff}.blue__LO7Xm{color:#7d7dff}.magenta__1Akee{color:#ff7dff}.example__2PzAa{color:#d3a1ff;padding:4px;border-radius:4px;margin:4px 0}.example__2PzAa,.example__2PzAa table{background-color:rgba(211,161,255,.05)}.example__2PzAa table{border-spacing:0;border:2px solid rgba(211,161,255,.1);border-collapse:collapse}.example__2PzAa table tbody td,.example__2PzAa table tbody th,.example__2PzAa table thead td,.example__2PzAa table thead th{padding:4px;border:1px solid rgba(211,161,255,.1)}.example__2PzAa table thead{background-color:rgba(211,161,255,.1);color:#fff}.red__ipSoq{color:#ff7d7d}.orange__1nmkj{color:#ffbb7d}.yellow__353ge{color:#ffff7d}.lime__3FW1E{color:#7dff7d}.cyan__2xhu7{color:#7dffff}.blue__3MvDe{color:#7d7dff}.magenta__i03ie{color:#ff7dff}.plus__1eV4_,.red__3phX0{color:#ff7d7d}.orange__1OSkI{color:#ffbb7d}.yellow__2pQOr{color:#ffff7d}.lime__3vRUg{color:#7dff7d}.cyan__1cBtG{color:#7dffff}.blue__1G1wb{color:#7d7dff}.magenta__3Wagv{color:#ff7dff}.minus__2qLyv{color:#7d7dff}.red__3r1Jz{color:#ff7d7d}.orange__2q18p{color:#ffbb7d}.yellow__3cyw6{color:#ffff7d}.lime__2GJfI{color:#7dff7d}.cyan__k_5Y_{color:#7dffff}.blue__ejrIP{color:#7d7dff}.magenta__1Zdi7{color:#ff7dff}.example__22j7L{color:#d3a1ff}.example__22j7L,.example__22j7L table{background-color:rgba(211,161,255,.05)}.example__22j7L table,.example__22j7L table tbody td,.example__22j7L table tbody th,.example__22j7L table thead td,.example__22j7L table thead th{border-color:rgba(211,161,255,.1)}.example__22j7L table thead{background-color:rgba(211,161,255,.1);color:#fff} \ No newline at end of file diff --git a/docs/route-OttimizzazioneLineare.chunk.254bc.js b/docs/route-OttimizzazioneLineare.chunk.254bc.js new file mode 100644 index 0000000..622e279 --- /dev/null +++ b/docs/route-OttimizzazioneLineare.chunk.254bc.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[12],{"2w3n":function(n){n.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},"4fSx":function(n){n.exports={red:"red__UmOgB",orange:"orange__1FTS8",yellow:"yellow__3dJAV",lime:"lime__3kPc-",cyan:"cyan__11RpC",blue:"blue__320AC",magenta:"magenta__VPUPe",unbounded:"unbounded__25UN8",unfeasible:"unfeasible__2MuIF",finite:"finite__2EP_f",min:"min__3lPpn",max:"max__1hxKl"}},"5aVd":function(n){n.exports={menulist:"menulist__2Cmnq"}},AzRI:function(n,l,i){"use strict";i.r(l),function(n){var e=i("DjqM"),t=i("XmKj"),a=i("sEPs"),u=i("ULSn");l.default=function(){return n("div",null,n("h1",null,"Ottimizzazione Lineare Intera"),n(e.a,null),n(t.a,null),n(a.a,null),n(u.a,null))}}.call(this,i("hosL").h)},DjqM:function(n,l,i){"use strict";(function(n){function e(){var n=C(["x - lfloor x \rfloor"],["x - \\lfloor x \\rfloor"]);return e=function(){return n},n}function t(){var n=C(["lceil x \rceil"],["\\lceil x \\rceil"]);return t=function(){return n},n}function a(){var n=C(["lfloor x \rfloor"],["\\lfloor x \\rfloor"]);return a=function(){return n},n}function u(){var n=C(["mathbf{u}^T mathbf{A} = mathbf{c}^T"],["\\mathbf{u}^T \\mathbf{A} = \\mathbf{c}^T"]);return u=function(){return n},n}function r(){var n=C(["mathbf{u}^T mathbf{b}"],["\\mathbf{u}^T \\mathbf{b}"]);return r=function(){return n},n}function o(){var n=C(["z(dots)"],["z(\\dots)"]);return o=function(){return n},n}function c(){var n=C(["mathbf{A} mathbf{x} = mathbf{b}"],["\\mathbf{A} \\mathbf{x} = \\mathbf{b}"]);return c=function(){return n},n}function s(){var n=C(["mathbf{c}^T mathbf{x}"],["\\mathbf{c}^T \\mathbf{x}"]);return s=function(){return n},n}function f(){var n=C(["mathbf{F}"],["\\mathbf{F}"]);return f=function(){return n},n}function d(){var n=C(["mathbf{c}_F"],["\\mathbf{c}_F"]);return d=function(){return n},n}function m(){var n=C(["mathbf{x}_F"],["\\mathbf{x}_F"]);return m=function(){return n},n}function b(){var n=C(["mathbf{B}"],["\\mathbf{B}"]);return b=function(){return n},n}function p(){var n=C(["mathbf{c}_B"],["\\mathbf{c}_B"]);return p=function(){return n},n}function h(){var n=C(["mathbf{x}_B"],["\\mathbf{x}_B"]);return h=function(){return n},n}function v(){var n=C(["c_0"]);return v=function(){return n},n}function g(){var n=C(["u_i"]);return g=function(){return n},n}function _(){var n=C(["mathbf{u}"],["\\mathbf{u}"]);return _=function(){return n},n}function z(){var n=C(["y_i"]);return z=function(){return n},n}function x(){var n=C(["mathbf{y}"],["\\mathbf{y}"]);return x=function(){return n},n}function q(){var n=C(["b_i"]);return q=function(){return n},n}function k(){var n=C(["mathbf{b}"],["\\mathbf{b}"]);return k=function(){return n},n}function T(){var n=C(["a_{ij}"]);return T=function(){return n},n}function S(){var n=C(["mathbf{A}"],["\\mathbf{A}"]);return S=function(){return n},n}function y(){var n=C(["c_i"]);return y=function(){return n},n}function I(){var n=C(["mathbf{c}"],["\\mathbf{c}"]);return I=function(){return n},n}function L(){var n=C(["s_i"]);return L=function(){return n},n}function A(){var n=C(["mathbf{s}"],["\\mathbf{s}"]);return A=function(){return n},n}function P(){var n=C(["x_i"]);return P=function(){return n},n}function w(){var n=C(["mathbf{x}"],["\\mathbf{x}"]);return w=function(){return n},n}function C(n,l){return l||(l=n.slice(0)),n.raw=l,n}var V=i("hosL"),j=i("mbOI"),F=i("YNhk"),U=i("T2GU"),R=String.raw;l.a=function(){return n(V.Fragment,null,n(j.s,{title:"Esame"},n(j.r,{title:"Contatti"},n("ul",null,n("li",null,n(F.a,{href:"mailto:stefano.novellani@unimore.it"},"Prof. Stefano Novellani")))),n(j.r,{title:"Scritto"},n("p",null,"Esame digitale in 3 fasi:"),n("ul",null,n("li",null,"25 domande di teoria stile vero/falso"),n("li",null,"2 domande a risposta aperta "),n("li",null,"2 modelli matematici da rappresentare tramite GLPK/MathProg")))),n(j.s,{title:"Extra"},n(j.r,{title:"GLPK/MathProg/GMPL"},n("p",null,"Ti serve una mano anche in GLPK? ",n("small",null,"Che in realtà si chiama ",n("b",null,"GMPL"),", ma vabbè...")),n("p",null,"Ho fatto una pagina apposta:"),n(U.a,null,n("li",null,n(F.a,{href:"/ottimizzazionelineare/gmpl"},"GLPK/MathProg/GMPL"))))),n(j.s,{title:"Glossario"},n(j.t,null,n("thead",null,n("tr",null,n("th",null,n("abbr",{title:"Vettore / matrice"},"v")),n("th",null,n("abbr",{title:"Elemento singolo"},"s")),n("th",null,"Significato"))),n("tbody",null,n("tr",null,n("td",null,n(j.a,null,R(w()))),n("td",null,n(j.a,null,R(P()))),n("td",null,"Incognite")),n("tr",null,n("td",null,n(j.a,null,R(A()))),n("td",null,n(j.a,null,R(L()))),n("td",null,"Variabili slack")),n("tr",null,n("td",null,n(j.a,null,R(I()))),n("td",null,n(j.a,null,R(y()))),n("td",null,"Coefficienti della funzione obiettivo")),n("tr",null,n("td",null,n(j.a,null,R(S()))),n("td",null,n(j.a,null,R(T()))),n("td",null,"Coefficienti dei vincoli")),n("tr",null,n("td",null,n(j.a,null,R(k()))),n("td",null,n(j.a,null,R(q()))),n("td",null,"Termini noti dei vincoli")),n("tr",null,n("td",null,n(j.a,null,R(x()))),n("td",null,n(j.a,null,R(z()))),n("td",null,"Incognite artificiali")),n("tr",null,n("td",null,n(j.a,null,R(_()))),n("td",null,n(j.a,null,R(g()))),n("td",null,"Coefficienti di rilassamento")),n("tr",null,n("td",null),n("td",null,n(j.a,null,R(v()))),n("td",null,"Valore ottimo di un problema")),n("tr",null,n("td",null,n(j.a,null,R(h()))),n("td",null),n("td",null,"Incognite in base")),n("tr",null,n("td",null,n(j.a,null,R(p()))),n("td",null),n("td",null,"Coefficienti della funzione obiettivo delle variabili in base")),n("tr",null,n("td",null,n(j.a,null,R(b()))),n("td",null),n("td",null,"Coefficienti dei vincoli delle variabili in base")),n("tr",null,n("td",null,n(j.a,null,R(m()))),n("td",null),n("td",null,"Incognite fuori base")),n("tr",null,n("td",null,n(j.a,null,R(d()))),n("td",null),n("td",null,"Coefficienti della funzione obiettivo delle variabili fuori base")),n("tr",null,n("td",null,n(j.a,null,R(f()))),n("td",null),n("td",null,"Coefficienti dei vincoli delle variabili fuori base")))),n(j.t,null,n("thead",null,n("tr",null,n("th",null,"Simboli"),n("th",null,"Significato"))),n("tbody",null,n("tr",null,n("td",null,n(j.a,null,R(s()))),n("td",null,"Soluzione del problema")),n("tr",null,n("td",null,n(j.a,null,R(c()))),n("td",null,"Vincoli in forma standard")),n("tr",null,n("td",null,n(j.a,null,R(o()))),n("td",null,"Funzione obiettivo")),n("tr",null,n("td",null,n(j.a,null,R(r()))),n("td",null,"Soluzione del problema duale")),n("tr",null,n("td",null,n(j.a,null,R(u()))),n("td",null,"Vincoli del problema duale in forma standard")),n("tr",null,n("td",null,n(j.a,null,R(a()))),n("td",null,"Arrotondamento per difetto di x")),n("tr",null,n("td",null,n(j.a,null,R(t()))),n("td",null,"Arrotondamento per eccesso di x")),n("tr",null,n("td",null,n(j.a,null,R(e()))),n("td",null,"Parte frazionaria di x (se non è negativo)"))))))}}).call(this,i("hosL").h)},RPi6:function(n,l,i){"use strict";(function(n){var e=i("4fSx"),t=i.n(e);l.a=function(l){return n("abbr",{class:t.a.max,title:"In problemi in cui il primale è di massimizzazione."},l.children?l.children:"max")}}).call(this,i("hosL").h)},RtuP:function(n,l,i){"use strict";(function(n){var e=i("4fSx"),t=i.n(e);l.a=function(l){return n("abbr",{class:t.a.finite,title:"I punti del poliedro sono finiti."},l.children?l.children:"finito")}}).call(this,i("hosL").h)},T2GU:function(n,l,i){"use strict";(function(n){var e=i("5aVd"),t=i.n(e);l.a=function(l){return n("ul",{class:t.a.menulist},l.children)}}).call(this,i("hosL").h)},Th1s:function(n,l,i){"use strict";(function(n){var e=i("4fSx"),t=i.n(e);l.a=function(l){return n("abbr",{class:t.a.unfeasible,title:"Il poliedro non contiene punti."},l.children?l.children:"vuoto")}}).call(this,i("hosL").h)},ULSn:function(n,l,i){"use strict";(function(n){function e(){var n=u(["n cdot (n - 1)"],["n \\cdot (n - 1)"]);return e=function(){return n},n}function t(){var n=u(["E"]);return t=function(){return n},n}function a(){var n=u(["N"]);return a=function(){return n},n}function u(n,l){return l||(l=n.slice(0)),n.raw=l,n}var r=i("hosL"),o=i("mbOI"),c=i("ke5e"),s=String.raw;l.a=function(){return n(r.Fragment,null,n(o.s,{title:n("span",null,"Terminologia dei grafi ",n(o.u,null,"TODO: migliorare"))},n(o.r,{title:"Grafo"},n("p",null,"Insieme di ",n("b",null,"nodi")," ",n(o.i,null,s(a()))," e ",n("b",null,"archi")," ",n(o.i,null,s(t()))," che li connettono."),n("p",null,"Può essere ",n("b",null,"diretto")," se gli archi hanno una direzione.")),n(o.r,{title:"Nodi adiacenti"},n("p",null,"Nodi ",n("b",null,"connessi da un arco"),".")),n(o.r,{title:"Arco incidente"},n("p",null,"Arco ",n("b",null,"connesso a un dato nodo"),".")),n(o.r,{title:"Arco entrante o uscente"},n("p",null,"Un arco diretto che ",n("b",null,"termina")," o ",n("b",null,"inizia")," da un dato nodo.")),n(o.r,{title:"Grado"},n("p",null,n("b",null,"Conteggio")," degli archi incidenti di un nodo."),n("p",null,"Si può calcolare anche relativamente agli archi entranti o agli archi uscenti.")),n(o.r,{title:"Percorso"},n("p",null,"Sequenza di ",n("b",null,"archi consecutivi"),".")),n(o.r,{title:"Connessione"},n("p",null,"Due nodi sono connessi se tra loro esiste ",n("b",null,"almeno un percorso"),"."),n("p",null,"Un grafo è connesso se tutti i suoi nodi sono connessi.")),n(o.r,{title:"Cicli e circuiti"},n("p",null,"Percorsi rispettivamente indiretti e diretti in cui l'inizio coincide con la fine.")),n(o.r,{title:"Grafo completo"},n("p",null,"Grafo in cui ogni nodo è connesso con ogni altro."),n("p",null,"Se diretto, contiene ",n(o.i,null,s(e()))," archi; altrimenti, ne contiene la metà.")),n(o.r,{title:"Matrice di adiacenza"},n("blockquote",null,"Vedi ",n(o.b,{href:"/algoritmiestrutturedati"},"Algoritmi"),".")),n(o.r,{title:"Lista di adiacenza"},n("blockquote",null,"Vedi ",n(o.b,{href:"/algoritmiestrutturedati"},"Algoritmi"),".")),n(o.r,{title:"Taglio"},n("p",null,"Sottoinsieme di archi che connettono due sottoinsiemi di nodi."),n("p",null,"Può essere anche uscente o entrante; in tal caso include solo gli archi entranti o uscenti dal sottoinsieme.")),n(o.r,{title:"Sottografo"},n("p",null,"Sottoinsieme di nodi e archi di un grafo."),n("p",null,"Tutti gli archi di un sottografo possono connettere solo nodi all'interno di esso.")),n(o.r,{title:"Albero"},n("p",null,"Sottografo connesso e aciclico.")),n(o.r,{title:"Spanning tree"},n("p",null,"Albero che include tutti i nodi di un grafo."))),n(o.s,{title:"Algoritmi con i grafi"},n(o.r,{title:"Prim"},n("p",null,"Crea uno spanning tree."),n("ol",null,n("li",null,"Aggiungi l'arco di costo minimo all'albero."),n("li",null,"Finchè mancano ancora archi:",n("ol",null,n("li",null,"Trova tutti gli archi che aggiungerebbero un nuovo nodo all'albero."),n("li",null,"Seleziona l'arco di costo minore."))))),n(o.r,{title:"Ordine topologico"},n("p",null,"Trova l'ordine topologico di un albero."),n("ol",null,n("li",null,"Ripeti finchè ci sono nodi nel grafo:",n("ol",null,n("li",null,"Assegna un numero sequenziale a un nodo senza archi entranti."),n("li",null,"Elimina il nodo a cui hai assegnato il numero."),n("li",null,"Elimina tutti gli archi incidenti sul nodo che hai eliminato."))))),n(o.r,{title:"Percorsi minimi in grafo diretto"},n("p",null,"Trova i percorsi di costo minimo in un albero."),n("ol",null,n("li",null,"Trova l'ordine topologico dell'albero."),n("li",null,"Invece che provare ogni singola combinazione di nodi, prova solo i nodi che hanno un numero topologico maggiore di quello del nodo attuale.")),n("p",null,n(o.u,null,"TODO: forse spiegarlo meglio non farebbe male"))),n(o.r,{title:"Algoritmo di Dijkstra"},n("blockquote",null,"Vedi ",n(o.b,{href:"/algoritmiestrutturedati"},"Algoritmi"),".")),n(o.r,{title:"Algoritmo di Ford-Fulkerson"},n(c.a,null,"Trova il volume massimo di acqua che è possibile fare scorrere attraverso tubature con una data capacità."),n("p",null,"Costruisci il grafo residuo e vedi se c'è un percorso che va dalla sorgente alla destinazione."),n("p",null,n(o.j,{src:"https://i.imgur.com/FJk44q0.png"})),n("p",null,n(o.j,{src:"https://i.imgur.com/fzb6xz2.png"})))))}}).call(this,i("hosL").h)},XmKj:function(n,l,i){"use strict";(function(n){function e(){var n=D(["c_i"]);return e=function(){return n},n}function t(){var n=D(["b_i"]);return t=function(){return n},n}function a(){var n=D(["mathbf{u}^T left( mathbf{A} mathbf{x} - mathbf{b} \right) = 0"],["\\mathbf{u}^T \\left( \\mathbf{A} \\mathbf{x} - \\mathbf{b} \\right) = 0"]);return a=function(){return n},n}function u(){var n=D(["left( mathbf{c}^T - mathbf{u}^T mathbf{A} \right) mathbf{x} = 0"],["\\left( \\mathbf{c}^T - \\mathbf{u}^T \\mathbf{A} \\right) \\mathbf{x} = 0"]);return u=function(){return n},n}function r(){var n=D(["mathbf{c}^T mathbf{x} = mathbf{u}^T mathbf{b}"],["\\mathbf{c}^T \\mathbf{x} = \\mathbf{u}^T \\mathbf{b}"]);return r=function(){return n},n}function o(){var n=D(["mathbf{u}^T mathbf{A} leq mathbf{c}^T, quad mathbf{u} geq 0"],["\\mathbf{u}^T \\mathbf{A} \\leq \\mathbf{c}^T, \\quad \\mathbf{u} \\geq 0"]);return o=function(){return n},n}function c(){var n=D(["mathbf{A} mathbf{X} geq mathbf{b}, quad mathbf{x} geq 0"],["\\mathbf{A} \\mathbf{X} \\geq \\mathbf{b}, \\quad \\mathbf{x} \\geq 0"]);return c=function(){return n},n}function s(){var n=D(["mathbf{c}^T mathbf{x} = mathbf{u}^T mathbf{b}"],["\\mathbf{c}^T \\mathbf{x} = \\mathbf{u}^T \\mathbf{b}"]);return s=function(){return n},n}function f(){var n=D(["c_0 leq mathbf{u}^T mathbf{b}"],["c_0 \\leq \\mathbf{u}^T \\mathbf{b}"]);return f=function(){return n},n}function d(){var n=D(["mathbf{c}^T geq mathbf{u}^T mathbf{A}"],["\\mathbf{c}^T \\geq \\mathbf{u}^T \\mathbf{A}"]);return d=function(){return n},n}function m(){var n=D(["u in mathfrak{R}^m"],["u \\in \\mathfrak{R}^m"]);return m=function(){return n},n}function b(){var n=D(["c_0 leq mathbf{c}^T mathbf{x}"],["c_0 \\leq \\mathbf{c}^T \\mathbf{x}"]);return b=function(){return n},n}function p(){var n=D(["u_n"]);return p=function(){return n},n}function h(){var n=D(["x_n"]);return h=function(){return n},n}function v(){var n=D(["\n \begin{cases}\n z = 3 x_1 + 5 x_2 + u_1 ( 12 - 2 x_1 - 3 x_2 ) + u_2 ( 3 + x_1 - 3 x_2 )\\\n x_1 geq 0\\\n x_2 geq 0\n end{cases}\n "],["\n \\begin{cases}\n z = 3 x_1 + 5 x_2 + u_1 ( 12 - 2 x_1 - 3 x_2 ) + u_2 ( 3 + x_1 - 3 x_2 )\\\\\n x_1 \\geq 0\\\\\n x_2 \\geq 0\n \\end{cases}\n "]);return v=function(){return n},n}function g(){var n=D(["\n \begin{cases}\n z = 3 x_1 + 5 x_2\\\n 2 x_1 + 3 x_2 geq 12\\\n - x_1 + 3 x_2 geq 3\\\n x_1 geq 0\\\n x_2 geq 0\n end{cases}\n "],["\n \\begin{cases}\n z = 3 x_1 + 5 x_2\\\\\n 2 x_1 + 3 x_2 \\geq 12\\\\\n - x_1 + 3 x_2 \\geq 3\\\\\n x_1 \\geq 0\\\\\n x_2 \\geq 0\n \\end{cases}\n "]);return g=function(){return n},n}function _(){var n=D(["mathbf{u}"],["\\mathbf{u}"]);return _=function(){return n},n}function z(){var n=D(["mathbf{y}"],["\\mathbf{y}"]);return z=function(){return n},n}function x(){var n=D(["\frac{b_i}{A_ik}"],["\\frac{b_i}{A_ik}"]);return x=function(){return n},n}function q(){var n=D(["\n \begin{cases}\n 1x_1 {color{Cyan} leq} {color{Red} 3}\\\n 1x_2 {color{Cyan} leq} {color{Red} 3}\\\n 2x_1 + 2x_2 {color{Cyan} leq} {color{Red} 7}\\\n {color{Yellow} min} {color{Green} 2000x_1 + 1000x_2}\n end{cases}\n "],["\n \\begin{cases}\n 1x_1\\ {\\color{Cyan} \\leq}\\ {\\color{Red} 3}\\\\\n 1x_2\\ {\\color{Cyan} \\leq}\\ {\\color{Red} 3}\\\\\n 2x_1 + 2x_2\\ {\\color{Cyan} \\leq}\\ {\\color{Red} 7}\\\\\n {\\color{Yellow} \\min}\\ {\\color{Green} 2000x_1 + 1000x_2}\n \\end{cases}\n "]);return q=function(){return n},n}function k(){var n=D(["\n \begin{cases}\n a = a^+ - a^-\\\n a^+ geq 0\\\n a^- geq 0\n end{cases}\n "],["\n \\begin{cases}\n a = a^+ - a^-\\\\\n a^+ \\geq 0\\\\\n a^- \\geq 0\n \\end{cases}\n "]);return k=function(){return n},n}function T(){var n=D(["\n a geq b Leftrightarrow a - s = b\n "],["\n a \\geq b \\Leftrightarrow a - s = b\n "]);return T=function(){return n},n}function S(){var n=D(["\n a leq b Leftrightarrow a + s = b\n "],["\n a \\leq b \\Leftrightarrow a + s = b\n "]);return S=function(){return n},n}function y(){var n=D(["s"]);return y=function(){return n},n}function I(){var n=D(["\n a = b Leftrightarrow\n \begin{cases}\n a leq b\\\n a geq b\n end{cases}\n "],["\n a = b \\Leftrightarrow\n \\begin{cases}\n a \\leq b\\\\\n a \\geq b\n \\end{cases}\n "]);return I=function(){return n},n}function L(){var n=D(["min left{ mathbf{c}^T mathbf{x} : mathbf{A} mathbf{x} = b,quad x_j geq 0,quad j = 1 dots n \right}"],["min \\left\\{ \\mathbf{c}^T \\mathbf{x} : \\mathbf{A} \\mathbf{x} = b,\\quad x_j \\geq 0,\\quad j = 1 \\dots n \\right\\}"]);return L=function(){return n},n}function A(){var n=D(["min left{ mathbf{c}^T mathbf{x} : mathbf{A} mathbf{x} geq b,quad x_j geq 0,quad j = 1 dots n \right}"],["min \\left\\{ \\mathbf{c}^T \\mathbf{x} : \\mathbf{A} \\mathbf{x} \\geq b,\\quad x_j \\geq 0,\\quad j = 1 \\dots n \\right\\}"]);return A=function(){return n},n}function P(){var n=D(["min left{ mathbf{c}^T mathbf{x} : mathbf{A} mathbf{x} = b,quad mathbf{A'} mathbf{x} geq mathbf{b'} quad x_j geq 0,quad j = 1 dots n \right}"],["min \\left\\{ \\mathbf{c}^T \\mathbf{x} : \\mathbf{A} \\mathbf{x} = b,\\quad \\mathbf{A'} \\mathbf{x} \\geq \\mathbf{b'} \\quad x_j \\geq 0,\\quad j = 1 \\dots n \\right\\}"]);return P=function(){return n},n}function w(){var n=D(["mathbf{c}^T mathbf{x}"],["\\mathbf{c}^T \\mathbf{x}"]);return w=function(){return n},n}function C(){var n=D(["mathbf{b}"],["\\mathbf{b}"]);return C=function(){return n},n}function V(){var n=D(["mathbf{A}"],["\\mathbf{A}"]);return V=function(){return n},n}function j(){var n=D(["\nabla z = (2, 3, 4)"],["\\nabla z = (2, 3, 4)"]);return j=function(){return n},n}function F(){var n=D(["mathbf{I}"],["\\mathbf{I}"]);return F=function(){return n},n}function U(){var n=D(["\nabla (f) = \frac{d f}{d x_1} I_1 + \frac{d f}{d x_2} I_2 + \frac{d f}{d x_n} I_n"],["\\nabla (f) = \\frac{d f}{d x_1} I_1 + \\frac{d f}{d x_2} I_2 + \\frac{d f}{d x_n} I_n"]);return U=function(){return n},n}function R(){var n=D(["z(mathbf{x}) = c_1 cdot x_1 + c_2 cdot x_2 + dots + c_n cdot x_n"],["z(\\mathbf{x}) = c_1 \\cdot x_1 + c_2 \\cdot x_2 + \\dots + c_n \\cdot x_n"]);return R=function(){return n},n}function G(){var n=D(["mathbf{x}"],["\\mathbf{x}"]);return G=function(){return n},n}function O(){var n=D(["mathbf{c}"],["\\mathbf{c}"]);return O=function(){return n},n}function D(n,l){return l||(l=n.slice(0)),n.raw=l,n}var M=i("hosL"),E=i("mbOI"),B=i("fWbf"),N=i("RPi6"),J=i("ke5e"),Z=i("RtuP"),K=i("Th1s"),X=i("dIxp"),H=i("o8Jj"),W=i("ZHMS"),Y=i("mGtH"),Q=String.raw;l.a=function(){return n(M.Fragment,null,n(E.s,{title:"Problemi di ottimizzazione lineare"},n(E.r,{title:"Cosa sono?"},n("p",null,"Problemi che cercano di ",n(B.a,null,"minimizzare"),"/",n(N.a,null,"massimizzare")," il valore di una ",n("i",null,"funzione obiettivo")," le cui incognite sono sottoposte a un ",n("b",null,"sistema di ",n("i",null,"vincoli")),"."),n("p",null,"Spesso sono detti anche ",n("i",null,"problemi di ",n("abbr",{title:"Linear Programming"},"LP")),".")),n(E.r,{title:"Funzione obiettivo"},n("p",null,"La funzione da ",n(B.a,null,"minimizzare"),"/",n(N.a,null,"massimizzare"),"."),n("p",null,"Il vettore dei suoi coefficienti è detto ",n(E.k,null,Q(O())),", mentre quello delle sue incognite ",n(E.k,null,Q(G())),"."),n("p",null,"In genere, la funzione obiettivo è scritta in forma di ",n("b",null,"combinazione lineare")," tra le ",n("b",null,"incognite")," e i ",n("b",null,"coefficienti"),":"),n("p",null,n(E.k,null,Q(R())))),n(E.r,{title:"Gradiente"},n("p",null,n("b",null,"Funzione")," della funzione obiettivo che restituisce la direzione del suo aumento più veloce."),n("p",null,n(E.k,null,Q(U()))),n(J.a,null,"La matrice ",n(E.k,null,Q(F()))," è la matrice identità."),n(J.a,null,"Se la funzione obiettivo è ",n(E.k,null,"z = 2w + 3x + 4y"),", il suo gradiente è ",n(E.k,null,Q(j())),".")),n(E.r,{title:"Vincoli"},n("p",null,"Equazioni e disequazioni a cui devono sottostare le incognite perchè esse formino una soluzione valida."),n("p",null,"I loro coefficienti sono contenuti nella matrice ",n(E.k,null,Q(V())),", mentre i loro termini noti nel vettore ",n(E.k,null,Q(C())),".")),n(E.r,{title:"Poliedro"},n("p",null,"L'",n("b",null,"insieme")," che racchiunde tutte le ",n("b",null,"soluzioni ammissibili")," di un problema."),n("p",null,"Può essere ",n("i",null,n(Z.a,null)),", ",n("i",null,n(K.a,null))," oppure ",n("i",null,n(X.a,null)),"."),n(J.a,null,"Si chiama così perchè se si disegna su un piano cartesiano, esso forma una figura geometrica a più lati, ovvero un ",n("a",{href:"https://it.wikipedia.org/wiki/Poliedro"},"poliedro"),".")),n(E.r,{title:"Valore ottimo"},n("p",null,"La ",n("b",null,"soluzione")," di un problema, ricavabile dal prodotto ",n(E.k,null,Q(w())),"."),n("p",null,"In particolare, il valore ottimo è un ",n("b",null,"vertice")," del poliedro, detto ",n("i",null,"vertice ottimo"),"."))),n(E.s,{title:"Forme di un problema di ottimizzazione"},n(E.r,{title:"Forma generale"},n("p",null,"Un problema con:"),n("ul",null,n("li",null,n(H.a,null,"Equazioni e disequazioni")),n("li",null,n(H.a,null,"Variabili non vincolate"))),n(E.q,null,Q(P()))),n(E.r,{title:"Forma canonica"},n("p",null,"Un problema con:"),n("ul",null,n("li",null,n(H.a,null,"Solo disequazioni")),n("li",null,n(W.a,null,"Vincoli di non-negatività sulle incognite"))),n(E.q,null,Q(A()))),n(E.r,{title:"Forma standard"},n("p",null,"Un problema con:"),n("ul",null,n("li",null,n(W.a,null,"Solo equazioni")),n("li",null,n(W.a,null,"Vincoli di non-negatività sulle incognite"))),n(E.q,null,Q(L())))),n(E.s,{title:"Conversioni tra le forme"},n(E.r,{title:"Standard e generale"},n("p",null,"Applica questa conversione a ogni equazione nel sistema:"),n("p",null,n(E.k,{inline:!1},Q(I()))),n(J.a,null,"Serve solo nella teoria per dimostrare che le forme sono equivalenti.")),n(E.r,{title:"Canonica e standard"},n("p",null,"Aggiungi una ",n("i",null,"variabile slack")," ",n(E.k,null,Q(y()))," ",n("b",null,"non-vincolata")," a ogni disequazione nel sistema:"),n("p",null,n(E.k,{inline:!1},Q(S()))),n("p",null,n(E.k,{inline:!1},Q(T())))),n(E.r,{title:"Generale e canonica"},n("p",null,"Sdoppia ogni variabile non-vincolata in due variabili con vincolo di non-negatività:"),n("p",null,n(E.k,{inline:!1},Q(k()))))),n(E.s,{title:"Tableau"},n(E.r,{title:"Cos'è?"},n("p",null,"Un modo per rappresentare sistemi in forma standard, anche noto come ",n("b",null,"matrice equivalente completa")," del sistema.")),n(E.r,{title:"Trasformazioni"},n("p",null,"Un tableau è un sistema di equazioni in ",n("b",null,"forma matriciale completa"),"."),n("p",null,"È possibile effettuare senza che cambi il risultato finale le seguenti trasformazioni:"),n("ul",null,n("li",null,n("b",null,"Moltiplicare")," un'intera riga per una costante."),n("li",null,n("b",null,"Sommare")," una riga a un'altra")),n(J.a,null,"Suona familiare? Sì, lo abbiamo fatto anche in Algebra Lineare.")),n(E.r,{title:"Variabili nella base"},n("p",null,"Variabili che hanno ",n("b",null,"tutti 0 e un solo 1")," nella loro colonna del tableau."),n("p",null,"La loro controparte sono le ",n("i",null,"variabili fuori base"),", che hanno qualsiasi altro valore.")),n(E.r,{title:"Valore attuale"},n("p",null,"Il valore della funzione obiettivo che si otterrebbe se ",n("b",null,"tutte le variabili fuori base valessero 0"),"."),n("p",null,"Procedendo nella risoluzione (descritta in seguito) del tableau, questo valore aumenterà, fino a raggiungere il valore ottimo quando la risoluzione sarà completata."))),n(E.s,null,n(E.r,{color:Y.a,title:"Un esempio"},n("p",null,"Il sistema:"),n(E.q,null,Q(q())),n("p",null,"Diventa il tableau:"),n("table",{className:"right"},n("thead",null,n("tr",null,n("th",null,n(E.k,null,"x_1")),n("th",null,n(E.k,null,"x_2")),n("th",null,n(E.k,null,"s_1")),n("th",null,n(E.k,null,"s_2")),n("th",null,n(E.k,null,"s_3")),n("th",null,n("abbr",{title:"Termine noto"},"TN")))),n("tbody",null,n("tr",null,n("td",null,n(E.k,null,"1")),n("td",null,n(E.k,null,"0")),n("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},n(E.k,null,"1")),n("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},n(E.k,null,"0")),n("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},n(E.k,null,"0")),n("td",{style:"background-color: rgba(255, 0, 0, 0.1);"},n(E.k,null,"3"))),n("tr",null,n("td",null,n(E.k,null,"0")),n("td",null,n(E.k,null,"1")),n("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},n(E.k,null,"0")),n("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},n(E.k,null,"1")),n("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},n(E.k,null,"0")),n("td",{style:"background-color: rgba(255, 0, 0, 0.1);"},n(E.k,null,"3"))),n("tr",null,n("td",null,n(E.k,null,"2")),n("td",null,n(E.k,null,"2")),n("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},n(E.k,null,"0")),n("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},n(E.k,null,"0")),n("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},n(E.k,null,"1")),n("td",{style:"background-color: rgba(255, 0, 0, 0.1);"},n(E.k,null,"7"))),n("tr",{style:"background-color: rgba(0, 255, 0, 0.1);"},n("td",null,n(E.k,null,"2000")),n("td",null,n(E.k,null,"1000")),n("td",null,n(E.k,null,"0")),n("td",null,n(E.k,null,"0")),n("td",null,n(E.k,null,"0")),n("td",{style:"background-color: rgba(255, 255, 0, 0.2);"},n(E.k,null,"0"))))),n("p",null,"Con i seguenti elementi:"),n("ul",null,n("li",null,n("u",{style:"color: #7dff7d;"},"Funzione obiettivo")),n("li",null,n("u",{style:"color: #ffff7d;"},"Valore attuale")),n("li",null,n("u",{style:"color: #ff7d7d;"},"Termini noti")),n("li",null,n("u",{style:"color: #7dffff;"},"Variabili slack"))))),n(E.s,{title:"Simplex primale"},n(E.r,{title:"Cos'è?"},n("p",null,"Un algoritmo per trovare efficientemente il ",n("b",null,"valore ottimo")," e le coordinate di un ",n("b",null,"vertice ottimo")," in problemi di ottimizzazione lineare."),n(J.a,null,"Ricordi ",n(E.b,{href:"/calcolonumerico"},"Gauss"),"? Il Simplex è la stessa cosa, in cui però si cerca di ",n(B.a,null,"minimizzare"),"/",n(N.a,null,"massimizzare")," il termine noto della funzione obiettivo."),n(J.a,{title:"Esempio"},n("a",{href:"https://i.imgur.com/1r405Mb.jpg"},"Questa")," è la soluzione passo per passo del problema 3 del file ",n("a",{href:"https://dolly.fim.unimore.it/2019/mod/resource/view.php?id=2716"},n("code",null,"Ex_LP_testo")),"."),n("p",null,"Perchè sia possibile effettuare il Simplex è necessario che l'",n("b",null,"origine sia nel poliedro"),": pertanto, ",n("b",null,"non")," è possibile che un problema risolto con il Simplex sia ",n(K.a,null),".")),n(E.r,{title:"I passi"},n("ol",null,n("li",null,"Trasforma il sistema in ",n("b",null,"forma standard"),"."),n("li",null,"Trova tante variabili ",n("b",null,"linearmente indipendenti")," quante siano le righe: esse saranno la ",n("i",null,"base iniziale"),"."),n("li",null,"Finchè ci sono variabili con coefficienti ",n(B.a,null,"positivi"),"/",n(N.a,null,"negativi")," nella funzione obiettivo:",n("ol",null,n("li",null,n("p",null,n("b",null,"Scegli")," la prima variabile fuori base con coefficiente ",n(B.a,null,"positivo"),"/",n(N.a,null,"negativo")," nella funzione obiettivo: essa è la ",n("i",null,"variabile entrante"),"."),n("aside",null,n("u",null,"Regola di Bland"),": Si potrebbe scegliere qualsiasi variabile come entrante, ma scegliendo sempre la prima ammissibile ci si assicura che l'algoritmo termini.")),n("li",null,n("p",null,n("b",null,"Scegli")," la variabile in base con il minor rapporto positivo:"),n(E.q,null,Q(x())),n("aside",null,"Se non sei riuscito a trovare nessuna variabile con un rapporto positivo, significa che il poliedro è ",n(X.a,null),".")),n("li",null,n("p",null,n("u",null,"Pivot"),": ",n("b",null,"trasforma")," tutte le funzioni del sistema in modo che abbiano 0 nella colonna della variabile entrante, tranne nella riga della variabile uscente, in cui avrà 1.")))),n("li",null,"Il poliedro è ",n(Z.a,null),": i ",n("b",null,"termini noti dei vincoli")," sono le coordinate del suo vertice ottimo, mentre il ",n("b",null,"termine noto della funzione obiettivo")," è il valore ottimo."))),n(E.r,{title:"Soluzioni di base degenerata"},n("p",null,"Una soluzione con almeno una variabile di valore ",n(E.k,null,"0"),", dovuta a uno o più ",n("b",null,"vincoli ridondanti"),"."),n("p",null,"Senza ",n("b",null,"Regola di Bland")," e in presenza di vincoli ridondanti si rischia di trovarsi a fare pivot infiniti."))),n(E.s,{title:"Metodo delle due fasi"},n(E.r,{title:"Metodo delle due fasi"},n("p",null,"Un ",n("b",null,"estensione del Simplex")," per permettere la risoluzione di problemi la cui ",n("b",null,"origine non è una soluzione ammissibile"),"."),n("p",null,"Prevede l'introduzione di un ",n("i",null,"problema ausiliario"),", le cui incognite sono dette ",n("i",null,"artificiali"),"."),n("p",null,"Il vettore delle incognite artificiali è solitamente chiamato ",n(E.k,null,Q(z())),".")),n(E.r,{title:"Procedimento"},n("ol",null,n("li",null,"Crea un nuovo tableau, ",n("b",null,"aggiungendo variabili artificiali")," in modo da avere una base ammissibile."),n("li",null,"Sostituisci la vecchia funzione obiettivo con una nuova che ",n("b",null,"minimizzi la somma")," di tutte le variabili artificiali."),n("li",null,n("u",null,"Fase 1"),": ",n("b",null,"Risolvi")," il nuovo problema con il Simplex primale."),n("li",null,"Se il Simplex termina quando ci sono ancora ",n("b",null,"variabili artificiali nella base"),", allora il poliedro è ",n("b",null,n(K.a,null)),"."),n("li",null,"Una volta che le variabili artificiali sono fuori base, ",n("b",null,"elimina")," le loro colonne e la nuova funzione obiettivo.",n("br",null)),n("li",null,"Riporta il tableau in forma base compiendo operazioni per ",n("b",null,"azzerare i coefficienti")," delle variabili di base nella funzione obiettivo."),n("li",null,n("u",null,"Fase 2"),": ",n("b",null,"Risolvi")," il tableau con il Simplex primale.")))),n(E.s,{title:"Rilassamento"},n(E.r,{title:"Cos'è?"},n("p",null,"Una versione semplificata di un problema nella quale si ",n("b",null,"ignora la violazione")," di uno o più vincoli.")),n(E.r,{title:"Rilassamento di Lagrange"},n("p",null,"Un rilassamento che permette di misurare ",n("b",null,"di quanto i vincoli vengono violati"),"."),n("p",null,"I vincoli, moltiplicati per ",n("b",null,"coefficienti di rilassamento"),", vengono inseriti nella funzione obiettivo."),n("p",null,"Il vettore dei coefficienti di rilassamento solitamente è indicato con ",n(E.k,null,Q(_())),"."),n(J.a,null,n("p",null,"Il sistema:"),n(E.k,{inline:!1},Q(g())),n("p",null,"diventa:"),n(E.k,{inline:!1},Q(v()))))),n(E.s,{title:"Dualità"},n(E.r,{title:"Duale"},n("p",null,"Il sistema che ",n("b",null,n(B.a,null,"massimizza"),"/",n(N.a,null,"minimizza")," i moltiplicatori di rilassamento")," di un problema detto ",n("i",null,"primale"),".")),n(E.r,{title:"In termini matriciali"},n("p",null,"Possiamo ",n("b",null,"trasporre")," il tableau e sostituire le variabili ",n(E.k,null,Q(h()))," con variabili ",n(E.k,null,Q(p()))," per ottenere il sistema duale!"),n("p",null,"I maggiori e minori dei vincoli diventeranno maggiori e minori delle variabili e viceversa.")),n(E.r,{title:"Feasibility del duale"},n("ul",null,n("li",null,"Se un problema ha una ",n("b",null,"soluzione finita"),", allora anche il suo duale la avrà."),n("li",null,"Se un problema è ",n("b",null,n(K.a,null)),", allora il suo duale potrà essere ",n(K.a,null)," oppure ",n(X.a,null),"."),n("li",null,"Se un problema è ",n("b",null,n(X.a,null)),", allora il suo duale sarà certamente ",n(K.a,null),"."))),n(E.r,{title:"Variabili e vincoli"},n("p",null,"Variabili e vincoli del duale corrispondono rispettivamente a vincoli e variabili del primale."),n("p",null,"In particolare:"),n("table",null,n("thead",null,n("tr",null,n("th",null,n(B.a,null,"Min")),n("th",null,n(N.a,null,"Max")))),n("tbody",null,n("tr",null,n("td",null,"Vincolo ",n(E.i,null,"\\leq")),n("td",null,"Variabile ",n(E.i,null,"\\leq"))),n("tr",null,n("td",null,"Vincolo ",n(E.i,null,"\\geq")),n("td",null,"Variabile ",n(E.i,null,"\\geq"))),n("tr",null,n("td",null,"Vincolo ",n(E.i,null,"=")),n("td",null,"Variabile ",n("b",null,"libera"))),n("tr",null,n("td",null,"Variabile ",n(E.i,null,"\\leq")),n("td",null,"Vincolo ",n(E.i,null,"\\geq"))),n("tr",null,n("td",null,"Variabile ",n(E.i,null,"\\geq")),n("td",null,"Vincolo ",n(E.i,null,"\\leq"))),n("tr",null,n("td",null,"Variabile ",n("b",null,"libera")),n("td",null,"Vincolo ",n(E.i,null,"="))))))),n(E.s,{title:"Un po' di teoria"},n(E.r,{title:"Lemma di Farkas"},n("p",null,"Una disuguaglianza lineare ",n(E.k,null,Q(b()))," è verificata da tutti i punti di un poliedro non-",n(K.a,null)," se e solo se esiste un vettore ",n(E.k,null,Q(m()))," tale che:"),n(E.q,null,Q(d())),n(E.q,null,Q(f()))),n(E.r,{title:"Dualità forte"},n("p",null,"Il teorema che dimostra l'equivalenza tra primale e duale."),n("p",null,"Se uno dei due problemi è finito, la soluzione di uno coincide con la soluzione dell'altro."),n("p",null,n(E.k,null,Q(s()))),n("p",null,n(E.u,null,"TODO: Anche qui c'è una lunga dimostrazione..."))),n(E.r,{title:"Dualità debole"},n("p",null,"Il teorema che dimostra che il valore della funzione obiettivo del duale (di un qualsiasi tableau) è sempre ",n(B.a,null,"minore o uguale"),"/",n(N.a,null,"maggiore o uguale")," alla soluzione del corrispettivo primale."),n("p",null,n(E.u,null,"TODO: Dimostrazione cortina, ma sembra complicata."))),n(E.r,{title:"Condizioni di ottimalità"},n("p",null,"Il teorema che ci permette di passare dalla soluzione del duale alla soluzione del primale. ",n(E.u,null,"TODO: credo?")),n("p",null,"Si deriva combinando le seguenti condizioni:"),n("ul",null,n("li",null,"Ammissibilità del primale: ",n(E.k,null,Q(c()))),n("li",null,"Ammissibilità del duale: ",n(E.k,null,Q(o()))),n("li",null,"Teorema della dualità forte: ",n(E.k,null,Q(r()))," (alla soluzione ottima)")),n("p",null,"Ne risulta che una soluzione è ottima se e solo se:"),n(E.q,null,Q(u())),n(E.q,null,Q(a())))),n(E.s,{title:"Simplex duale"},n(E.r,{title:"Cos'è?"},n("p",null,"Un'estensione al Simplex primale che opera sul problema duale.")),n(E.r,{title:"Come funziona?"},n("p",null,"Funziona esattamente come il Simplex primale, ma opera sul duale."))),n(E.s,{title:"Analisi di sensibilità"},n(E.r,{title:"Cos'è?"},n("p",null,"Un procedimento che misura di ",n("b",null,"quanto può variare")," il termine noto di un vincolo ",n(E.k,null,Q(t()))," o il coefficiente della funzione obiettivo ",n(E.k,null,Q(e()))," prima che la base degeneri."))))}}).call(this,i("hosL").h)},ZHMS:function(n,l,i){"use strict";(function(n){var e=i("gJgL"),t=i.n(e);l.a=function(l){return n("span",{class:t.a.minus},l.children)}}).call(this,i("hosL").h)},dIxp:function(n,l,i){"use strict";(function(n){var e=i("4fSx"),t=i.n(e);l.a=function(l){return n("abbr",{class:t.a.unbounded,title:"I punti del poliedro sono infiniti."},l.children?l.children:"illimitato")}}).call(this,i("hosL").h)},fWbf:function(n,l,i){"use strict";(function(n){var e=i("4fSx"),t=i.n(e);l.a=function(l){return n("abbr",{class:t.a.min,title:"In problemi in cui il primale è di minimizzazione."},l.children?l.children:"min")}}).call(this,i("hosL").h)},gJgL:function(n){n.exports={red:"red__3phX0",orange:"orange__1OSkI",yellow:"yellow__2pQOr",lime:"lime__3vRUg",cyan:"cyan__1cBtG",blue:"blue__1G1wb",magenta:"magenta__3Wagv",minus:"minus__2qLyv"}},jZax:function(n){n.exports={red:"red__ipSoq",orange:"orange__1nmkj",yellow:"yellow__353ge",lime:"lime__3FW1E",cyan:"cyan__2xhu7",blue:"blue__3MvDe",magenta:"magenta__i03ie",plus:"plus__1eV4_"}},ke5e:function(n,l,i){"use strict";(function(n){var e=i("2w3n"),t=i.n(e);l.a=function(l){return n("div",{class:t.a.example},l.children)}}).call(this,i("hosL").h)},mGtH:function(n,l,i){"use strict";var e=i("uzfk");l.a=i.n(e).a.example},o8Jj:function(n,l,i){"use strict";(function(n){var e=i("jZax"),t=i.n(e);l.a=function(l){return n("span",{class:t.a.plus},l.children)}}).call(this,i("hosL").h)},sEPs:function(n,l,i){"use strict";(function(n){function e(){var n=$(["-\frac{1}{5}"],["-\\frac{1}{5}"]);return e=function(){return n},n}function t(){var n=$(["1"]);return t=function(){return n},n}function a(){var n=$(["0"]);return a=function(){return n},n}function u(){var n=$(["0"]);return u=function(){return n},n}function r(){var n=$(["-\frac{1}{2}"],["-\\frac{1}{2}"]);return r=function(){return n},n}function o(){var n=$(["-\frac{1}{2}"],["-\\frac{1}{2}"]);return o=function(){return n},n}function c(){var n=$(["\frac{6}{5}"],["\\frac{6}{5}"]);return c=function(){return n},n}function s(){var n=$(["0"]);return s=function(){return n},n}function f(){var n=$(["1"]);return f=function(){return n},n}function d(){var n=$(["0"]);return d=function(){return n},n}function m(){var n=$(["\frac{1}{2}"],["\\frac{1}{2}"]);return m=function(){return n},n}function b(){var n=$(["\frac{3}{2}"],["\\frac{3}{2}"]);return b=function(){return n},n}function p(){var n=$(["3"]);return p=function(){return n},n}function h(){var n=$(["0"]);return h=function(){return n},n}function v(){var n=$(["0"]);return v=function(){return n},n}function g(){var n=$(["1"]);return g=function(){return n},n}function _(){var n=$(["0"]);return _=function(){return n},n}function z(){var n=$(["1"]);return z=function(){return n},n}function x(){var n=$(["0"]);return x=function(){return n},n}function q(){var n=$(["0"]);return q=function(){return n},n}function k(){var n=$(["0"]);return k=function(){return n},n}function T(){var n=$(["0"]);return T=function(){return n},n}function S(){var n=$(["1"]);return S=function(){return n},n}function y(){var n=$(["1"]);return y=function(){return n},n}function I(){var n=$(["s_3"]);return I=function(){return n},n}function L(){var n=$(["s_2"]);return L=function(){return n},n}function A(){var n=$(["s_1"]);return A=function(){return n},n}function P(){var n=$(["x_2"]);return P=function(){return n},n}function w(){var n=$(["x_1"]);return w=function(){return n},n}function C(){var n=$(["\frac{6}{5}"],["\\frac{6}{5}"]);return C=function(){return n},n}function V(){var n=$(["1"]);return V=function(){return n},n}function j(){var n=$(["0"]);return j=function(){return n},n}function F(){var n=$(["\frac{1}{2}"],["\\frac{1}{2}"]);return F=function(){return n},n}function U(){var n=$(["\frac{3}{2}"],["\\frac{3}{2}"]);return U=function(){return n},n}function R(){var n=$(["3"]);return R=function(){return n},n}function G(){var n=$(["0"]);return G=function(){return n},n}function O(){var n=$(["1"]);return O=function(){return n},n}function D(){var n=$(["0"]);return D=function(){return n},n}function M(){var n=$(["1"]);return M=function(){return n},n}function E(){var n=$(["0"]);return E=function(){return n},n}function B(){var n=$(["0"]);return B=function(){return n},n}function N(){var n=$(["0"]);return N=function(){return n},n}function J(){var n=$(["1"]);return J=function(){return n},n}function Z(){var n=$(["1"]);return Z=function(){return n},n}function K(){var n=$(["s_2"]);return K=function(){return n},n}function X(){var n=$(["s_1"]);return X=function(){return n},n}function H(){var n=$(["x_2"]);return H=function(){return n},n}function W(){var n=$(["x_1"]);return W=function(){return n},n}function Y(){var n=$(["\n sum_{j in F} left( left( a_{tj} - lfloor a_{tj} \rfloor \right) cdot x_j \right) geq (b_t - lfloor b_t \rfloor)\n "],["\n \\sum_{j \\in F} \\left( \\left( a_{tj} - \\lfloor a_{tj} \\rfloor \\right) \\cdot x_j \\right) \\geq (b_t - \\lfloor b_t \\rfloor)\n "]);return Y=function(){return n},n}function Q(){var n=$(["\n mathbf{x} in mathbb{Z}^n\n "],["\n \\mathbf{x} \\in \\mathbb{Z}^n\n "]);return Q=function(){return n},n}function $(n,l){return l||(l=n.slice(0)),n.raw=l,n}var nn=i("hosL"),ln=i("mbOI"),en=i("fWbf"),tn=i("RPi6"),an=i("ke5e"),un=i("Th1s"),rn=String.raw;l.a=function(){return n(nn.Fragment,null,n(ln.s,{title:"Ottimizzazione lineare intera"},n(ln.r,{title:"Cos'è?"},n("p",null,"Particolari problemi di ottimizzazione lineare in cui le ",n("b",null,"variabili sono vincolate ad essere numeri interi"),"."),n(ln.q,null,rn(Q())),n("p",null,"Spesso detti anche ",n("i",null,"problemi di ",n("abbr",{title:"Integer Linear Programming"},"ILP")),".")),n(ln.r,{title:"Rilassamento lineare"},n("p",null,"Un rilassamento che rimuove il ",n("b",null,"vincolo di integrità")," a un problema, trovando la sua ",n("b",null,"soluzione continua"),"."))),n(ln.s,{title:"Dal rilassamento alla soluzione"},n(ln.r,{title:"Enumerazione totale"},n("p",null,"Un ",n("b",null,"modo")," per passare dalla soluzione del rilassamento alla soluzione intera di un problema di ILP."),n("p",null,"Consiste nel calcolare la soluzione di ogni singolo punto incluso nel poliedro, e selezionare la ",n(en.a,null,"minore"),"/",n(tn.a,null,"maggiore"),"."),n("p",null,"Trova ",n("b",null,"sicuramente")," la soluzione giusta, ma il costo computazionale è esponenziale ",n(ln.i,null,"O(n^k)"),"!")),n(ln.r,{title:"Arrotondamento"},n("p",null,"Un altro ",n("b",null,"modo")," per passare dalla soluzione del rilassamento alla soluzione intera di un problema di ILP."),n("p",null,"Consiste nell'",n("b",null,"arrotondare tutte le variabili al loro valore intero più vicino"),", e calcolarne il valore ottimo."),n("p",null,"Funziona bene per valori grandi, ma più essi si avvicinano allo 0 più l'",n("b",null,"errore diventa grande"),".")),n(ln.r,{title:"Piani secanti"},n("p",null,"Un altro ",n("b",null,"modo")," ancora per passare dalla soluzione del rilassamento alla soluzione intera di un problema di ILP."),n("p",null,"Consiste nel tagliare il poliedro con nuovi vincoli (",n("i",null,"piani secanti"),") che ",n("b",null,"riducono le possibili soluzioni continue")," ma non quelle intere."),n("p",null,"Per selezionare i vincoli, si usano i ",n("b",null,"tagli di Gomory"),":"),n(ln.q,null,rn(Y())),n("p",null,"Per ogni valore noto frazionario si viene quindi a creare ",n("b",null,"una nuova variabile in base")," e un nuovo vincolo formato dall'opposto di tutti i valori frazionari dei coefficienti fuori base."),n(an.a,null,n("p",null,"Il tableau:",n("table",null,n("thead",null,n("tr",null,n("th",null,n(ln.a,null,rn(W()))),n("th",null,n(ln.a,null,rn(H()))),n("th",null,n(ln.a,null,rn(X()))),n("th",null,n(ln.a,null,rn(K()))),n("th",null,n("abbr",{title:"Termine noto"},"TN")))),n("tbody",null,n("tr",null,n("td",null,n(ln.a,null,rn(Z()))),n("td",null,n(ln.a,null,rn(J()))),n("td",null,n(ln.a,null,rn(N()))),n("td",null,n(ln.a,null,rn(B()))),n("td",null,n(ln.a,null,rn(E())))),n("tr",null,n("td",null,n(ln.a,null,rn(M()))),n("td",null,n(ln.a,null,rn(D()))),n("td",null,n(ln.a,null,rn(O()))),n("td",null,n(ln.a,null,rn(G()))),n("td",null,n(ln.a,null,rn(R())))),n("tr",null,n("td",null,n(ln.a,null,rn(U()))),n("td",null,n(ln.a,null,rn(F()))),n("td",null,n(ln.a,null,rn(j()))),n("td",null,n(ln.a,null,rn(V()))),n("td",null,n(ln.a,null,rn(C()))))))),n("p",null,"Diventa:",n("table",null,n("thead",null,n("tr",null,n("th",null,n(ln.a,null,rn(w()))),n("th",null,n(ln.a,null,rn(P()))),n("th",null,n(ln.a,null,rn(A()))),n("th",null,n(ln.a,null,rn(L()))),n("th",{style:"background-color: rgba(255, 255, 0, 0.1);"},n(ln.a,null,rn(I()))),n("th",null,n("abbr",{title:"Termine noto"},"TN")))),n("tbody",null,n("tr",null,n("td",null,n(ln.a,null,rn(y()))),n("td",null,n(ln.a,null,rn(S()))),n("td",null,n(ln.a,null,rn(T()))),n("td",null,n(ln.a,null,rn(k()))),n("td",{style:"background-color: rgba(255, 255, 0, 0.1);"},n(ln.a,null,rn(q()))),n("td",null,n(ln.a,null,rn(x())))),n("tr",null,n("td",null,n(ln.a,null,rn(z()))),n("td",null,n(ln.a,null,rn(_()))),n("td",null,n(ln.a,null,rn(g()))),n("td",null,n(ln.a,null,rn(v()))),n("td",{style:"background-color: rgba(255, 255, 0, 0.1);"},n(ln.a,null,rn(h()))),n("td",null,n(ln.a,null,rn(p())))),n("tr",null,n("td",null,n(ln.a,null,rn(b()))),n("td",null,n(ln.a,null,rn(m()))),n("td",null,n(ln.a,null,rn(d()))),n("td",null,n(ln.a,null,rn(f()))),n("td",{style:"background-color: rgba(255, 255, 0, 0.1);"},n(ln.a,null,rn(s()))),n("td",null,n(ln.a,null,rn(c())))),n("tr",{style:"background-color: rgba(255, 255, 0, 0.1);"},n("td",null,n(ln.a,null,rn(o()))),n("td",null,n(ln.a,null,rn(r()))),n("td",null,n(ln.a,null,rn(u()))),n("td",null,n(ln.a,null,rn(a()))),n("td",{style:"background-color: rgba(255, 255, 0, 0.2);"},n(ln.a,null,rn(t()))),n("td",null,n(ln.a,null,rn(e()))))))))),n(ln.r,{title:"Divide et impera"},n("p",null,"È possibile usare la tecnica ",n("i",null,"divide et impera")," per rendere più efficiente l'",n("b",null,"enumerazione totale"),"."),n("p",null,"Si divide il problema principale (trovare il valore ottimo di un problema di ILP) in più sottoproblemi (trovare il valore ottimo di un problema di ILP con una variabile impostata a un valore fisso)."),n("p",null,"Si crea così un ",n("b",null,"albero"),"."),n("p",null,"È possibile ",n("b",null,"chiudere in anticipo")," alcuni nodi dell'albero se il loro miglior possibile valore ottimo è inferiore a uno precedentemente trovato o se il loro poliedro è ",n(un.a,null),"."),n("p",null,"È possibile utilizzare diverse ",n("b",null,"strategie di esplorazione")," dell'albero:",n("ul",null,n("li",null,n("b",null,"depth-first"),": permette di raggiungere immediatamente a una soluzione accettabile (ma non ottimale)"),n("li",null,n("b",null,"best-first"),": permette di raggiungere più velocemente alla soluzione corretta")))),n(ln.r,{title:"Seca et impera"},n("p",null,"È possibile combinare il metodo dei ",n("b",null,"tagli secanti")," con la tecnica ",n("b",null,"divide et impera")," per raggiungere ancora più velocemente a una soluzione."),n("p",null,"Si effettuano ",n("b",null,"poche iterazioni")," del metodo dei tagli secanti, e sul risultato di quelle iterazioni si applica il ",n("b",null,"divide et impera"),"."))))}}).call(this,i("hosL").h)},uzfk:function(n){n.exports={red:"red__3r1Jz",orange:"orange__2q18p",yellow:"yellow__3cyw6",lime:"lime__2GJfI",cyan:"cyan__k_5Y_",blue:"blue__ejrIP",magenta:"magenta__1Zdi7",example:"example__22j7L"}}}]); +//# sourceMappingURL=route-OttimizzazioneLineare.chunk.254bc.js.map \ No newline at end of file diff --git a/docs/route-OttimizzazioneLineare.chunk.254bc.js.map b/docs/route-OttimizzazioneLineare.chunk.254bc.js.map new file mode 100644 index 0000000..cb44f68 --- /dev/null +++ b/docs/route-OttimizzazioneLineare.chunk.254bc.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./components/OttimizzazioneLineare/Styles.less","webpack:///./components/MenuList.less","webpack:///./routes/OttimizzazioneLineare/index.js","webpack:///./routes/OttimizzazioneLineare/00_Intro.js","webpack:///./components/OttimizzazioneLineare/Max.js","webpack:///./components/OttimizzazioneLineare/Finite.js","webpack:///./components/MenuList.js","webpack:///./components/OttimizzazioneLineare/Empty.js","webpack:///./routes/OttimizzazioneLineare/03_TeoriaDeiGrafi.js","webpack:///./routes/OttimizzazioneLineare/01_OttimizzazioneLineare.js","webpack:///./components/Fisica/Minus.js","webpack:///./components/OttimizzazioneLineare/Unbounded.js","webpack:///./components/OttimizzazioneLineare/Min.js","webpack:///./components/Fisica/Minus.less","webpack:///./components/Fisica/Plus.less","webpack:///./components/Example.js","webpack:///./components/ExampleBoxColor.js","webpack:///./components/Fisica/Plus.js","webpack:///./routes/OttimizzazioneLineare/02_OttimizzazioneLineareIntera.js","webpack:///./components/ExampleBoxColor.less"],"names":["module","exports","r","String","raw","title","href","props","class","style","max","children","finite","menulist","unfeasible","src","inline","color","ExampleBoxColor","className","minus","unbounded","min","example","plus"],"mappings":"6EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,mBCA3LD,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,UAAY,mBAAmB,WAAa,oBAAoB,OAAS,gBAAgB,IAAM,aAAa,IAAM,e,mBCAnSD,EAAOC,QAAU,CAAC,SAAW,oB,kCCD7B,uEAMe,qBACX,OACI,aACI,6CACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,S,8lFCRNC,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAMC,KAAM,uCAAZ,8BAGZ,EAAC,IAAD,CAAOD,MAAO,WACV,wCAGA,YACI,qDACA,4CACA,8EAIZ,EAAC,IAAD,CAASA,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,sBACV,+CACqC,0CAA+B,mBAA/B,kBAErC,2CAGA,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAMC,KAAM,+BAAZ,0BAIhB,EAAC,IAAD,CAASD,MAAO,aACZ,EAAC,IAAD,KACI,eACA,YACI,YAAI,UAAMA,MAAO,qBAAb,MACJ,YAAI,UAAMA,MAAO,oBAAb,MACJ,6BAGJ,eACA,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,0BAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,gCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,sDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,yCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,yCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,sCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,6CAEJ,YACI,aACA,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,6CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,aACA,kCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,aACA,8EAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,aACA,iEAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,aACA,qCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,aACA,iFAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,aACA,sEAIR,EAAC,IAAD,KACI,eACA,YACI,uBACA,6BAGJ,eACA,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,uCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,0CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,mCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,6CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,6DAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,gDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,gDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OACJ,kE,2DCjKxB,qCAEe,aAAUK,GACrB,OACI,UAAMC,MAAOC,IAAMC,IACbL,MAAO,uDAAwDE,EAAMI,SAAWJ,EAAMI,SAAW,U,2DCL/G,qCAEe,aAAUJ,GACrB,OACI,UAAMC,MAAOC,IAAMG,OACbP,MAAO,qCAAsCE,EAAMI,SAAWJ,EAAMI,SAAW,a,2DCL7F,qCAEe,aAASJ,GACpB,OACI,QAAIC,MAAOC,IAAMI,UACZN,EAAMI,a,2DCLnB,qCAEe,aAAUJ,GACrB,OACI,UAAMC,MAAOC,IAAMK,WACbT,MAAO,mCAAoCE,EAAMI,SAAWJ,EAAMI,SAAW,Y,wXCDrFT,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,wCAA6B,EAAC,IAAD,2BACzC,EAAC,IAAD,CAAOA,MAAO,SACV,yBACe,mBADf,IAC2B,EAAC,IAAD,KAASH,EAAT,MAD3B,MACqD,oBADrD,IACkE,EAAC,IAAD,KAASA,EAAT,MADlE,uBAIA,yBACe,sBADf,uCAIJ,EAAC,IAAD,CAAOG,MAAO,kBACV,mBACS,kCADT,MAIJ,EAAC,IAAD,CAAOA,MAAO,kBACV,mBACS,sCADT,MAIJ,EAAC,IAAD,CAAOA,MAAO,2BACV,kCACwB,sBADxB,MACyC,qBADzC,sBAIJ,EAAC,IAAD,CAAOA,MAAO,SACV,WACI,wBADJ,sCAGA,8FAIJ,EAAC,IAAD,CAAOA,MAAO,YACV,0BACgB,gCADhB,MAIJ,EAAC,IAAD,CAAOA,MAAO,eACV,wDAC8C,iCAD9C,KAGA,uEAIJ,EAAC,IAAD,CAAOA,MAAO,oBACV,kGAIJ,EAAC,IAAD,CAAOA,MAAO,kBACV,gEAGA,mCACyB,EAAC,IAAD,KAASH,EAAT,MADzB,6CAKJ,EAAC,IAAD,CAAOG,MAAO,wBACV,4BACS,EAAC,IAAD,CAAUC,KAAM,4BAAhB,aADT,MAIJ,EAAC,IAAD,CAAOD,MAAO,sBACV,4BACS,EAAC,IAAD,CAAUC,KAAM,4BAAhB,aADT,MAIJ,EAAC,IAAD,CAAOD,MAAO,UACV,6EAGA,4HAKJ,EAAC,IAAD,CAAOA,MAAO,cACV,wDAGA,kGAIJ,EAAC,IAAD,CAAOA,MAAO,UACV,+CAIJ,EAAC,IAAD,CAAOA,MAAO,iBACV,6DAKR,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,QACV,sCAGA,YACI,2DACA,2CACI,YACI,mFACA,qDAKhB,EAAC,IAAD,CAAOA,MAAO,qBACV,sDAGA,YACI,oDACI,YACI,6EACA,8DACA,iFAKhB,EAAC,IAAD,CAAOA,MAAO,oCACV,6DAGA,YACI,sDACA,4JAIJ,WACI,EAAC,IAAD,wDAGR,EAAC,IAAD,CAAOA,MAAO,yBACV,4BACS,EAAC,IAAD,CAAUC,KAAM,4BAAhB,aADT,MAIJ,EAAC,IAAD,CAAOD,MAAO,+BACV,EAAC,IAAD,kHAIA,6GAGA,WACI,EAAC,IAAD,CAAOU,IAAK,qCAEhB,WACI,EAAC,IAAD,CAAOA,IAAK,2C,grQC5J9Bb,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,sCACZ,EAAC,IAAD,CAAOA,MAAO,cACV,sCAC4B,EAAC,IAAD,oBAD5B,IACmD,EAAC,IAAD,qBADnD,qBAC4F,iCAD5F,0CAEwD,yBAAc,uBAFtE,KAIA,sCAC4B,0BAAe,UAAMA,MAAO,sBAAb,OAD3C,MAIJ,EAAC,IAAD,CAAOA,MAAO,sBACV,6BACmB,EAAC,IAAD,oBADnB,IAC0C,EAAC,IAAD,qBAD1C,KAGA,uDAC6C,EAAC,IAAD,KAAQH,EAAR,MAD7C,uCAEc,EAAC,IAAD,KAAQA,EAAR,MAFd,KAIA,qEAC2D,mCAD3D,WAC8F,wBAD9F,QACmH,2BADnH,KAGA,WACI,EAAC,IAAD,KAAQA,EAAR,QAGR,EAAC,IAAD,CAAOG,MAAO,aACV,WACI,uBADJ,sFAIA,WACI,EAAC,IAAD,KAAQH,EAAR,OAEJ,EAAC,IAAD,mBACe,EAAC,IAAD,KAAQA,EAAR,MADf,2BAGA,EAAC,IAAD,mCAC+B,EAAC,IAAD,yBAD/B,wBAEM,EAAC,IAAD,KAAQA,EAAR,MAFN,MAKJ,EAAC,IAAD,CAAOG,MAAO,WACV,sHAIA,+DACqD,EAAC,IAAD,KAAQH,EAAR,MADrD,4CAE6B,EAAC,IAAD,KAAQA,EAAR,MAF7B,MAKJ,EAAC,IAAD,CAAOG,MAAO,YACV,gBACM,sBADN,4BAC6C,oCAD7C,oBAGA,yBACe,WAAG,EAAC,IAAD,OADlB,KACiC,WAAG,EAAC,IAAD,OADpC,WACwD,WAAG,EAAC,IAAD,OAD3D,KAGA,EAAC,IAAD,2HAEwB,OAAGC,KAAM,0CAAT,YAFxB,MAKJ,EAAC,IAAD,CAAOD,MAAO,iBACV,iBACO,wBADP,4CAEa,EAAC,IAAD,KAAQH,EAAR,MAFb,KAIA,oDAC0C,sBAD1C,wBAC6E,6BAD7E,OAKR,EAAC,IAAD,CAASG,MAAO,0CACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,+BAGA,YACI,YAAI,EAAC,IAAD,kCACJ,YAAI,EAAC,IAAD,kCAER,EAAC,IAAD,KAASH,EAAT,OAEJ,EAAC,IAAD,CAAOG,MAAO,kBACV,+BAGA,YACI,YAAI,EAAC,IAAD,2BACJ,YAAI,EAAC,IAAD,oDAER,EAAC,IAAD,KAASH,EAAT,OAEJ,EAAC,IAAD,CAAOG,MAAO,kBACV,+BAGA,YACI,YAAI,EAAC,IAAD,wBACJ,YAAI,EAAC,IAAD,oDAER,EAAC,IAAD,KAASH,EAAT,QAGR,EAAC,IAAD,CAASG,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,uBACV,uEAGA,WACI,EAAC,IAAD,CAAOW,QAAQ,GAAQd,EAAvB,OAQJ,EAAC,IAAD,+EAEJ,EAAC,IAAD,CAAOG,MAAO,uBACV,2BACiB,8BADjB,IACwC,EAAC,IAAD,KAAQH,EAAR,MADxC,IAC8D,4BAD9D,qCAIA,WACI,EAAC,IAAD,CAAOc,QAAQ,GAAQd,EAAvB,OAIJ,WACI,EAAC,IAAD,CAAOc,QAAQ,GAAQd,EAAvB,QAKR,EAAC,IAAD,CAAOG,MAAO,uBACV,mGAGA,WACI,EAAC,IAAD,CAAOW,QAAQ,GAAQd,EAAvB,SAUZ,EAAC,IAAD,CAASG,MAAO,WACZ,EAAC,IAAD,CAAOA,MAAO,UACV,mFACyE,2CADzE,kBAKJ,EAAC,IAAD,CAAOA,MAAO,kBACV,sDAC4C,wCAD5C,KAGA,qGAGA,YACI,YAAI,2BAAJ,qCACA,YAAI,sBAAJ,yBAEJ,EAAC,IAAD,yEAIJ,EAAC,IAAD,CAAOA,MAAO,wBACV,kCACwB,kCADxB,oCAGA,0CACgC,mCADhC,wCAIJ,EAAC,IAAD,CAAOA,MAAO,kBACV,sEAC4D,wDAD5D,KAIA,qLAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOY,MAAOC,IAAiBb,MAAO,cAClC,0BAGA,EAAC,IAAD,KAASH,EAAT,MAQA,kCAGA,WAAOiB,UAAW,SACd,eACA,YACI,YAAI,EAAC,IAAD,aACJ,YAAI,EAAC,IAAD,aACJ,YAAI,EAAC,IAAD,aACJ,YAAI,EAAC,IAAD,aACJ,YAAI,EAAC,IAAD,aACJ,YAAI,UAAMd,MAAO,gBAAb,SAGR,eACA,YACI,YAAI,EAAC,IAAD,WACJ,YAAI,EAAC,IAAD,WACJ,QAAII,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,2CAA2C,EAAC,IAAD,YAE1D,YACI,YAAI,EAAC,IAAD,WACJ,YAAI,EAAC,IAAD,WACJ,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,2CAA2C,EAAC,IAAD,YAE1D,YACI,YAAI,EAAC,IAAD,WACJ,YAAI,EAAC,IAAD,WACJ,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,2CAA2C,EAAC,IAAD,YAE1D,QAAIA,MAAO,2CACP,YAAI,EAAC,IAAD,cACJ,YAAI,EAAC,IAAD,cACJ,YAAI,EAAC,IAAD,WACJ,YAAI,EAAC,IAAD,WACJ,YAAI,EAAC,IAAD,WACJ,QAAIA,MAAO,6CAA6C,EAAC,IAAD,cAIhE,uCAGA,YACI,YACI,OAAGA,MAAO,mBAAV,uBAEJ,YACI,OAAGA,MAAO,mBAAV,mBAEJ,YACI,OAAGA,MAAO,mBAAV,iBAEJ,YACI,OAAGA,MAAO,mBAAV,uBAKhB,EAAC,IAAD,CAASJ,MAAO,mBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,0DACgD,4BADhD,0BAC2F,6BAD3F,2CAIA,EAAC,IAAD,gBACY,EAAC,IAAD,CAAUC,KAAM,oBAAhB,SADZ,0DAE4B,EAAC,IAAD,oBAF5B,IAEmD,EAAC,IAAD,qBAFnD,8CAIA,EAAC,IAAD,CAASD,MAAO,WACZ,OAAGC,KAAM,mCAAT,UADJ,2DAEwB,OAAGA,KAAM,mEAAmE,8BAFpG,KAIA,4EACkE,uCADlE,eAEc,kBAFd,2DAEgF,EAAC,IAAD,MAFhF,MAKJ,EAAC,IAAD,CAAOD,MAAO,WACV,YACI,uCAA4B,6BAA5B,KACA,qCAA0B,uCAA1B,2CACO,4BADP,KAGA,yDAA8C,EAAC,IAAD,iBAA9C,IAAkE,EAAC,IAAD,iBAAlE,6BAEI,YACI,YACI,WACI,qBADJ,mDAEiB,EAAC,IAAD,iBAFjB,IAEqC,EAAC,IAAD,iBAFrC,wCAGS,iCAHT,KAKA,eAAO,8BAAP,iJAKJ,YACI,WACI,qBADJ,yDAIA,EAAC,IAAD,KAASH,EAAT,MACA,wHAEgC,EAAC,IAAD,MAFhC,MAKJ,YACI,WACI,oBADJ,KACkB,wBADlB,6JAQZ,6BAAkB,EAAC,IAAD,MAAlB,OAA+B,uCAA/B,yDAC8B,oDAD9B,0BAKR,EAAC,IAAD,CAAOG,MAAO,gCACV,+DACqD,EAAC,IAAD,UADrD,wBAC0F,iCAD1F,KAIA,oBACU,8BADV,wFAMR,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,yBACV,iBACO,qCADP,qDACsF,sDADtF,KAIA,2CACiC,kCADjC,iCAEU,0BAFV,KAIA,4EACkE,EAAC,IAAD,KAAQH,EAAR,MADlE,MAIJ,EAAC,IAAD,CAAOG,MAAO,gBACV,YACI,sCAA2B,gDAA3B,2CAGA,2EAAgE,iCAAhE,uCAGA,YAAI,qBAAJ,KAAmB,sBAAnB,8CACA,2DAAgD,+CAAhD,0BACkB,WAAG,EAAC,IAAD,OADrB,KAGA,uEAA4D,sBAA5D,kDAC6B,cAC7B,yEAA8D,sCAA9D,sDAGA,YAAI,qBAAJ,KAAmB,sBAAnB,0CAIZ,EAAC,IAAD,CAASA,MAAO,gBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,sEAC4D,mCAD5D,2BAKJ,EAAC,IAAD,CAAOA,MAAO,4BACV,uDAC6C,kDAD7C,KAGA,0CACgC,2CADhC,gDAIA,qFAEQ,EAAC,IAAD,KAAQH,EAAR,MAFR,KAIA,EAAC,IAAD,KACI,0BAGA,EAAC,IAAD,CAAOc,QAAQ,GAAQd,EAAvB,MASA,uBAGA,EAAC,IAAD,CAAOc,QAAQ,GAAQd,EAAvB,SAUZ,EAAC,IAAD,CAASG,MAAO,WACZ,EAAC,IAAD,CAAOA,MAAO,SACV,6BACmB,WAAG,EAAC,IAAD,mBAAH,IAAyB,EAAC,IAAD,kBAAzB,qCADnB,yBAE0C,sBAF1C,MAKJ,EAAC,IAAD,CAAOA,MAAO,yBACV,uBACa,wBADb,yCACmE,EAAC,IAAD,KAAQH,EAAR,MADnE,kBAEc,EAAC,IAAD,KAAQA,EAAR,MAFd,mCAIA,2GAIJ,EAAC,IAAD,CAAOG,MAAO,yBACV,YACI,qCAA0B,+BAA1B,wCACA,gCAAqB,WAAG,EAAC,IAAD,OAAxB,sCACW,EAAC,IAAD,MADX,WAC2B,EAAC,IAAD,MAD3B,KAGA,gCAAqB,WAAG,EAAC,IAAD,OAAxB,yCAA8E,EAAC,IAAD,MAA9E,OAGR,EAAC,IAAD,CAAOA,MAAO,uBACV,6GAGA,8BAGA,eACI,eACA,YACI,YAAI,EAAC,IAAD,aACJ,YAAI,EAAC,IAAD,eAGR,eACA,YACI,uBAAY,EAAC,IAAD,eACZ,yBAAc,EAAC,IAAD,gBAElB,YACI,uBAAY,EAAC,IAAD,eACZ,yBAAc,EAAC,IAAD,gBAElB,YACI,uBAAY,EAAC,IAAD,WACZ,yBAAc,uBAElB,YACI,yBAAc,EAAC,IAAD,eACd,uBAAY,EAAC,IAAD,gBAEhB,YACI,yBAAc,EAAC,IAAD,eACd,uBAAY,EAAC,IAAD,gBAEhB,YACI,yBAAc,sBACd,uBAAY,EAAC,IAAD,gBAM5B,EAAC,IAAD,CAASA,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,mBACV,yCAC+B,EAAC,IAAD,KAAQH,EAAR,MAD/B,qDAEqC,EAAC,IAAD,MAFrC,mCAGY,EAAC,IAAD,KAAQA,EAAR,MAHZ,cAKA,EAAC,IAAD,KAASA,EAAT,MACA,EAAC,IAAD,KAASA,EAAT,OAEJ,EAAC,IAAD,CAAOG,MAAO,iBACV,yEAGA,0GAGA,WACI,EAAC,IAAD,KAAQH,EAAR,OAEJ,WACI,EAAC,IAAD,yDAGR,EAAC,IAAD,CAAOG,MAAO,kBACV,0HAEsB,EAAC,IAAD,wBAFtB,IAEiD,EAAC,IAAD,0BAFjD,8CAKA,WACI,EAAC,IAAD,6DAGR,EAAC,IAAD,CAAOA,MAAO,4BACV,0GAEa,EAAC,IAAD,sBAEb,2DAGA,YACI,0CACa,EAAC,IAAD,KAAQH,EAAR,OAEb,wCACW,EAAC,IAAD,KAAQA,EAAR,OAEX,4CACW,EAAC,IAAD,KAAQA,EAAR,MADX,6BAKJ,kEAGA,EAAC,IAAD,KAASA,EAAT,MACA,EAAC,IAAD,KAASA,EAAT,QAGR,EAAC,IAAD,CAASG,MAAO,iBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,8EAIJ,EAAC,IAAD,CAAOA,MAAO,kBACV,kFAKR,EAAC,IAAD,CAASA,MAAO,0BACZ,EAAC,IAAD,CAAOA,MAAO,UACV,4CACkC,iCADlC,kCAEY,EAAC,IAAD,KAAQH,EAAR,MAFZ,+CAGc,EAAC,IAAD,KAAQA,EAAR,MAHd,sC,2DC9kBpB,qCAEe,aAAUK,GACrB,OAAO,UAAMC,MAAOC,IAAMW,OAAQb,EAAMI,a,2DCH5C,qCAEe,aAAUJ,GACrB,OACI,UAAMC,MAAOC,IAAMY,UACbhB,MAAO,uCAAwCE,EAAMI,SAAWJ,EAAMI,SAAW,iB,2DCL/F,qCAEe,aAAUJ,GACrB,OACI,UAAMC,MAAOC,IAAMa,IACbjB,MAAO,sDAAuDE,EAAMI,SAAWJ,EAAMI,SAAW,U,yCCJ9GX,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,MAAQ,iB,iBCAzLD,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,KAAO,gB,mCCDxL,qCAEe,aAAUM,GACrB,OACI,SAAKC,MAAOC,IAAMc,SACbhB,EAAMI,a,0DCLnB,gBAEeF,IAFf,OAEeA,EAAf,S,mCCFA,qCAEe,aAAUF,GACrB,OAAO,UAAMC,MAAOC,IAAMe,MAAOjB,EAAMI,a,+3HCIrCT,GAAIC,OAAOC,IAGF,eACX,OACI,EAAC,YAAD,KACI,EAAC,KAAD,CAASC,MAAO,iCACZ,EAAC,KAAD,CAAOA,MAAO,UACV,uEAC6D,+DAD7D,KAIA,EAAC,KAAD,KAASH,GAAT,MAGA,iCACuB,0BAAe,UAAMG,MAAO,8BAAb,QADtC,MAIJ,EAAC,KAAD,CAAOA,MAAO,wBACV,6CACmC,mCADnC,mCAC8F,iCAD9F,OAMR,EAAC,KAAD,CAASA,MAAO,mCACZ,EAAC,KAAD,CAAOA,MAAO,uBACV,iBACO,mBADP,8FAIA,+GAEO,EAAC,KAAD,eAFP,IAEyB,EAAC,KAAD,iBAFzB,KAIA,oBACU,0BADV,mEAEiB,EAAC,KAAD,eAFjB,MAKJ,EAAC,KAAD,CAAOA,MAAO,kBACV,uBACa,mBADb,8FAIA,4BACkB,8EADlB,oCAIA,sFAC4E,oCAD5E,MAKJ,EAAC,KAAD,CAAOA,MAAO,iBACV,uBACa,mBADb,qGAIA,mEACyD,4BADzD,SACmF,uDADnF,0BAIA,oDAC0C,8BAD1C,KAGA,EAAC,KAAD,KAASH,GAAT,MAGA,wEAC8D,0CAD9D,sGAIA,EAAC,KAAD,KACI,yBAEI,eACI,eACA,YACI,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,UAAMG,MAAO,gBAAb,SAGR,eACA,YACI,YAAI,EAAC,KAAD,KAASH,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,QAER,YACI,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,QAER,YACI,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,WAKhB,sBAEI,eACI,eACA,YACI,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,QAAIO,MAAO,6CAA6C,EAAC,KAAD,KAASP,GAAT,OAExD,YAAI,UAAMG,MAAO,gBAAb,SAGR,eACA,YACI,YAAI,EAAC,KAAD,KAASH,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,QAAIO,MAAO,6CAA6C,EAAC,KAAD,KAASP,GAAT,OACxD,YAAI,EAAC,KAAD,KAASA,GAAT,QAER,YACI,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,QAAIO,MAAO,6CAA6C,EAAC,KAAD,KAASP,GAAT,OACxD,YAAI,EAAC,KAAD,KAASA,GAAT,QAER,YACI,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,QAAIO,MAAO,6CAA6C,EAAC,KAAD,KAASP,GAAT,OACxD,YAAI,EAAC,KAAD,KAASA,GAAT,QAER,QAAIO,MAAO,6CACP,YAAI,EAAC,KAAD,KAASP,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,YAAI,EAAC,KAAD,KAASA,GAAT,OACJ,QAAIO,MAAO,6CAA6C,EAAC,KAAD,KAASP,GAAT,OACxD,YAAI,EAAC,KAAD,KAASA,GAAT,aAOxB,EAAC,KAAD,CAAOG,MAAO,oBACV,2CACiC,+BADjC,iCACsF,kCADtF,KAIA,qNAKA,8BACoB,qBADpB,KAGA,0BACgB,mCADhB,yIAEoF,EAAC,KAAD,MAFpF,KAIA,6CACmC,wCADnC,gBAEI,YACI,YAAI,0BAAJ,0FAGA,YAAI,yBAAJ,wEAIZ,EAAC,KAAD,CAAOA,MAAO,kBACV,kDACwC,4BADxC,mBAC4E,+BAD5E,4DAIA,4BACkB,+BADlB,qFAE6B,+BAF7B,W,yCC1MpBL,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU","file":"route-OttimizzazioneLineare.chunk.254bc.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__UmOgB\",\"orange\":\"orange__1FTS8\",\"yellow\":\"yellow__3dJAV\",\"lime\":\"lime__3kPc-\",\"cyan\":\"cyan__11RpC\",\"blue\":\"blue__320AC\",\"magenta\":\"magenta__VPUPe\",\"unbounded\":\"unbounded__25UN8\",\"unfeasible\":\"unfeasible__2MuIF\",\"finite\":\"finite__2EP_f\",\"min\":\"min__3lPpn\",\"max\":\"max__1hxKl\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"menulist\":\"menulist__2Cmnq\"};","import Intro from \"./00_Intro\";\nimport OttimizzazioneLineare from \"./01_OttimizzazioneLineare\";\nimport OttimizzazioneLineareIntera from \"./02_OttimizzazioneLineareIntera\";\nimport TeoriaDeiGrafi from \"./03_TeoriaDeiGrafi\";\n\n\nexport default function () {\n return (\n
    \n

    Ottimizzazione Lineare Intera

    \n \n \n \n \n
    \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, BLatex, TablePanel} from \"bluelib\";\nimport Link from \"../../components/Link\";\nimport MenuList from \"../../components/MenuList\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
      \n
    • Prof. Stefano Novellani
      • \n
    \n     \n \n

    \n Esame digitale in 3 fasi:\n

    \n
      \n
    • 25 domande di teoria stile vero/falso
      • \n
    • 2 domande a risposta aperta
      • \n
    • 2 modelli matematici da rappresentare tramite GLPK/MathProg
      • \n
    \n     \n
    \n
    \n \n

    \n Ti serve una mano anche in GLPK? Che in realtà si chiama GMPL, ma vabbè...\n

    \n

    \n Ho fatto una pagina apposta:\n

    \n \n
  • GLPK/MathProg/GMPL
    • \n     \n     \n
    \n
    \n \n \n \n v\n s\n Significato\n \n \n \n \n {r`\\mathbf{x}`}\n {r`x_i`}\n Incognite\n \n \n {r`\\mathbf{s}`}\n {r`s_i`}\n Variabili slack\n \n \n {r`\\mathbf{c}`}\n {r`c_i`}\n Coefficienti della funzione obiettivo\n \n \n {r`\\mathbf{A}`}\n {r`a_{ij}`}\n Coefficienti dei vincoli\n \n \n {r`\\mathbf{b}`}\n {r`b_i`}\n Termini noti dei vincoli\n \n \n {r`\\mathbf{y}`}\n {r`y_i`}\n Incognite artificiali\n \n \n {r`\\mathbf{u}`}\n {r`u_i`}\n Coefficienti di rilassamento\n \n \n \n {r`c_0`}\n Valore ottimo di un problema\n \n \n {r`\\mathbf{x}_B`}\n \n Incognite in base\n \n \n {r`\\mathbf{c}_B`}\n \n Coefficienti della funzione obiettivo delle variabili in base\n \n \n {r`\\mathbf{B}`}\n \n Coefficienti dei vincoli delle variabili in base\n \n \n {r`\\mathbf{x}_F`}\n \n Incognite fuori base\n \n \n {r`\\mathbf{c}_F`}\n \n Coefficienti della funzione obiettivo delle variabili fuori base\n \n \n {r`\\mathbf{F}`}\n \n Coefficienti dei vincoli delle variabili fuori base\n \n \n \n \n \n \n Simboli\n Significato\n \n \n \n \n {r`\\mathbf{c}^T \\mathbf{x}`}\n Soluzione del problema\n \n \n {r`\\mathbf{A} \\mathbf{x} = \\mathbf{b}`}\n Vincoli in forma standard\n \n \n {r`z(\\dots)`}\n Funzione obiettivo\n \n \n {r`\\mathbf{u}^T \\mathbf{b}`}\n Soluzione del problema duale\n \n \n {r`\\mathbf{u}^T \\mathbf{A} = \\mathbf{c}^T`}\n Vincoli del problema duale in forma standard\n \n \n {r`\\lfloor x \\rfloor`}\n Arrotondamento per difetto di x\n \n \n {r`\\lceil x \\rceil`}\n Arrotondamento per eccesso di x\n \n \n {r`x - \\lfloor x \\rfloor`}\n Parte frazionaria di x (se non è negativo)\n \n \n \n
    \n     \n )\n}\n","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"max\"}\n );\n}\n","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"finito\"}\n );\n}\n","import style from \"./MenuList.less\";\n\nexport default function(props) {\n return (\n
      \n {props.children}\n
    \n )\n}","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"vuoto\"}\n );\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, Todo, BaseLink, Image} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    Terminologia dei grafi TODO: migliorare}>\n \n

    \n Insieme di nodi {r`N`} e archi {r`E`} che li\n connettono.\n

    \n

    \n Può essere diretto se gli archi hanno una direzione.\n

    \n     \n \n

    \n Nodi connessi da un arco.\n

    \n     \n \n

    \n Arco connesso a un dato nodo.\n

    \n     \n \n

    \n Un arco diretto che termina o inizia da un dato nodo.\n

    \n     \n \n

    \n Conteggio degli archi incidenti di un nodo.\n

    \n

    \n Si può calcolare anche relativamente agli archi entranti o agli archi uscenti.\n

    \n     \n \n

    \n Sequenza di archi consecutivi.\n

    \n     \n \n

    \n Due nodi sono connessi se tra loro esiste almeno un percorso.\n

    \n

    \n Un grafo è connesso se tutti i suoi nodi sono connessi.\n

    \n     \n \n

    \n Percorsi rispettivamente indiretti e diretti in cui l'inizio coincide con la fine.\n

    \n     \n \n

    \n Grafo in cui ogni nodo è connesso con ogni altro.\n

    \n

    \n Se diretto, contiene {r`n \\cdot (n - 1)`} archi; altrimenti, ne contiene la\n metà.\n

    \n     \n \n
    \n Vedi Algoritmi.\n
    \n     \n \n
    \n Vedi Algoritmi.\n
    \n     \n \n

    \n Sottoinsieme di archi che connettono due sottoinsiemi di nodi.\n

    \n

    \n Può essere anche uscente o entrante; in tal caso include solo gli archi entranti o uscenti dal\n sottoinsieme.\n

    \n     \n \n

    \n Sottoinsieme di nodi e archi di un grafo.\n

    \n

    \n Tutti gli archi di un sottografo possono connettere solo nodi all'interno di esso.\n

    \n     \n \n

    \n Sottografo connesso e aciclico.\n

    \n     \n \n

    \n Albero che include tutti i nodi di un grafo.\n

    \n     \n
    \n
    \n \n

    \n Crea uno spanning tree.\n

    \n
      \n
    1. Aggiungi l'arco di costo minimo all'albero.
      2. \n
    2. Finchè mancano ancora archi:\n
        \n
      1. Trova tutti gli archi che aggiungerebbero un nuovo nodo all'albero.
        2. \n
      2. Seleziona l'arco di costo minore.
        3. \n
      \n
      3. \n
    \n     \n \n

    \n Trova l'ordine topologico di un albero.\n

    \n
      \n
    1. Ripeti finchè ci sono nodi nel grafo:\n
        \n
      1. Assegna un numero sequenziale a un nodo senza archi entranti.
        2. \n
      2. Elimina il nodo a cui hai assegnato il numero.
        3. \n
      3. Elimina tutti gli archi incidenti sul nodo che hai eliminato.
        4. \n
      \n
      2. \n
    \n     \n \n

    \n Trova i percorsi di costo minimo in un albero.\n

    \n
      \n
    1. Trova l'ordine topologico dell'albero.
      2. \n
    2. Invece che provare ogni singola combinazione di nodi, prova solo i nodi che hanno un numero\n topologico maggiore di quello del nodo attuale.\n
      3. \n
    \n

    \n TODO: forse spiegarlo meglio non farebbe male\n

    \n     \n \n
    \n Vedi Algoritmi.\n
    \n     \n \n \n Trova il volume massimo di acqua che è possibile fare scorrere attraverso tubature con una data\n capacità.\n \n

    \n Costruisci il grafo residuo e vedi se c'è un percorso che va dalla sorgente alla destinazione.\n

    \n

    \n \n

    \n

    \n \n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, Latex, BaseLink, Todo} from \"bluelib\";\nimport Min from \"../../components/OttimizzazioneLineare/Min\";\nimport Max from \"../../components/OttimizzazioneLineare/Max\";\nimport Example from \"../../components/Example\";\nimport Finite from \"../../components/OttimizzazioneLineare/Finite\";\nimport Empty from \"../../components/OttimizzazioneLineare/Empty\";\nimport Unbounded from \"../../components/OttimizzazioneLineare/Unbounded\";\nimport Plus from \"../../components/Fisica/Plus\";\nimport Minus from \"../../components/Fisica/Minus\";\nimport ExampleBoxColor from \"../../components/ExampleBoxColor\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Problemi che cercano di minimizzare/massimizzare il valore di una funzione\n obiettivo le cui incognite sono sottoposte a un sistema di vincoli.\n

    \n

    \n Spesso sono detti anche problemi di LP.\n

    \n     \n \n

    \n La funzione da minimizzare/massimizzare.\n

    \n

    \n Il vettore dei suoi coefficienti è detto {r`\\mathbf{c}`}, mentre quello delle sue\n incognite {r`\\mathbf{x}`}.\n

    \n

    \n In genere, la funzione obiettivo è scritta in forma di combinazione lineare tra le incognite e i coefficienti:\n

    \n

    \n {r`z(\\mathbf{x}) = c_1 \\cdot x_1 + c_2 \\cdot x_2 + \\dots + c_n \\cdot x_n`}\n

    \n     \n \n

    \n Funzione della funzione obiettivo che restituisce la direzione del suo aumento più\n veloce.\n

    \n

    \n {r`\\nabla (f) = \\frac{d f}{d x_1} I_1 + \\frac{d f}{d x_2} I_2 + \\frac{d f}{d x_n} I_n`}\n

    \n \n La matrice {r`\\mathbf{I}`} è la matrice identità.\n \n \n Se la funzione obiettivo è z = 2w + 3x + 4y, il suo gradiente\n è {r`\\nabla z = (2, 3, 4)`}.\n \n     \n \n

    \n Equazioni e disequazioni a cui devono sottostare le incognite perchè esse formino una soluzione\n valida.\n

    \n

    \n I loro coefficienti sono contenuti nella matrice {r`\\mathbf{A}`}, mentre i loro\n termini noti nel vettore {r`\\mathbf{b}`}.\n

    \n     \n \n

    \n L'insieme che racchiunde tutte le soluzioni ammissibili di un problema.\n

    \n

    \n Può essere , oppure .\n

    \n \n Si chiama così perchè se si disegna su un piano cartesiano, esso forma una figura geometrica a\n più lati, ovvero un poliedro.\n \n     \n \n

    \n La soluzione di un problema, ricavabile dal\n prodotto {r`\\mathbf{c}^T \\mathbf{x}`}.\n

    \n

    \n In particolare, il valore ottimo è un vertice del poliedro, detto vertice ottimo.\n

    \n     \n
    \n
    \n \n

    \n Un problema con:\n

    \n
      \n
    • Equazioni e disequazioni
      • \n
    • Variabili non vincolate
      • \n
    \n {r`min \\left\\{ \\mathbf{c}^T \\mathbf{x} : \\mathbf{A} \\mathbf{x} = b,\\quad \\mathbf{A'} \\mathbf{x} \\geq \\mathbf{b'} \\quad x_j \\geq 0,\\quad j = 1 \\dots n \\right\\}`}\n     \n \n

    \n Un problema con:\n

    \n
      \n
    • Solo disequazioni
      • \n
    • Vincoli di non-negatività sulle incognite
      • \n
    \n {r`min \\left\\{ \\mathbf{c}^T \\mathbf{x} : \\mathbf{A} \\mathbf{x} \\geq b,\\quad x_j \\geq 0,\\quad j = 1 \\dots n \\right\\}`}\n     \n \n

    \n Un problema con:\n

    \n
      \n
    • Solo equazioni
      • \n
    • Vincoli di non-negatività sulle incognite
      • \n
    \n {r`min \\left\\{ \\mathbf{c}^T \\mathbf{x} : \\mathbf{A} \\mathbf{x} = b,\\quad x_j \\geq 0,\\quad j = 1 \\dots n \\right\\}`}\n     \n
    \n
    \n \n

    \n Applica questa conversione a ogni equazione nel sistema:\n

    \n

    \n {r`\n a = b \\Leftrightarrow\n \\begin{cases}\n a \\leq b\\\\\n a \\geq b\n \\end{cases}\n `}\n

    \n Serve solo nella teoria per dimostrare che le forme sono equivalenti.\n     \n \n

    \n Aggiungi una variabile slack {r`s`} non-vincolata a ogni\n disequazione nel sistema:\n

    \n

    \n {r`\n a \\leq b \\Leftrightarrow a + s = b\n `}\n

    \n

    \n {r`\n a \\geq b \\Leftrightarrow a - s = b\n `}\n

    \n     \n \n

    \n Sdoppia ogni variabile non-vincolata in due variabili con vincolo di non-negatività:\n

    \n

    \n {r`\n \\begin{cases}\n a = a^+ - a^-\\\\\n a^+ \\geq 0\\\\\n a^- \\geq 0\n \\end{cases}\n `}\n

    \n     \n
    \n
    \n \n

    \n Un modo per rappresentare sistemi in forma standard, anche noto come matrice equivalente\n completa del sistema.\n

    \n     \n \n

    \n Un tableau è un sistema di equazioni in forma matriciale completa.\n

    \n

    \n È possibile effettuare senza che cambi il risultato finale le seguenti trasformazioni:\n

    \n
      \n
    • Moltiplicare un'intera riga per una costante.
      • \n
    • Sommare una riga a un'altra
      • \n
    \n \n Suona familiare? Sì, lo abbiamo fatto anche in Algebra Lineare.\n \n     \n \n

    \n Variabili che hanno tutti 0 e un solo 1 nella loro colonna del tableau.\n

    \n

    \n La loro controparte sono le variabili fuori base, che hanno qualsiasi altro valore.\n

    \n     \n \n

    \n Il valore della funzione obiettivo che si otterrebbe se tutte le variabili fuori base\n valessero 0.\n

    \n

    \n Procedendo nella risoluzione (descritta in seguito) del tableau, questo valore aumenterà, fino a\n raggiungere il valore ottimo quando la risoluzione sarà completata.\n

    \n     \n
    \n
    \n \n

    \n Il sistema:\n

    \n {r`\n \\begin{cases}\n 1x_1\\ {\\color{Cyan} \\leq}\\ {\\color{Red} 3}\\\\\n 1x_2\\ {\\color{Cyan} \\leq}\\ {\\color{Red} 3}\\\\\n 2x_1 + 2x_2\\ {\\color{Cyan} \\leq}\\ {\\color{Red} 7}\\\\\n {\\color{Yellow} \\min}\\ {\\color{Green} 2000x_1 + 1000x_2}\n \\end{cases}\n `}\n

    \n Diventa il tableau:\n

    \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    x_1x_2s_1s_2s_3TN
    101003
    010103
    220017
    200010000000
    \n

    \n Con i seguenti elementi:\n

    \n
      \n
    • \n Funzione obiettivo\n
      • \n
    • \n Valore attuale\n
      • \n
    • \n Termini noti\n
      • \n
    • \n Variabili slack\n
      • \n
    \n     \n
    \n
    \n \n

    \n Un algoritmo per trovare efficientemente il valore ottimo e le coordinate di un vertice\n ottimo in problemi di ottimizzazione lineare.\n

    \n \n Ricordi Gauss? Il Simplex è la stessa cosa,\n in cui però si cerca di minimizzare/massimizzare il termine noto della funzione obiettivo.\n \n \n Questa è la soluzione passo per passo del\n problema 3 del file Ex_LP_testo.\n \n

    \n Perchè sia possibile effettuare il Simplex è necessario che l'origine sia nel poliedro:\n pertanto, non è possibile che un problema risolto con il Simplex sia .\n

    \n     \n \n
      \n
    1. Trasforma il sistema in forma standard.
      2. \n
    2. Trova tante variabili linearmente indipendenti quante siano le righe: esse saranno\n la base iniziale.\n
      3. \n
    3. Finchè ci sono variabili con coefficienti positivi/negativi nella\n funzione obiettivo:\n
        \n
      1. \n

        \n Scegli la prima variabile fuori base con\n coefficiente positivo/negativo nella funzione obiettivo: essa\n è la variabile entrante.\n

        \n \n
        2. \n
      2. \n

        \n Scegli la variabile in base con il minor rapporto\n positivo:\n

        \n {r`\\frac{b_i}{A_ik}`}\n \n
        3. \n
      3. \n

        \n Pivot: trasforma tutte le funzioni del sistema in modo che abbiano 0\n nella colonna della variabile entrante, tranne nella riga della variabile uscente,\n in cui avrà 1.\n

        \n
        4. \n
      \n
      4. \n
    4. Il poliedro è : i termini noti dei vincoli sono le coordinate del suo\n vertice ottimo, mentre il termine noto della funzione obiettivo è il valore ottimo.\n
      5. \n
    \n     \n \n

    \n Una soluzione con almeno una variabile di valore 0, dovuta a uno o più vincoli\n ridondanti.\n

    \n

    \n Senza Regola di Bland e in presenza di vincoli ridondanti si rischia di trovarsi a fare\n pivot infiniti.\n

    \n     \n
    \n
    \n \n

    \n Un estensione del Simplex per permettere la risoluzione di problemi la cui origine non\n è una soluzione ammissibile.\n

    \n

    \n Prevede l'introduzione di un problema ausiliario, le cui incognite sono\n dette artificiali.\n

    \n

    \n Il vettore delle incognite artificiali è solitamente chiamato {r`\\mathbf{y}`}.\n

    \n     \n \n
      \n
    1. Crea un nuovo tableau, aggiungendo variabili artificiali in modo da avere una base\n ammissibile.\n
      2. \n
    2. Sostituisci la vecchia funzione obiettivo con una nuova che minimizzi la somma di\n tutte le variabili artificiali.\n
      3. \n
    3. Fase 1: Risolvi il nuovo problema con il Simplex primale.
      4. \n
    4. Se il Simplex termina quando ci sono ancora variabili artificiali nella base, allora\n il poliedro è .\n
      5. \n
    5. Una volta che le variabili artificiali sono fuori base, elimina le loro colonne e la\n nuova funzione obiettivo.
      6. \n
    6. Riporta il tableau in forma base compiendo operazioni per azzerare i\n coefficienti delle variabili di base nella funzione obiettivo.\n
      7. \n
    7. Fase 2: Risolvi il tableau con il Simplex primale.
      8. \n
    \n     \n
    \n
    \n \n

    \n Una versione semplificata di un problema nella quale si ignora la violazione di uno o più\n vincoli.\n

    \n     \n \n

    \n Un rilassamento che permette di misurare di quanto i vincoli vengono violati.\n

    \n

    \n I vincoli, moltiplicati per coefficienti di rilassamento, vengono inseriti nella funzione\n obiettivo.\n

    \n

    \n Il vettore dei coefficienti di rilassamento solitamente è indicato\n con {r`\\mathbf{u}`}.\n

    \n \n

    \n Il sistema:\n

    \n {r`\n \\begin{cases}\n z = 3 x_1 + 5 x_2\\\\\n 2 x_1 + 3 x_2 \\geq 12\\\\\n - x_1 + 3 x_2 \\geq 3\\\\\n x_1 \\geq 0\\\\\n x_2 \\geq 0\n \\end{cases}\n `}\n

    \n diventa:\n

    \n {r`\n \\begin{cases}\n z = 3 x_1 + 5 x_2 + u_1 ( 12 - 2 x_1 - 3 x_2 ) + u_2 ( 3 + x_1 - 3 x_2 )\\\\\n x_1 \\geq 0\\\\\n x_2 \\geq 0\n \\end{cases}\n `}\n     \n     \n
    \n
    \n \n

    \n Il sistema che massimizza/minimizza i moltiplicatori di\n rilassamento di un problema detto primale.\n

    \n     \n \n

    \n Possiamo trasporre il tableau e sostituire le variabili {r`x_n`} con\n variabili {r`u_n`} per ottenere il sistema duale!\n

    \n

    \n I maggiori e minori dei vincoli diventeranno maggiori e minori delle variabili e viceversa.\n

    \n     \n \n
      \n
    • Se un problema ha una soluzione finita, allora anche il suo duale la avrà.
      • \n
    • Se un problema è , allora il suo duale potrà\n essere oppure .\n
      • \n
    • Se un problema è , allora il suo duale sarà certamente .
      • \n
    \n     \n \n

    \n Variabili e vincoli del duale corrispondono rispettivamente a vincoli e variabili del primale.\n

    \n

    \n In particolare:\n

    \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    MinMax
    Vincolo \\leqVariabile \\leq
    Vincolo \\geqVariabile \\geq
    Vincolo =Variabile libera
    Variabile \\leqVincolo \\geq
    Variabile \\geqVincolo \\leq
    Variabile liberaVincolo =
    \n     \n
    \n
    \n \n

    \n Una disuguaglianza lineare {r`c_0 \\leq \\mathbf{c}^T \\mathbf{x}`} è verificata da\n tutti i punti di un poliedro non- se e solo se esiste un\n vettore {r`u \\in \\mathfrak{R}^m`} tale che:\n

    \n {r`\\mathbf{c}^T \\geq \\mathbf{u}^T \\mathbf{A}`}\n {r`c_0 \\leq \\mathbf{u}^T \\mathbf{b}`}\n     \n \n

    \n Il teorema che dimostra l'equivalenza tra primale e duale.\n

    \n

    \n Se uno dei due problemi è finito, la soluzione di uno coincide con la soluzione dell'altro.\n

    \n

    \n {r`\\mathbf{c}^T \\mathbf{x} = \\mathbf{u}^T \\mathbf{b}`}\n

    \n

    \n TODO: Anche qui c'è una lunga dimostrazione...\n

    \n     \n \n

    \n Il teorema che dimostra che il valore della funzione obiettivo del duale (di un qualsiasi\n tableau) è sempre minore o uguale/maggiore o uguale alla soluzione del\n corrispettivo primale.\n

    \n

    \n TODO: Dimostrazione cortina, ma sembra complicata.\n

    \n     \n \n

    \n Il teorema che ci permette di passare dalla soluzione del duale alla soluzione del\n primale. TODO: credo?\n

    \n

    \n Si deriva combinando le seguenti condizioni:\n

    \n
      \n
    • Ammissibilità del\n primale: {r`\\mathbf{A} \\mathbf{X} \\geq \\mathbf{b}, \\quad \\mathbf{x} \\geq 0`}\n
      • \n
    • Ammissibilità del\n duale: {r`\\mathbf{u}^T \\mathbf{A} \\leq \\mathbf{c}^T, \\quad \\mathbf{u} \\geq 0`}\n
      • \n
    • Teorema della dualità\n forte: {r`\\mathbf{c}^T \\mathbf{x} = \\mathbf{u}^T \\mathbf{b}`} (alla soluzione\n ottima)\n
      • \n
    \n

    \n Ne risulta che una soluzione è ottima se e solo se:\n

    \n {r`\\left( \\mathbf{c}^T - \\mathbf{u}^T \\mathbf{A} \\right) \\mathbf{x} = 0`}\n {r`\\mathbf{u}^T \\left( \\mathbf{A} \\mathbf{x} - \\mathbf{b} \\right) = 0`}\n     \n
    \n
    \n \n

    \n Un'estensione al Simplex primale che opera sul problema duale.\n

    \n     \n \n

    \n Funziona esattamente come il Simplex primale, ma opera sul duale.\n

    \n     \n
    \n
    \n \n

    \n Un procedimento che misura di quanto può variare il termine noto di un\n vincolo {r`b_i`} o il coefficiente della funzione\n obiettivo {r`c_i`} prima che la base degeneri.\n

    \n     \n
    \n     \n )\n}\n","import style from \"./Minus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"illimitato\"}\n );\n}\n","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"min\"}\n );\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__3phX0\",\"orange\":\"orange__1OSkI\",\"yellow\":\"yellow__2pQOr\",\"lime\":\"lime__3vRUg\",\"cyan\":\"cyan__1cBtG\",\"blue\":\"blue__1G1wb\",\"magenta\":\"magenta__3Wagv\",\"minus\":\"minus__2qLyv\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__ipSoq\",\"orange\":\"orange__1nmkj\",\"yellow\":\"yellow__353ge\",\"lime\":\"lime__3FW1E\",\"cyan\":\"cyan__2xhu7\",\"blue\":\"blue__3MvDe\",\"magenta\":\"magenta__i03ie\",\"plus\":\"plus__1eV4_\"};","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n","import style from \"./ExampleBoxColor.less\";\n\nexport default style.example;\n","import style from \"./Plus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\nimport Min from \"../../components/OttimizzazioneLineare/Min\";\nimport Max from \"../../components/OttimizzazioneLineare/Max\";\nimport Example from \"../../components/Example\";\nimport Empty from \"../../components/OttimizzazioneLineare/Empty\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Particolari problemi di ottimizzazione lineare in cui le variabili sono vincolate ad essere\n numeri interi.\n

    \n {r`\n \\mathbf{x} \\in \\mathbb{Z}^n\n `}\n

    \n Spesso detti anche problemi di ILP.\n

    \n     \n \n

    \n Un rilassamento che rimuove il vincolo di integrità a un problema, trovando la sua soluzione\n continua.\n

    \n     \n
    \n
    \n \n

    \n Un modo per passare dalla soluzione del rilassamento alla soluzione intera di un problema\n di ILP.\n

    \n

    \n Consiste nel calcolare la soluzione di ogni singolo punto incluso nel poliedro, e selezionare\n la minore/maggiore.\n

    \n

    \n Trova sicuramente la soluzione giusta, ma il costo computazionale è\n esponenziale O(n^k)!\n

    \n     \n \n

    \n Un altro modo per passare dalla soluzione del rilassamento alla soluzione intera di un\n problema di ILP.\n

    \n

    \n Consiste nell'arrotondare tutte le variabili al loro valore intero più vicino, e\n calcolarne il valore ottimo.\n

    \n

    \n Funziona bene per valori grandi, ma più essi si avvicinano allo 0 più l'errore diventa\n grande.\n

    \n     \n \n

    \n Un altro modo ancora per passare dalla soluzione del rilassamento alla soluzione intera\n di un problema di ILP.\n

    \n

    \n Consiste nel tagliare il poliedro con nuovi vincoli (piani secanti) che riducono le\n possibili soluzioni continue ma non quelle intere.\n

    \n

    \n Per selezionare i vincoli, si usano i tagli di Gomory:\n

    \n {r`\n \\sum_{j \\in F} \\left( \\left( a_{tj} - \\lfloor a_{tj} \\rfloor \\right) \\cdot x_j \\right) \\geq (b_t - \\lfloor b_t \\rfloor)\n `}\n

    \n Per ogni valore noto frazionario si viene quindi a creare una nuova variabile in base e\n un nuovo vincolo formato dall'opposto di tutti i valori frazionari dei coefficienti fuori base.\n

    \n \n

    \n Il tableau:\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    {r`x_1`}{r`x_2`}{r`s_1`}{r`s_2`}TN
    {r`1`}{r`1`}{r`0`}{r`0`}{r`0`}
    {r`1`}{r`0`}{r`1`}{r`0`}{r`3`}
    {r`\\frac{3}{2}`}{r`\\frac{1}{2}`}{r`0`}{r`1`}{r`\\frac{6}{5}`}
    \n

    \n

    \n Diventa:\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    {r`x_1`}{r`x_2`}{r`s_1`}{r`s_2`}{r`s_3`}\n TN
    {r`1`}{r`1`}{r`0`}{r`0`}{r`0`}{r`0`}
    {r`1`}{r`0`}{r`1`}{r`0`}{r`0`}{r`3`}
    {r`\\frac{3}{2}`}{r`\\frac{1}{2}`}{r`0`}{r`1`}{r`0`}{r`\\frac{6}{5}`}
    {r`-\\frac{1}{2}`}{r`-\\frac{1}{2}`}{r`0`}{r`0`}{r`1`}{r`-\\frac{1}{5}`}
    \n

    \n     \n     \n \n

    \n È possibile usare la tecnica divide et impera per rendere più efficiente l'enumerazione\n totale.\n

    \n

    \n Si divide il problema principale (trovare il valore ottimo di un problema di ILP) in più\n sottoproblemi (trovare il valore ottimo di un problema di ILP con una variabile impostata a un\n valore fisso).\n

    \n

    \n Si crea così un albero.\n

    \n

    \n È possibile chiudere in anticipo alcuni nodi dell'albero se il loro miglior possibile\n valore ottimo è inferiore a uno precedentemente trovato o se il loro poliedro è .\n

    \n

    \n È possibile utilizzare diverse strategie di esplorazione dell'albero:\n

      \n
    • depth-first: permette di raggiungere immediatamente a una soluzione accettabile\n (ma non ottimale)\n
      • \n
    • best-first: permette di raggiungere più velocemente alla soluzione corretta
      • \n
    \n

    \n     \n \n

    \n È possibile combinare il metodo dei tagli secanti con la tecnica divide et\n impera per raggiungere ancora più velocemente a una soluzione.\n

    \n

    \n Si effettuano poche iterazioni del metodo dei tagli secanti, e sul risultato di quelle\n iterazioni si applica il divide et impera.\n

    \n     \n
    \n     \n )\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__3r1Jz\",\"orange\":\"orange__2q18p\",\"yellow\":\"yellow__3cyw6\",\"lime\":\"lime__2GJfI\",\"cyan\":\"cyan__k_5Y_\",\"blue\":\"blue__ejrIP\",\"magenta\":\"magenta__1Zdi7\",\"example\":\"example__22j7L\"};"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-OttimizzazioneLineare.chunk.dee78.esm.js b/docs/route-OttimizzazioneLineare.chunk.dee78.esm.js new file mode 100644 index 0000000..52289fc --- /dev/null +++ b/docs/route-OttimizzazioneLineare.chunk.dee78.esm.js @@ -0,0 +1,43 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[12],{"2w3n":function(l){l.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},"4fSx":function(l){l.exports={red:"red__UmOgB",orange:"orange__1FTS8",yellow:"yellow__3dJAV",lime:"lime__3kPc-",cyan:"cyan__11RpC",blue:"blue__320AC",magenta:"magenta__VPUPe",unbounded:"unbounded__25UN8",unfeasible:"unfeasible__2MuIF",finite:"finite__2EP_f",min:"min__3lPpn",max:"max__1hxKl"}},"5aVd":function(l){l.exports={menulist:"menulist__2Cmnq"}},AzRI:function(l,n,i){"use strict";i.r(n),function(l){var e=i("DjqM"),a=i("XmKj"),t=i("sEPs"),o=i("ULSn");n.default=function(){return l("div",null,l("h1",null,"Ottimizzazione Lineare Intera"),l(e.a,null),l(a.a,null),l(t.a,null),l(o.a,null))}}.call(this,i("hosL").h)},DjqM:function(l,n,i){"use strict";(function(l){var e=i("hosL"),a=i("mbOI"),t=i("YNhk"),o=i("T2GU");let u,r,s,c,d,m,b,p,f,h,g,v,_,z,x,k,q,S,y,P,I,L,T,A,V,C,w,F,U,j=l=>l;const G=String.raw;n.a=function(){return l(e.Fragment,null,l(a.s,{title:"Esame"},l(a.r,{title:"Contatti"},l("ul",null,l("li",null,l(t.a,{href:"mailto:stefano.novellani@unimore.it"},"Prof. Stefano Novellani")))),l(a.r,{title:"Scritto"},l("p",null,"Esame digitale in 3 fasi:"),l("ul",null,l("li",null,"25 domande di teoria stile vero/falso"),l("li",null,"2 domande a risposta aperta "),l("li",null,"2 modelli matematici da rappresentare tramite GLPK/MathProg")))),l(a.s,{title:"Extra"},l(a.r,{title:"GLPK/MathProg/GMPL"},l("p",null,"Ti serve una mano anche in GLPK? ",l("small",null,"Che in realtà si chiama ",l("b",null,"GMPL"),", ma vabbè...")),l("p",null,"Ho fatto una pagina apposta:"),l(o.a,null,l("li",null,l(t.a,{href:"/ottimizzazionelineare/gmpl"},"GLPK/MathProg/GMPL"))))),l(a.s,{title:"Glossario"},l(a.t,null,l("thead",null,l("tr",null,l("th",null,l("abbr",{title:"Vettore / matrice"},"v")),l("th",null,l("abbr",{title:"Elemento singolo"},"s")),l("th",null,"Significato"))),l("tbody",null,l("tr",null,l("td",null,l(a.a,null,G(u||(u=j`\mathbf{x}`)))),l("td",null,l(a.a,null,G(r||(r=j`x_i`)))),l("td",null,"Incognite")),l("tr",null,l("td",null,l(a.a,null,G(s||(s=j`\mathbf{s}`)))),l("td",null,l(a.a,null,G(c||(c=j`s_i`)))),l("td",null,"Variabili slack")),l("tr",null,l("td",null,l(a.a,null,G(d||(d=j`\mathbf{c}`)))),l("td",null,l(a.a,null,G(m||(m=j`c_i`)))),l("td",null,"Coefficienti della funzione obiettivo")),l("tr",null,l("td",null,l(a.a,null,G(b||(b=j`\mathbf{A}`)))),l("td",null,l(a.a,null,G(p||(p=j`a_{ij}`)))),l("td",null,"Coefficienti dei vincoli")),l("tr",null,l("td",null,l(a.a,null,G(f||(f=j`\mathbf{b}`)))),l("td",null,l(a.a,null,G(h||(h=j`b_i`)))),l("td",null,"Termini noti dei vincoli")),l("tr",null,l("td",null,l(a.a,null,G(g||(g=j`\mathbf{y}`)))),l("td",null,l(a.a,null,G(v||(v=j`y_i`)))),l("td",null,"Incognite artificiali")),l("tr",null,l("td",null,l(a.a,null,G(_||(_=j`\mathbf{u}`)))),l("td",null,l(a.a,null,G(z||(z=j`u_i`)))),l("td",null,"Coefficienti di rilassamento")),l("tr",null,l("td",null),l("td",null,l(a.a,null,G(x||(x=j`c_0`)))),l("td",null,"Valore ottimo di un problema")),l("tr",null,l("td",null,l(a.a,null,G(k||(k=j`\mathbf{x}_B`)))),l("td",null),l("td",null,"Incognite in base")),l("tr",null,l("td",null,l(a.a,null,G(q||(q=j`\mathbf{c}_B`)))),l("td",null),l("td",null,"Coefficienti della funzione obiettivo delle variabili in base")),l("tr",null,l("td",null,l(a.a,null,G(S||(S=j`\mathbf{B}`)))),l("td",null),l("td",null,"Coefficienti dei vincoli delle variabili in base")),l("tr",null,l("td",null,l(a.a,null,G(y||(y=j`\mathbf{x}_F`)))),l("td",null),l("td",null,"Incognite fuori base")),l("tr",null,l("td",null,l(a.a,null,G(P||(P=j`\mathbf{c}_F`)))),l("td",null),l("td",null,"Coefficienti della funzione obiettivo delle variabili fuori base")),l("tr",null,l("td",null,l(a.a,null,G(I||(I=j`\mathbf{F}`)))),l("td",null),l("td",null,"Coefficienti dei vincoli delle variabili fuori base")))),l(a.t,null,l("thead",null,l("tr",null,l("th",null,"Simboli"),l("th",null,"Significato"))),l("tbody",null,l("tr",null,l("td",null,l(a.a,null,G(L||(L=j`\mathbf{c}^T \mathbf{x}`)))),l("td",null,"Soluzione del problema")),l("tr",null,l("td",null,l(a.a,null,G(T||(T=j`\mathbf{A} \mathbf{x} = \mathbf{b}`)))),l("td",null,"Vincoli in forma standard")),l("tr",null,l("td",null,l(a.a,null,G(A||(A=j`z(\dots)`)))),l("td",null,"Funzione obiettivo")),l("tr",null,l("td",null,l(a.a,null,G(V||(V=j`\mathbf{u}^T \mathbf{b}`)))),l("td",null,"Soluzione del problema duale")),l("tr",null,l("td",null,l(a.a,null,G(C||(C=j`\mathbf{u}^T \mathbf{A} = \mathbf{c}^T`)))),l("td",null,"Vincoli del problema duale in forma standard")),l("tr",null,l("td",null,l(a.a,null,G(w||(w=j`\lfloor x \rfloor`)))),l("td",null,"Arrotondamento per difetto di x")),l("tr",null,l("td",null,l(a.a,null,G(F||(F=j`\lceil x \rceil`)))),l("td",null,"Arrotondamento per eccesso di x")),l("tr",null,l("td",null,l(a.a,null,G(U||(U=j`x - \lfloor x \rfloor`)))),l("td",null,"Parte frazionaria di x (se non è negativo)"))))))}}).call(this,i("hosL").h)},RPi6:function(l,n,i){"use strict";(function(l){var e=i("4fSx"),a=i.n(e);n.a=function(n){return l("abbr",{class:a.a.max,title:"In problemi in cui il primale è di massimizzazione."},n.children?n.children:"max")}}).call(this,i("hosL").h)},RtuP:function(l,n,i){"use strict";(function(l){var e=i("4fSx"),a=i.n(e);n.a=function(n){return l("abbr",{class:a.a.finite,title:"I punti del poliedro sono finiti."},n.children?n.children:"finito")}}).call(this,i("hosL").h)},T2GU:function(l,n,i){"use strict";(function(l){var e=i("5aVd"),a=i.n(e);n.a=function(n){return l("ul",{class:a.a.menulist},n.children)}}).call(this,i("hosL").h)},Th1s:function(l,n,i){"use strict";(function(l){var e=i("4fSx"),a=i.n(e);n.a=function(n){return l("abbr",{class:a.a.unfeasible,title:"Il poliedro non contiene punti."},n.children?n.children:"vuoto")}}).call(this,i("hosL").h)},ULSn:function(l,n,i){"use strict";(function(l){var e=i("hosL"),a=i("mbOI"),t=i("ke5e");let o,u,r,s=l=>l;const c=String.raw;n.a=function(){return l(e.Fragment,null,l(a.s,{title:l("span",null,"Terminologia dei grafi ",l(a.u,null,"TODO: migliorare"))},l(a.r,{title:"Grafo"},l("p",null,"Insieme di ",l("b",null,"nodi")," ",l(a.i,null,c(o||(o=s`N`)))," e ",l("b",null,"archi")," ",l(a.i,null,c(u||(u=s`E`)))," che li connettono."),l("p",null,"Può essere ",l("b",null,"diretto")," se gli archi hanno una direzione.")),l(a.r,{title:"Nodi adiacenti"},l("p",null,"Nodi ",l("b",null,"connessi da un arco"),".")),l(a.r,{title:"Arco incidente"},l("p",null,"Arco ",l("b",null,"connesso a un dato nodo"),".")),l(a.r,{title:"Arco entrante o uscente"},l("p",null,"Un arco diretto che ",l("b",null,"termina")," o ",l("b",null,"inizia")," da un dato nodo.")),l(a.r,{title:"Grado"},l("p",null,l("b",null,"Conteggio")," degli archi incidenti di un nodo."),l("p",null,"Si può calcolare anche relativamente agli archi entranti o agli archi uscenti.")),l(a.r,{title:"Percorso"},l("p",null,"Sequenza di ",l("b",null,"archi consecutivi"),".")),l(a.r,{title:"Connessione"},l("p",null,"Due nodi sono connessi se tra loro esiste ",l("b",null,"almeno un percorso"),"."),l("p",null,"Un grafo è connesso se tutti i suoi nodi sono connessi.")),l(a.r,{title:"Cicli e circuiti"},l("p",null,"Percorsi rispettivamente indiretti e diretti in cui l'inizio coincide con la fine.")),l(a.r,{title:"Grafo completo"},l("p",null,"Grafo in cui ogni nodo è connesso con ogni altro."),l("p",null,"Se diretto, contiene ",l(a.i,null,c(r||(r=s`n \cdot (n - 1)`)))," archi; altrimenti, ne contiene la metà.")),l(a.r,{title:"Matrice di adiacenza"},l("blockquote",null,"Vedi ",l(a.b,{href:"/algoritmiestrutturedati"},"Algoritmi"),".")),l(a.r,{title:"Lista di adiacenza"},l("blockquote",null,"Vedi ",l(a.b,{href:"/algoritmiestrutturedati"},"Algoritmi"),".")),l(a.r,{title:"Taglio"},l("p",null,"Sottoinsieme di archi che connettono due sottoinsiemi di nodi."),l("p",null,"Può essere anche uscente o entrante; in tal caso include solo gli archi entranti o uscenti dal sottoinsieme.")),l(a.r,{title:"Sottografo"},l("p",null,"Sottoinsieme di nodi e archi di un grafo."),l("p",null,"Tutti gli archi di un sottografo possono connettere solo nodi all'interno di esso.")),l(a.r,{title:"Albero"},l("p",null,"Sottografo connesso e aciclico.")),l(a.r,{title:"Spanning tree"},l("p",null,"Albero che include tutti i nodi di un grafo."))),l(a.s,{title:"Algoritmi con i grafi"},l(a.r,{title:"Prim"},l("p",null,"Crea uno spanning tree."),l("ol",null,l("li",null,"Aggiungi l'arco di costo minimo all'albero."),l("li",null,"Finchè mancano ancora archi:",l("ol",null,l("li",null,"Trova tutti gli archi che aggiungerebbero un nuovo nodo all'albero."),l("li",null,"Seleziona l'arco di costo minore."))))),l(a.r,{title:"Ordine topologico"},l("p",null,"Trova l'ordine topologico di un albero."),l("ol",null,l("li",null,"Ripeti finchè ci sono nodi nel grafo:",l("ol",null,l("li",null,"Assegna un numero sequenziale a un nodo senza archi entranti."),l("li",null,"Elimina il nodo a cui hai assegnato il numero."),l("li",null,"Elimina tutti gli archi incidenti sul nodo che hai eliminato."))))),l(a.r,{title:"Percorsi minimi in grafo diretto"},l("p",null,"Trova i percorsi di costo minimo in un albero."),l("ol",null,l("li",null,"Trova l'ordine topologico dell'albero."),l("li",null,"Invece che provare ogni singola combinazione di nodi, prova solo i nodi che hanno un numero topologico maggiore di quello del nodo attuale.")),l("p",null,l(a.u,null,"TODO: forse spiegarlo meglio non farebbe male"))),l(a.r,{title:"Algoritmo di Dijkstra"},l("blockquote",null,"Vedi ",l(a.b,{href:"/algoritmiestrutturedati"},"Algoritmi"),".")),l(a.r,{title:"Algoritmo di Ford-Fulkerson"},l(t.a,null,"Trova il volume massimo di acqua che è possibile fare scorrere attraverso tubature con una data capacità."),l("p",null,"Costruisci il grafo residuo e vedi se c'è un percorso che va dalla sorgente alla destinazione."),l("p",null,l(a.j,{src:"https://i.imgur.com/FJk44q0.png"})),l("p",null,l(a.j,{src:"https://i.imgur.com/fzb6xz2.png"})))))}}).call(this,i("hosL").h)},XmKj:function(l,n,i){"use strict";(function(l){var e=i("hosL"),a=i("mbOI"),t=i("fWbf"),o=i("RPi6"),u=i("ke5e"),r=i("RtuP"),s=i("Th1s"),c=i("dIxp"),d=i("o8Jj"),m=i("ZHMS"),b=i("mGtH");let p,f,h,g,v,_,z,x,k,q,S,y,P,I,L,T,A,V,C,w,F,U,j,G,O,R,D,M,E,N,J,B,K,Z,H,W,X,Y=l=>l;const Q=String.raw;n.a=function(){return l(e.Fragment,null,l(a.s,{title:"Problemi di ottimizzazione lineare"},l(a.r,{title:"Cosa sono?"},l("p",null,"Problemi che cercano di ",l(t.a,null,"minimizzare"),"/",l(o.a,null,"massimizzare")," il valore di una ",l("i",null,"funzione obiettivo")," le cui incognite sono sottoposte a un ",l("b",null,"sistema di ",l("i",null,"vincoli")),"."),l("p",null,"Spesso sono detti anche ",l("i",null,"problemi di ",l("abbr",{title:"Linear Programming"},"LP")),".")),l(a.r,{title:"Funzione obiettivo"},l("p",null,"La funzione da ",l(t.a,null,"minimizzare"),"/",l(o.a,null,"massimizzare"),"."),l("p",null,"Il vettore dei suoi coefficienti è detto ",l(a.k,null,Q(p||(p=Y`\mathbf{c}`))),", mentre quello delle sue incognite ",l(a.k,null,Q(f||(f=Y`\mathbf{x}`))),"."),l("p",null,"In genere, la funzione obiettivo è scritta in forma di ",l("b",null,"combinazione lineare")," tra le ",l("b",null,"incognite")," e i ",l("b",null,"coefficienti"),":"),l("p",null,l(a.k,null,Q(h||(h=Y`z(\mathbf{x}) = c_1 \cdot x_1 + c_2 \cdot x_2 + \dots + c_n \cdot x_n`))))),l(a.r,{title:"Gradiente"},l("p",null,l("b",null,"Funzione")," della funzione obiettivo che restituisce la direzione del suo aumento più veloce."),l("p",null,l(a.k,null,Q(g||(g=Y`\nabla (f) = \frac{d f}{d x_1} I_1 + \frac{d f}{d x_2} I_2 + \frac{d f}{d x_n} I_n`)))),l(u.a,null,"La matrice ",l(a.k,null,Q(v||(v=Y`\mathbf{I}`)))," è la matrice identità."),l(u.a,null,"Se la funzione obiettivo è ",l(a.k,null,"z = 2w + 3x + 4y"),", il suo gradiente è ",l(a.k,null,Q(_||(_=Y`\nabla z = (2, 3, 4)`))),".")),l(a.r,{title:"Vincoli"},l("p",null,"Equazioni e disequazioni a cui devono sottostare le incognite perchè esse formino una soluzione valida."),l("p",null,"I loro coefficienti sono contenuti nella matrice ",l(a.k,null,Q(z||(z=Y`\mathbf{A}`))),", mentre i loro termini noti nel vettore ",l(a.k,null,Q(x||(x=Y`\mathbf{b}`))),".")),l(a.r,{title:"Poliedro"},l("p",null,"L'",l("b",null,"insieme")," che racchiunde tutte le ",l("b",null,"soluzioni ammissibili")," di un problema."),l("p",null,"Può essere ",l("i",null,l(r.a,null)),", ",l("i",null,l(s.a,null))," oppure ",l("i",null,l(c.a,null)),"."),l(u.a,null,"Si chiama così perchè se si disegna su un piano cartesiano, esso forma una figura geometrica a più lati, ovvero un ",l("a",{href:"https://it.wikipedia.org/wiki/Poliedro"},"poliedro"),".")),l(a.r,{title:"Valore ottimo"},l("p",null,"La ",l("b",null,"soluzione")," di un problema, ricavabile dal prodotto ",l(a.k,null,Q(k||(k=Y`\mathbf{c}^T \mathbf{x}`))),"."),l("p",null,"In particolare, il valore ottimo è un ",l("b",null,"vertice")," del poliedro, detto ",l("i",null,"vertice ottimo"),"."))),l(a.s,{title:"Forme di un problema di ottimizzazione"},l(a.r,{title:"Forma generale"},l("p",null,"Un problema con:"),l("ul",null,l("li",null,l(d.a,null,"Equazioni e disequazioni")),l("li",null,l(d.a,null,"Variabili non vincolate"))),l(a.q,null,Q(q||(q=Y`min \left\{ \mathbf{c}^T \mathbf{x} : \mathbf{A} \mathbf{x} = b,\quad \mathbf{A'} \mathbf{x} \geq \mathbf{b'} \quad x_j \geq 0,\quad j = 1 \dots n \right\}`)))),l(a.r,{title:"Forma canonica"},l("p",null,"Un problema con:"),l("ul",null,l("li",null,l(d.a,null,"Solo disequazioni")),l("li",null,l(m.a,null,"Vincoli di non-negatività sulle incognite"))),l(a.q,null,Q(S||(S=Y`min \left\{ \mathbf{c}^T \mathbf{x} : \mathbf{A} \mathbf{x} \geq b,\quad x_j \geq 0,\quad j = 1 \dots n \right\}`)))),l(a.r,{title:"Forma standard"},l("p",null,"Un problema con:"),l("ul",null,l("li",null,l(m.a,null,"Solo equazioni")),l("li",null,l(m.a,null,"Vincoli di non-negatività sulle incognite"))),l(a.q,null,Q(y||(y=Y`min \left\{ \mathbf{c}^T \mathbf{x} : \mathbf{A} \mathbf{x} = b,\quad x_j \geq 0,\quad j = 1 \dots n \right\}`))))),l(a.s,{title:"Conversioni tra le forme"},l(a.r,{title:"Standard e generale"},l("p",null,"Applica questa conversione a ogni equazione nel sistema:"),l("p",null,l(a.k,{inline:!1},Q(P||(P=Y` + a = b \Leftrightarrow + \begin{cases} + a \leq b\\ + a \geq b + \end{cases} + `)))),l(u.a,null,"Serve solo nella teoria per dimostrare che le forme sono equivalenti.")),l(a.r,{title:"Canonica e standard"},l("p",null,"Aggiungi una ",l("i",null,"variabile slack")," ",l(a.k,null,Q(I||(I=Y`s`)))," ",l("b",null,"non-vincolata")," a ogni disequazione nel sistema:"),l("p",null,l(a.k,{inline:!1},Q(L||(L=Y` + a \leq b \Leftrightarrow a + s = b + `)))),l("p",null,l(a.k,{inline:!1},Q(T||(T=Y` + a \geq b \Leftrightarrow a - s = b + `))))),l(a.r,{title:"Generale e canonica"},l("p",null,"Sdoppia ogni variabile non-vincolata in due variabili con vincolo di non-negatività:"),l("p",null,l(a.k,{inline:!1},Q(A||(A=Y` + \begin{cases} + a = a^+ - a^-\\ + a^+ \geq 0\\ + a^- \geq 0 + \end{cases} + `)))))),l(a.s,{title:"Tableau"},l(a.r,{title:"Cos'è?"},l("p",null,"Un modo per rappresentare sistemi in forma standard, anche noto come ",l("b",null,"matrice equivalente completa")," del sistema.")),l(a.r,{title:"Trasformazioni"},l("p",null,"Un tableau è un sistema di equazioni in ",l("b",null,"forma matriciale completa"),"."),l("p",null,"È possibile effettuare senza che cambi il risultato finale le seguenti trasformazioni:"),l("ul",null,l("li",null,l("b",null,"Moltiplicare")," un'intera riga per una costante."),l("li",null,l("b",null,"Sommare")," una riga a un'altra")),l(u.a,null,"Suona familiare? Sì, lo abbiamo fatto anche in Algebra Lineare.")),l(a.r,{title:"Variabili nella base"},l("p",null,"Variabili che hanno ",l("b",null,"tutti 0 e un solo 1")," nella loro colonna del tableau."),l("p",null,"La loro controparte sono le ",l("i",null,"variabili fuori base"),", che hanno qualsiasi altro valore.")),l(a.r,{title:"Valore attuale"},l("p",null,"Il valore della funzione obiettivo che si otterrebbe se ",l("b",null,"tutte le variabili fuori base valessero 0"),"."),l("p",null,"Procedendo nella risoluzione (descritta in seguito) del tableau, questo valore aumenterà, fino a raggiungere il valore ottimo quando la risoluzione sarà completata."))),l(a.s,null,l(a.r,{color:b.a,title:"Un esempio"},l("p",null,"Il sistema:"),l(a.q,null,Q(V||(V=Y` + \begin{cases} + 1x_1\ {\color{Cyan} \leq}\ {\color{Red} 3}\\ + 1x_2\ {\color{Cyan} \leq}\ {\color{Red} 3}\\ + 2x_1 + 2x_2\ {\color{Cyan} \leq}\ {\color{Red} 7}\\ + {\color{Yellow} \min}\ {\color{Green} 2000x_1 + 1000x_2} + \end{cases} + `))),l("p",null,"Diventa il tableau:"),l("table",{className:"right"},l("thead",null,l("tr",null,l("th",null,l(a.k,null,"x_1")),l("th",null,l(a.k,null,"x_2")),l("th",null,l(a.k,null,"s_1")),l("th",null,l(a.k,null,"s_2")),l("th",null,l(a.k,null,"s_3")),l("th",null,l("abbr",{title:"Termine noto"},"TN")))),l("tbody",null,l("tr",null,l("td",null,l(a.k,null,"1")),l("td",null,l(a.k,null,"0")),l("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},l(a.k,null,"1")),l("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},l(a.k,null,"0")),l("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},l(a.k,null,"0")),l("td",{style:"background-color: rgba(255, 0, 0, 0.1);"},l(a.k,null,"3"))),l("tr",null,l("td",null,l(a.k,null,"0")),l("td",null,l(a.k,null,"1")),l("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},l(a.k,null,"0")),l("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},l(a.k,null,"1")),l("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},l(a.k,null,"0")),l("td",{style:"background-color: rgba(255, 0, 0, 0.1);"},l(a.k,null,"3"))),l("tr",null,l("td",null,l(a.k,null,"2")),l("td",null,l(a.k,null,"2")),l("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},l(a.k,null,"0")),l("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},l(a.k,null,"0")),l("td",{style:"background-color: rgba(0, 255, 255, 0.1);"},l(a.k,null,"1")),l("td",{style:"background-color: rgba(255, 0, 0, 0.1);"},l(a.k,null,"7"))),l("tr",{style:"background-color: rgba(0, 255, 0, 0.1);"},l("td",null,l(a.k,null,"2000")),l("td",null,l(a.k,null,"1000")),l("td",null,l(a.k,null,"0")),l("td",null,l(a.k,null,"0")),l("td",null,l(a.k,null,"0")),l("td",{style:"background-color: rgba(255, 255, 0, 0.2);"},l(a.k,null,"0"))))),l("p",null,"Con i seguenti elementi:"),l("ul",null,l("li",null,l("u",{style:"color: #7dff7d;"},"Funzione obiettivo")),l("li",null,l("u",{style:"color: #ffff7d;"},"Valore attuale")),l("li",null,l("u",{style:"color: #ff7d7d;"},"Termini noti")),l("li",null,l("u",{style:"color: #7dffff;"},"Variabili slack"))))),l(a.s,{title:"Simplex primale"},l(a.r,{title:"Cos'è?"},l("p",null,"Un algoritmo per trovare efficientemente il ",l("b",null,"valore ottimo")," e le coordinate di un ",l("b",null,"vertice ottimo")," in problemi di ottimizzazione lineare."),l(u.a,null,"Ricordi ",l(a.b,{href:"/calcolonumerico"},"Gauss"),"? Il Simplex è la stessa cosa, in cui però si cerca di ",l(t.a,null,"minimizzare"),"/",l(o.a,null,"massimizzare")," il termine noto della funzione obiettivo."),l(u.a,{title:"Esempio"},l("a",{href:"https://i.imgur.com/1r405Mb.jpg"},"Questa")," è la soluzione passo per passo del problema 3 del file ",l("a",{href:"https://dolly.fim.unimore.it/2019/mod/resource/view.php?id=2716"},l("code",null,"Ex_LP_testo")),"."),l("p",null,"Perchè sia possibile effettuare il Simplex è necessario che l'",l("b",null,"origine sia nel poliedro"),": pertanto, ",l("b",null,"non")," è possibile che un problema risolto con il Simplex sia ",l(s.a,null),".")),l(a.r,{title:"I passi"},l("ol",null,l("li",null,"Trasforma il sistema in ",l("b",null,"forma standard"),"."),l("li",null,"Trova tante variabili ",l("b",null,"linearmente indipendenti")," quante siano le righe: esse saranno la ",l("i",null,"base iniziale"),"."),l("li",null,"Finchè ci sono variabili con coefficienti ",l(t.a,null,"positivi"),"/",l(o.a,null,"negativi")," nella funzione obiettivo:",l("ol",null,l("li",null,l("p",null,l("b",null,"Scegli")," la prima variabile fuori base con coefficiente ",l(t.a,null,"positivo"),"/",l(o.a,null,"negativo")," nella funzione obiettivo: essa è la ",l("i",null,"variabile entrante"),"."),l("aside",null,l("u",null,"Regola di Bland"),": Si potrebbe scegliere qualsiasi variabile come entrante, ma scegliendo sempre la prima ammissibile ci si assicura che l'algoritmo termini.")),l("li",null,l("p",null,l("b",null,"Scegli")," la variabile in base con il minor rapporto positivo:"),l(a.q,null,Q(C||(C=Y`\frac{b_i}{A_ik}`))),l("aside",null,"Se non sei riuscito a trovare nessuna variabile con un rapporto positivo, significa che il poliedro è ",l(c.a,null),".")),l("li",null,l("p",null,l("u",null,"Pivot"),": ",l("b",null,"trasforma")," tutte le funzioni del sistema in modo che abbiano 0 nella colonna della variabile entrante, tranne nella riga della variabile uscente, in cui avrà 1.")))),l("li",null,"Il poliedro è ",l(r.a,null),": i ",l("b",null,"termini noti dei vincoli")," sono le coordinate del suo vertice ottimo, mentre il ",l("b",null,"termine noto della funzione obiettivo")," è il valore ottimo."))),l(a.r,{title:"Soluzioni di base degenerata"},l("p",null,"Una soluzione con almeno una variabile di valore ",l(a.k,null,"0"),", dovuta a uno o più ",l("b",null,"vincoli ridondanti"),"."),l("p",null,"Senza ",l("b",null,"Regola di Bland")," e in presenza di vincoli ridondanti si rischia di trovarsi a fare pivot infiniti."))),l(a.s,{title:"Metodo delle due fasi"},l(a.r,{title:"Metodo delle due fasi"},l("p",null,"Un ",l("b",null,"estensione del Simplex")," per permettere la risoluzione di problemi la cui ",l("b",null,"origine non è una soluzione ammissibile"),"."),l("p",null,"Prevede l'introduzione di un ",l("i",null,"problema ausiliario"),", le cui incognite sono dette ",l("i",null,"artificiali"),"."),l("p",null,"Il vettore delle incognite artificiali è solitamente chiamato ",l(a.k,null,Q(w||(w=Y`\mathbf{y}`))),".")),l(a.r,{title:"Procedimento"},l("ol",null,l("li",null,"Crea un nuovo tableau, ",l("b",null,"aggiungendo variabili artificiali")," in modo da avere una base ammissibile."),l("li",null,"Sostituisci la vecchia funzione obiettivo con una nuova che ",l("b",null,"minimizzi la somma")," di tutte le variabili artificiali."),l("li",null,l("u",null,"Fase 1"),": ",l("b",null,"Risolvi")," il nuovo problema con il Simplex primale."),l("li",null,"Se il Simplex termina quando ci sono ancora ",l("b",null,"variabili artificiali nella base"),", allora il poliedro è ",l("b",null,l(s.a,null)),"."),l("li",null,"Una volta che le variabili artificiali sono fuori base, ",l("b",null,"elimina")," le loro colonne e la nuova funzione obiettivo.",l("br",null)),l("li",null,"Riporta il tableau in forma base compiendo operazioni per ",l("b",null,"azzerare i coefficienti")," delle variabili di base nella funzione obiettivo."),l("li",null,l("u",null,"Fase 2"),": ",l("b",null,"Risolvi")," il tableau con il Simplex primale.")))),l(a.s,{title:"Rilassamento"},l(a.r,{title:"Cos'è?"},l("p",null,"Una versione semplificata di un problema nella quale si ",l("b",null,"ignora la violazione")," di uno o più vincoli.")),l(a.r,{title:"Rilassamento di Lagrange"},l("p",null,"Un rilassamento che permette di misurare ",l("b",null,"di quanto i vincoli vengono violati"),"."),l("p",null,"I vincoli, moltiplicati per ",l("b",null,"coefficienti di rilassamento"),", vengono inseriti nella funzione obiettivo."),l("p",null,"Il vettore dei coefficienti di rilassamento solitamente è indicato con ",l(a.k,null,Q(F||(F=Y`\mathbf{u}`))),"."),l(u.a,null,l("p",null,"Il sistema:"),l(a.k,{inline:!1},Q(U||(U=Y` + \begin{cases} + z = 3 x_1 + 5 x_2\\ + 2 x_1 + 3 x_2 \geq 12\\ + - x_1 + 3 x_2 \geq 3\\ + x_1 \geq 0\\ + x_2 \geq 0 + \end{cases} + `))),l("p",null,"diventa:"),l(a.k,{inline:!1},Q(j||(j=Y` + \begin{cases} + z = 3 x_1 + 5 x_2 + u_1 ( 12 - 2 x_1 - 3 x_2 ) + u_2 ( 3 + x_1 - 3 x_2 )\\ + x_1 \geq 0\\ + x_2 \geq 0 + \end{cases} + `)))))),l(a.s,{title:"Dualità"},l(a.r,{title:"Duale"},l("p",null,"Il sistema che ",l("b",null,l(t.a,null,"massimizza"),"/",l(o.a,null,"minimizza")," i moltiplicatori di rilassamento")," di un problema detto ",l("i",null,"primale"),".")),l(a.r,{title:"In termini matriciali"},l("p",null,"Possiamo ",l("b",null,"trasporre")," il tableau e sostituire le variabili ",l(a.k,null,Q(G||(G=Y`x_n`)))," con variabili ",l(a.k,null,Q(O||(O=Y`u_n`)))," per ottenere il sistema duale!"),l("p",null,"I maggiori e minori dei vincoli diventeranno maggiori e minori delle variabili e viceversa.")),l(a.r,{title:"Feasibility del duale"},l("ul",null,l("li",null,"Se un problema ha una ",l("b",null,"soluzione finita"),", allora anche il suo duale la avrà."),l("li",null,"Se un problema è ",l("b",null,l(s.a,null)),", allora il suo duale potrà essere ",l(s.a,null)," oppure ",l(c.a,null),"."),l("li",null,"Se un problema è ",l("b",null,l(c.a,null)),", allora il suo duale sarà certamente ",l(s.a,null),"."))),l(a.r,{title:"Variabili e vincoli"},l("p",null,"Variabili e vincoli del duale corrispondono rispettivamente a vincoli e variabili del primale."),l("p",null,"In particolare:"),l("table",null,l("thead",null,l("tr",null,l("th",null,l(t.a,null,"Min")),l("th",null,l(o.a,null,"Max")))),l("tbody",null,l("tr",null,l("td",null,"Vincolo ",l(a.i,null,"\\leq")),l("td",null,"Variabile ",l(a.i,null,"\\leq"))),l("tr",null,l("td",null,"Vincolo ",l(a.i,null,"\\geq")),l("td",null,"Variabile ",l(a.i,null,"\\geq"))),l("tr",null,l("td",null,"Vincolo ",l(a.i,null,"=")),l("td",null,"Variabile ",l("b",null,"libera"))),l("tr",null,l("td",null,"Variabile ",l(a.i,null,"\\leq")),l("td",null,"Vincolo ",l(a.i,null,"\\geq"))),l("tr",null,l("td",null,"Variabile ",l(a.i,null,"\\geq")),l("td",null,"Vincolo ",l(a.i,null,"\\leq"))),l("tr",null,l("td",null,"Variabile ",l("b",null,"libera")),l("td",null,"Vincolo ",l(a.i,null,"="))))))),l(a.s,{title:"Un po' di teoria"},l(a.r,{title:"Lemma di Farkas"},l("p",null,"Una disuguaglianza lineare ",l(a.k,null,Q(R||(R=Y`c_0 \leq \mathbf{c}^T \mathbf{x}`)))," è verificata da tutti i punti di un poliedro non-",l(s.a,null)," se e solo se esiste un vettore ",l(a.k,null,Q(D||(D=Y`u \in \mathfrak{R}^m`)))," tale che:"),l(a.q,null,Q(M||(M=Y`\mathbf{c}^T \geq \mathbf{u}^T \mathbf{A}`))),l(a.q,null,Q(E||(E=Y`c_0 \leq \mathbf{u}^T \mathbf{b}`)))),l(a.r,{title:"Dualità forte"},l("p",null,"Il teorema che dimostra l'equivalenza tra primale e duale."),l("p",null,"Se uno dei due problemi è finito, la soluzione di uno coincide con la soluzione dell'altro."),l("p",null,l(a.k,null,Q(N||(N=Y`\mathbf{c}^T \mathbf{x} = \mathbf{u}^T \mathbf{b}`)))),l("p",null,l(a.u,null,"TODO: Anche qui c'è una lunga dimostrazione..."))),l(a.r,{title:"Dualità debole"},l("p",null,"Il teorema che dimostra che il valore della funzione obiettivo del duale (di un qualsiasi tableau) è sempre ",l(t.a,null,"minore o uguale"),"/",l(o.a,null,"maggiore o uguale")," alla soluzione del corrispettivo primale."),l("p",null,l(a.u,null,"TODO: Dimostrazione cortina, ma sembra complicata."))),l(a.r,{title:"Condizioni di ottimalità"},l("p",null,"Il teorema che ci permette di passare dalla soluzione del duale alla soluzione del primale. ",l(a.u,null,"TODO: credo?")),l("p",null,"Si deriva combinando le seguenti condizioni:"),l("ul",null,l("li",null,"Ammissibilità del primale: ",l(a.k,null,Q(J||(J=Y`\mathbf{A} \mathbf{X} \geq \mathbf{b}, \quad \mathbf{x} \geq 0`)))),l("li",null,"Ammissibilità del duale: ",l(a.k,null,Q(B||(B=Y`\mathbf{u}^T \mathbf{A} \leq \mathbf{c}^T, \quad \mathbf{u} \geq 0`)))),l("li",null,"Teorema della dualità forte: ",l(a.k,null,Q(K||(K=Y`\mathbf{c}^T \mathbf{x} = \mathbf{u}^T \mathbf{b}`)))," (alla soluzione ottima)")),l("p",null,"Ne risulta che una soluzione è ottima se e solo se:"),l(a.q,null,Q(Z||(Z=Y`\left( \mathbf{c}^T - \mathbf{u}^T \mathbf{A} \right) \mathbf{x} = 0`))),l(a.q,null,Q(H||(H=Y`\mathbf{u}^T \left( \mathbf{A} \mathbf{x} - \mathbf{b} \right) = 0`))))),l(a.s,{title:"Simplex duale"},l(a.r,{title:"Cos'è?"},l("p",null,"Un'estensione al Simplex primale che opera sul problema duale.")),l(a.r,{title:"Come funziona?"},l("p",null,"Funziona esattamente come il Simplex primale, ma opera sul duale."))),l(a.s,{title:"Analisi di sensibilità"},l(a.r,{title:"Cos'è?"},l("p",null,"Un procedimento che misura di ",l("b",null,"quanto può variare")," il termine noto di un vincolo ",l(a.k,null,Q(W||(W=Y`b_i`)))," o il coefficiente della funzione obiettivo ",l(a.k,null,Q(X||(X=Y`c_i`)))," prima che la base degeneri."))))}}).call(this,i("hosL").h)},ZHMS:function(l,n,i){"use strict";(function(l){var e=i("gJgL"),a=i.n(e);n.a=function(n){return l("span",{class:a.a.minus},n.children)}}).call(this,i("hosL").h)},dIxp:function(l,n,i){"use strict";(function(l){var e=i("4fSx"),a=i.n(e);n.a=function(n){return l("abbr",{class:a.a.unbounded,title:"I punti del poliedro sono infiniti."},n.children?n.children:"illimitato")}}).call(this,i("hosL").h)},fWbf:function(l,n,i){"use strict";(function(l){var e=i("4fSx"),a=i.n(e);n.a=function(n){return l("abbr",{class:a.a.min,title:"In problemi in cui il primale è di minimizzazione."},n.children?n.children:"min")}}).call(this,i("hosL").h)},gJgL:function(l){l.exports={red:"red__3phX0",orange:"orange__1OSkI",yellow:"yellow__2pQOr",lime:"lime__3vRUg",cyan:"cyan__1cBtG",blue:"blue__1G1wb",magenta:"magenta__3Wagv",minus:"minus__2qLyv"}},jZax:function(l){l.exports={red:"red__ipSoq",orange:"orange__1nmkj",yellow:"yellow__353ge",lime:"lime__3FW1E",cyan:"cyan__2xhu7",blue:"blue__3MvDe",magenta:"magenta__i03ie",plus:"plus__1eV4_"}},ke5e:function(l,n,i){"use strict";(function(l){var e=i("2w3n"),a=i.n(e);n.a=function(n){return l("div",{class:a.a.example},n.children)}}).call(this,i("hosL").h)},mGtH:function(l,n,i){"use strict";var e=i("uzfk");n.a=i.n(e).a.example},o8Jj:function(l,n,i){"use strict";(function(l){var e=i("jZax"),a=i.n(e);n.a=function(n){return l("span",{class:a.a.plus},n.children)}}).call(this,i("hosL").h)},sEPs:function(l,n,i){"use strict";(function(l){var e=i("hosL"),a=i("mbOI"),t=i("fWbf"),o=i("RPi6"),u=i("ke5e"),r=i("Th1s");let s,c,d,m,b,p,f,h,g,v,_,z,x,k,q,S,y,P,I,L,T,A,V,C,w,F,U,j,G,O,R,D,M,E,N,J,B,K,Z,H,W,X,Y,Q,$,ll,nl,il,el,al,tl=l=>l;const ol=String.raw;n.a=function(){return l(e.Fragment,null,l(a.s,{title:"Ottimizzazione lineare intera"},l(a.r,{title:"Cos'è?"},l("p",null,"Particolari problemi di ottimizzazione lineare in cui le ",l("b",null,"variabili sono vincolate ad essere numeri interi"),"."),l(a.q,null,ol(s||(s=tl` + \mathbf{x} \in \mathbb{Z}^n + `))),l("p",null,"Spesso detti anche ",l("i",null,"problemi di ",l("abbr",{title:"Integer Linear Programming"},"ILP")),".")),l(a.r,{title:"Rilassamento lineare"},l("p",null,"Un rilassamento che rimuove il ",l("b",null,"vincolo di integrità")," a un problema, trovando la sua ",l("b",null,"soluzione continua"),"."))),l(a.s,{title:"Dal rilassamento alla soluzione"},l(a.r,{title:"Enumerazione totale"},l("p",null,"Un ",l("b",null,"modo")," per passare dalla soluzione del rilassamento alla soluzione intera di un problema di ILP."),l("p",null,"Consiste nel calcolare la soluzione di ogni singolo punto incluso nel poliedro, e selezionare la ",l(t.a,null,"minore"),"/",l(o.a,null,"maggiore"),"."),l("p",null,"Trova ",l("b",null,"sicuramente")," la soluzione giusta, ma il costo computazionale è esponenziale ",l(a.i,null,"O(n^k)"),"!")),l(a.r,{title:"Arrotondamento"},l("p",null,"Un altro ",l("b",null,"modo")," per passare dalla soluzione del rilassamento alla soluzione intera di un problema di ILP."),l("p",null,"Consiste nell'",l("b",null,"arrotondare tutte le variabili al loro valore intero più vicino"),", e calcolarne il valore ottimo."),l("p",null,"Funziona bene per valori grandi, ma più essi si avvicinano allo 0 più l'",l("b",null,"errore diventa grande"),".")),l(a.r,{title:"Piani secanti"},l("p",null,"Un altro ",l("b",null,"modo")," ancora per passare dalla soluzione del rilassamento alla soluzione intera di un problema di ILP."),l("p",null,"Consiste nel tagliare il poliedro con nuovi vincoli (",l("i",null,"piani secanti"),") che ",l("b",null,"riducono le possibili soluzioni continue")," ma non quelle intere."),l("p",null,"Per selezionare i vincoli, si usano i ",l("b",null,"tagli di Gomory"),":"),l(a.q,null,ol(c||(c=tl` + \sum_{j \in F} \left( \left( a_{tj} - \lfloor a_{tj} \rfloor \right) \cdot x_j \right) \geq (b_t - \lfloor b_t \rfloor) + `))),l("p",null,"Per ogni valore noto frazionario si viene quindi a creare ",l("b",null,"una nuova variabile in base")," e un nuovo vincolo formato dall'opposto di tutti i valori frazionari dei coefficienti fuori base."),l(u.a,null,l("p",null,"Il tableau:",l("table",null,l("thead",null,l("tr",null,l("th",null,l(a.a,null,ol(d||(d=tl`x_1`)))),l("th",null,l(a.a,null,ol(m||(m=tl`x_2`)))),l("th",null,l(a.a,null,ol(b||(b=tl`s_1`)))),l("th",null,l(a.a,null,ol(p||(p=tl`s_2`)))),l("th",null,l("abbr",{title:"Termine noto"},"TN")))),l("tbody",null,l("tr",null,l("td",null,l(a.a,null,ol(f||(f=tl`1`)))),l("td",null,l(a.a,null,ol(h||(h=tl`1`)))),l("td",null,l(a.a,null,ol(g||(g=tl`0`)))),l("td",null,l(a.a,null,ol(v||(v=tl`0`)))),l("td",null,l(a.a,null,ol(_||(_=tl`0`))))),l("tr",null,l("td",null,l(a.a,null,ol(z||(z=tl`1`)))),l("td",null,l(a.a,null,ol(x||(x=tl`0`)))),l("td",null,l(a.a,null,ol(k||(k=tl`1`)))),l("td",null,l(a.a,null,ol(q||(q=tl`0`)))),l("td",null,l(a.a,null,ol(S||(S=tl`3`))))),l("tr",null,l("td",null,l(a.a,null,ol(y||(y=tl`\frac{3}{2}`)))),l("td",null,l(a.a,null,ol(P||(P=tl`\frac{1}{2}`)))),l("td",null,l(a.a,null,ol(I||(I=tl`0`)))),l("td",null,l(a.a,null,ol(L||(L=tl`1`)))),l("td",null,l(a.a,null,ol(T||(T=tl`\frac{6}{5}`)))))))),l("p",null,"Diventa:",l("table",null,l("thead",null,l("tr",null,l("th",null,l(a.a,null,ol(A||(A=tl`x_1`)))),l("th",null,l(a.a,null,ol(V||(V=tl`x_2`)))),l("th",null,l(a.a,null,ol(C||(C=tl`s_1`)))),l("th",null,l(a.a,null,ol(w||(w=tl`s_2`)))),l("th",{style:"background-color: rgba(255, 255, 0, 0.1);"},l(a.a,null,ol(F||(F=tl`s_3`)))),l("th",null,l("abbr",{title:"Termine noto"},"TN")))),l("tbody",null,l("tr",null,l("td",null,l(a.a,null,ol(U||(U=tl`1`)))),l("td",null,l(a.a,null,ol(j||(j=tl`1`)))),l("td",null,l(a.a,null,ol(G||(G=tl`0`)))),l("td",null,l(a.a,null,ol(O||(O=tl`0`)))),l("td",{style:"background-color: rgba(255, 255, 0, 0.1);"},l(a.a,null,ol(R||(R=tl`0`)))),l("td",null,l(a.a,null,ol(D||(D=tl`0`))))),l("tr",null,l("td",null,l(a.a,null,ol(M||(M=tl`1`)))),l("td",null,l(a.a,null,ol(E||(E=tl`0`)))),l("td",null,l(a.a,null,ol(N||(N=tl`1`)))),l("td",null,l(a.a,null,ol(J||(J=tl`0`)))),l("td",{style:"background-color: rgba(255, 255, 0, 0.1);"},l(a.a,null,ol(B||(B=tl`0`)))),l("td",null,l(a.a,null,ol(K||(K=tl`3`))))),l("tr",null,l("td",null,l(a.a,null,ol(Z||(Z=tl`\frac{3}{2}`)))),l("td",null,l(a.a,null,ol(H||(H=tl`\frac{1}{2}`)))),l("td",null,l(a.a,null,ol(W||(W=tl`0`)))),l("td",null,l(a.a,null,ol(X||(X=tl`1`)))),l("td",{style:"background-color: rgba(255, 255, 0, 0.1);"},l(a.a,null,ol(Y||(Y=tl`0`)))),l("td",null,l(a.a,null,ol(Q||(Q=tl`\frac{6}{5}`))))),l("tr",{style:"background-color: rgba(255, 255, 0, 0.1);"},l("td",null,l(a.a,null,ol($||($=tl`-\frac{1}{2}`)))),l("td",null,l(a.a,null,ol(ll||(ll=tl`-\frac{1}{2}`)))),l("td",null,l(a.a,null,ol(nl||(nl=tl`0`)))),l("td",null,l(a.a,null,ol(il||(il=tl`0`)))),l("td",{style:"background-color: rgba(255, 255, 0, 0.2);"},l(a.a,null,ol(el||(el=tl`1`)))),l("td",null,l(a.a,null,ol(al||(al=tl`-\frac{1}{5}`)))))))))),l(a.r,{title:"Divide et impera"},l("p",null,"È possibile usare la tecnica ",l("i",null,"divide et impera")," per rendere più efficiente l'",l("b",null,"enumerazione totale"),"."),l("p",null,"Si divide il problema principale (trovare il valore ottimo di un problema di ILP) in più sottoproblemi (trovare il valore ottimo di un problema di ILP con una variabile impostata a un valore fisso)."),l("p",null,"Si crea così un ",l("b",null,"albero"),"."),l("p",null,"È possibile ",l("b",null,"chiudere in anticipo")," alcuni nodi dell'albero se il loro miglior possibile valore ottimo è inferiore a uno precedentemente trovato o se il loro poliedro è ",l(r.a,null),"."),l("p",null,"È possibile utilizzare diverse ",l("b",null,"strategie di esplorazione")," dell'albero:",l("ul",null,l("li",null,l("b",null,"depth-first"),": permette di raggiungere immediatamente a una soluzione accettabile (ma non ottimale)"),l("li",null,l("b",null,"best-first"),": permette di raggiungere più velocemente alla soluzione corretta")))),l(a.r,{title:"Seca et impera"},l("p",null,"È possibile combinare il metodo dei ",l("b",null,"tagli secanti")," con la tecnica ",l("b",null,"divide et impera")," per raggiungere ancora più velocemente a una soluzione."),l("p",null,"Si effettuano ",l("b",null,"poche iterazioni")," del metodo dei tagli secanti, e sul risultato di quelle iterazioni si applica il ",l("b",null,"divide et impera"),"."))))}}).call(this,i("hosL").h)},uzfk:function(l){l.exports={red:"red__3r1Jz",orange:"orange__2q18p",yellow:"yellow__3cyw6",lime:"lime__2GJfI",cyan:"cyan__k_5Y_",blue:"blue__ejrIP",magenta:"magenta__1Zdi7",example:"example__22j7L"}}}]); +//# sourceMappingURL=route-OttimizzazioneLineare.chunk.dee78.esm.js.map \ No newline at end of file diff --git a/docs/route-OttimizzazioneLineare.chunk.dee78.esm.js.map b/docs/route-OttimizzazioneLineare.chunk.dee78.esm.js.map new file mode 100644 index 0000000..0803803 --- /dev/null +++ b/docs/route-OttimizzazioneLineare.chunk.dee78.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./components/OttimizzazioneLineare/Styles.less","webpack:///./components/MenuList.less","webpack:///./routes/OttimizzazioneLineare/index.js","webpack:///./routes/OttimizzazioneLineare/00_Intro.js","webpack:///./components/OttimizzazioneLineare/Max.js","webpack:///./components/OttimizzazioneLineare/Finite.js","webpack:///./components/MenuList.js","webpack:///./components/OttimizzazioneLineare/Empty.js","webpack:///./routes/OttimizzazioneLineare/03_TeoriaDeiGrafi.js","webpack:///./routes/OttimizzazioneLineare/01_OttimizzazioneLineare.js","webpack:///./components/Fisica/Minus.js","webpack:///./components/OttimizzazioneLineare/Unbounded.js","webpack:///./components/OttimizzazioneLineare/Min.js","webpack:///./components/Fisica/Minus.less","webpack:///./components/Fisica/Plus.less","webpack:///./components/Example.js","webpack:///./components/ExampleBoxColor.js","webpack:///./components/Fisica/Plus.js","webpack:///./routes/OttimizzazioneLineare/02_OttimizzazioneLineareIntera.js","webpack:///./components/ExampleBoxColor.less"],"names":["module","exports","r","String","raw","title","href","props","class","style","max","children","finite","menulist","unfeasible","src","inline","color","ExampleBoxColor","className","minus","unbounded","min","example","plus"],"mappings":"6EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,mBCA3LD,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,UAAY,mBAAmB,WAAa,oBAAoB,OAAS,gBAAgB,IAAM,aAAa,IAAM,e,mBCAnSD,EAAOC,QAAU,CAAC,SAAW,oB,kCCD7B,uEAMe,qBACX,OACI,aACI,6CACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,MACA,EAAC,IAAD,S,gMCRZ,MAAMC,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAMC,KAAM,uCAAZ,8BAGZ,EAAC,IAAD,CAAOD,MAAO,WACV,wCAGA,YACI,qDACA,4CACA,8EAIZ,EAAC,IAAD,CAASA,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,sBACV,+CACqC,0CAA+B,mBAA/B,kBAErC,2CAGA,EAAC,IAAD,KACI,YAAI,EAAC,IAAD,CAAMC,KAAM,+BAAZ,0BAIhB,EAAC,IAAD,CAASD,MAAO,aACZ,EAAC,IAAD,KACI,eACA,YACI,YAAI,UAAMA,MAAO,qBAAb,MACJ,YAAI,UAAMA,MAAO,oBAAb,MACJ,6BAGJ,eACA,YACI,YAAI,EAAC,IAAD,KAASH,EAAT,OAAW,iBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,UACf,0BAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,UACf,gCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,UACf,sDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,aACf,yCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,UACf,yCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,UACf,sCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,UACf,6CAEJ,YACI,aACA,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,UACf,6CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,mBACf,aACA,kCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,mBACf,aACA,8EAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,aACA,iEAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,mBACf,aACA,qCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,mBACf,aACA,iFAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,iBACf,aACA,sEAIR,EAAC,IAAD,KACI,eACA,YACI,uBACA,6BAGJ,eACA,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,8BACf,uCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,yCACf,0CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,eACf,mCAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,8BACf,6CAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,6CACf,6DAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,wBACf,gDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,sBACf,gDAEJ,YACI,YAAI,EAAC,IAAD,KAASA,EAAT,OAAW,4BACf,kE,2DCjKxB,qCAEe,aAAUK,GACrB,OACI,UAAMC,MAAOC,IAAMC,IACbL,MAAO,uDAAwDE,EAAMI,SAAWJ,EAAMI,SAAW,U,2DCL/G,qCAEe,aAAUJ,GACrB,OACI,UAAMC,MAAOC,IAAMG,OACbP,MAAO,qCAAsCE,EAAMI,SAAWJ,EAAMI,SAAW,a,2DCL7F,qCAEe,aAASJ,GACpB,OACI,QAAIC,MAAOC,IAAMI,UACZN,EAAMI,a,2DCLnB,qCAEe,aAAUJ,GACrB,OACI,UAAMC,MAAOC,IAAMK,WACbT,MAAO,mCAAoCE,EAAMI,SAAWJ,EAAMI,SAAW,Y,gICD3F,MAAMT,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,wCAA6B,EAAC,IAAD,2BACzC,EAAC,IAAD,CAAOA,MAAO,SACV,yBACe,mBADf,IAC2B,EAAC,IAAD,KAASH,EAAT,OAAW,OADtC,MACqD,oBADrD,IACkE,EAAC,IAAD,KAASA,EAAT,OAAW,OAD7E,uBAIA,yBACe,sBADf,uCAIJ,EAAC,IAAD,CAAOG,MAAO,kBACV,mBACS,kCADT,MAIJ,EAAC,IAAD,CAAOA,MAAO,kBACV,mBACS,sCADT,MAIJ,EAAC,IAAD,CAAOA,MAAO,2BACV,kCACwB,sBADxB,MACyC,qBADzC,sBAIJ,EAAC,IAAD,CAAOA,MAAO,SACV,WACI,wBADJ,sCAGA,8FAIJ,EAAC,IAAD,CAAOA,MAAO,YACV,0BACgB,gCADhB,MAIJ,EAAC,IAAD,CAAOA,MAAO,eACV,wDAC8C,iCAD9C,KAGA,uEAIJ,EAAC,IAAD,CAAOA,MAAO,oBACV,kGAIJ,EAAC,IAAD,CAAOA,MAAO,kBACV,gEAGA,mCACyB,EAAC,IAAD,KAASH,EAAT,OAAW,qBADpC,6CAKJ,EAAC,IAAD,CAAOG,MAAO,wBACV,4BACS,EAAC,IAAD,CAAUC,KAAM,4BAAhB,aADT,MAIJ,EAAC,IAAD,CAAOD,MAAO,sBACV,4BACS,EAAC,IAAD,CAAUC,KAAM,4BAAhB,aADT,MAIJ,EAAC,IAAD,CAAOD,MAAO,UACV,6EAGA,4HAKJ,EAAC,IAAD,CAAOA,MAAO,cACV,wDAGA,kGAIJ,EAAC,IAAD,CAAOA,MAAO,UACV,+CAIJ,EAAC,IAAD,CAAOA,MAAO,iBACV,6DAKR,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,QACV,sCAGA,YACI,2DACA,2CACI,YACI,mFACA,qDAKhB,EAAC,IAAD,CAAOA,MAAO,qBACV,sDAGA,YACI,oDACI,YACI,6EACA,8DACA,iFAKhB,EAAC,IAAD,CAAOA,MAAO,oCACV,6DAGA,YACI,sDACA,4JAIJ,WACI,EAAC,IAAD,wDAGR,EAAC,IAAD,CAAOA,MAAO,yBACV,4BACS,EAAC,IAAD,CAAUC,KAAM,4BAAhB,aADT,MAIJ,EAAC,IAAD,CAAOD,MAAO,+BACV,EAAC,IAAD,kHAIA,6GAGA,WACI,EAAC,IAAD,CAAOU,IAAK,qCAEhB,WACI,EAAC,IAAD,CAAOA,IAAK,2C,oSC5JpC,MAAMb,EAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,sCACZ,EAAC,IAAD,CAAOA,MAAO,cACV,sCAC4B,EAAC,IAAD,oBAD5B,IACmD,EAAC,IAAD,qBADnD,qBAC4F,iCAD5F,0CAEwD,yBAAc,uBAFtE,KAIA,sCAC4B,0BAAe,UAAMA,MAAO,sBAAb,OAD3C,MAIJ,EAAC,IAAD,CAAOA,MAAO,sBACV,6BACmB,EAAC,IAAD,oBADnB,IAC0C,EAAC,IAAD,qBAD1C,KAGA,uDAC6C,EAAC,IAAD,KAAQH,EAAR,OAAU,gBADvD,uCAEc,EAAC,IAAD,KAAQA,EAAR,OAAU,gBAFxB,KAIA,qEAC2D,mCAD3D,WAC8F,wBAD9F,QACmH,2BADnH,KAGA,WACI,EAAC,IAAD,KAAQA,EAAR,OAAU,6EAGlB,EAAC,IAAD,CAAOG,MAAO,aACV,WACI,uBADJ,sFAIA,WACI,EAAC,IAAD,KAAQH,EAAR,OAAU,yFAEd,EAAC,IAAD,mBACe,EAAC,IAAD,KAAQA,EAAR,OAAU,gBADzB,2BAGA,EAAC,IAAD,mCAC+B,EAAC,IAAD,yBAD/B,wBAEM,EAAC,IAAD,KAAQA,EAAR,OAAU,0BAFhB,MAKJ,EAAC,IAAD,CAAOG,MAAO,WACV,sHAIA,+DACqD,EAAC,IAAD,KAAQH,EAAR,OAAU,gBAD/D,4CAE6B,EAAC,IAAD,KAAQA,EAAR,OAAU,gBAFvC,MAKJ,EAAC,IAAD,CAAOG,MAAO,YACV,gBACM,sBADN,4BAC6C,oCAD7C,oBAGA,yBACe,WAAG,EAAC,IAAD,OADlB,KACiC,WAAG,EAAC,IAAD,OADpC,WACwD,WAAG,EAAC,IAAD,OAD3D,KAGA,EAAC,IAAD,2HAEwB,OAAGC,KAAM,0CAAT,YAFxB,MAKJ,EAAC,IAAD,CAAOD,MAAO,iBACV,iBACO,wBADP,4CAEa,EAAC,IAAD,KAAQH,EAAR,OAAU,6BAFvB,KAIA,oDAC0C,sBAD1C,wBAC6E,6BAD7E,OAKR,EAAC,IAAD,CAASG,MAAO,0CACZ,EAAC,IAAD,CAAOA,MAAO,kBACV,+BAGA,YACI,YAAI,EAAC,IAAD,kCACJ,YAAI,EAAC,IAAD,kCAER,EAAC,IAAD,KAASH,EAAT,OAAW,kKAEf,EAAC,IAAD,CAAOG,MAAO,kBACV,+BAGA,YACI,YAAI,EAAC,IAAD,2BACJ,YAAI,EAAC,IAAD,oDAER,EAAC,IAAD,KAASH,EAAT,OAAW,uHAEf,EAAC,IAAD,CAAOG,MAAO,kBACV,+BAGA,YACI,YAAI,EAAC,IAAD,wBACJ,YAAI,EAAC,IAAD,oDAER,EAAC,IAAD,KAASH,EAAT,OAAW,qHAGnB,EAAC,IAAD,CAASG,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,uBACV,uEAGA,WACI,EAAC,IAAD,CAAOW,QAAQ,GAAQd,EAAvB,OAAyB;;;;;;8BAQ7B,EAAC,IAAD,+EAEJ,EAAC,IAAD,CAAOG,MAAO,uBACV,2BACiB,8BADjB,IACwC,EAAC,IAAD,KAAQH,EAAR,OAAU,OADlD,IAC8D,4BAD9D,qCAIA,WACI,EAAC,IAAD,CAAOc,QAAQ,GAAQd,EAAvB,OAAyB;;8BAI7B,WACI,EAAC,IAAD,CAAOc,QAAQ,GAAQd,EAAvB,OAAyB;;+BAKjC,EAAC,IAAD,CAAOG,MAAO,uBACV,mGAGA,WACI,EAAC,IAAD,CAAOW,QAAQ,GAAQd,EAAvB,OAAyB;;;;;;gCAUrC,EAAC,IAAD,CAASG,MAAO,WACZ,EAAC,IAAD,CAAOA,MAAO,UACV,mFACyE,2CADzE,kBAKJ,EAAC,IAAD,CAAOA,MAAO,kBACV,sDAC4C,wCAD5C,KAGA,qGAGA,YACI,YAAI,2BAAJ,qCACA,YAAI,sBAAJ,yBAEJ,EAAC,IAAD,yEAIJ,EAAC,IAAD,CAAOA,MAAO,wBACV,kCACwB,kCADxB,oCAGA,0CACgC,mCADhC,wCAIJ,EAAC,IAAD,CAAOA,MAAO,kBACV,sEAC4D,wDAD5D,KAIA,qLAMR,EAAC,IAAD,KACI,EAAC,IAAD,CAAOY,MAAOC,IAAiBb,MAAO,cAClC,0BAGA,EAAC,IAAD,KAASH,EAAT,OAAW;;;;;;;yBAQX,kCAGA,WAAOiB,UAAW,SACd,eACA,YACI,YAAI,EAAC,IAAD,aACJ,YAAI,EAAC,IAAD,aACJ,YAAI,EAAC,IAAD,aACJ,YAAI,EAAC,IAAD,aACJ,YAAI,EAAC,IAAD,aACJ,YAAI,UAAMd,MAAO,gBAAb,SAGR,eACA,YACI,YAAI,EAAC,IAAD,WACJ,YAAI,EAAC,IAAD,WACJ,QAAII,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,2CAA2C,EAAC,IAAD,YAE1D,YACI,YAAI,EAAC,IAAD,WACJ,YAAI,EAAC,IAAD,WACJ,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,2CAA2C,EAAC,IAAD,YAE1D,YACI,YAAI,EAAC,IAAD,WACJ,YAAI,EAAC,IAAD,WACJ,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,6CAA6C,EAAC,IAAD,WACxD,QAAIA,MAAO,2CAA2C,EAAC,IAAD,YAE1D,QAAIA,MAAO,2CACP,YAAI,EAAC,IAAD,cACJ,YAAI,EAAC,IAAD,cACJ,YAAI,EAAC,IAAD,WACJ,YAAI,EAAC,IAAD,WACJ,YAAI,EAAC,IAAD,WACJ,QAAIA,MAAO,6CAA6C,EAAC,IAAD,cAIhE,uCAGA,YACI,YACI,OAAGA,MAAO,mBAAV,uBAEJ,YACI,OAAGA,MAAO,mBAAV,mBAEJ,YACI,OAAGA,MAAO,mBAAV,iBAEJ,YACI,OAAGA,MAAO,mBAAV,uBAKhB,EAAC,IAAD,CAASJ,MAAO,mBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,0DACgD,4BADhD,0BAC2F,6BAD3F,2CAIA,EAAC,IAAD,gBACY,EAAC,IAAD,CAAUC,KAAM,oBAAhB,SADZ,0DAE4B,EAAC,IAAD,oBAF5B,IAEmD,EAAC,IAAD,qBAFnD,8CAIA,EAAC,IAAD,CAASD,MAAO,WACZ,OAAGC,KAAM,mCAAT,UADJ,2DAEwB,OAAGA,KAAM,mEAAmE,8BAFpG,KAIA,4EACkE,uCADlE,eAEc,kBAFd,2DAEgF,EAAC,IAAD,MAFhF,MAKJ,EAAC,IAAD,CAAOD,MAAO,WACV,YACI,uCAA4B,6BAA5B,KACA,qCAA0B,uCAA1B,2CACO,4BADP,KAGA,yDAA8C,EAAC,IAAD,iBAA9C,IAAkE,EAAC,IAAD,iBAAlE,6BAEI,YACI,YACI,WACI,qBADJ,mDAEiB,EAAC,IAAD,iBAFjB,IAEqC,EAAC,IAAD,iBAFrC,wCAGS,iCAHT,KAKA,eAAO,8BAAP,iJAKJ,YACI,WACI,qBADJ,yDAIA,EAAC,IAAD,KAASH,EAAT,OAAW,sBACX,wHAEgC,EAAC,IAAD,MAFhC,MAKJ,YACI,WACI,oBADJ,KACkB,wBADlB,6JAQZ,6BAAkB,EAAC,IAAD,MAAlB,OAA+B,uCAA/B,yDAC8B,oDAD9B,0BAKR,EAAC,IAAD,CAAOG,MAAO,gCACV,+DACqD,EAAC,IAAD,UADrD,wBAC0F,iCAD1F,KAIA,oBACU,8BADV,wFAMR,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,yBACV,iBACO,qCADP,qDACsF,sDADtF,KAIA,2CACiC,kCADjC,iCAEU,0BAFV,KAIA,4EACkE,EAAC,IAAD,KAAQH,EAAR,OAAU,gBAD5E,MAIJ,EAAC,IAAD,CAAOG,MAAO,gBACV,YACI,sCAA2B,gDAA3B,2CAGA,2EAAgE,iCAAhE,uCAGA,YAAI,qBAAJ,KAAmB,sBAAnB,8CACA,2DAAgD,+CAAhD,0BACkB,WAAG,EAAC,IAAD,OADrB,KAGA,uEAA4D,sBAA5D,kDAC6B,cAC7B,yEAA8D,sCAA9D,sDAGA,YAAI,qBAAJ,KAAmB,sBAAnB,0CAIZ,EAAC,IAAD,CAASA,MAAO,gBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,sEAC4D,mCAD5D,2BAKJ,EAAC,IAAD,CAAOA,MAAO,4BACV,uDAC6C,kDAD7C,KAGA,0CACgC,2CADhC,gDAIA,qFAEQ,EAAC,IAAD,KAAQH,EAAR,OAAU,gBAFlB,KAIA,EAAC,IAAD,KACI,0BAGA,EAAC,IAAD,CAAOc,QAAQ,GAAQd,EAAvB,OAAyB;;;;;;;;6BASzB,uBAGA,EAAC,IAAD,CAAOc,QAAQ,GAAQd,EAAvB,OAAyB;;;;;;gCAUrC,EAAC,IAAD,CAASG,MAAO,WACZ,EAAC,IAAD,CAAOA,MAAO,SACV,6BACmB,WAAG,EAAC,IAAD,mBAAH,IAAyB,EAAC,IAAD,kBAAzB,qCADnB,yBAE0C,sBAF1C,MAKJ,EAAC,IAAD,CAAOA,MAAO,yBACV,uBACa,wBADb,yCACmE,EAAC,IAAD,KAAQH,EAAR,OAAU,SAD7E,kBAEc,EAAC,IAAD,KAAQA,EAAR,OAAU,SAFxB,mCAIA,2GAIJ,EAAC,IAAD,CAAOG,MAAO,yBACV,YACI,qCAA0B,+BAA1B,wCACA,gCAAqB,WAAG,EAAC,IAAD,OAAxB,sCACW,EAAC,IAAD,MADX,WAC2B,EAAC,IAAD,MAD3B,KAGA,gCAAqB,WAAG,EAAC,IAAD,OAAxB,yCAA8E,EAAC,IAAD,MAA9E,OAGR,EAAC,IAAD,CAAOA,MAAO,uBACV,6GAGA,8BAGA,eACI,eACA,YACI,YAAI,EAAC,IAAD,aACJ,YAAI,EAAC,IAAD,eAGR,eACA,YACI,uBAAY,EAAC,IAAD,eACZ,yBAAc,EAAC,IAAD,gBAElB,YACI,uBAAY,EAAC,IAAD,eACZ,yBAAc,EAAC,IAAD,gBAElB,YACI,uBAAY,EAAC,IAAD,WACZ,yBAAc,uBAElB,YACI,yBAAc,EAAC,IAAD,eACd,uBAAY,EAAC,IAAD,gBAEhB,YACI,yBAAc,EAAC,IAAD,eACd,uBAAY,EAAC,IAAD,gBAEhB,YACI,yBAAc,sBACd,uBAAY,EAAC,IAAD,gBAM5B,EAAC,IAAD,CAASA,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,mBACV,yCAC+B,EAAC,IAAD,KAAQH,EAAR,OAAU,sCADzC,qDAEqC,EAAC,IAAD,MAFrC,mCAGY,EAAC,IAAD,KAAQA,EAAR,OAAU,0BAHtB,cAKA,EAAC,IAAD,KAASA,EAAT,OAAW,+CACX,EAAC,IAAD,KAASA,EAAT,OAAW,uCAEf,EAAC,IAAD,CAAOG,MAAO,iBACV,yEAGA,0GAGA,WACI,EAAC,IAAD,KAAQH,EAAR,OAAU,wDAEd,WACI,EAAC,IAAD,yDAGR,EAAC,IAAD,CAAOG,MAAO,kBACV,0HAEsB,EAAC,IAAD,wBAFtB,IAEiD,EAAC,IAAD,0BAFjD,8CAKA,WACI,EAAC,IAAD,6DAGR,EAAC,IAAD,CAAOA,MAAO,4BACV,0GAEa,EAAC,IAAD,sBAEb,2DAGA,YACI,0CACa,EAAC,IAAD,KAAQH,EAAR,OAAU,qEAEvB,wCACW,EAAC,IAAD,KAAQA,EAAR,OAAU,yEAErB,4CACW,EAAC,IAAD,KAAQA,EAAR,OAAU,uDADrB,6BAKJ,kEAGA,EAAC,IAAD,KAASA,EAAT,OAAW,0EACX,EAAC,IAAD,KAASA,EAAT,OAAW,2EAGnB,EAAC,IAAD,CAASG,MAAO,iBACZ,EAAC,IAAD,CAAOA,MAAO,UACV,8EAIJ,EAAC,IAAD,CAAOA,MAAO,kBACV,kFAKR,EAAC,IAAD,CAASA,MAAO,0BACZ,EAAC,IAAD,CAAOA,MAAO,UACV,4CACkC,iCADlC,kCAEY,EAAC,IAAD,KAAQH,EAAR,OAAU,SAFtB,+CAGc,EAAC,IAAD,KAAQA,EAAR,OAAU,SAHxB,sC,2DC9kBpB,qCAEe,aAAUK,GACrB,OAAO,UAAMC,MAAOC,IAAMW,OAAQb,EAAMI,a,2DCH5C,qCAEe,aAAUJ,GACrB,OACI,UAAMC,MAAOC,IAAMY,UACbhB,MAAO,uCAAwCE,EAAMI,SAAWJ,EAAMI,SAAW,iB,2DCL/F,qCAEe,aAAUJ,GACrB,OACI,UAAMC,MAAOC,IAAMa,IACbjB,MAAO,sDAAuDE,EAAMI,SAAWJ,EAAMI,SAAW,U,yCCJ9GX,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,MAAQ,iB,iBCAzLD,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,KAAO,gB,mCCDxL,qCAEe,aAAUM,GACrB,OACI,SAAKC,MAAOC,IAAMc,SACbhB,EAAMI,a,0DCLnB,gBAEeF,IAFf,OAEeA,EAAf,S,mCCFA,qCAEe,aAAUF,GACrB,OAAO,UAAMC,MAAOC,IAAMe,MAAOjB,EAAMI,a,wQCI3C,MAAMT,GAAIC,OAAOC,IAGF,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASC,MAAO,iCACZ,EAAC,IAAD,CAAOA,MAAO,UACV,uEAC6D,+DAD7D,KAIA,EAAC,IAAD,KAASH,GAAT,QAAW;;yBAGX,iCACuB,0BAAe,UAAMG,MAAO,8BAAb,QADtC,MAIJ,EAAC,IAAD,CAAOA,MAAO,wBACV,6CACmC,mCADnC,mCAC8F,iCAD9F,OAMR,EAAC,IAAD,CAASA,MAAO,mCACZ,EAAC,IAAD,CAAOA,MAAO,uBACV,iBACO,mBADP,8FAIA,+GAEO,EAAC,IAAD,eAFP,IAEyB,EAAC,IAAD,iBAFzB,KAIA,oBACU,0BADV,mEAEiB,EAAC,IAAD,eAFjB,MAKJ,EAAC,IAAD,CAAOA,MAAO,kBACV,uBACa,mBADb,8FAIA,4BACkB,8EADlB,oCAIA,sFAC4E,oCAD5E,MAKJ,EAAC,IAAD,CAAOA,MAAO,iBACV,uBACa,mBADb,qGAIA,mEACyD,4BADzD,SACmF,uDADnF,0BAIA,oDAC0C,8BAD1C,KAGA,EAAC,IAAD,KAASH,GAAT,QAAW;;yBAGX,wEAC8D,0CAD9D,sGAIA,EAAC,IAAD,KACI,yBAEI,eACI,eACA,YACI,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,UACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,UACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,UACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,UACf,YAAI,UAAMG,MAAO,gBAAb,SAGR,eACA,YACI,YAAI,EAAC,IAAD,KAASH,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,SAEnB,YACI,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,SAEnB,YACI,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,kBACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,kBACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,sBAK3B,sBAEI,eACI,eACA,YACI,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,UACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,UACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,UACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,UACf,QAAIO,MAAO,6CAA6C,EAAC,IAAD,KAASP,GAAT,QAAW,UAEnE,YAAI,UAAMG,MAAO,gBAAb,SAGR,eACA,YACI,YAAI,EAAC,IAAD,KAASH,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,QAAIO,MAAO,6CAA6C,EAAC,IAAD,KAASP,GAAT,QAAW,QACnE,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,SAEnB,YACI,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,QAAIO,MAAO,6CAA6C,EAAC,IAAD,KAASP,GAAT,QAAW,QACnE,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,SAEnB,YACI,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,kBACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,kBACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,QACf,QAAIO,MAAO,6CAA6C,EAAC,IAAD,KAASP,GAAT,QAAW,QACnE,YAAI,EAAC,IAAD,KAASA,GAAT,QAAW,mBAEnB,QAAIO,MAAO,6CACP,YAAI,EAAC,IAAD,KAASP,GAAT,QAAW,mBACf,YAAI,EAAC,IAAD,KAASA,GAAT,UAAW,mBACf,YAAI,EAAC,IAAD,KAASA,GAAT,UAAW,QACf,YAAI,EAAC,IAAD,KAASA,GAAT,UAAW,QACf,QAAIO,MAAO,6CAA6C,EAAC,IAAD,KAASP,GAAT,UAAW,QACnE,YAAI,EAAC,IAAD,KAASA,GAAT,UAAW,yBAOnC,EAAC,IAAD,CAAOG,MAAO,oBACV,2CACiC,+BADjC,iCACsF,kCADtF,KAIA,qNAKA,8BACoB,qBADpB,KAGA,0BACgB,mCADhB,yIAEoF,EAAC,IAAD,MAFpF,KAIA,6CACmC,wCADnC,gBAEI,YACI,YAAI,0BAAJ,0FAGA,YAAI,yBAAJ,wEAIZ,EAAC,IAAD,CAAOA,MAAO,kBACV,kDACwC,4BADxC,mBAC4E,+BAD5E,4DAIA,4BACkB,+BADlB,qFAE6B,+BAF7B,W,yCC1MpBL,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU","file":"route-OttimizzazioneLineare.chunk.dee78.esm.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__UmOgB\",\"orange\":\"orange__1FTS8\",\"yellow\":\"yellow__3dJAV\",\"lime\":\"lime__3kPc-\",\"cyan\":\"cyan__11RpC\",\"blue\":\"blue__320AC\",\"magenta\":\"magenta__VPUPe\",\"unbounded\":\"unbounded__25UN8\",\"unfeasible\":\"unfeasible__2MuIF\",\"finite\":\"finite__2EP_f\",\"min\":\"min__3lPpn\",\"max\":\"max__1hxKl\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"menulist\":\"menulist__2Cmnq\"};","import Intro from \"./00_Intro\";\nimport OttimizzazioneLineare from \"./01_OttimizzazioneLineare\";\nimport OttimizzazioneLineareIntera from \"./02_OttimizzazioneLineareIntera\";\nimport TeoriaDeiGrafi from \"./03_TeoriaDeiGrafi\";\n\n\nexport default function () {\n return (\n
    \n

    Ottimizzazione Lineare Intera

    \n \n \n \n \n
    \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, BLatex, TablePanel} from \"bluelib\";\nimport Link from \"../../components/Link\";\nimport MenuList from \"../../components/MenuList\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
      \n
    • Prof. Stefano Novellani
      • \n
    \n     \n \n

    \n Esame digitale in 3 fasi:\n

    \n
      \n
    • 25 domande di teoria stile vero/falso
      • \n
    • 2 domande a risposta aperta
      • \n
    • 2 modelli matematici da rappresentare tramite GLPK/MathProg
      • \n
    \n     \n
    \n
    \n \n

    \n Ti serve una mano anche in GLPK? Che in realtà si chiama GMPL, ma vabbè...\n

    \n

    \n Ho fatto una pagina apposta:\n

    \n \n
  • GLPK/MathProg/GMPL
    • \n     \n     \n
    \n
    \n \n \n \n v\n s\n Significato\n \n \n \n \n {r`\\mathbf{x}`}\n {r`x_i`}\n Incognite\n \n \n {r`\\mathbf{s}`}\n {r`s_i`}\n Variabili slack\n \n \n {r`\\mathbf{c}`}\n {r`c_i`}\n Coefficienti della funzione obiettivo\n \n \n {r`\\mathbf{A}`}\n {r`a_{ij}`}\n Coefficienti dei vincoli\n \n \n {r`\\mathbf{b}`}\n {r`b_i`}\n Termini noti dei vincoli\n \n \n {r`\\mathbf{y}`}\n {r`y_i`}\n Incognite artificiali\n \n \n {r`\\mathbf{u}`}\n {r`u_i`}\n Coefficienti di rilassamento\n \n \n \n {r`c_0`}\n Valore ottimo di un problema\n \n \n {r`\\mathbf{x}_B`}\n \n Incognite in base\n \n \n {r`\\mathbf{c}_B`}\n \n Coefficienti della funzione obiettivo delle variabili in base\n \n \n {r`\\mathbf{B}`}\n \n Coefficienti dei vincoli delle variabili in base\n \n \n {r`\\mathbf{x}_F`}\n \n Incognite fuori base\n \n \n {r`\\mathbf{c}_F`}\n \n Coefficienti della funzione obiettivo delle variabili fuori base\n \n \n {r`\\mathbf{F}`}\n \n Coefficienti dei vincoli delle variabili fuori base\n \n \n \n \n \n \n Simboli\n Significato\n \n \n \n \n {r`\\mathbf{c}^T \\mathbf{x}`}\n Soluzione del problema\n \n \n {r`\\mathbf{A} \\mathbf{x} = \\mathbf{b}`}\n Vincoli in forma standard\n \n \n {r`z(\\dots)`}\n Funzione obiettivo\n \n \n {r`\\mathbf{u}^T \\mathbf{b}`}\n Soluzione del problema duale\n \n \n {r`\\mathbf{u}^T \\mathbf{A} = \\mathbf{c}^T`}\n Vincoli del problema duale in forma standard\n \n \n {r`\\lfloor x \\rfloor`}\n Arrotondamento per difetto di x\n \n \n {r`\\lceil x \\rceil`}\n Arrotondamento per eccesso di x\n \n \n {r`x - \\lfloor x \\rfloor`}\n Parte frazionaria di x (se non è negativo)\n \n \n \n
    \n     \n )\n}\n","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"max\"}\n );\n}\n","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"finito\"}\n );\n}\n","import style from \"./MenuList.less\";\n\nexport default function(props) {\n return (\n
      \n {props.children}\n
    \n )\n}","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"vuoto\"}\n );\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, Todo, BaseLink, Image} from \"bluelib\";\nimport Example from \"../../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    Terminologia dei grafi TODO: migliorare}>\n \n

    \n Insieme di nodi {r`N`} e archi {r`E`} che li\n connettono.\n

    \n

    \n Può essere diretto se gli archi hanno una direzione.\n

    \n     \n \n

    \n Nodi connessi da un arco.\n

    \n     \n \n

    \n Arco connesso a un dato nodo.\n

    \n     \n \n

    \n Un arco diretto che termina o inizia da un dato nodo.\n

    \n     \n \n

    \n Conteggio degli archi incidenti di un nodo.\n

    \n

    \n Si può calcolare anche relativamente agli archi entranti o agli archi uscenti.\n

    \n     \n \n

    \n Sequenza di archi consecutivi.\n

    \n     \n \n

    \n Due nodi sono connessi se tra loro esiste almeno un percorso.\n

    \n

    \n Un grafo è connesso se tutti i suoi nodi sono connessi.\n

    \n     \n \n

    \n Percorsi rispettivamente indiretti e diretti in cui l'inizio coincide con la fine.\n

    \n     \n \n

    \n Grafo in cui ogni nodo è connesso con ogni altro.\n

    \n

    \n Se diretto, contiene {r`n \\cdot (n - 1)`} archi; altrimenti, ne contiene la\n metà.\n

    \n     \n \n
    \n Vedi Algoritmi.\n
    \n     \n \n
    \n Vedi Algoritmi.\n
    \n     \n \n

    \n Sottoinsieme di archi che connettono due sottoinsiemi di nodi.\n

    \n

    \n Può essere anche uscente o entrante; in tal caso include solo gli archi entranti o uscenti dal\n sottoinsieme.\n

    \n     \n \n

    \n Sottoinsieme di nodi e archi di un grafo.\n

    \n

    \n Tutti gli archi di un sottografo possono connettere solo nodi all'interno di esso.\n

    \n     \n \n

    \n Sottografo connesso e aciclico.\n

    \n     \n \n

    \n Albero che include tutti i nodi di un grafo.\n

    \n     \n
    \n
    \n \n

    \n Crea uno spanning tree.\n

    \n
      \n
    1. Aggiungi l'arco di costo minimo all'albero.
      2. \n
    2. Finchè mancano ancora archi:\n
        \n
      1. Trova tutti gli archi che aggiungerebbero un nuovo nodo all'albero.
        2. \n
      2. Seleziona l'arco di costo minore.
        3. \n
      \n
      3. \n
    \n     \n \n

    \n Trova l'ordine topologico di un albero.\n

    \n
      \n
    1. Ripeti finchè ci sono nodi nel grafo:\n
        \n
      1. Assegna un numero sequenziale a un nodo senza archi entranti.
        2. \n
      2. Elimina il nodo a cui hai assegnato il numero.
        3. \n
      3. Elimina tutti gli archi incidenti sul nodo che hai eliminato.
        4. \n
      \n
      2. \n
    \n     \n \n

    \n Trova i percorsi di costo minimo in un albero.\n

    \n
      \n
    1. Trova l'ordine topologico dell'albero.
      2. \n
    2. Invece che provare ogni singola combinazione di nodi, prova solo i nodi che hanno un numero\n topologico maggiore di quello del nodo attuale.\n
      3. \n
    \n

    \n TODO: forse spiegarlo meglio non farebbe male\n

    \n     \n \n
    \n Vedi Algoritmi.\n
    \n     \n \n \n Trova il volume massimo di acqua che è possibile fare scorrere attraverso tubature con una data\n capacità.\n \n

    \n Costruisci il grafo residuo e vedi se c'è un percorso che va dalla sorgente alla destinazione.\n

    \n

    \n \n

    \n

    \n \n

    \n     \n
    \n     \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, Latex, BaseLink, Todo} from \"bluelib\";\nimport Min from \"../../components/OttimizzazioneLineare/Min\";\nimport Max from \"../../components/OttimizzazioneLineare/Max\";\nimport Example from \"../../components/Example\";\nimport Finite from \"../../components/OttimizzazioneLineare/Finite\";\nimport Empty from \"../../components/OttimizzazioneLineare/Empty\";\nimport Unbounded from \"../../components/OttimizzazioneLineare/Unbounded\";\nimport Plus from \"../../components/Fisica/Plus\";\nimport Minus from \"../../components/Fisica/Minus\";\nimport ExampleBoxColor from \"../../components/ExampleBoxColor\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Problemi che cercano di minimizzare/massimizzare il valore di una funzione\n obiettivo le cui incognite sono sottoposte a un sistema di vincoli.\n

    \n

    \n Spesso sono detti anche problemi di LP.\n

    \n     \n \n

    \n La funzione da minimizzare/massimizzare.\n

    \n

    \n Il vettore dei suoi coefficienti è detto {r`\\mathbf{c}`}, mentre quello delle sue\n incognite {r`\\mathbf{x}`}.\n

    \n

    \n In genere, la funzione obiettivo è scritta in forma di combinazione lineare tra le incognite e i coefficienti:\n

    \n

    \n {r`z(\\mathbf{x}) = c_1 \\cdot x_1 + c_2 \\cdot x_2 + \\dots + c_n \\cdot x_n`}\n

    \n     \n \n

    \n Funzione della funzione obiettivo che restituisce la direzione del suo aumento più\n veloce.\n

    \n

    \n {r`\\nabla (f) = \\frac{d f}{d x_1} I_1 + \\frac{d f}{d x_2} I_2 + \\frac{d f}{d x_n} I_n`}\n

    \n \n La matrice {r`\\mathbf{I}`} è la matrice identità.\n \n \n Se la funzione obiettivo è z = 2w + 3x + 4y, il suo gradiente\n è {r`\\nabla z = (2, 3, 4)`}.\n \n     \n \n

    \n Equazioni e disequazioni a cui devono sottostare le incognite perchè esse formino una soluzione\n valida.\n

    \n

    \n I loro coefficienti sono contenuti nella matrice {r`\\mathbf{A}`}, mentre i loro\n termini noti nel vettore {r`\\mathbf{b}`}.\n

    \n     \n \n

    \n L'insieme che racchiunde tutte le soluzioni ammissibili di un problema.\n

    \n

    \n Può essere , oppure .\n

    \n \n Si chiama così perchè se si disegna su un piano cartesiano, esso forma una figura geometrica a\n più lati, ovvero un poliedro.\n \n     \n \n

    \n La soluzione di un problema, ricavabile dal\n prodotto {r`\\mathbf{c}^T \\mathbf{x}`}.\n

    \n

    \n In particolare, il valore ottimo è un vertice del poliedro, detto vertice ottimo.\n

    \n     \n
    \n
    \n \n

    \n Un problema con:\n

    \n
      \n
    • Equazioni e disequazioni
      • \n
    • Variabili non vincolate
      • \n
    \n {r`min \\left\\{ \\mathbf{c}^T \\mathbf{x} : \\mathbf{A} \\mathbf{x} = b,\\quad \\mathbf{A'} \\mathbf{x} \\geq \\mathbf{b'} \\quad x_j \\geq 0,\\quad j = 1 \\dots n \\right\\}`}\n     \n \n

    \n Un problema con:\n

    \n
      \n
    • Solo disequazioni
      • \n
    • Vincoli di non-negatività sulle incognite
      • \n
    \n {r`min \\left\\{ \\mathbf{c}^T \\mathbf{x} : \\mathbf{A} \\mathbf{x} \\geq b,\\quad x_j \\geq 0,\\quad j = 1 \\dots n \\right\\}`}\n     \n \n

    \n Un problema con:\n

    \n
      \n
    • Solo equazioni
      • \n
    • Vincoli di non-negatività sulle incognite
      • \n
    \n {r`min \\left\\{ \\mathbf{c}^T \\mathbf{x} : \\mathbf{A} \\mathbf{x} = b,\\quad x_j \\geq 0,\\quad j = 1 \\dots n \\right\\}`}\n     \n
    \n
    \n \n

    \n Applica questa conversione a ogni equazione nel sistema:\n

    \n

    \n {r`\n a = b \\Leftrightarrow\n \\begin{cases}\n a \\leq b\\\\\n a \\geq b\n \\end{cases}\n `}\n

    \n Serve solo nella teoria per dimostrare che le forme sono equivalenti.\n     \n \n

    \n Aggiungi una variabile slack {r`s`} non-vincolata a ogni\n disequazione nel sistema:\n

    \n

    \n {r`\n a \\leq b \\Leftrightarrow a + s = b\n `}\n

    \n

    \n {r`\n a \\geq b \\Leftrightarrow a - s = b\n `}\n

    \n     \n \n

    \n Sdoppia ogni variabile non-vincolata in due variabili con vincolo di non-negatività:\n

    \n

    \n {r`\n \\begin{cases}\n a = a^+ - a^-\\\\\n a^+ \\geq 0\\\\\n a^- \\geq 0\n \\end{cases}\n `}\n

    \n     \n
    \n
    \n \n

    \n Un modo per rappresentare sistemi in forma standard, anche noto come matrice equivalente\n completa del sistema.\n

    \n     \n \n

    \n Un tableau è un sistema di equazioni in forma matriciale completa.\n

    \n

    \n È possibile effettuare senza che cambi il risultato finale le seguenti trasformazioni:\n

    \n
      \n
    • Moltiplicare un'intera riga per una costante.
      • \n
    • Sommare una riga a un'altra
      • \n
    \n \n Suona familiare? Sì, lo abbiamo fatto anche in Algebra Lineare.\n \n     \n \n

    \n Variabili che hanno tutti 0 e un solo 1 nella loro colonna del tableau.\n

    \n

    \n La loro controparte sono le variabili fuori base, che hanno qualsiasi altro valore.\n

    \n     \n \n

    \n Il valore della funzione obiettivo che si otterrebbe se tutte le variabili fuori base\n valessero 0.\n

    \n

    \n Procedendo nella risoluzione (descritta in seguito) del tableau, questo valore aumenterà, fino a\n raggiungere il valore ottimo quando la risoluzione sarà completata.\n

    \n     \n
    \n
    \n \n

    \n Il sistema:\n

    \n {r`\n \\begin{cases}\n 1x_1\\ {\\color{Cyan} \\leq}\\ {\\color{Red} 3}\\\\\n 1x_2\\ {\\color{Cyan} \\leq}\\ {\\color{Red} 3}\\\\\n 2x_1 + 2x_2\\ {\\color{Cyan} \\leq}\\ {\\color{Red} 7}\\\\\n {\\color{Yellow} \\min}\\ {\\color{Green} 2000x_1 + 1000x_2}\n \\end{cases}\n `}\n

    \n Diventa il tableau:\n

    \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    x_1x_2s_1s_2s_3TN
    101003
    010103
    220017
    200010000000
    \n

    \n Con i seguenti elementi:\n

    \n
      \n
    • \n Funzione obiettivo\n
      • \n
    • \n Valore attuale\n
      • \n
    • \n Termini noti\n
      • \n
    • \n Variabili slack\n
      • \n
    \n     \n
    \n
    \n \n

    \n Un algoritmo per trovare efficientemente il valore ottimo e le coordinate di un vertice\n ottimo in problemi di ottimizzazione lineare.\n

    \n \n Ricordi Gauss? Il Simplex è la stessa cosa,\n in cui però si cerca di minimizzare/massimizzare il termine noto della funzione obiettivo.\n \n \n Questa è la soluzione passo per passo del\n problema 3 del file Ex_LP_testo.\n \n

    \n Perchè sia possibile effettuare il Simplex è necessario che l'origine sia nel poliedro:\n pertanto, non è possibile che un problema risolto con il Simplex sia .\n

    \n     \n \n
      \n
    1. Trasforma il sistema in forma standard.
      2. \n
    2. Trova tante variabili linearmente indipendenti quante siano le righe: esse saranno\n la base iniziale.\n
      3. \n
    3. Finchè ci sono variabili con coefficienti positivi/negativi nella\n funzione obiettivo:\n
        \n
      1. \n

        \n Scegli la prima variabile fuori base con\n coefficiente positivo/negativo nella funzione obiettivo: essa\n è la variabile entrante.\n

        \n \n
        2. \n
      2. \n

        \n Scegli la variabile in base con il minor rapporto\n positivo:\n

        \n {r`\\frac{b_i}{A_ik}`}\n \n
        3. \n
      3. \n

        \n Pivot: trasforma tutte le funzioni del sistema in modo che abbiano 0\n nella colonna della variabile entrante, tranne nella riga della variabile uscente,\n in cui avrà 1.\n

        \n
        4. \n
      \n
      4. \n
    4. Il poliedro è : i termini noti dei vincoli sono le coordinate del suo\n vertice ottimo, mentre il termine noto della funzione obiettivo è il valore ottimo.\n
      5. \n
    \n     \n \n

    \n Una soluzione con almeno una variabile di valore 0, dovuta a uno o più vincoli\n ridondanti.\n

    \n

    \n Senza Regola di Bland e in presenza di vincoli ridondanti si rischia di trovarsi a fare\n pivot infiniti.\n

    \n     \n
    \n
    \n \n

    \n Un estensione del Simplex per permettere la risoluzione di problemi la cui origine non\n è una soluzione ammissibile.\n

    \n

    \n Prevede l'introduzione di un problema ausiliario, le cui incognite sono\n dette artificiali.\n

    \n

    \n Il vettore delle incognite artificiali è solitamente chiamato {r`\\mathbf{y}`}.\n

    \n     \n \n
      \n
    1. Crea un nuovo tableau, aggiungendo variabili artificiali in modo da avere una base\n ammissibile.\n
      2. \n
    2. Sostituisci la vecchia funzione obiettivo con una nuova che minimizzi la somma di\n tutte le variabili artificiali.\n
      3. \n
    3. Fase 1: Risolvi il nuovo problema con il Simplex primale.
      4. \n
    4. Se il Simplex termina quando ci sono ancora variabili artificiali nella base, allora\n il poliedro è .\n
      5. \n
    5. Una volta che le variabili artificiali sono fuori base, elimina le loro colonne e la\n nuova funzione obiettivo.
      6. \n
    6. Riporta il tableau in forma base compiendo operazioni per azzerare i\n coefficienti delle variabili di base nella funzione obiettivo.\n
      7. \n
    7. Fase 2: Risolvi il tableau con il Simplex primale.
      8. \n
    \n     \n
    \n
    \n \n

    \n Una versione semplificata di un problema nella quale si ignora la violazione di uno o più\n vincoli.\n

    \n     \n \n

    \n Un rilassamento che permette di misurare di quanto i vincoli vengono violati.\n

    \n

    \n I vincoli, moltiplicati per coefficienti di rilassamento, vengono inseriti nella funzione\n obiettivo.\n

    \n

    \n Il vettore dei coefficienti di rilassamento solitamente è indicato\n con {r`\\mathbf{u}`}.\n

    \n \n

    \n Il sistema:\n

    \n {r`\n \\begin{cases}\n z = 3 x_1 + 5 x_2\\\\\n 2 x_1 + 3 x_2 \\geq 12\\\\\n - x_1 + 3 x_2 \\geq 3\\\\\n x_1 \\geq 0\\\\\n x_2 \\geq 0\n \\end{cases}\n `}\n

    \n diventa:\n

    \n {r`\n \\begin{cases}\n z = 3 x_1 + 5 x_2 + u_1 ( 12 - 2 x_1 - 3 x_2 ) + u_2 ( 3 + x_1 - 3 x_2 )\\\\\n x_1 \\geq 0\\\\\n x_2 \\geq 0\n \\end{cases}\n `}\n     \n     \n
    \n
    \n \n

    \n Il sistema che massimizza/minimizza i moltiplicatori di\n rilassamento di un problema detto primale.\n

    \n     \n \n

    \n Possiamo trasporre il tableau e sostituire le variabili {r`x_n`} con\n variabili {r`u_n`} per ottenere il sistema duale!\n

    \n

    \n I maggiori e minori dei vincoli diventeranno maggiori e minori delle variabili e viceversa.\n

    \n     \n \n
      \n
    • Se un problema ha una soluzione finita, allora anche il suo duale la avrà.
      • \n
    • Se un problema è , allora il suo duale potrà\n essere oppure .\n
      • \n
    • Se un problema è , allora il suo duale sarà certamente .
      • \n
    \n     \n \n

    \n Variabili e vincoli del duale corrispondono rispettivamente a vincoli e variabili del primale.\n

    \n

    \n In particolare:\n

    \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    MinMax
    Vincolo \\leqVariabile \\leq
    Vincolo \\geqVariabile \\geq
    Vincolo =Variabile libera
    Variabile \\leqVincolo \\geq
    Variabile \\geqVincolo \\leq
    Variabile liberaVincolo =
    \n     \n
    \n
    \n \n

    \n Una disuguaglianza lineare {r`c_0 \\leq \\mathbf{c}^T \\mathbf{x}`} è verificata da\n tutti i punti di un poliedro non- se e solo se esiste un\n vettore {r`u \\in \\mathfrak{R}^m`} tale che:\n

    \n {r`\\mathbf{c}^T \\geq \\mathbf{u}^T \\mathbf{A}`}\n {r`c_0 \\leq \\mathbf{u}^T \\mathbf{b}`}\n     \n \n

    \n Il teorema che dimostra l'equivalenza tra primale e duale.\n

    \n

    \n Se uno dei due problemi è finito, la soluzione di uno coincide con la soluzione dell'altro.\n

    \n

    \n {r`\\mathbf{c}^T \\mathbf{x} = \\mathbf{u}^T \\mathbf{b}`}\n

    \n

    \n TODO: Anche qui c'è una lunga dimostrazione...\n

    \n     \n \n

    \n Il teorema che dimostra che il valore della funzione obiettivo del duale (di un qualsiasi\n tableau) è sempre minore o uguale/maggiore o uguale alla soluzione del\n corrispettivo primale.\n

    \n

    \n TODO: Dimostrazione cortina, ma sembra complicata.\n

    \n     \n \n

    \n Il teorema che ci permette di passare dalla soluzione del duale alla soluzione del\n primale. TODO: credo?\n

    \n

    \n Si deriva combinando le seguenti condizioni:\n

    \n
      \n
    • Ammissibilità del\n primale: {r`\\mathbf{A} \\mathbf{X} \\geq \\mathbf{b}, \\quad \\mathbf{x} \\geq 0`}\n
      • \n
    • Ammissibilità del\n duale: {r`\\mathbf{u}^T \\mathbf{A} \\leq \\mathbf{c}^T, \\quad \\mathbf{u} \\geq 0`}\n
      • \n
    • Teorema della dualità\n forte: {r`\\mathbf{c}^T \\mathbf{x} = \\mathbf{u}^T \\mathbf{b}`} (alla soluzione\n ottima)\n
      • \n
    \n

    \n Ne risulta che una soluzione è ottima se e solo se:\n

    \n {r`\\left( \\mathbf{c}^T - \\mathbf{u}^T \\mathbf{A} \\right) \\mathbf{x} = 0`}\n {r`\\mathbf{u}^T \\left( \\mathbf{A} \\mathbf{x} - \\mathbf{b} \\right) = 0`}\n     \n
    \n
    \n \n

    \n Un'estensione al Simplex primale che opera sul problema duale.\n

    \n     \n \n

    \n Funziona esattamente come il Simplex primale, ma opera sul duale.\n

    \n     \n
    \n
    \n \n

    \n Un procedimento che misura di quanto può variare il termine noto di un\n vincolo {r`b_i`} o il coefficiente della funzione\n obiettivo {r`c_i`} prima che la base degeneri.\n

    \n     \n
    \n     \n )\n}\n","import style from \"./Minus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"illimitato\"}\n );\n}\n","import style from \"./Styles.less\";\n\nexport default function (props) {\n return (\n {props.children ? props.children : \"min\"}\n );\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__3phX0\",\"orange\":\"orange__1OSkI\",\"yellow\":\"yellow__2pQOr\",\"lime\":\"lime__3vRUg\",\"cyan\":\"cyan__1cBtG\",\"blue\":\"blue__1G1wb\",\"magenta\":\"magenta__3Wagv\",\"minus\":\"minus__2qLyv\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__ipSoq\",\"orange\":\"orange__1nmkj\",\"yellow\":\"yellow__353ge\",\"lime\":\"lime__3FW1E\",\"cyan\":\"cyan__2xhu7\",\"blue\":\"blue__3MvDe\",\"magenta\":\"magenta__i03ie\",\"plus\":\"plus__1eV4_\"};","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n","import style from \"./ExampleBoxColor.less\";\n\nexport default style.example;\n","import style from \"./Plus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex} from \"bluelib\";\nimport Min from \"../../components/OttimizzazioneLineare/Min\";\nimport Max from \"../../components/OttimizzazioneLineare/Max\";\nimport Example from \"../../components/Example\";\nimport Empty from \"../../components/OttimizzazioneLineare/Empty\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n

    \n Particolari problemi di ottimizzazione lineare in cui le variabili sono vincolate ad essere\n numeri interi.\n

    \n {r`\n \\mathbf{x} \\in \\mathbb{Z}^n\n `}\n

    \n Spesso detti anche problemi di ILP.\n

    \n     \n \n

    \n Un rilassamento che rimuove il vincolo di integrità a un problema, trovando la sua soluzione\n continua.\n

    \n     \n
    \n
    \n \n

    \n Un modo per passare dalla soluzione del rilassamento alla soluzione intera di un problema\n di ILP.\n

    \n

    \n Consiste nel calcolare la soluzione di ogni singolo punto incluso nel poliedro, e selezionare\n la minore/maggiore.\n

    \n

    \n Trova sicuramente la soluzione giusta, ma il costo computazionale è\n esponenziale O(n^k)!\n

    \n     \n \n

    \n Un altro modo per passare dalla soluzione del rilassamento alla soluzione intera di un\n problema di ILP.\n

    \n

    \n Consiste nell'arrotondare tutte le variabili al loro valore intero più vicino, e\n calcolarne il valore ottimo.\n

    \n

    \n Funziona bene per valori grandi, ma più essi si avvicinano allo 0 più l'errore diventa\n grande.\n

    \n     \n \n

    \n Un altro modo ancora per passare dalla soluzione del rilassamento alla soluzione intera\n di un problema di ILP.\n

    \n

    \n Consiste nel tagliare il poliedro con nuovi vincoli (piani secanti) che riducono le\n possibili soluzioni continue ma non quelle intere.\n

    \n

    \n Per selezionare i vincoli, si usano i tagli di Gomory:\n

    \n {r`\n \\sum_{j \\in F} \\left( \\left( a_{tj} - \\lfloor a_{tj} \\rfloor \\right) \\cdot x_j \\right) \\geq (b_t - \\lfloor b_t \\rfloor)\n `}\n

    \n Per ogni valore noto frazionario si viene quindi a creare una nuova variabile in base e\n un nuovo vincolo formato dall'opposto di tutti i valori frazionari dei coefficienti fuori base.\n

    \n \n

    \n Il tableau:\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    {r`x_1`}{r`x_2`}{r`s_1`}{r`s_2`}TN
    {r`1`}{r`1`}{r`0`}{r`0`}{r`0`}
    {r`1`}{r`0`}{r`1`}{r`0`}{r`3`}
    {r`\\frac{3}{2}`}{r`\\frac{1}{2}`}{r`0`}{r`1`}{r`\\frac{6}{5}`}
    \n

    \n

    \n Diventa:\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
    {r`x_1`}{r`x_2`}{r`s_1`}{r`s_2`}{r`s_3`}\n TN
    {r`1`}{r`1`}{r`0`}{r`0`}{r`0`}{r`0`}
    {r`1`}{r`0`}{r`1`}{r`0`}{r`0`}{r`3`}
    {r`\\frac{3}{2}`}{r`\\frac{1}{2}`}{r`0`}{r`1`}{r`0`}{r`\\frac{6}{5}`}
    {r`-\\frac{1}{2}`}{r`-\\frac{1}{2}`}{r`0`}{r`0`}{r`1`}{r`-\\frac{1}{5}`}
    \n

    \n     \n     \n \n

    \n È possibile usare la tecnica divide et impera per rendere più efficiente l'enumerazione\n totale.\n

    \n

    \n Si divide il problema principale (trovare il valore ottimo di un problema di ILP) in più\n sottoproblemi (trovare il valore ottimo di un problema di ILP con una variabile impostata a un\n valore fisso).\n

    \n

    \n Si crea così un albero.\n

    \n

    \n È possibile chiudere in anticipo alcuni nodi dell'albero se il loro miglior possibile\n valore ottimo è inferiore a uno precedentemente trovato o se il loro poliedro è .\n

    \n

    \n È possibile utilizzare diverse strategie di esplorazione dell'albero:\n

      \n
    • depth-first: permette di raggiungere immediatamente a una soluzione accettabile\n (ma non ottimale)\n
      • \n
    • best-first: permette di raggiungere più velocemente alla soluzione corretta
      • \n
    \n

    \n     \n \n

    \n È possibile combinare il metodo dei tagli secanti con la tecnica divide et\n impera per raggiungere ancora più velocemente a una soluzione.\n

    \n

    \n Si effettuano poche iterazioni del metodo dei tagli secanti, e sul risultato di quelle\n iterazioni si applica il divide et impera.\n

    \n     \n
    \n     \n )\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__3r1Jz\",\"orange\":\"orange__2q18p\",\"yellow\":\"yellow__3cyw6\",\"lime\":\"lime__2GJfI\",\"cyan\":\"cyan__k_5Y_\",\"blue\":\"blue__ejrIP\",\"magenta\":\"magenta__1Zdi7\",\"example\":\"example__22j7L\"};"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-ProtocolliDiRete.chunk.42519.esm.js b/docs/route-ProtocolliDiRete.chunk.42519.esm.js new file mode 100644 index 0000000..02d40eb --- /dev/null +++ b/docs/route-ProtocolliDiRete.chunk.42519.esm.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[13],{N2ov:function(t,n,l){"use strict";l.r(n),function(t){var i=l("sSqH");n.default=function(){return t("div",null,t("h1",null,"Protocolli ed architettura di rete"),t(i.a,null))}}.call(this,l("hosL").h)},sSqH:function(t,n,l){"use strict";(function(t){var i=l("hosL"),u=l("mbOI");l("YNhk");n.a=function(){return t(i.Fragment,null,t(u.s,{title:"Esame"},t(u.r,{title:"Contatti"},t("ul",null,t("li",null,t(u.b,{disabled:!0},"Prof. ???"))))))}}).call(this,l("hosL").h)}}]); +//# sourceMappingURL=route-ProtocolliDiRete.chunk.42519.esm.js.map \ No newline at end of file diff --git a/docs/route-ProtocolliDiRete.chunk.42519.esm.js.map b/docs/route-ProtocolliDiRete.chunk.42519.esm.js.map new file mode 100644 index 0000000..d10449e --- /dev/null +++ b/docs/route-ProtocolliDiRete.chunk.42519.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/ProtocolliDiRete/index.js","webpack:///./routes/ProtocolliDiRete/00_Intro.js"],"names":["title","disabled"],"mappings":"4FAAA,mCAGe,qBACX,OACI,aACI,kDACA,EAAC,IAAD,S,2DCPZ,kDAOe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASA,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAUC,UAAU,GAApB,qB","file":"route-ProtocolliDiRete.chunk.42519.esm.js","sourcesContent":["import Intro from \"./00_Intro\";\n\n\nexport default function () {\n return (\n
    \n

    Protocolli ed architettura di rete

    \n \n
    \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, BaseLink} from \"bluelib\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
      \n
    • Prof. ???
      • \n
    \n     \n
    \n     \n )\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-ProtocolliDiRete.chunk.fd640.js b/docs/route-ProtocolliDiRete.chunk.fd640.js new file mode 100644 index 0000000..286f322 --- /dev/null +++ b/docs/route-ProtocolliDiRete.chunk.fd640.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[13],{N2ov:function(t,n,l){"use strict";l.r(n),function(t){var i=l("sSqH");n.default=function(){return t("div",null,t("h1",null,"Protocolli ed architettura di rete"),t(i.a,null))}}.call(this,l("hosL").h)},sSqH:function(t,n,l){"use strict";(function(t){var i=l("hosL"),u=l("mbOI");l("YNhk");n.a=function(){return t(i.Fragment,null,t(u.s,{title:"Esame"},t(u.r,{title:"Contatti"},t("ul",null,t("li",null,t(u.b,{disabled:!0},"Prof. ???"))))))}}).call(this,l("hosL").h)}}]); +//# sourceMappingURL=route-ProtocolliDiRete.chunk.fd640.js.map \ No newline at end of file diff --git a/docs/route-ProtocolliDiRete.chunk.fd640.js.map b/docs/route-ProtocolliDiRete.chunk.fd640.js.map new file mode 100644 index 0000000..cb46921 --- /dev/null +++ b/docs/route-ProtocolliDiRete.chunk.fd640.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/ProtocolliDiRete/index.js","webpack:///./routes/ProtocolliDiRete/00_Intro.js"],"names":["title","disabled"],"mappings":"4FAAA,mCAGe,qBACX,OACI,aACI,kDACA,EAAC,IAAD,S,2DCPZ,kDAOe,eACX,OACI,EAAC,WAAD,KACI,EAAC,IAAD,CAASA,MAAO,SACZ,EAAC,IAAD,CAAOA,MAAO,YACV,YACI,YAAI,EAAC,IAAD,CAAUC,UAAU,GAApB,qB","file":"route-ProtocolliDiRete.chunk.fd640.js","sourcesContent":["import Intro from \"./00_Intro\";\n\n\nexport default function () {\n return (\n
    \n

    Protocolli ed architettura di rete

    \n \n
    \n )\n}\n","import {Fragment} from \"preact\";\nimport {Section, Panel, ILatex, BLatex, PLatex, BaseLink} from \"bluelib\";\nimport Link from \"../../components/Link\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n \n
    \n \n
      \n
    • Prof. ???
      • \n
    \n     \n
    \n     \n )\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-RipassoDiAlgebraLineare.chunk.2200e.js b/docs/route-RipassoDiAlgebraLineare.chunk.2200e.js new file mode 100644 index 0000000..d62219f --- /dev/null +++ b/docs/route-RipassoDiAlgebraLineare.chunk.2200e.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[14],{"2w3n":function(r){r.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},U6dl:function(r,n,o){"use strict";o.r(n),function(r){function l(){var r=h(["| f - g |_infty"],["\\| f - g \\|_\\infty"]);return l=function(){return r},r}function e(){var r=h(["\frac{Vert x - y Vert}{Vert x Vert}"],["\\frac{\\Vert x - y \\Vert}{\\Vert x \\Vert}"]);return e=function(){return r},r}function i(){var r=h(["| f |_infty = max | f(x) |"],["\\| f \\|_\\infty = max | f(x) |"]);return i=function(){return r},r}function a(){var r=h(["Vert A Vert_2 = sqrt{\rho ( A^T \times A ) }"],["\\Vert A \\Vert_2 = \\sqrt{\\rho ( A^T \\times A ) }"]);return a=function(){return r},r}function t(){var r=h(["Vert A Vert_1 = max_{j = 1..n} sum_{i = 1}^n | a_{ij} |"],["\\Vert A \\Vert_1 = max_{j = 1..n} \\sum_{i = 1}^n | a_{ij} |"]);return t=function(){return r},r}function c(){var r=h(["Vert A Vert_infty = max_{i = 1..n} sum_{j = 1}^n | a_{ij} |"],["\\Vert A \\Vert_\\infty = max_{i = 1..n} \\sum_{j = 1}^n | a_{ij} |"]);return c=function(){return r},r}function u(){var r=h(["Vert A Vert = sup_{x in mathbb{R}, x \neq 0} \frac{Vert A cdot x Vert}{Vert x Vert}"],["\\Vert A \\Vert = sup_{x \\in \\mathbb{R}, x \\neq 0} \\frac{\\Vert A \\cdot x \\Vert}{\\Vert x \\Vert}"]);return u=function(){return r},r}function m(){var r=h(["Vert x Vert_2 = sqrt{sum_{i = 1}^n x_i^2}"],["\\Vert x \\Vert_2 = \\sqrt{\\sum_{i = 1}^n x_i^2}"]);return m=function(){return r},r}function p(){var r=h(["Vert x Vert_1 = sum_{i = 1}^n | x_i |"],["\\Vert x \\Vert_1 = \\sum_{i = 1}^n | x_i |"]);return p=function(){return r},r}function d(){var r=h(["Vert x Vert_infty = max_{i = 1..n} | x_i |"],["\\Vert x \\Vert_\\infty = max_{i = 1..n} | x_i |"]);return d=function(){return r},r}function s(){var r=h(["\n \begin{pmatrix}\n {color{Gray} 0} & {color{Gray} 0} & 1\n {color{Gray} 0} & 1 & {color{Gray} 0}\\\n 1 & {color{Gray} 0} & {color{Gray} 0}\\\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Gray} 0} & {\\color{Gray} 0} & 1\n {\\color{Gray} 0} & 1 & {\\color{Gray} 0}\\\\\n 1 & {\\color{Gray} 0} & {\\color{Gray} 0}\\\\\n \\end{pmatrix}\n "]);return s=function(){return r},r}function f(){var r=h(["\n \begin{pmatrix}\n {color{Gray} 0} & 1 & {color{Gray} 0}\\\n 1 & 1 & {color{Gray} 0}\\\n {color{Gray} 0} & {color{Gray} 0} & 1\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Gray} 0} & 1 & {\\color{Gray} 0}\\\\\n 1 & 1 & {\\color{Gray} 0}\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & 1\n \\end{pmatrix}\n "]);return f=function(){return r},r}function g(){var r=h(["A^{-1} cdot A = I"],["A^{-1} \\cdot A = I"]);return g=function(){return r},r}function x(){var r=h(["\n \begin{pmatrix}\n \frac{1}{3} & \frac{2}{3} & -\frac{2}{3}\\\n \frac{2}{3} & \frac{1}{3} & \frac{2}{3}\\\n \frac{2}{3} & -\frac{2}{3} & -\frac{1}{3}\\\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n \\frac{1}{3} & \\frac{2}{3} & -\\frac{2}{3}\\\\\n \\frac{2}{3} & \\frac{1}{3} & \\frac{2}{3}\\\\\n \\frac{2}{3} & -\\frac{2}{3} & -\\frac{1}{3}\\\\\n \\end{pmatrix}\n "]);return x=function(){return r},r}function v(){var r=h(["A^T cdot A = I"],["A^T \\cdot A = I"]);return v=function(){return r},r}function y(){var r=h(["\n \begin{pmatrix}\n {color{Orange} 9} & 1 & 2\\\n 1 & {color{Orange} 8} & 1\\\n 1 & 2 & {color{Orange} 7}\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Orange} 9} & 1 & 2\\\\\n 1 & {\\color{Orange} 8} & 1\\\\\n 1 & 2 & {\\color{Orange} 7}\n \\end{pmatrix}\n "]);return y=function(){return r},r}function w(){var r=h(["\n \begin{pmatrix}\n {color{Gray} 0} & {color{Yellow} -2} & {color{Orange} -4}\\ \n {color{Yellow} 2} & {color{Gray} 0} & {color{Red} -5}\\ \n {color{Orange} 4} & {color{Red} 5} & {color{Gray} 0}\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Gray} 0} & {\\color{Yellow} -2} & {\\color{Orange} -4}\\\\ \n {\\color{Yellow} 2} & {\\color{Gray} 0} & {\\color{Red} -5}\\\\ \n {\\color{Orange} 4} & {\\color{Red} 5} & {\\color{Gray} 0}\n \\end{pmatrix}\n "]);return w=function(){return r},r}function _(){var r=h(["A = -A^T"]);return _=function(){return r},r}function G(){var r=h(["\n \begin{pmatrix}\n 1 & {color{Yellow} 2} & {color{Orange} 4}\\ \n {color{Yellow} 2} & 3 & {color{Red} 5}\\ \n {color{Orange} 4} & {color{Red} 5} & 6\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n 1 & {\\color{Yellow} 2} & {\\color{Orange} 4}\\\\ \n {\\color{Yellow} 2} & 3 & {\\color{Red} 5}\\\\ \n {\\color{Orange} 4} & {\\color{Red} 5} & 6\n \\end{pmatrix}\n "]);return G=function(){return r},r}function Y(){var r=h(["A = A^T"]);return Y=function(){return r},r}function V(){var r=h(["\n \begin{pmatrix}\n {color{Yellow} 1} & {color{Yellow} 1} & {color{Yellow} 2}\\\n {color{Orange} 2} & {color{Orange} 1} & {color{Orange} 1}\\\n {color{Red} 1} & {color{Red} 2} & {color{Red} 1}\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Yellow} 1} & {\\color{Yellow} 1} & {\\color{Yellow} 2}\\\\\n {\\color{Orange} 2} & {\\color{Orange} 1} & {\\color{Orange} 1}\\\\\n {\\color{Red} 1} & {\\color{Red} 2} & {\\color{Red} 1}\n \\end{pmatrix}\n "]);return V=function(){return r},r}function b(){var r=h(["det(A) \neq 0"],["det(A) \\neq 0"]);return b=function(){return r},r}function O(){var r=h(["\n \begin{pmatrix}\n {color{Yellow} 3} & {color{Orange} 3} & {color{Orange} 3}\\\n {color{Gray} 0} & {color{Yellow} 4} & {color{Orange} 4}\\\n {color{Gray} 0} & {color{Gray} 0} & {color{Yellow} 5}\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Yellow} 3} & {\\color{Orange} 3} & {\\color{Orange} 3}\\\\\n {\\color{Gray} 0} & {\\color{Yellow} 4} & {\\color{Orange} 4}\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Yellow} 5}\n \\end{pmatrix}\n "]);return O=function(){return r},r}function A(){var r=h(["\n \begin{pmatrix}\n {color{Yellow} 3} & {color{Gray} 0} & {color{Gray} 0}\\\n {color{Orange} 4} & {color{Yellow} 4} & {color{Gray} 0}\\\n {color{Orange} 5} & {color{Orange} 5} & {color{Yellow} 5}\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Yellow} 3} & {\\color{Gray} 0} & {\\color{Gray} 0}\\\\\n {\\color{Orange} 4} & {\\color{Yellow} 4} & {\\color{Gray} 0}\\\\\n {\\color{Orange} 5} & {\\color{Orange} 5} & {\\color{Yellow} 5}\n \\end{pmatrix}\n "]);return A=function(){return r},r}function q(){var r=h(["\n \begin{pmatrix}\n {color{Yellow} 3} & {color{Gray} 0} & {color{Gray} 0}\\\n {color{Gray} 0} & {color{Yellow} 4} & {color{Gray} 0}\\\n {color{Gray} 0} & {color{Gray} 0} & {color{Yellow} 5}\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Yellow} 3} & {\\color{Gray} 0} & {\\color{Gray} 0}\\\\\n {\\color{Gray} 0} & {\\color{Yellow} 4} & {\\color{Gray} 0}\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Yellow} 5}\n \\end{pmatrix}\n "]);return q=function(){return r},r}function M(){var r=h(["\n \begin{pmatrix}\n {color{Yellow} 1} & {color{Yellow} 0} & {color{Yellow} 0}\\\n {color{Yellow} 0} & {color{Yellow} 1} & {color{Yellow} 0}\\\n {color{Yellow} 0} & {color{Yellow} 0} & {color{Yellow} 1}\n end{pmatrix}\n "],["\n \\begin{pmatrix}\n {\\color{Yellow} 1} & {\\color{Yellow} 0} & {\\color{Yellow} 0}\\\\\n {\\color{Yellow} 0} & {\\color{Yellow} 1} & {\\color{Yellow} 0}\\\\\n {\\color{Yellow} 0} & {\\color{Yellow} 0} & {\\color{Yellow} 1}\n \\end{pmatrix}\n "]);return M=function(){return r},r}function h(r,n){return n||(n=r.slice(0)),r.raw=n,r}var z=o("mbOI"),R=o("ke5e"),N=String.raw;n.default=function(){return r("div",null,r("h1",null,"Ripasso di Algebra Lineare ",r("small",null,"per ",r("a",{href:"/calcolonumerico"},"Calcolo Numerico"))),r(z.s,{title:"Matrici speciali"},r(z.r,{title:"Matrice identità"},r("p",null,"Elemento neutro della moltiplicazione matriciale."),r(R.a,null,r(z.q,null,N(M())))),r(z.r,{title:"Matrice diagonale"},r("p",null,"Matrice con elementi diversi da 0 solo sulla diagonale."),r(R.a,null,r(z.q,null,N(q())))),r(z.r,{title:"Matrice triangolare inferiore"},r("p",null,"Matrice con elementi diversi da 0 sopra la diagonale."),r(R.a,null,r(z.q,null,N(A())))),r(z.r,{title:"Matrice triangolare superiore"},r("p",null,"Matrice con elementi diversi da 0 sotto la diagonale."),r(R.a,null,r(z.q,null,N(O())))),r(z.r,{title:"Matrice non-singolare"},r("p",null,"Matrice con determinante diverso da 0."),r(z.q,null,N(b())),r("p",null,"Sono anche dette ",r("b",null,"matrici linearmente indipendenti")," o ",r("b",null,"matrici invertibili"),"."),r(R.a,null,r(z.q,null,N(V())))),r(z.r,{title:"Matrice simmetrica"},r("p",null,"Matrice con un asse di simmetria lungo la diagonale."),r(z.q,null,N(Y())),r(R.a,null,r(z.q,null,N(G())))),r(z.r,{title:"Matrice antisimmetrica"},r("p",null,"Matrice con un asse di simmetria lungo la diagonale; gli elementi nel triangolo superiore sono però l'opposto di quelli del triangolo inferiore."),r("p",null,"Ha sempre degli ",r(z.i,null,"0")," lungo la diagonale."),r(z.q,null,N(_())),r(R.a,null,r(z.q,null,N(w())))),r(z.r,{title:"Matrice a diagonale dominante per riga/colonna"},r("p",null,"Matrice in cui i valori della diagonale sono maggiori della somma di tutti gli altri nella riga/colonna."),r(R.a,null,r(z.q,null,N(y())))),r(z.r,{title:"Matrice ortogonale"},r("p",null,"Matrice che se moltiplicata per la sua trasposta dà come risultato la ",r("b",null,"matrice identità"),"."),r(z.q,null,N(v())),r(R.a,null,r(z.q,null,N(x())))),r(z.r,{title:"Matrice inversa"},r("p",null,"Matrice tale che:"),r(z.q,null,N(g()))),r(z.r,{title:"Matrice sparsa"},r("p",null,"Matrice con pochissimi valori diversi da 0."),r(R.a,null,r(z.q,null,N(f())))),r(z.r,{title:"Matrice di permutazione"},r("p",null,"Matrice riempita di 0 eccetto per un solo 1 per riga e per colonna."),r(R.a,null,r(z.q,null,N(s()))),r("p",null,"Se premoltiplicata per una matrice, ne ",r("b",null,"riordina le righe"),"; se invece postmoltiplicata, ne ",r("b",null,"riordina le colonne"),"."),r(R.a,null,r("p",null,"Premoltiplicare la matrice precedente scambia la prima e la terza righa, postmoltiplicarla scambia la prima e la terza colonna."))),r(z.r,{title:"Matrice di permutazione elementare"},r("p",null,"Matrice di permutazione con un solo scambio."),r("p",null,"Sono ",r("b",null,"nonsingolari"),", ",r("b",null,"simmetriche")," e ",r("b",null,"ortogonali"),"."))),r(z.s,{title:"Norme vettoriali"},r(z.r,{title:"Norma vettoriale"},r("p",null,"Funzione che associa un valore positivo a ogni vettore diverso da 0, e 0 al vettore zero."),r(R.a,null,r("a",{href:"https://it.wikipedia.org/wiki/Norma_(matematica)#/media/File:Vector_norms.svg"},"Esempi su Wikipedia"))),r(z.r,{title:"Norma a infinito"},r("p",null,"Massimo dei valori assoluti di tutti gli elementi del vettore."),r("p",null,r(z.i,null,N(d())))),r(z.r,{title:"Norma a 1"},r("p",null,"Somma dei valori assoluti di tutti gli elementi del vettore."),r("p",null,r(z.i,null,N(p())))),r(z.r,{title:"Norma a 2"},r("p",null,"Radice quadrata della somma dei quadrati di tutti gli elementi del vettore."),r("p",null,r(z.i,null,N(m()))))),r(z.s,{title:"Norme matriciali"},r(z.r,{title:"Norma matriciale indotta"},r("p",null,"Funzione che associa un valore positivo a ogni matrice diversa da 0, e 0 alla matrice zero."),r("p",null,"Si ricavano dalle norme vettoriali:"),r("p",null,r(z.i,null,N(u()))),r(R.a,null,r(z.i,null,"sup")," è l'estremo superiore di un insieme. E' molto simile al massimo: ricordi le prime lezioni di Analisi?")),r(z.r,{title:"Norma a infinito"},r("p",null,"Massimo delle somme dei valori assoluti di tutti gli elementi di ogni riga di una matrice."),r("p",null,r(z.i,null,N(c())))),r(z.r,{title:"Norma a 1"},r("p",null,"Massimo delle somme dei valori assoluti di tutti gli elementi di ogni colonna di una matrice."),r("p",null,r(z.i,null,N(t())))),r(z.r,{title:"Norma a 2"},r("p",null,"Radice quadrata del rango del prodotto tra una matrice e la sua trasposta."),r("p",null,r(z.i,null,N(a()))))),r(z.s,{title:"Norme tra funzioni"},r(z.r,{title:"Norma di funzione"},r("p",null,"Funzione che associa un valore reale positivo a ogni funzione.")),r(z.r,{title:"Norma a infinito"},r("p",null,"Valore massimo che assume la funzione nel suo dominio."),r(z.q,null,N(i())))),r(z.s,{title:"Errori"},r(z.r,{title:"Errore relativo tra vettori e matrici"},r("p",null,"Le norme sono usate per calcolare l'errore relativo tra due vettori o matrici:"),r("p",null,r(z.i,null,N(e())))),r(z.r,{title:"Errore assoluto tra funzioni"},r("p",null,"L'errore, ovvero la ",r("b",null,"massima distanza")," tra due funzioni, si ottiene con:"),r(z.q,null,N(l())))))}}.call(this,o("hosL").h)},ke5e:function(r,n,o){"use strict";(function(r){var l=o("2w3n"),e=o.n(l);n.a=function(n){return r("div",{class:e.a.example},n.children)}}).call(this,o("hosL").h)}}]); +//# sourceMappingURL=route-RipassoDiAlgebraLineare.chunk.2200e.js.map \ No newline at end of file diff --git a/docs/route-RipassoDiAlgebraLineare.chunk.2200e.js.map b/docs/route-RipassoDiAlgebraLineare.chunk.2200e.js.map new file mode 100644 index 0000000..af42f68 --- /dev/null +++ b/docs/route-RipassoDiAlgebraLineare.chunk.2200e.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./routes/RipassoDiAlgebraLineare.js","webpack:///./components/Example.js"],"names":["module","exports","r","String","raw","href","title","props","class","style","example","children"],"mappings":"6EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,2pVCErLC,EAAIC,OAAOC,IAGF,qBACX,OACI,aACI,0CAA+B,sBAAW,OAAGC,KAAM,oBAAT,sBAE1C,EAAC,IAAD,CAASC,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,oBACV,gEAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,QASR,EAAC,IAAD,CAAOI,MAAO,qBACV,sEAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,QASR,EAAC,IAAD,CAAOI,MAAO,iCACV,oEAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,QASR,EAAC,IAAD,CAAOI,MAAO,iCACV,oEAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,QASR,EAAC,IAAD,CAAOI,MAAO,yBACV,qDAGA,EAAC,IAAD,KAASJ,EAAT,MACA,+BACqB,+CADrB,MAC+D,kCAD/D,KAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASA,EAAT,QASR,EAAC,IAAD,CAAOI,MAAO,sBACV,mEAGA,EAAC,IAAD,KAASJ,EAAT,MACA,EAAC,IAAD,KACI,EAAC,IAAD,KAASA,EAAT,QASR,EAAC,IAAD,CAAOI,MAAO,0BACV,+JAIA,8BACoB,EAAC,IAAD,UADpB,wBAGA,EAAC,IAAD,KAASJ,EAAT,MACA,EAAC,IAAD,KACI,EAAC,IAAD,KAASA,EAAT,QASR,EAAC,IAAD,CAAOI,MAAO,kDACV,uHAIA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,QASR,EAAC,IAAD,CAAOI,MAAO,sBACV,oFAC0E,+BAD1E,KAGA,EAAC,IAAD,KAASJ,EAAT,MACA,EAAC,IAAD,KACI,EAAC,IAAD,KAASA,EAAT,QASR,EAAC,IAAD,CAAOI,MAAO,mBACV,gCAGA,EAAC,IAAD,KAASJ,EAAT,OAEJ,EAAC,IAAD,CAAOI,MAAO,kBACV,0DAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,QASR,EAAC,IAAD,CAAOI,MAAO,2BACV,kFAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,OAQJ,qDAC2C,gCAD3C,oCACoG,kCADpG,KAGA,EAAC,IAAD,KACI,gJAKR,EAAC,IAAD,CAAOI,MAAO,sCACV,2DAGA,mBACS,2BADT,KAC8B,0BAD9B,MACmD,yBADnD,OAKR,EAAC,IAAD,CAASA,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,oBACV,wGAGA,EAAC,IAAD,KACI,OAAGD,KAAM,iFAAT,yBAIR,EAAC,IAAD,CAAOC,MAAO,oBACV,6EAGA,WACI,EAAC,IAAD,KAASJ,EAAT,QAGR,EAAC,IAAD,CAAOI,MAAO,aACV,2EAGA,WACI,EAAC,IAAD,KAASJ,EAAT,QAGR,EAAC,IAAD,CAAOI,MAAO,aACV,0FAGA,WACI,EAAC,IAAD,KAASJ,EAAT,SAIZ,EAAC,IAAD,CAASI,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,4BACV,0GAGA,kDAGA,WACI,EAAC,IAAD,KAASJ,EAAT,OAEJ,EAAC,IAAD,KACI,EAAC,IAAD,YADJ,2GAKJ,EAAC,IAAD,CAAOI,MAAO,oBACV,yGAGA,WACI,EAAC,IAAD,KAASJ,EAAT,QAGR,EAAC,IAAD,CAAOI,MAAO,aACV,4GAGA,WACI,EAAC,IAAD,KAASJ,EAAT,QAGR,EAAC,IAAD,CAAOI,MAAO,aACV,yFAGA,WACI,EAAC,IAAD,KAASJ,EAAT,SAIZ,EAAC,IAAD,CAASI,MAAO,sBACZ,EAAC,IAAD,CAAOA,MAAO,qBACV,8EAIJ,EAAC,IAAD,CAAOA,MAAO,oBACV,qEAGA,EAAC,IAAD,KAASJ,EAAT,QAGR,EAAC,IAAD,CAASI,MAAO,UACZ,EAAC,IAAD,CAAOA,MAAO,yCACV,6FAGA,WACI,EAAC,IAAD,KAASJ,EAAT,QAGR,EAAC,IAAD,CAAOI,MAAO,gCACV,kCACwB,+BADxB,sCAGA,EAAC,IAAD,KAASJ,EAAT,W,2DC/SpB,qCAEe,aAAUK,GACrB,OACI,SAAKC,MAAOC,IAAMC,SACbH,EAAMI,a","file":"route-RipassoDiAlgebraLineare.chunk.2200e.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import {ILatex, Panel, PLatex, Section, Todo} from \"bluelib\";\nimport Example from \"../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n
    \n

    Ripasso di Algebra Lineare per Calcolo\n Numerico

    \n
    \n \n

    \n Elemento neutro della moltiplicazione matriciale.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Yellow} 1} & {\\color{Yellow} 0} & {\\color{Yellow} 0}\\\\\n {\\color{Yellow} 0} & {\\color{Yellow} 1} & {\\color{Yellow} 0}\\\\\n {\\color{Yellow} 0} & {\\color{Yellow} 0} & {\\color{Yellow} 1}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con elementi diversi da 0 solo sulla diagonale.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Yellow} 3} & {\\color{Gray} 0} & {\\color{Gray} 0}\\\\\n {\\color{Gray} 0} & {\\color{Yellow} 4} & {\\color{Gray} 0}\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Yellow} 5}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con elementi diversi da 0 sopra la diagonale.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Yellow} 3} & {\\color{Gray} 0} & {\\color{Gray} 0}\\\\\n {\\color{Orange} 4} & {\\color{Yellow} 4} & {\\color{Gray} 0}\\\\\n {\\color{Orange} 5} & {\\color{Orange} 5} & {\\color{Yellow} 5}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con elementi diversi da 0 sotto la diagonale.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Yellow} 3} & {\\color{Orange} 3} & {\\color{Orange} 3}\\\\\n {\\color{Gray} 0} & {\\color{Yellow} 4} & {\\color{Orange} 4}\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Yellow} 5}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con determinante diverso da 0.\n

    \n {r`det(A) \\neq 0`}\n

    \n Sono anche dette matrici linearmente indipendenti o matrici invertibili.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Yellow} 1} & {\\color{Yellow} 1} & {\\color{Yellow} 2}\\\\\n {\\color{Orange} 2} & {\\color{Orange} 1} & {\\color{Orange} 1}\\\\\n {\\color{Red} 1} & {\\color{Red} 2} & {\\color{Red} 1}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con un asse di simmetria lungo la diagonale.\n

    \n {r`A = A^T`}\n \n {r`\n \\begin{pmatrix}\n 1 & {\\color{Yellow} 2} & {\\color{Orange} 4}\\\\ \n {\\color{Yellow} 2} & 3 & {\\color{Red} 5}\\\\ \n {\\color{Orange} 4} & {\\color{Red} 5} & 6\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con un asse di simmetria lungo la diagonale; gli elementi nel triangolo superiore sono\n però l'opposto di quelli del triangolo inferiore.\n

    \n

    \n Ha sempre degli 0 lungo la diagonale.\n

    \n {r`A = -A^T`}\n \n {r`\n \\begin{pmatrix}\n {\\color{Gray} 0} & {\\color{Yellow} -2} & {\\color{Orange} -4}\\\\ \n {\\color{Yellow} 2} & {\\color{Gray} 0} & {\\color{Red} -5}\\\\ \n {\\color{Orange} 4} & {\\color{Red} 5} & {\\color{Gray} 0}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice in cui i valori della diagonale sono maggiori della somma di tutti gli altri nella\n riga/colonna.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Orange} 9} & 1 & 2\\\\\n 1 & {\\color{Orange} 8} & 1\\\\\n 1 & 2 & {\\color{Orange} 7}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice che se moltiplicata per la sua trasposta dà come risultato la matrice identità.\n

    \n {r`A^T \\cdot A = I`}\n \n {r`\n \\begin{pmatrix}\n \\frac{1}{3} & \\frac{2}{3} & -\\frac{2}{3}\\\\\n \\frac{2}{3} & \\frac{1}{3} & \\frac{2}{3}\\\\\n \\frac{2}{3} & -\\frac{2}{3} & -\\frac{1}{3}\\\\\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice tale che:\n

    \n {r`A^{-1} \\cdot A = I`}\n     \n \n

    \n Matrice con pochissimi valori diversi da 0.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Gray} 0} & 1 & {\\color{Gray} 0}\\\\\n 1 & 1 & {\\color{Gray} 0}\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & 1\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice riempita di 0 eccetto per un solo 1 per riga e per colonna.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Gray} 0} & {\\color{Gray} 0} & 1\n {\\color{Gray} 0} & 1 & {\\color{Gray} 0}\\\\\n 1 & {\\color{Gray} 0} & {\\color{Gray} 0}\\\\\n \\end{pmatrix}\n `}\n \n

    \n Se premoltiplicata per una matrice, ne riordina le righe; se invece postmoltiplicata, ne riordina le colonne.\n

    \n \n

    \n Premoltiplicare la matrice precedente scambia la prima e la terza righa, postmoltiplicarla scambia la prima e la terza colonna.\n

    \n     \n     \n \n

    \n Matrice di permutazione con un solo scambio.\n

    \n

    \n Sono nonsingolari, simmetriche e ortogonali.\n

    \n     \n
    \n
    \n \n

    \n Funzione che associa un valore positivo a ogni vettore diverso da 0, e 0 al vettore zero.\n

    \n \n Esempi\n su Wikipedia\n \n     \n \n

    \n Massimo dei valori assoluti di tutti gli elementi del vettore.\n

    \n

    \n {r`\\Vert x \\Vert_\\infty = max_{i = 1..n} | x_i |`}\n

    \n     \n \n

    \n Somma dei valori assoluti di tutti gli elementi del vettore.\n

    \n

    \n {r`\\Vert x \\Vert_1 = \\sum_{i = 1}^n | x_i |`}\n

    \n     \n \n

    \n Radice quadrata della somma dei quadrati di tutti gli elementi del vettore.\n

    \n

    \n {r`\\Vert x \\Vert_2 = \\sqrt{\\sum_{i = 1}^n x_i^2}`}\n

    \n     \n
    \n
    \n \n

    \n Funzione che associa un valore positivo a ogni matrice diversa da 0, e 0 alla matrice zero.\n

    \n

    \n Si ricavano dalle norme vettoriali:\n

    \n

    \n {r`\\Vert A \\Vert = sup_{x \\in \\mathbb{R}, x \\neq 0} \\frac{\\Vert A \\cdot x \\Vert}{\\Vert x \\Vert}`}\n

    \n \n sup è l'estremo superiore di un insieme. E' molto simile al massimo: ricordi le\n prime lezioni di Analisi?\n \n     \n \n

    \n Massimo delle somme dei valori assoluti di tutti gli elementi di ogni riga di una matrice.\n

    \n

    \n {r`\\Vert A \\Vert_\\infty = max_{i = 1..n} \\sum_{j = 1}^n | a_{ij} |`}\n

    \n     \n \n

    \n Massimo delle somme dei valori assoluti di tutti gli elementi di ogni colonna di una matrice.\n

    \n

    \n {r`\\Vert A \\Vert_1 = max_{j = 1..n} \\sum_{i = 1}^n | a_{ij} |`}\n

    \n     \n \n

    \n Radice quadrata del rango del prodotto tra una matrice e la sua trasposta.\n

    \n

    \n {r`\\Vert A \\Vert_2 = \\sqrt{\\rho ( A^T \\times A ) }`}\n

    \n     \n
    \n
    \n \n

    \n Funzione che associa un valore reale positivo a ogni funzione.\n

    \n     \n \n

    \n Valore massimo che assume la funzione nel suo dominio.\n

    \n {r`\\| f \\|_\\infty = max | f(x) |`}\n     \n
    \n
    \n \n

    \n Le norme sono usate per calcolare l'errore relativo tra due vettori o matrici:\n

    \n

    \n {r`\\frac{\\Vert x - y \\Vert}{\\Vert x \\Vert}`}\n

    \n     \n \n

    \n L'errore, ovvero la massima distanza tra due funzioni, si ottiene con:\n

    \n {r`\\| f - g \\|_\\infty`}\n     \n
    \n
    \n )\n}","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-RipassoDiAlgebraLineare.chunk.a1161.css b/docs/route-RipassoDiAlgebraLineare.chunk.a1161.css new file mode 100644 index 0000000..3c4dea0 --- /dev/null +++ b/docs/route-RipassoDiAlgebraLineare.chunk.a1161.css @@ -0,0 +1 @@ +.red__2y1B_{color:#ff7d7d}.orange__dD2kx{color:#ffbb7d}.yellow__OEpwl{color:#ffff7d}.lime__CVe41{color:#7dff7d}.cyan__26ZAg{color:#7dffff}.blue__LO7Xm{color:#7d7dff}.magenta__1Akee{color:#ff7dff}.example__2PzAa{color:#d3a1ff;padding:4px;border-radius:4px;margin:4px 0}.example__2PzAa,.example__2PzAa table{background-color:rgba(211,161,255,.05)}.example__2PzAa table{border-spacing:0;border:2px solid rgba(211,161,255,.1);border-collapse:collapse}.example__2PzAa table tbody td,.example__2PzAa table tbody th,.example__2PzAa table thead td,.example__2PzAa table thead th{padding:4px;border:1px solid rgba(211,161,255,.1)}.example__2PzAa table thead{background-color:rgba(211,161,255,.1);color:#fff} \ No newline at end of file diff --git a/docs/route-RipassoDiAlgebraLineare.chunk.f4609.esm.js b/docs/route-RipassoDiAlgebraLineare.chunk.f4609.esm.js new file mode 100644 index 0000000..0e2dfde --- /dev/null +++ b/docs/route-RipassoDiAlgebraLineare.chunk.f4609.esm.js @@ -0,0 +1,68 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[14],{"2w3n":function(l){l.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},U6dl:function(l,e,r){"use strict";r.r(e),function(l){var o=r("mbOI"),i=r("ke5e");let a,n,t,c,u,m,s,d,p,g,x,v,_,f,w,y,b,M,q,G,h,V,Y,A,z,O,N=l=>l;const R=String.raw;e.default=function(){return l("div",null,l("h1",null,"Ripasso di Algebra Lineare ",l("small",null,"per ",l("a",{href:"/calcolonumerico"},"Calcolo Numerico"))),l(o.s,{title:"Matrici speciali"},l(o.r,{title:"Matrice identità"},l("p",null,"Elemento neutro della moltiplicazione matriciale."),l(i.a,null,l(o.q,null,R(a||(a=N` + \begin{pmatrix} + {\color{Yellow} 1} & {\color{Yellow} 0} & {\color{Yellow} 0}\\ + {\color{Yellow} 0} & {\color{Yellow} 1} & {\color{Yellow} 0}\\ + {\color{Yellow} 0} & {\color{Yellow} 0} & {\color{Yellow} 1} + \end{pmatrix} + `))))),l(o.r,{title:"Matrice diagonale"},l("p",null,"Matrice con elementi diversi da 0 solo sulla diagonale."),l(i.a,null,l(o.q,null,R(n||(n=N` + \begin{pmatrix} + {\color{Yellow} 3} & {\color{Gray} 0} & {\color{Gray} 0}\\ + {\color{Gray} 0} & {\color{Yellow} 4} & {\color{Gray} 0}\\ + {\color{Gray} 0} & {\color{Gray} 0} & {\color{Yellow} 5} + \end{pmatrix} + `))))),l(o.r,{title:"Matrice triangolare inferiore"},l("p",null,"Matrice con elementi diversi da 0 sopra la diagonale."),l(i.a,null,l(o.q,null,R(t||(t=N` + \begin{pmatrix} + {\color{Yellow} 3} & {\color{Gray} 0} & {\color{Gray} 0}\\ + {\color{Orange} 4} & {\color{Yellow} 4} & {\color{Gray} 0}\\ + {\color{Orange} 5} & {\color{Orange} 5} & {\color{Yellow} 5} + \end{pmatrix} + `))))),l(o.r,{title:"Matrice triangolare superiore"},l("p",null,"Matrice con elementi diversi da 0 sotto la diagonale."),l(i.a,null,l(o.q,null,R(c||(c=N` + \begin{pmatrix} + {\color{Yellow} 3} & {\color{Orange} 3} & {\color{Orange} 3}\\ + {\color{Gray} 0} & {\color{Yellow} 4} & {\color{Orange} 4}\\ + {\color{Gray} 0} & {\color{Gray} 0} & {\color{Yellow} 5} + \end{pmatrix} + `))))),l(o.r,{title:"Matrice non-singolare"},l("p",null,"Matrice con determinante diverso da 0."),l(o.q,null,R(u||(u=N`det(A) \neq 0`))),l("p",null,"Sono anche dette ",l("b",null,"matrici linearmente indipendenti")," o ",l("b",null,"matrici invertibili"),"."),l(i.a,null,l(o.q,null,R(m||(m=N` + \begin{pmatrix} + {\color{Yellow} 1} & {\color{Yellow} 1} & {\color{Yellow} 2}\\ + {\color{Orange} 2} & {\color{Orange} 1} & {\color{Orange} 1}\\ + {\color{Red} 1} & {\color{Red} 2} & {\color{Red} 1} + \end{pmatrix} + `))))),l(o.r,{title:"Matrice simmetrica"},l("p",null,"Matrice con un asse di simmetria lungo la diagonale."),l(o.q,null,R(s||(s=N`A = A^T`))),l(i.a,null,l(o.q,null,R(d||(d=N` + \begin{pmatrix} + 1 & {\color{Yellow} 2} & {\color{Orange} 4}\\ + {\color{Yellow} 2} & 3 & {\color{Red} 5}\\ + {\color{Orange} 4} & {\color{Red} 5} & 6 + \end{pmatrix} + `))))),l(o.r,{title:"Matrice antisimmetrica"},l("p",null,"Matrice con un asse di simmetria lungo la diagonale; gli elementi nel triangolo superiore sono però l'opposto di quelli del triangolo inferiore."),l("p",null,"Ha sempre degli ",l(o.i,null,"0")," lungo la diagonale."),l(o.q,null,R(p||(p=N`A = -A^T`))),l(i.a,null,l(o.q,null,R(g||(g=N` + \begin{pmatrix} + {\color{Gray} 0} & {\color{Yellow} -2} & {\color{Orange} -4}\\ + {\color{Yellow} 2} & {\color{Gray} 0} & {\color{Red} -5}\\ + {\color{Orange} 4} & {\color{Red} 5} & {\color{Gray} 0} + \end{pmatrix} + `))))),l(o.r,{title:"Matrice a diagonale dominante per riga/colonna"},l("p",null,"Matrice in cui i valori della diagonale sono maggiori della somma di tutti gli altri nella riga/colonna."),l(i.a,null,l(o.q,null,R(x||(x=N` + \begin{pmatrix} + {\color{Orange} 9} & 1 & 2\\ + 1 & {\color{Orange} 8} & 1\\ + 1 & 2 & {\color{Orange} 7} + \end{pmatrix} + `))))),l(o.r,{title:"Matrice ortogonale"},l("p",null,"Matrice che se moltiplicata per la sua trasposta dà come risultato la ",l("b",null,"matrice identità"),"."),l(o.q,null,R(v||(v=N`A^T \cdot A = I`))),l(i.a,null,l(o.q,null,R(_||(_=N` + \begin{pmatrix} + \frac{1}{3} & \frac{2}{3} & -\frac{2}{3}\\ + \frac{2}{3} & \frac{1}{3} & \frac{2}{3}\\ + \frac{2}{3} & -\frac{2}{3} & -\frac{1}{3}\\ + \end{pmatrix} + `))))),l(o.r,{title:"Matrice inversa"},l("p",null,"Matrice tale che:"),l(o.q,null,R(f||(f=N`A^{-1} \cdot A = I`)))),l(o.r,{title:"Matrice sparsa"},l("p",null,"Matrice con pochissimi valori diversi da 0."),l(i.a,null,l(o.q,null,R(w||(w=N` + \begin{pmatrix} + {\color{Gray} 0} & 1 & {\color{Gray} 0}\\ + 1 & 1 & {\color{Gray} 0}\\ + {\color{Gray} 0} & {\color{Gray} 0} & 1 + \end{pmatrix} + `))))),l(o.r,{title:"Matrice di permutazione"},l("p",null,"Matrice riempita di 0 eccetto per un solo 1 per riga e per colonna."),l(i.a,null,l(o.q,null,R(y||(y=N` + \begin{pmatrix} + {\color{Gray} 0} & {\color{Gray} 0} & 1 + {\color{Gray} 0} & 1 & {\color{Gray} 0}\\ + 1 & {\color{Gray} 0} & {\color{Gray} 0}\\ + \end{pmatrix} + `)))),l("p",null,"Se premoltiplicata per una matrice, ne ",l("b",null,"riordina le righe"),"; se invece postmoltiplicata, ne ",l("b",null,"riordina le colonne"),"."),l(i.a,null,l("p",null,"Premoltiplicare la matrice precedente scambia la prima e la terza righa, postmoltiplicarla scambia la prima e la terza colonna."))),l(o.r,{title:"Matrice di permutazione elementare"},l("p",null,"Matrice di permutazione con un solo scambio."),l("p",null,"Sono ",l("b",null,"nonsingolari"),", ",l("b",null,"simmetriche")," e ",l("b",null,"ortogonali"),"."))),l(o.s,{title:"Norme vettoriali"},l(o.r,{title:"Norma vettoriale"},l("p",null,"Funzione che associa un valore positivo a ogni vettore diverso da 0, e 0 al vettore zero."),l(i.a,null,l("a",{href:"https://it.wikipedia.org/wiki/Norma_(matematica)#/media/File:Vector_norms.svg"},"Esempi su Wikipedia"))),l(o.r,{title:"Norma a infinito"},l("p",null,"Massimo dei valori assoluti di tutti gli elementi del vettore."),l("p",null,l(o.i,null,R(b||(b=N`\Vert x \Vert_\infty = max_{i = 1..n} | x_i |`))))),l(o.r,{title:"Norma a 1"},l("p",null,"Somma dei valori assoluti di tutti gli elementi del vettore."),l("p",null,l(o.i,null,R(M||(M=N`\Vert x \Vert_1 = \sum_{i = 1}^n | x_i |`))))),l(o.r,{title:"Norma a 2"},l("p",null,"Radice quadrata della somma dei quadrati di tutti gli elementi del vettore."),l("p",null,l(o.i,null,R(q||(q=N`\Vert x \Vert_2 = \sqrt{\sum_{i = 1}^n x_i^2}`)))))),l(o.s,{title:"Norme matriciali"},l(o.r,{title:"Norma matriciale indotta"},l("p",null,"Funzione che associa un valore positivo a ogni matrice diversa da 0, e 0 alla matrice zero."),l("p",null,"Si ricavano dalle norme vettoriali:"),l("p",null,l(o.i,null,R(G||(G=N`\Vert A \Vert = sup_{x \in \mathbb{R}, x \neq 0} \frac{\Vert A \cdot x \Vert}{\Vert x \Vert}`)))),l(i.a,null,l(o.i,null,"sup")," è l'estremo superiore di un insieme. E' molto simile al massimo: ricordi le prime lezioni di Analisi?")),l(o.r,{title:"Norma a infinito"},l("p",null,"Massimo delle somme dei valori assoluti di tutti gli elementi di ogni riga di una matrice."),l("p",null,l(o.i,null,R(h||(h=N`\Vert A \Vert_\infty = max_{i = 1..n} \sum_{j = 1}^n | a_{ij} |`))))),l(o.r,{title:"Norma a 1"},l("p",null,"Massimo delle somme dei valori assoluti di tutti gli elementi di ogni colonna di una matrice."),l("p",null,l(o.i,null,R(V||(V=N`\Vert A \Vert_1 = max_{j = 1..n} \sum_{i = 1}^n | a_{ij} |`))))),l(o.r,{title:"Norma a 2"},l("p",null,"Radice quadrata del rango del prodotto tra una matrice e la sua trasposta."),l("p",null,l(o.i,null,R(Y||(Y=N`\Vert A \Vert_2 = \sqrt{\rho ( A^T \times A ) }`)))))),l(o.s,{title:"Norme tra funzioni"},l(o.r,{title:"Norma di funzione"},l("p",null,"Funzione che associa un valore reale positivo a ogni funzione.")),l(o.r,{title:"Norma a infinito"},l("p",null,"Valore massimo che assume la funzione nel suo dominio."),l(o.q,null,R(A||(A=N`\| f \|_\infty = max | f(x) |`))))),l(o.s,{title:"Errori"},l(o.r,{title:"Errore relativo tra vettori e matrici"},l("p",null,"Le norme sono usate per calcolare l'errore relativo tra due vettori o matrici:"),l("p",null,l(o.i,null,R(z||(z=N`\frac{\Vert x - y \Vert}{\Vert x \Vert}`))))),l(o.r,{title:"Errore assoluto tra funzioni"},l("p",null,"L'errore, ovvero la ",l("b",null,"massima distanza")," tra due funzioni, si ottiene con:"),l(o.q,null,R(O||(O=N`\| f - g \|_\infty`))))))}}.call(this,r("hosL").h)},ke5e:function(l,e,r){"use strict";(function(l){var o=r("2w3n"),i=r.n(o);e.a=function(e){return l("div",{class:i.a.example},e.children)}}).call(this,r("hosL").h)}}]); +//# sourceMappingURL=route-RipassoDiAlgebraLineare.chunk.f4609.esm.js.map \ No newline at end of file diff --git a/docs/route-RipassoDiAlgebraLineare.chunk.f4609.esm.js.map b/docs/route-RipassoDiAlgebraLineare.chunk.f4609.esm.js.map new file mode 100644 index 0000000..e7b8d45 --- /dev/null +++ b/docs/route-RipassoDiAlgebraLineare.chunk.f4609.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./routes/RipassoDiAlgebraLineare.js","webpack:///./components/Example.js"],"names":["module","exports","r","String","raw","href","title","props","class","style","example","children"],"mappings":"6EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,gJCE3L,MAAMC,EAAIC,OAAOC,IAGF,qBACX,OACI,aACI,0CAA+B,sBAAW,OAAGC,KAAM,oBAAT,sBAE1C,EAAC,IAAD,CAASC,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,oBACV,gEAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,OAAW;;;;;;+BASnB,EAAC,IAAD,CAAOI,MAAO,qBACV,sEAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,OAAW;;;;;;+BASnB,EAAC,IAAD,CAAOI,MAAO,iCACV,oEAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,OAAW;;;;;;+BASnB,EAAC,IAAD,CAAOI,MAAO,iCACV,oEAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,OAAW;;;;;;+BASnB,EAAC,IAAD,CAAOI,MAAO,yBACV,qDAGA,EAAC,IAAD,KAASJ,EAAT,OAAW,mBACX,+BACqB,+CADrB,MAC+D,kCAD/D,KAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;+BASnB,EAAC,IAAD,CAAOI,MAAO,sBACV,mEAGA,EAAC,IAAD,KAASJ,EAAT,OAAW,aACX,EAAC,IAAD,KACI,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;+BASnB,EAAC,IAAD,CAAOI,MAAO,0BACV,+JAIA,8BACoB,EAAC,IAAD,UADpB,wBAGA,EAAC,IAAD,KAASJ,EAAT,OAAW,cACX,EAAC,IAAD,KACI,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;+BASnB,EAAC,IAAD,CAAOI,MAAO,kDACV,uHAIA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,OAAW;;;;;;+BASnB,EAAC,IAAD,CAAOI,MAAO,sBACV,oFAC0E,+BAD1E,KAGA,EAAC,IAAD,KAASJ,EAAT,OAAW,qBACX,EAAC,IAAD,KACI,EAAC,IAAD,KAASA,EAAT,OAAW;;;;;;+BASnB,EAAC,IAAD,CAAOI,MAAO,mBACV,gCAGA,EAAC,IAAD,KAASJ,EAAT,OAAW,yBAEf,EAAC,IAAD,CAAOI,MAAO,kBACV,0DAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,OAAW;;;;;;+BASnB,EAAC,IAAD,CAAOI,MAAO,2BACV,kFAGA,EAAC,IAAD,KACI,EAAC,IAAD,KAASJ,EAAT,OAAW;;;;;;8BAQf,qDAC2C,gCAD3C,oCACoG,kCADpG,KAGA,EAAC,IAAD,KACI,gJAKR,EAAC,IAAD,CAAOI,MAAO,sCACV,2DAGA,mBACS,2BADT,KAC8B,0BAD9B,MACmD,yBADnD,OAKR,EAAC,IAAD,CAASA,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,oBACV,wGAGA,EAAC,IAAD,KACI,OAAGD,KAAM,iFAAT,yBAIR,EAAC,IAAD,CAAOC,MAAO,oBACV,6EAGA,WACI,EAAC,IAAD,KAASJ,EAAT,OAAW,qDAGnB,EAAC,IAAD,CAAOI,MAAO,aACV,2EAGA,WACI,EAAC,IAAD,KAASJ,EAAT,OAAW,gDAGnB,EAAC,IAAD,CAAOI,MAAO,aACV,0FAGA,WACI,EAAC,IAAD,KAASJ,EAAT,OAAW,sDAIvB,EAAC,IAAD,CAASI,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,4BACV,0GAGA,kDAGA,WACI,EAAC,IAAD,KAASJ,EAAT,OAAW,mGAEf,EAAC,IAAD,KACI,EAAC,IAAD,YADJ,2GAKJ,EAAC,IAAD,CAAOI,MAAO,oBACV,yGAGA,WACI,EAAC,IAAD,KAASJ,EAAT,OAAW,uEAGnB,EAAC,IAAD,CAAOI,MAAO,aACV,4GAGA,WACI,EAAC,IAAD,KAASJ,EAAT,OAAW,kEAGnB,EAAC,IAAD,CAAOI,MAAO,aACV,yFAGA,WACI,EAAC,IAAD,KAASJ,EAAT,OAAW,wDAIvB,EAAC,IAAD,CAASI,MAAO,sBACZ,EAAC,IAAD,CAAOA,MAAO,qBACV,8EAIJ,EAAC,IAAD,CAAOA,MAAO,oBACV,qEAGA,EAAC,IAAD,KAASJ,EAAT,OAAW,qCAGnB,EAAC,IAAD,CAASI,MAAO,UACZ,EAAC,IAAD,CAAOA,MAAO,yCACV,6FAGA,WACI,EAAC,IAAD,KAASJ,EAAT,OAAW,+CAGnB,EAAC,IAAD,CAAOI,MAAO,gCACV,kCACwB,+BADxB,sCAGA,EAAC,IAAD,KAASJ,EAAT,OAAW,6B,2DC/S/B,qCAEe,aAAUK,GACrB,OACI,SAAKC,MAAOC,IAAMC,SACbH,EAAMI,a","file":"route-RipassoDiAlgebraLineare.chunk.f4609.esm.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import {ILatex, Panel, PLatex, Section, Todo} from \"bluelib\";\nimport Example from \"../components/Example\";\n\nconst r = String.raw;\n\n\nexport default function () {\n return (\n
    \n

    Ripasso di Algebra Lineare per Calcolo\n Numerico

    \n
    \n \n

    \n Elemento neutro della moltiplicazione matriciale.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Yellow} 1} & {\\color{Yellow} 0} & {\\color{Yellow} 0}\\\\\n {\\color{Yellow} 0} & {\\color{Yellow} 1} & {\\color{Yellow} 0}\\\\\n {\\color{Yellow} 0} & {\\color{Yellow} 0} & {\\color{Yellow} 1}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con elementi diversi da 0 solo sulla diagonale.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Yellow} 3} & {\\color{Gray} 0} & {\\color{Gray} 0}\\\\\n {\\color{Gray} 0} & {\\color{Yellow} 4} & {\\color{Gray} 0}\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Yellow} 5}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con elementi diversi da 0 sopra la diagonale.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Yellow} 3} & {\\color{Gray} 0} & {\\color{Gray} 0}\\\\\n {\\color{Orange} 4} & {\\color{Yellow} 4} & {\\color{Gray} 0}\\\\\n {\\color{Orange} 5} & {\\color{Orange} 5} & {\\color{Yellow} 5}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con elementi diversi da 0 sotto la diagonale.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Yellow} 3} & {\\color{Orange} 3} & {\\color{Orange} 3}\\\\\n {\\color{Gray} 0} & {\\color{Yellow} 4} & {\\color{Orange} 4}\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & {\\color{Yellow} 5}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con determinante diverso da 0.\n

    \n {r`det(A) \\neq 0`}\n

    \n Sono anche dette matrici linearmente indipendenti o matrici invertibili.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Yellow} 1} & {\\color{Yellow} 1} & {\\color{Yellow} 2}\\\\\n {\\color{Orange} 2} & {\\color{Orange} 1} & {\\color{Orange} 1}\\\\\n {\\color{Red} 1} & {\\color{Red} 2} & {\\color{Red} 1}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con un asse di simmetria lungo la diagonale.\n

    \n {r`A = A^T`}\n \n {r`\n \\begin{pmatrix}\n 1 & {\\color{Yellow} 2} & {\\color{Orange} 4}\\\\ \n {\\color{Yellow} 2} & 3 & {\\color{Red} 5}\\\\ \n {\\color{Orange} 4} & {\\color{Red} 5} & 6\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice con un asse di simmetria lungo la diagonale; gli elementi nel triangolo superiore sono\n però l'opposto di quelli del triangolo inferiore.\n

    \n

    \n Ha sempre degli 0 lungo la diagonale.\n

    \n {r`A = -A^T`}\n \n {r`\n \\begin{pmatrix}\n {\\color{Gray} 0} & {\\color{Yellow} -2} & {\\color{Orange} -4}\\\\ \n {\\color{Yellow} 2} & {\\color{Gray} 0} & {\\color{Red} -5}\\\\ \n {\\color{Orange} 4} & {\\color{Red} 5} & {\\color{Gray} 0}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice in cui i valori della diagonale sono maggiori della somma di tutti gli altri nella\n riga/colonna.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Orange} 9} & 1 & 2\\\\\n 1 & {\\color{Orange} 8} & 1\\\\\n 1 & 2 & {\\color{Orange} 7}\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice che se moltiplicata per la sua trasposta dà come risultato la matrice identità.\n

    \n {r`A^T \\cdot A = I`}\n \n {r`\n \\begin{pmatrix}\n \\frac{1}{3} & \\frac{2}{3} & -\\frac{2}{3}\\\\\n \\frac{2}{3} & \\frac{1}{3} & \\frac{2}{3}\\\\\n \\frac{2}{3} & -\\frac{2}{3} & -\\frac{1}{3}\\\\\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice tale che:\n

    \n {r`A^{-1} \\cdot A = I`}\n     \n \n

    \n Matrice con pochissimi valori diversi da 0.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Gray} 0} & 1 & {\\color{Gray} 0}\\\\\n 1 & 1 & {\\color{Gray} 0}\\\\\n {\\color{Gray} 0} & {\\color{Gray} 0} & 1\n \\end{pmatrix}\n `}\n \n     \n \n

    \n Matrice riempita di 0 eccetto per un solo 1 per riga e per colonna.\n

    \n \n {r`\n \\begin{pmatrix}\n {\\color{Gray} 0} & {\\color{Gray} 0} & 1\n {\\color{Gray} 0} & 1 & {\\color{Gray} 0}\\\\\n 1 & {\\color{Gray} 0} & {\\color{Gray} 0}\\\\\n \\end{pmatrix}\n `}\n \n

    \n Se premoltiplicata per una matrice, ne riordina le righe; se invece postmoltiplicata, ne riordina le colonne.\n

    \n \n

    \n Premoltiplicare la matrice precedente scambia la prima e la terza righa, postmoltiplicarla scambia la prima e la terza colonna.\n

    \n     \n     \n \n

    \n Matrice di permutazione con un solo scambio.\n

    \n

    \n Sono nonsingolari, simmetriche e ortogonali.\n

    \n     \n
    \n
    \n \n

    \n Funzione che associa un valore positivo a ogni vettore diverso da 0, e 0 al vettore zero.\n

    \n \n Esempi\n su Wikipedia\n \n     \n \n

    \n Massimo dei valori assoluti di tutti gli elementi del vettore.\n

    \n

    \n {r`\\Vert x \\Vert_\\infty = max_{i = 1..n} | x_i |`}\n

    \n     \n \n

    \n Somma dei valori assoluti di tutti gli elementi del vettore.\n

    \n

    \n {r`\\Vert x \\Vert_1 = \\sum_{i = 1}^n | x_i |`}\n

    \n     \n \n

    \n Radice quadrata della somma dei quadrati di tutti gli elementi del vettore.\n

    \n

    \n {r`\\Vert x \\Vert_2 = \\sqrt{\\sum_{i = 1}^n x_i^2}`}\n

    \n     \n
    \n
    \n \n

    \n Funzione che associa un valore positivo a ogni matrice diversa da 0, e 0 alla matrice zero.\n

    \n

    \n Si ricavano dalle norme vettoriali:\n

    \n

    \n {r`\\Vert A \\Vert = sup_{x \\in \\mathbb{R}, x \\neq 0} \\frac{\\Vert A \\cdot x \\Vert}{\\Vert x \\Vert}`}\n

    \n \n sup è l'estremo superiore di un insieme. E' molto simile al massimo: ricordi le\n prime lezioni di Analisi?\n \n     \n \n

    \n Massimo delle somme dei valori assoluti di tutti gli elementi di ogni riga di una matrice.\n

    \n

    \n {r`\\Vert A \\Vert_\\infty = max_{i = 1..n} \\sum_{j = 1}^n | a_{ij} |`}\n

    \n     \n \n

    \n Massimo delle somme dei valori assoluti di tutti gli elementi di ogni colonna di una matrice.\n

    \n

    \n {r`\\Vert A \\Vert_1 = max_{j = 1..n} \\sum_{i = 1}^n | a_{ij} |`}\n

    \n     \n \n

    \n Radice quadrata del rango del prodotto tra una matrice e la sua trasposta.\n

    \n

    \n {r`\\Vert A \\Vert_2 = \\sqrt{\\rho ( A^T \\times A ) }`}\n

    \n     \n
    \n
    \n \n

    \n Funzione che associa un valore reale positivo a ogni funzione.\n

    \n     \n \n

    \n Valore massimo che assume la funzione nel suo dominio.\n

    \n {r`\\| f \\|_\\infty = max | f(x) |`}\n     \n
    \n
    \n \n

    \n Le norme sono usate per calcolare l'errore relativo tra due vettori o matrici:\n

    \n

    \n {r`\\frac{\\Vert x - y \\Vert}{\\Vert x \\Vert}`}\n

    \n     \n \n

    \n L'errore, ovvero la massima distanza tra due funzioni, si ottiene con:\n

    \n {r`\\| f - g \\|_\\infty`}\n     \n
    \n
    \n )\n}","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-Statistica.chunk.9151b.css b/docs/route-Statistica.chunk.9151b.css new file mode 100644 index 0000000..641e492 --- /dev/null +++ b/docs/route-Statistica.chunk.9151b.css @@ -0,0 +1 @@ +.red__2y1B_{color:#ff7d7d}.orange__dD2kx{color:#ffbb7d}.yellow__OEpwl{color:#ffff7d}.lime__CVe41{color:#7dff7d}.cyan__26ZAg{color:#7dffff}.blue__LO7Xm{color:#7d7dff}.magenta__1Akee{color:#ff7dff}.example__2PzAa{color:#d3a1ff;padding:4px;border-radius:4px;margin:4px 0}.example__2PzAa,.example__2PzAa table{background-color:rgba(211,161,255,.05)}.example__2PzAa table{border-spacing:0;border:2px solid rgba(211,161,255,.1);border-collapse:collapse}.example__2PzAa table tbody td,.example__2PzAa table tbody th,.example__2PzAa table thead td,.example__2PzAa table thead th{padding:4px;border:1px solid rgba(211,161,255,.1)}.example__2PzAa table thead{background-color:rgba(211,161,255,.1);color:#fff}.red__ipSoq{color:#ff7d7d}.orange__1nmkj{color:#ffbb7d}.yellow__353ge{color:#ffff7d}.lime__3FW1E{color:#7dff7d}.cyan__2xhu7{color:#7dffff}.blue__3MvDe{color:#7d7dff}.magenta__i03ie{color:#ff7dff}.plus__1eV4_,.red__3phX0{color:#ff7d7d}.orange__1OSkI{color:#ffbb7d}.yellow__2pQOr{color:#ffff7d}.lime__3vRUg{color:#7dff7d}.cyan__1cBtG{color:#7dffff}.blue__1G1wb{color:#7d7dff}.magenta__3Wagv{color:#ff7dff}.minus__2qLyv{color:#7d7dff} \ No newline at end of file diff --git a/docs/route-Statistica.chunk.ea22b.js b/docs/route-Statistica.chunk.ea22b.js new file mode 100644 index 0000000..d89503d --- /dev/null +++ b/docs/route-Statistica.chunk.ea22b.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[15],{"2w3n":function(n){n.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},ZHMS:function(n,l,i){"use strict";(function(n){var e=i("gJgL"),a=i.n(e);l.a=function(l){return n("span",{class:a.a.minus},l.children)}}).call(this,i("hosL").h)},ZQux:function(n,l,i){"use strict";i.r(l),function(n){function e(){var n=We(["m in left[ overline{x}_n - z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{s^2_n}{n}}, overline{x}_n + z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{s^2_n}{n}} \right]"],["m \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{s^2_n}{n}}, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{s^2_n}{n}} \\right]"]);return e=function(){return n},n}function a(){var n=We(["p in left[ overline{p} - z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{overline{p} cdot (1 - overline{p})}{n+4}}, overline{p} + z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{overline{p} cdot (1 - overline{p})}{n+4}} \right]"],["p \\in \\left[ \\overline{p} - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\overline{p} \\cdot (1 - \\overline{p})}{n+4}}, \\overline{p} + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\overline{p} \\cdot (1 - \\overline{p})}{n+4}} \\right]"]);return a=function(){return n},n}function t(){var n=We(["t_{alpha, v}"],["t_{\\alpha, v}"]);return t=function(){return n},n}function r(){var n=We(["mu in left[ overline{x}_n - t_{1 - \frac{alpha}{2}; n-1} cdot sqrt{\frac{s_n^2}{n}}, +infty \right)"],["\\mu \\in \\left[ \\overline{x}_n - t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}}, +\\infty \\right)"]);return r=function(){return n},n}function o(){var n=We(["mu in left( -infty, overline{x}_n + t_{1 - \frac{alpha}{2}; n-1} cdot sqrt{\frac{s_n^2}{n}} \right]"],["\\mu \\in \\left( -\\infty, \\overline{x}_n + t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}} \\right]"]);return o=function(){return n},n}function u(){var n=We(["mu in left[ overline{x}_n - t_{1 - \frac{alpha}{2}; n-1} cdot sqrt{\frac{s_n^2}{n}}, overline{x}_n + t_{1 - \frac{alpha}{2}; n-1} cdot sqrt{\frac{s_n^2}{n}} \right]"],["\\mu \\in \\left[ \\overline{x}_n - t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}}, \\overline{x}_n + t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}} \\right]"]);return u=function(){return n},n}function c(){var n=We(["mu in left[ overline{x}_n - z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{sigma^2}{n}}, +infty \right)"],["\\mu \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}}, +\\infty \\right)"]);return c=function(){return n},n}function s(){var n=We(["mu in left( -infty, overline{x}_n + z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{sigma^2}{n}} \right]"],["\\mu \\in \\left( -\\infty, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}} \\right]"]);return s=function(){return n},n}function p(){var n=We(["mu in left[ overline{x}_n - z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{sigma^2}{n}}, overline{x}_n + z_{1 - \frac{alpha}{2}} cdot sqrt{\frac{sigma^2}{n}} \right]"],["\\mu \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}}, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}} \\right]"]);return p=function(){return n},n}function d(){var n=We(["P( a < W < b ) = N"]);return d=function(){return n},n}function m(){var n=We(["widehat{W}"],["\\widehat{W}"]);return m=function(){return n},n}function f(){var n=We(["widehat{sigma^2}_L = \frac{sum (X_i - overline{X}_n)^2 }{n}"],["\\widehat{\\sigma^2}_L = \\frac{\\sum (X_i - \\overline{X}_n)^2 }{n}"]);return f=function(){return n},n}function v(){var n=We(["widehat{mu}_L = overline{X}_n"],["\\widehat{\\mu}_L = \\overline{X}_n"]);return v=function(){return n},n}function b(){var n=We(["widehat{lambda}_M = widehat{lambda}_L = \frac{1}{overline{X}_n}"],["\\widehat{\\lambda}_M = \\widehat{\\lambda}_L = \\frac{1}{\\overline{X}_n}"]);return b=function(){return n},n}function _(){var n=We(["widehat{mu}_M = widehat{mu}_L = overline{X}_n"],["\\widehat{\\mu}_M = \\widehat{\\mu}_L = \\overline{X}_n"]);return _=function(){return n},n}function k(){var n=We(["widehat{p}_M = widehat{p}_L = overline{X}_n"],["\\widehat{p}_M = \\widehat{p}_L = \\overline{X}_n"]);return k=function(){return n},n}function X(){var n=We(["widehat{g(\theta)}_L = g(widehat{\theta}_L)"],["\\widehat{g(\\theta)}_L = g(\\widehat{\\theta}_L)"]);return X=function(){return n},n}function g(){var n=We(["L(x_1, ..., x_n; \theta) = prod_{i=1}^n f_X(x_i; \theta)"],["L(x_1, ..., x_n; \\theta) = \\prod_{i=1}^n f_X(x_i; \\theta)"]);return g=function(){return n},n}function h(){var n=We(["L"]);return h=function(){return n},n}function q(){var n=We(["widehat{\theta}_L"],["\\widehat{\\theta}_L"]);return q=function(){return n},n}function z(){var n=We(["widehat{\theta}_L"],["\\widehat{\\theta}_L"]);return z=function(){return n},n}function E(){var n=We(["\theta"],["\\theta"]);return E=function(){return n},n}function P(){var n=We(["M_n^3"]);return P=function(){return n},n}function x(){var n=We(["M_n^3"]);return x=function(){return n},n}function L(){var n=We(["M_n^2"]);return L=function(){return n},n}function F(){var n=We(["E(X)"]);return F=function(){return n},n}function y(){var n=We(["\theta"],["\\theta"]);return y=function(){return n},n}function N(){var n=We(["widehat{\theta}_M = g( overline{X}_n )"],["\\widehat{\\theta}_M = g( \\overline{X}_n )"]);return N=function(){return n},n}function V(){var n=We(["widehat{E(X)} = overline{X}_n"],["\\widehat{E(X)} = \\overline{X}_n"]);return V=function(){return n},n}function S(){var n=We(["\theta = g(E(X))"],["\\theta = g(E(X))"]);return S=function(){return n},n}function Y(){var n=We(["widehat{\theta}_M"],["\\widehat{\\theta}_M"]);return Y=function(){return n},n}function w(){var n=We(["\theta"],["\\theta"]);return w=function(){return n},n}function C(){var n=We(["lim_{n \to +infty} \frac{T_n - E(T_n)}{sqrt{Var(T_n)}} sim Nor(0, 1)"],["\\lim_{n \\to +\\infty} \\frac{T_n - E(T_n)}{\\sqrt{Var(T_n)}} \\sim Nor(0, 1)"]);return C=function(){return n},n}function I(){var n=We(["\forall epsilon > 0, lim_{n \to +infty} P( |T_n - \theta| < epsilon) = 1"],["\\forall \\epsilon > 0, \\lim_{n \\to +\\infty} P( |T_n - \\theta| < \\epsilon) = 1"]);return I=function(){return n},n}function D(){var n=We(["lim_{n \to +infty} E((T_n - \theta)^2) = 0"],["\\lim_{n \\to +\\infty} E((T_n - \\theta)^2) = 0"]);return D=function(){return n},n}function M(){var n=We(["lim_{n \to +infty} E(T_n) = \theta"],["\\lim_{n \\to +\\infty} E(T_n) = \\theta"]);return M=function(){return n},n}function U(){var n=We(["E(T_n) = \theta"],["E(T_n) = \\theta"]);return U=function(){return n},n}function B(){var n=We(["T(\boldsymbol{X}) = \boldsymbol{X}"],["T(\\boldsymbol{X}) = \\boldsymbol{X}"]);return B=function(){return n},n}function A(){var n=We(["T(\boldsymbol{X})"],["T(\\boldsymbol{X})"]);return A=function(){return n},n}function T(){var n=We(["Y = sum_{i=1}^{n} X_i"],["Y = \\sum_{i=1}^{n} X_i"]);return T=function(){return n},n}function G(){var n=We(["Gamma (alpha, lambda) approx Nor left( \frac{alpha}{lambda}, \frac{alpha}{lambda^2} \right)"],["\\Gamma (\\alpha, \\lambda) \\approx Nor \\left( \\frac{\\alpha}{\\lambda}, \\frac{\\alpha}{\\lambda^2} \\right)"]);return G=function(){return n},n}function O(){var n=We(["Poi(lambda) approx Nor(lambda, lambda)"],["Poi(\\lambda) \\approx Nor(\\lambda, \\lambda)"]);return O=function(){return n},n}function R(){var n=We(["overline{Bin} (n, p) approx Nor left( \frac{n}{p}, \frac{n cdot (1 - p)}{p^2} \right)"],["\\overline{Bin} (n, p) \\approx Nor \\left( \\frac{n}{p}, \\frac{n \\cdot (1 - p)}{p^2} \\right)"]);return R=function(){return n},n}function K(){var n=We(["Bin(n, p) approx Nor(n cdot p, n cdot p cdot q)"],["Bin(n, p) \\approx Nor(n \\cdot p, n \\cdot p \\cdot q)"]);return K=function(){return n},n}function j(){var n=We(["\forall x in mathbb{R}, lim_{n \to +infty} P left( \frac{overline{X}_n - E(X)}{sqrt{\frac{Var(X)}{n}}} leq x \right) = Phi(x)"],["\\forall x \\in \\mathbb{R}, \\lim_{n \\to +\\infty} P \\left( \\frac{\\overline{X}_n - E(X)}{\\sqrt{\\frac{Var(X)}{n}}} \\leq x \\right) = \\Phi(x)"]);return j=function(){return n},n}function Z(){var n=We(["overline{X}_n approx Nor left(E(X), \frac{Var(X)}{n} \right)"],["\\overline{X}_n \\approx Nor \\left(E(X), \\frac{Var(X)}{n} \\right)"]);return Z=function(){return n},n}function Q(){var n=We(["Nor(0, 1) = Phi()"],["Nor(0, 1) = \\Phi()"]);return Q=function(){return n},n}function W(){var n=We(["overline{X}_n"],["\\overline{X}_n"]);return W=function(){return n},n}function J(){var n=We(["\forall epsilon > 0, P left( lim_{n \to +infty} | overline{X}_n - E(X) | < epsilon \right) = 1"],["\\forall \\epsilon > 0, P \\left( \\lim_{n \\to +\\infty} | \\overline{X}_n - E(X) | < \\epsilon \\right) = 1"]);return J=function(){return n},n}function H(){var n=We(["E(X)"]);return H=function(){return n},n}function $(){var n=We(["overline{X}_n"],["\\overline{X}_n"]);return $=function(){return n},n}function nn(){var n=We(["P( | overline{X}_n - E(X) | < epsilon) \to 1"],["P( | \\overline{X}_n - E(X) | < \\epsilon) \\to 1"]);return nn=function(){return n},n}function ln(){var n=We(["\forall epsilon > 0, lim_{n \to +infty} P( | overline{X}_n - E(X) | < epsilon) = 1"],["\\forall \\epsilon > 0, \\lim_{n \\to +\\infty} P( | \\overline{X}_n - E(X) | < \\epsilon) = 1"]);return ln=function(){return n},n}function en(){var n=We(["E(X)"]);return en=function(){return n},n}function an(){var n=We(["overline{X}_n"],["\\overline{X}_n"]);return an=function(){return n},n}function tn(){var n=We(["S_n^2 sim \frac{sigma^2}{n - 1} cdot chi^2 (n-1)"],["S_n^2 \\sim \\frac{\\sigma^2}{n - 1} \\cdot \\chi^2 (n-1)"]);return tn=function(){return n},n}function rn(){var n=We(["S_0^2 sim \frac{sigma^2}{n} cdot chi^2 (n)"],["S_0^2 \\sim \\frac{\\sigma^2}{n} \\cdot \\chi^2 (n)"]);return rn=function(){return n},n}function on(){var n=We(["overline{X}_n sim Nor left( mu, \frac{sigma^2}{n} \right)"],["\\overline{X}_n \\sim Nor \\left( \\mu, \\frac{\\sigma^2}{n} \\right)"]);return on=function(){return n},n}function un(){var n=We(["X sim Nor(mu, sigma^2)"],["X \\sim Nor(\\mu, \\sigma^2)"]);return un=function(){return n},n}function cn(){var n=We(["E(S_0^2) = E(S_n^2) = Var(X)"]);return cn=function(){return n},n}function sn(){var n=We(["Var(overline{X}_n) = \frac{Var(X)}{n}"],["Var(\\overline{X}_n) = \\frac{Var(X)}{n}"]);return sn=function(){return n},n}function pn(){var n=We(["E(overline{X}_n) = E(X)"],["E(\\overline{X}_n) = E(X)"]);return pn=function(){return n},n}function dn(){var n=We(["S_n^2 = \frac{1}{n - 1} cdot sum_{i = 1}^n (X_i - overline{X}_n)^2 = \frac{1}{n - 1} cdot ( n cdot M_2^{(2)} - n cdot overline{X}_n^2)"],["S_n^2 = \\frac{1}{n - 1} \\cdot \\sum_{i = 1}^n (X_i - \\overline{X}_n)^2 = \\frac{1}{n - 1} \\cdot ( n \\cdot M_2^{(2)} - n \\cdot \\overline{X}_n^2)"]);return dn=function(){return n},n}function mn(){var n=We(["S_0^2 = \frac{1}{n} cdot sum_{i = 1}^n (X_i - m)^2 = M_n^(2) - 2 cdot m cdot overline{X}_n + m^2"],["S_0^2 = \\frac{1}{n} \\cdot \\sum_{i = 1}^n (X_i - m)^2 = M_n^(2) - 2 \\cdot m \\cdot \\overline{X}_n + m^2"]);return mn=function(){return n},n}function fn(){var n=We(["m = E(X)"]);return fn=function(){return n},n}function vn(){var n=We(["overline{X}_n"],["\\overline{X}_n"]);return vn=function(){return n},n}function bn(){var n=We(["M^{(k)}_n = \frac{1}{n} cdot sum_{i = 1}^n X_i^k "],["M^{(k)}_n = \\frac{1}{n} \\cdot \\sum_{i = 1}^n X_i^k "]);return bn=function(){return n},n}function _n(){var n=We(["Var left( sum_i X_i \right) = sum_i Var(X_i)"],["Var \\left( \\sum_i X_i \\right) = \\sum_i Var(X_i)"]);return _n=function(){return n},n}function kn(){var n=We(["Cov(X, Y) = 0"]);return kn=function(){return n},n}function Xn(){var n=We(["Var(X + Y) = Var(X) + Var(Y) + 2 cdot Cov(X, Y)"],["Var(X + Y) = Var(X) + Var(Y) + 2 \\cdot Cov(X, Y)"]);return Xn=function(){return n},n}function gn(){var n=We(["Y = a X + b Longleftrightarrow | \rho_{X, Y} | = 1"],["Y = a X + b \\Longleftrightarrow | \\rho_{X, Y} | = 1"]);return gn=function(){return n},n}function hn(){var n=We(["-1 leq \rho_{X, Y} leq 1"],["-1 \\leq \\rho_{X, Y} \\leq 1"]);return hn=function(){return n},n}function qn(){var n=We(["\rho_{X, Y} = \frac{Cov(X, Y)}{sqrt{Var(X)} cdot sqrt{Var(Y)}}"],["\\rho_{X, Y} = \\frac{Cov(X, Y)}{\\sqrt{Var(X)} \\cdot \\sqrt{Var(Y)}}"]);return qn=function(){return n},n}function zn(){var n=We(["\n \boldsymbol{C_X} = \n \begin{bmatrix}\n Var(X_1) & Cov(X_1, X_2) & Cov(X_1, X_3)\\\n Cov(X_2, X_1) & Var(X_2) & Cov(X_2, X_3)\\\n Cov(X_3, X_1) & Cov(X_3, X_2) & Var(X_3)\n end{bmatrix}\n "],["\n \\boldsymbol{C_X} = \n \\begin{bmatrix}\n Var(X_1) & Cov(X_1, X_2) & Cov(X_1, X_3)\\\\\n Cov(X_2, X_1) & Var(X_2) & Cov(X_2, X_3)\\\\\n Cov(X_3, X_1) & Cov(X_3, X_2) & Var(X_3)\n \\end{bmatrix}\n "]);return zn=function(){return n},n}function En(){var n=We(["\boldsymbol{X}"],["\\boldsymbol{X}"]);return En=function(){return n},n}function Pn(){var n=We(["\boldsymbol{C_X}"],["\\boldsymbol{C_X}"]);return Pn=function(){return n},n}function xn(){var n=We(["Cov(X, Y) = 0"]);return xn=function(){return n},n}function Ln(){var n=We(["Cov(X + Y, V + W) = Cov(X, Y) + Cov(X, W) + Cov(Y, V) + Cov(Y, W)"]);return Ln=function(){return n},n}function Fn(){var n=We(["Cov(alpha X, \beta Y) = alpha cdot \beta cdot Cov(X, Y)"],["Cov(\\alpha X, \\beta Y) = \\alpha \\cdot \\beta \\cdot Cov(X, Y)"]);return Fn=function(){return n},n}function yn(){var n=We(["Cov(X, X) = Var(X)"]);return yn=function(){return n},n}function Nn(){var n=We(["Cov(X, Y) = Cov(Y, X)"]);return Nn=function(){return n},n}function Vn(){var n=We(["Cov(X, alpha) = 0"],["Cov(X, \\alpha) = 0"]);return Vn=function(){return n},n}function Sn(){var n=We(["Cov(X, Y) = E((X - E(X) cdot (Y - E(Y)) = E(XY) - E(X) cdot E(Y)"],["Cov(X, Y) = E((X - E(X) \\cdot (Y - E(Y)) = E(XY) - E(X) \\cdot E(Y)"]);return Sn=function(){return n},n}function Yn(){var n=We(["E(X + Y) = E(X) + E(Y)"]);return Yn=function(){return n},n}function wn(){var n=We(["E(g(X, Y)) = sum_{i, j} g(x_i, y_i) cdot p_{X, Y} (x_i, y_i)"],["E(g(X, Y)) = \\sum_{i, j} g(x_i, y_i) \\cdot p_{X, Y} (x_i, y_i)"]);return wn=function(){return n},n}function Cn(){var n=We(["P(X_1 in A_1, dots, X_n in A_n) = P(X_1 in A_1) \times dots \times P(X_n in A_n)"],["P(X_1 \\in A_1, \\dots, X_n \\in A_n) = P(X_1 \\in A_1) \\times \\dots \\times P(X_n \\in A_n)"]);return Cn=function(){return n},n}function In(){var n=We(["p_X (x) = sum_j p_{X, Y} (x_i, y_j)"],["p_X (x) = \\sum_j p_{X, Y} (x_i, y_j)"]);return In=function(){return n},n}function Dn(){var n=We(["p_{X, Y} (x, y) = P(X = x, Y = y)"]);return Dn=function(){return n},n}function Mn(){var n=We(["F_X (x) = P(X leq x) = lim_{y \to +infty} F_{X, Y} (x, y)"],["F_X (x) = P(X \\leq x) = \\lim_{y \\to +\\infty} F_{X, Y} (x, y)"]);return Mn=function(){return n},n}function Un(){var n=We(["F_{X, Y} (x, y) = P(X leq x, Y leq y)"],["F_{X, Y} (x, y) = P(X \\leq x, Y \\leq y)"]);return Un=function(){return n},n}function Bn(){var n=We(["X, Y"]);return Bn=function(){return n},n}function An(){var n=We(["\boldsymbol{X}"],["\\boldsymbol{X}"]);return An=function(){return n},n}function Tn(){var n=We(["P(X > k) simeq P(Y geq k + \frac{1}{2})"],["P(X > k) \\simeq P(Y \\geq k + \\frac{1}{2})"]);return Tn=function(){return n},n}function Gn(){var n=We(["P(X geq k) simeq P(Y geq k - \frac{1}{2})"],["P(X \\geq k) \\simeq P(Y \\geq k - \\frac{1}{2})"]);return Gn=function(){return n},n}function On(){var n=We(["P(X leq k) simeq P(Y leq k + \frac{1}{2})"],["P(X \\leq k) \\simeq P(Y \\leq k + \\frac{1}{2})"]);return On=function(){return n},n}function Rn(){var n=We(["P(X < k) simeq P(Y leq k - \frac{1}{2})"],["P(X < k) \\simeq P(Y \\leq k - \\frac{1}{2})"]);return Rn=function(){return n},n}function Kn(){var n=We(["(k - \frac{1}{2}, k + \frac{1}{2})"],["(k - \\frac{1}{2}, k + \\frac{1}{2})"]);return Kn=function(){return n},n}function jn(){var n=We(["Bin(n, p) approx Nor(n cdot p, n cdot p cdot q)"],["Bin(n, p) \\approx Nor(n \\cdot p, n \\cdot p \\cdot q)"]);return jn=function(){return n},n}function Zn(){var n=We(["Bin(n, p) approx Poi(n cdot p)"],["Bin(n, p) \\approx Poi(n \\cdot p)"]);return Zn=function(){return n},n}function Qn(){var n=We(["Ipe(N, K, n) approx Bin(n, \frac{K}{N})"],["Ipe(N, K, n) \\approx Bin(n, \\frac{K}{N})"]);return Qn=function(){return n},n}function Wn(){var n=We(["T(v) = \frac{Nor(0, 1)}{sqrt{\frac{chi^2(v)}{v}}}"],["T(v) = \\frac{Nor(0, 1)}{\\sqrt{\\frac{\\chi^2(v)}{v}}}"]);return Wn=function(){return n},n}function Jn(){var n=We(["chi^2 (n) + chi^2 (m) = chi^2 (n + m)"],["\\chi^2 (n) + \\chi^2 (m) = \\chi^2 (n + m)"]);return Jn=function(){return n},n}function Hn(){var n=We(["Gamma left( \frac{1}{2}, \frac{1}{2} \right) = chi^2 (v = 1)"],["\\Gamma \\left( \\frac{1}{2}, \\frac{1}{2} \\right) = \\chi^2 (v = 1)"]);return Hn=function(){return n},n}function $n(){var n=We(["Z^2 sim chi^2 (v = 1)"],["Z^2 \\sim \\chi^2 (v = 1)"]);return $n=function(){return n},n}function nl(){var n=We(["x_alpha = mu + z_alpha cdot sqrt{sigma^2}"],["x_\\alpha = \\mu + z_\\alpha \\cdot \\sqrt{\\sigma^2}"]);return nl=function(){return n},n}function ll(){var n=We(["z_alpha"],["z_\\alpha"]);return ll=function(){return n},n}function il(){var n=We(["F_Z(z) = phi(z) = \frac{1}{sqrt{2 pi}} int_{-infty}^{z} e^{-\frac{x^2}{2}} dx"],["F_Z(z) = \\phi(z) = \\frac{1}{\\sqrt{2 \\pi}} \\int_{-\\infty}^{z} e^{-\\frac{x^2}{2}} dx"]);return il=function(){return n},n}function el(){var n=We(["phi(z)"],["\\phi(z)"]);return el=function(){return n},n}function al(){var n=We(["X sim Nor(m, v^2) implies alpha X + \beta sim Nor(alpha m + \beta, (alpha v)^2)"],["X \\sim Nor(m, v^2) \\implies \\alpha X + \\beta \\sim Nor(\\alpha m + \\beta, (\\alpha v)^2)"]);return al=function(){return n},n}function tl(){var n=We(["Var(X) = sigma^2"],["Var(X) = \\sigma^2"]);return tl=function(){return n},n}function rl(){var n=We(["E(X) = mu"],["E(X) = \\mu"]);return rl=function(){return n},n}function ol(){var n=We(["m_X (t) = e^{mu cdot t + \frac{sigma^2 cdot t^2}{2}}"],["m_X (t) = e^{\\mu \\cdot t + \\frac{\\sigma^2 \\cdot t^2}{2}}"]);return ol=function(){return n},n}function ul(){var n=We(["f_X (x) = \frac{e^{-\frac{(x - mu)^2}{2 sigma^2}}}{sqrt{2 pi cdot sigma^2}}"],["f_X (x) = \\frac{e^{-\\frac{(x - \\mu)^2}{2 \\sigma^2}}}{\\sqrt{2 \\pi \\cdot \\sigma^2}}"]);return ul=function(){return n},n}function cl(){var n=We(["Nor(mu, sigma^2)"],["Nor(\\mu, \\sigma^2)"]);return cl=function(){return n},n}function sl(){var n=We(["Var(X) = \frac{(b - a)^2}{12}"],["Var(X) = \\frac{(b - a)^2}{12}"]);return sl=function(){return n},n}function pl(){var n=We(["E(X) = \frac{a + b}{2}"],["E(X) = \\frac{a + b}{2}"]);return pl=function(){return n},n}function dl(){var n=We(["m_X (t) = \frac{e^{b cdot t} - e^{a cdot t}}{(b - a) cdot t}"],["m_X (t) = \\frac{e^{b \\cdot t} - e^{a \\cdot t}}{(b - a) \\cdot t}"]);return dl=function(){return n},n}function ml(){var n=We(["\n f_X (x) = \begin{cases}\n 0 qquad quad x < a \n \frac{1}{b - a} qquad a leq x leq b\\\n 1 qquad quad x > b\n end{cases}"],["\n f_X (x) = \\begin{cases}\n 0 \\qquad \\quad x < a \n \\frac{1}{b - a} \\qquad a \\leq x \\leq b\\\\\n 1 \\qquad \\quad x > b\n \\end{cases}"]);return ml=function(){return n},n}function fl(){var n=We(["\n f_X (x) = \begin{cases}\n \frac{1}{b - a} qquad a leq x leq b\\\n 0 qquad quad altrimenti \n end{cases}\n "],["\n f_X (x) = \\begin{cases}\n \\frac{1}{b - a} \\qquad a \\leq x \\leq b\\\\\n 0 \\qquad \\quad altrimenti \n \\end{cases}\n "]);return fl=function(){return n},n}function vl(){var n=We(["P(X in (c, d)) = \frac{d - c}{b - a}"],["P(X \\in (c, d)) = \\frac{d - c}{b - a}"]);return vl=function(){return n},n}function bl(){var n=We(["Uni(a, b)"]);return bl=function(){return n},n}function _l(){var n=We(["[a, b]"]);return _l=function(){return n},n}function kl(){var n=We(["Var(X) = \frac{alpha}{lambda^2}"],["Var(X) = \\frac{\\alpha}{\\lambda^2}"]);return kl=function(){return n},n}function Xl(){var n=We(["E(X) = \frac{alpha}{lambda}"],["E(X) = \\frac{\\alpha}{\\lambda}"]);return Xl=function(){return n},n}function gl(){var n=We(["m_X (t) : ( t < lambda ) in mathbb{R} = left( \frac{lambda}{lambda - t} \right) ^alpha"],["m_X (t) : ( t < \\lambda ) \\in \\mathbb{R} = \\left( \\frac{\\lambda}{\\lambda - t} \\right) ^\\alpha"]);return gl=function(){return n},n}function hl(){var n=We(["\n f_X (x) = \begin{cases}\n 0 qquad qquad qquad qquad qquad x < 0\\\n \frac{1}{(n-1)!} cdot lambda^n cdot x^{n-1} cdot e^{-lambda cdot x} quad k > 0\n end{cases}"],["\n f_X (x) = \\begin{cases}\n 0 \\qquad \\qquad \\qquad \\qquad \\qquad x < 0\\\\\n \\frac{1}{(n-1)!} \\cdot \\lambda^n \\cdot x^{n-1} \\cdot e^{-\\lambda \\cdot x} \\quad k > 0\n \\end{cases}"]);return hl=function(){return n},n}function ql(){var n=We(["Gamma(n, lambda)"],["\\Gamma(n, \\lambda)"]);return ql=function(){return n},n}function zl(){var n=We(["lambda"],["\\lambda"]);return zl=function(){return n},n}function El(){var n=We(["P([X > s + t | X > s]) = P([X > t])"]);return El=function(){return n},n}function Pl(){var n=We(["Var(X) = \frac{1}{lambda^2}"],["Var(X) = \\frac{1}{\\lambda^2}"]);return Pl=function(){return n},n}function xl(){var n=We(["E(X) = \frac{1}{lambda}"],["E(X) = \\frac{1}{\\lambda}"]);return xl=function(){return n},n}function Ll(){var n=We(["m_X (t) : { t | t < lambda } in mathbb{R} = \frac{lambda}{lambda - t}"],["m_X (t) : \\{ t | t < \\lambda \\} \\in \\mathbb{R} = \\frac{\\lambda}{\\lambda - t}"]);return Ll=function(){return n},n}function Fl(){var n=We(["\n F_X (t) = \begin{cases}\n 0 qquad qquad t < 0\\\n 1 - e^{-lambda cdot t} quad t geq 0\n end{cases}"],["\n F_X (t) = \\begin{cases}\n 0 \\qquad \\qquad t < 0\\\\\n 1 - e^{-\\lambda \\cdot t} \\quad t \\geq 0\n \\end{cases}"]);return Fl=function(){return n},n}function yl(){var n=We(["\n f_X (x) = \begin{cases}\n 0 qquad qquad x < 0\\\n lambda cdot e^{-lambda cdot x} quad x > 0\n end{cases}"],["\n f_X (x) = \\begin{cases}\n 0 \\qquad \\qquad x < 0\\\\\n \\lambda \\cdot e^{-\\lambda \\cdot x} \\quad x > 0\n \\end{cases}"]);return yl=function(){return n},n}function Nl(){var n=We(["Esp(lambda)"],["Esp(\\lambda)"]);return Nl=function(){return n},n}function Vl(){var n=We(["lambda"],["\\lambda"]);return Vl=function(){return n},n}function Sl(){var n=We(["Poi(t cdot lambda)"],["Poi(t \\cdot \\lambda)"]);return Sl=function(){return n},n}function Yl(){var n=We(["mu = t cdot lambda"],["\\mu = t \\cdot \\lambda"]);return Yl=function(){return n},n}function wl(){var n=We(["lambda"],["\\lambda"]);return wl=function(){return n},n}function Cl(){var n=We(["lambda"],["\\lambda"]);return Cl=function(){return n},n}function Il(){var n=We(["E(X^2) = mu^2 + mu"],["E(X^2) = \\mu^2 + \\mu"]);return Il=function(){return n},n}function Dl(){var n=We(["Var(X) = mu"],["Var(X) = \\mu"]);return Dl=function(){return n},n}function Ml(){var n=We(["E(X) = mu"],["E(X) = \\mu"]);return Ml=function(){return n},n}function Ul(){var n=We(["m_X (t) = e^{mu cdot (e^t - 1)}"],["m_X (t) = e^{\\mu \\cdot (e^t - 1)}"]);return Ul=function(){return n},n}function Bl(){var n=We(["f_X (k) : mathbb{N} = \frac{e^{-mu} cdot mu^k}{k!}"],["f_X (k) : \\mathbb{N} = \\frac{e^{-\\mu} \\cdot \\mu^k}{k!}"]);return Bl=function(){return n},n}function Al(){var n=We(["Poi(mu)"],["Poi(\\mu)"]);return Al=function(){return n},n}function Tl(){var n=We(["E(X) = n cdot p \to mu \neq 0"],["E(X) = n \\cdot p \\to \\mu \\neq 0"]);return Tl=function(){return n},n}function Gl(){var n=We(["p \to 0"],["p \\to 0"]);return Gl=function(){return n},n}function Ol(){var n=We(["n \to +infty"],["n \\to +\\infty"]);return Ol=function(){return n},n}function Rl(){var n=We(["X sim Bin(n, p)"],["X \\sim Bin(n, p)"]);return Rl=function(){return n},n}function Kl(){var n=We(["Var(X) = n cdot \frac{K}{N} cdot \frac{N - K}{N} cdot \frac{N - n}{N - 1}"],["Var(X) = n \\cdot \\frac{K}{N} \\cdot \\frac{N - K}{N} \\cdot \\frac{N - n}{N - 1}"]);return Kl=function(){return n},n}function jl(){var n=We(["E(X) = n cdot \frac{K}{N}"],["E(X) = n \\cdot \\frac{K}{N}"]);return jl=function(){return n},n}function Zl(){var n=We(["f_X (k) : {0..n} in mathbb{N} = \frac{\binom{K}{k} cdot \binom{N - K}{n - k}}{\binom{N}{n}}"],["f_X (k) : \\{0..n\\} \\in \\mathbb{N} = \\frac{\\binom{K}{k} \\cdot \\binom{N - K}{n - k}}{\\binom{N}{n}}"]);return Zl=function(){return n},n}function Ql(){var n=We(["Var(X) = \frac{n cdot q}{p^2}"],["Var(X) = \\frac{n \\cdot q}{p^2}"]);return Ql=function(){return n},n}function Wl(){var n=We(["E(X) = \frac{n cdot q}{p}"],["E(X) = \\frac{n \\cdot q}{p}"]);return Wl=function(){return n},n}function Jl(){var n=We(["m_X (t) : left{ t < ln left( \frac{1}{q} \right) \right} = left( \frac{p cdot e^t}{1 - q cdot e^t} \right) ^n"],["m_X (t) : \\left\\{ t < ln \\left( \\frac{1}{q} \\right) \\right\\} = \\left( \\frac{p \\cdot e^t}{1 - q \\cdot e^t} \\right) ^n"]);return Jl=function(){return n},n}function Hl(){var n=We(["f_X (k) : mathbb{N} = \binom{k + n - 1}{n - 1} cdot p^n cdot q^k "],["f_X (k) : \\mathbb{N} = \\binom{k + n - 1}{n - 1} \\cdot p^n \\cdot q^k "]);return Hl=function(){return n},n}function $l(){var n=We(["overline{Bin}(n, p)"],["\\overline{Bin}(n, p)"]);return $l=function(){return n},n}function ni(){var n=We(["P([X = i + j | X > i ]) = P([X = j])"]);return ni=function(){return n},n}function li(){var n=We(["Var(X) = \frac{q}{p^2}"],["Var(X) = \\frac{q}{p^2}"]);return li=function(){return n},n}function ii(){var n=We(["E(X) = \frac{q}{p}"],["E(X) = \\frac{q}{p}"]);return ii=function(){return n},n}function ei(){var n=We(["m_X (t) : left{ t < ln left( \frac{1}{q} \right) \right} = \frac{p}{1 - q cdot e^t}"],["m_X (t) : \\left\\{ t < ln \\left( \\frac{1}{q} \\right) \\right\\} = \\frac{p}{1 - q \\cdot e^t}"]);return ei=function(){return n},n}function ai(){var n=We(["f_X (k) : mathbb{N} = p cdot q^k "],["f_X (k) : \\mathbb{N} = p \\cdot q^k "]);return ai=function(){return n},n}function ti(){var n=We(["Geo(p)"]);return ti=function(){return n},n}function ri(){var n=We(["Var(X) = \frac{n cdot q}{p^2}"],["Var(X) = \\frac{n \\cdot q}{p^2}"]);return ri=function(){return n},n}function oi(){var n=We(["E(X) = \frac{n}{p}"],["E(X) = \\frac{n}{p}"]);return oi=function(){return n},n}function ui(){var n=We(["m_X (t) : { t < ln(\frac{1}{q}) } = left( \frac{p cdot e^t}{1 - q cdot e^t} \right) ^n"],["m_X (t) : \\{ t < ln(\\frac{1}{q}) \\} = \\left( \\frac{p \\cdot e^t}{1 - q \\cdot e^t} \\right) ^n"]);return ui=function(){return n},n}function ci(){var n=We(["f_X (k) : { n .. +infty } in mathbb{N} = \binom{k - 1}{n - 1} cdot p^n cdot q^{k - n} "],["f_X (k) : \\{ n .. +\\infty \\} \\in \\mathbb{N} = \\binom{k - 1}{n - 1} \\cdot p^n \\cdot q^{k - n} "]);return ci=function(){return n},n}function si(){var n=We(["overline{Bin}(n, p)"],["\\overline{Bin}(n, p)"]);return si=function(){return n},n}function pi(){var n=We(["P([X = i + j | X > i ]) = P([X = j])"]);return pi=function(){return n},n}function di(){var n=We(["Var(X) = \frac{q}{p^2}"],["Var(X) = \\frac{q}{p^2}"]);return di=function(){return n},n}function mi(){var n=We(["E(X) = \frac{1}{p}"],["E(X) = \\frac{1}{p}"]);return mi=function(){return n},n}function fi(){var n=We(["m_X (t) = \frac{p cdot e^t}{1 - q cdot e^t}"],["m_X (t) = \\frac{p \\cdot e^t}{1 - q \\cdot e^t}"]);return fi=function(){return n},n}function vi(){var n=We(["f_X (k) : mathbb{N} = q^{k - 1} p"],["f_X (k) : \\mathbb{N} = q^{k - 1} p"]);return vi=function(){return n},n}function bi(){var n=We(["Var(X) = n cdot p cdot q"],["Var(X) = n \\cdot p \\cdot q"]);return bi=function(){return n},n}function _i(){var n=We(["E(X) = n cdot p"],["E(X) = n \\cdot p"]);return _i=function(){return n},n}function ki(){var n=We(["m_X (t) = (q + p cdot e^t) ^ n"],["m_X (t) = (q + p \\cdot e^t) ^ n"]);return ki=function(){return n},n}function Xi(){var n=We(["f_X (k) : {0..n} = \binom{n}{k} cdot p^k cdot q^{n - k}"],["f_X (k) : \\{0..n\\} = \\binom{n}{k} \\cdot p^k \\cdot q^{n - k}"]);return Xi=function(){return n},n}function gi(){var n=We(["Bin(n, p)"]);return gi=function(){return n},n}function hi(){var n=We(["\n f_X (k) : {0, 1} = \begin{cases}\n p quad se k = 1\\\n q quad se k = 0\\\n 0 quad altrimenti\n end{cases} = p^x cdot q^{1 - k}"],["\n f_X (k) : \\{0, 1\\} = \\begin{cases}\n p \\quad se\\ k = 1\\\\\n q \\quad se\\ k = 0\\\\\n 0 \\quad altrimenti\n \\end{cases} = p^x \\cdot q^{1 - k}"]);return hi=function(){return n},n}function qi(){var n=We(["Ber(p)"]);return qi=function(){return n},n}function zi(){var n=We(["X sim Distribuzione()"],["X \\sim Distribuzione()"]);return zi=function(){return n},n}function Ei(){var n=We(["H_X (t) = E ( e^{i cdot t cdot X} )"],["H_X (t) = E ( e^{i \\cdot t \\cdot X} )"]);return Ei=function(){return n},n}function Pi(){var n=We(["m_X (t) = E( e^{t cdot X} )"],["m_X (t) = E( e^{t \\cdot X} )"]);return Pi=function(){return n},n}function xi(){var n=We(["\n mu_k = E ( X^k ) = \begin{cases}\n sum_i x_i^k p_X (x_i) qquad nel discreto\\\n \\\n int_{-infty}^{+infty} x^k f_X (x) dx qquad nel continuo\n end{cases}"],["\n \\mu_k = E ( X^k ) = \\begin{cases}\n \\sum_i x_i^k p_X (x_i) \\qquad nel\\ discreto\\\\\n \\\\\n \\int_{-\\infty}^{+\\infty} x^k f_X (x) dx \\qquad nel\\ continuo\n \\end{cases}"]);return xi=function(){return n},n}function Li(){var n=We(["\forall epsilon > 0, P([ left| X - E(X) \right| < epsilon]) geq 1 - \frac{Var(X)}{epsilon^2}"],["\\forall \\epsilon > 0, P([ \\left| X - E(X) \\right| < \\epsilon]) \\geq 1 - \\frac{Var(X)}{\\epsilon^2}"]);return Li=function(){return n},n}function Fi(){var n=We(["\forall epsilon > 0, P([ left| X - E(X) \right| geq epsilon]) leq \frac{Var(X)}{epsilon^2}"],["\\forall \\epsilon > 0, P([ \\left| X - E(X) \\right| \\geq \\epsilon]) \\leq \\frac{Var(X)}{\\epsilon^2}"]);return Fi=function(){return n},n}function yi(){var n=We(["\frac{Var(X)}{epsilon^2}"],["\\frac{Var(X)}{\\epsilon^2}"]);return yi=function(){return n},n}function Ni(){var n=We(["epsilon"],["\\epsilon"]);return Ni=function(){return n},n}function Vi(){var n=We(["E(X) = overline{k} cdot P(X < k) + k cdot P(X geq k)"],["E(X) = \\overline{k} \\cdot P(X < k) + k \\cdot P(X \\geq k)"]);return Vi=function(){return n},n}function Si(){var n=We(["P(X geq k)"],["P(X \\geq k)"]);return Si=function(){return n},n}function Yi(){var n=We(["P(X < k)"]);return Yi=function(){return n},n}function wi(){var n=We(["\forall k > 0, P([X geq k]) leq \frac{E(X)}{k}"],["\\forall k > 0, P([X \\geq k]) \\leq \\frac{E(X)}{k}"]);return wi=function(){return n},n}function Ci(){var n=We(["Var(X) = E( (X - E(X) )^2 ) = E ( X^2 ) - (E(X))^2"]);return Ci=function(){return n},n}function Ii(){var n=We(["\frac{n}{100}"],["\\frac{n}{100}"]);return Ii=function(){return n},n}function Di(){var n=We(["x_{0.75}"]);return Di=function(){return n},n}function Mi(){var n=We(["x_{0.25}"]);return Mi=function(){return n},n}function Ui(){var n=We(["x_{0.5}"]);return Ui=function(){return n},n}function Bi(){var n=We(["P([X < x_{alpha}]) leq alpha leq P([X leq x_{alpha}])"],["P([X < x_{\\alpha}]) \\leq \\alpha \\leq P([X \\leq x_{\\alpha}])"]);return Bi=function(){return n},n}function Ai(){var n=We(["0 leq alpha leq 1"],["0 \\leq \\alpha \\leq 1"]);return Ai=function(){return n},n}function Ti(){var n=We(["x_{alpha}"],["x_{\\alpha}"]);return Ti=function(){return n},n}function Gi(){var n=We(["E(X) = int_{-infty}^{+infty} f_X (x) cdot x cdot dx"],["E(X) = \\int_{-\\infty}^{+\\infty} f_X (x) \\cdot x \\cdot dx"]);return Gi=function(){return n},n}function Oi(){var n=We(["E(X) = sum_i P(X = x_i) cdot x_i"],["E(X) = \\sum_i P(X = x_i) \\cdot x_i"]);return Oi=function(){return n},n}function Ri(){var n=We(["E(X) = int_0^{+infty} (1 - F_X (t)) dt - int_{-infty}^{0} F_X (t) dt"],["E(X) = \\int_0^{+infty} (1 - F_X (t)) dt - \\int_{-\\infty}^{0} F_X (t) dt"]);return Ri=function(){return n},n}function Ki(){var n=We(["f_Y (y) = int_{g(a)}^{g(b)} f_X ( g^{-1} (x) ) g^{-2} (x)"],["f_Y (y) = \\int_{g(a)}^{g(b)} f_X ( g^{-1} (x) ) g^{-2} (x)"]);return Ki=function(){return n},n}function ji(){var n=We(["P([X = x_0]) = lim_{t \to x^+_0} F_X (t) - lim_{t \to x^-_0} F_X (t)"],["P([X = x_0]) = \\lim_{t \\to x^+_0} F_X (t) - \\lim_{t \\to x^-_0} F_X (t)"]);return ji=function(){return n},n}function Zi(){var n=We(["\forall x_0 in mathbb{R}, F_X (x_0) = lim_{t \to x^+_0} F_X (t)"],["\\forall x_0 \\in \\mathbb{R}, F_X (x_0) = \\lim_{t \\to x^+_0} F_X (t)"]);return Zi=function(){return n},n}function Qi(){var n=We(["\n F_X (t) = P(A_t) = \begin{cases}\n sum_{i = 0}^{t} p_X (x_i) quad nel discreto\\\n \\\n int_{-infty}^t f_X (x) dx quad nel continuo\n end{cases}\n "],["\n F_X (t) = P(A_t) = \\begin{cases}\n \\sum_{i = 0}^{t} p_X (x_i) \\quad nel\\ discreto\\\\\n \\\\\n \\int_{-\\infty}^t f_X (x) dx \\quad nel\\ continuo\n \\end{cases}\n "]);return Qi=function(){return n},n}function Wi(){var n=We(["A_t"]);return Wi=function(){return n},n}function Ji(){var n=We(["F_X : mathbb{R} \to [0, 1]"],["F_X : \\mathbb{R} \\to [0, 1]"]);return Ji=function(){return n},n}function Hi(){var n=We(["P([a < X leq b]) = int_a^b f_X (x) dx"],["P([a < X \\leq b]) = \\int_a^b f_X (x) dx"]);return Hi=function(){return n},n}function $i(){var n=We(["f_X : X \to [0, 1]"],["f_X : X \\to [0, 1]"]);return $i=function(){return n},n}function ne(){var n=We(["\n p_X (x) = \begin{cases}\n P([X = x]) quad se X mapsto x \\\n 0 qquad qquad quad se X \notmapsto x\n end{cases} \n "],["\n p_X (x) = \\begin{cases}\n P([X = x]) \\quad se\\ X \\mapsto x \\\\\n 0 \\qquad \\qquad \\quad se\\ X \\not\\mapsto x\n \\end{cases} \n "]);return ne=function(){return n},n}function le(){var n=We(["p_X : X \to [0, 1]"],["p_X : X \\to [0, 1]"]);return le=function(){return n},n}function ie(){var n=We(["\forall t in mathbb{R}, A_t in mathcal{F}"],["\\forall t \\in \\mathbb{R}, A_t \\in \\mathcal{F}"]);return ie=function(){return n},n}function ee(){var n=We(["A_t = { omega | X(omega) leq t }"],["A_t = \\{ \\omega | X(\\omega) \\leq t \\}"]);return ee=function(){return n},n}function ae(){var n=We(["X(omega) : Omega \to mathbb{R}"],["X(\\omega) : \\Omega \\to \\mathbb{R}"]);return ae=function(){return n},n}function te(){var n=We(["P(E cap F cap G) = P(E) cdot P(F) cdot P(G)"],["P(E \\cap F \\cap G) = P(E) \\cdot P(F) \\cdot P(G)"]);return te=function(){return n},n}function re(){var n=We(["P(E cap F) = P(E) cdot P(F) Longleftrightarrow P(E|F) = P(E) Longleftrightarrow P(F|E) = P(F)"],["P(E \\cap F) = P(E) \\cdot P(F) \\Longleftrightarrow P(E|F) = P(E) \\Longleftrightarrow P(F|E) = P(F)"]);return re=function(){return n},n}function oe(){var n=We(["P(E_h | F) = \frac{P(F | E_h) cdot P(E_h)}{P(F)}"],["P(E_h | F) = \\frac{P(F | E_h) \\cdot P(E_h)}{P(F)}"]);return oe=function(){return n},n}function ue(){var n=We(["P(F|G) = sum_i P(F|E_i cap G) cdot P(E_i | G)"],["P(F|G) = \\sum_i P(F|E_i \\cap G) \\cdot P(E_i | G)"]);return ue=function(){return n},n}function ce(){var n=We(["P(F) = sum_{i} P(F|E_i) cdot P(E_i)"],["P(F) = \\sum_{i} P(F|E_i) \\cdot P(E_i)"]);return ce=function(){return n},n}function se(){var n=We(["P(E_1 cap \times cap E_n) = P(E_1) \times P(E_2 | E_1) \times dots \times P(E_n | E_1 cap E_2 cap dots cap E_{n-1})"],["P(E_1 \\cap \\times \\cap E_n) = P(E_1) \\times P(E_2 | E_1) \\times \\dots \\times P(E_n | E_1 \\cap E_2 \\cap \\dots \\cap E_{n-1})"]);return se=function(){return n},n}function pe(){var n=We(["E cap F = emptyset Longleftrightarrow P(E|F) = P(F|E) = 0"],["E \\cap F = \\emptyset \\Longleftrightarrow P(E|F) = P(F|E) = 0"]);return pe=function(){return n},n}function de(){var n=We(["P(E|F) = \frac{P(E cap F)}{P(F)}"],["P(E|F) = \\frac{P(E \\cap F)}{P(F)}"]);return de=function(){return n},n}function me(){var n=We(["\boldsymbol{P}_n = n!"],["\\boldsymbol{P}_n = n!"]);return me=function(){return n},n}function fe(){var n=We(["\boldsymbol{C}^{r}_{n, k} = \binom{n + k - 1}{k} = \frac{(n + k - 1)!}{(k)! cdot (n - 1)!}"],["\\boldsymbol{C}^{r}_{n, k} = \\binom{n + k - 1}{k} = \\frac{(n + k - 1)!}{(k)! \\cdot (n - 1)!}"]);return fe=function(){return n},n}function ve(){var n=We(["\boldsymbol{C}_{n, k} = \binom{n}{k} = \frac{n!}{(k)! cdot (n - k)!}"],["\\boldsymbol{C}_{n, k} = \\binom{n}{k} = \\frac{n!}{(k)! \\cdot (n - k)!}"]);return ve=function(){return n},n}function be(){var n=We(["\boldsymbol{D}^{r}_{n, k} = n^k"],["\\boldsymbol{D}^{r}_{n, k} = n^k"]);return be=function(){return n},n}function _e(){var n=We(["\boldsymbol{D}_{n, k} = \frac{n!}{(n - k)!}"],["\\boldsymbol{D}_{n, k} = \\frac{n!}{(n - k)!}"]);return _e=function(){return n},n}function ke(){var n=We(["P(E) = \frac{len(E)}{len(Omega)}"],["P(E) = \\frac{len(E)}{len(\\Omega)}"]);return ke=function(){return n},n}function Xe(){var n=We(["P(E cup F) = P(E) + P(F) - P(E cap F)"],["P(E \\cup F) = P(E) + P(F) - P(E \\cap F)"]);return Xe=function(){return n},n}function ge(){var n=We(["F subseteq E implies P(F) leq P(E)"],["F \\subseteq E \\implies P(F) \\leq P(E)"]);return ge=function(){return n},n}function he(){var n=We(["P(\bar{E}) = 1 - P({E})"],["P(\\bar{E}) = 1 - P({E})"]);return he=function(){return n},n}function qe(){var n=We(["P left ( \bigcup_i E_i \right ) = sum_i P ( E_i )"],["P \\left ( \\bigcup_i E_i \\right ) = \\sum_i P ( E_i )"]);return qe=function(){return n},n}function ze(){var n=We(["P(Omega) = 1"],["P(\\Omega) = 1"]);return ze=function(){return n},n}function Ee(){var n=We(["\forall E in mathcal{F}, 0 leq P(E) leq 1"],["\\forall E \\in \\mathcal{F}, 0 \\leq P(E) \\leq 1"]);return Ee=function(){return n},n}function Pe(){var n=We(["E_n"]);return Pe=function(){return n},n}function xe(){var n=We(["E_3"]);return xe=function(){return n},n}function Le(){var n=We(["E_2"]);return Le=function(){return n},n}function Fe(){var n=We(["E_1"]);return Fe=function(){return n},n}function ye(){var n=We(["E_i"]);return ye=function(){return n},n}function Ne(){var n=We(["E in mathcal{F} implies mathcal{F} = { emptyset, E, \bar{E}, Omega }"],["E \\in \\mathcal{F} \\implies \\mathcal{F} = \\{ \\emptyset, E, \\bar{E}, \\Omega \\}"]);return Ne=function(){return n},n}function Ve(){var n=We(["(E, F) in mathcal{F} implies (E cup F, E cap F) in mathcal{F}"],["(E, F) \\in \\mathcal{F} \\implies (E \\cup F, E \\cap F) \\in \\mathcal{F}"]);return Ve=function(){return n},n}function Se(){var n=We(["E in mathcal{F} implies \bar{E} in mathcal{F}"],["E \\in \\mathcal{F} \\implies \\bar{E} \\in \\mathcal{F}"]);return Se=function(){return n},n}function Ye(){var n=We(["Omega in mathcal{F}"],["\\Omega \\in \\mathcal{F}"]);return Ye=function(){return n},n}function we(){var n=We(["sigma"],["\\sigma"]);return we=function(){return n},n}function Ce(){var n=We(["sigma"],["\\sigma"]);return Ce=function(){return n},n}function Ie(){var n=We(["mathcal{F}"],["\\mathcal{F}"]);return Ie=function(){return n},n}function De(){var n=We(["mathcal{F}"],["\\mathcal{F}"]);return De=function(){return n},n}function Me(){var n=We(["E cap F = emptyset"],["E \\cap F = \\emptyset"]);return Me=function(){return n},n}function Ue(){var n=We(["E = emptyset"],["E = \\emptyset"]);return Ue=function(){return n},n}function Be(){var n=We(["E subseteq F"],["E \\subseteq F"]);return Be=function(){return n},n}function Ae(){var n=We(["E setminus F = E cap \bar{F}"],["E \\setminus F = E \\cap \\bar{F}"]);return Ae=function(){return n},n}function Te(){var n=We(["E cup F = left { 1, 2, 3, 4 \right }"],["E \\cup F = \\left \\{ 1, 2, 3, 4 \\right \\}"]);return Te=function(){return n},n}function Ge(){var n=We(["E cap F = left { 1 \right }"],["E \\cap F = \\left \\{ 1 \\right \\}"]);return Ge=function(){return n},n}function Oe(){var n=We(["\bar{E} = left { 3, 4, 5, 6 \right }"],["\\bar{E} = \\left \\{ 3, 4, 5, 6 \\right \\}"]);return Oe=function(){return n},n}function Re(){var n=We(["E = left { 1, 2 \right }"],["E = \\left \\{ 1, 2 \\right \\}"]);return Re=function(){return n},n}function Ke(){var n=We(["omega = 1"],["\\omega = 1"]);return Ke=function(){return n},n}function je(){var n=We(["Omega = left { 1, 2, 3, 4, 5, 6 \right }"],["\\Omega = \\left \\{ 1, 2, 3, 4, 5, 6 \\right \\}"]);return je=function(){return n},n}function Ze(){var n=We(["P(E) = \frac{successi}{prove totali}"],["P(E) = \\frac{successi}{prove\\ totali}"]);return Ze=function(){return n},n}function Qe(){var n=We(["P(E) = \frac{casi favorevoli}{casi possibili}"],["P(E) = \\frac{casi\\ favorevoli}{casi\\ possibili}"]);return Qe=function(){return n},n}function We(n,l){return l||(l=n.slice(0)),n.raw=l,n}var Je=i("mbOI"),He=i("ke5e"),$e=i("o8Jj"),na=i("ZHMS"),la=String.raw;l.default=function(){return n(Je.m.Provider,{value:!1},n(Je.l.Provider,{value:Je.n.INLINE},n("div",null,n("h1",null,"Statistica ed Elementi di Probabilità"),n(Je.s,{title:"Tipi di probabilità"},n(Je.r,{title:"Classica"},n("p",null,n(Je.k,null,la(Qe())))),n(Je.r,{title:"Frequentista"},n("p",null,n(Je.k,null,la(Ze())))),n(Je.r,{title:"Soggettiva"},n("p",null,"Il prezzo che un individuo coerente riterrebbe equo per ricevere ",n("b",null,"1")," nel caso l'evento si verificasse e ",n("b",null,"0")," nel caso l'evento non si verificasse."))),n(Je.s,{title:"Linguaggio matematico"},n(Je.r,{title:"Spazio campionario"},n("blockquote",null,'"omegone"'),n("p",null,"L'",n("b",null,"insieme")," di tutti gli esiti possibili di un esperimento."),n("p",null,n(Je.k,null,la(je())))),n(Je.r,{title:"Esito"},n("blockquote",null,'"omeghino"'),n("p",null,"Un ",n("b",null,"elemento")," dello spazio campionario."),n("p",null,n(Je.k,null,la(Ke())))),n(Je.r,{title:"Evento"},n("blockquote",null,'"e"'),n("p",null,"Un ",n("b",null,"sottoinsieme")," dello spazio campionario."),n("p",null,n(Je.k,null,la(Re()))),n("p",null,"Lo spazio campionario stesso è un ",n("b",null,"evento certo"),".")),n(Je.r,{title:"Not"},n("blockquote",null,'"not e"'),n("p",null,"Il ",n("b",null,"complementare")," di un sottoinsieme."),n("p",null,n(Je.k,null,la(Oe())))),n(Je.r,{title:"And"},n("blockquote",null,'"e intersecato effe"'),n("p",null,"L'",n("b",null,"intersezione")," di più sottoinsiemi."),n("p",null,n(Je.k,null,la(Ge())))),n(Je.r,{title:"Or"},n("blockquote",null,'"e unito a effe"'),n("p",null,"L'",n("b",null,"unione")," di più sottoinsiemi."),n("p",null,n(Je.k,null,la(Te())))),n(Je.r,{title:"Differenza"},n("blockquote",null,'"e meno effe"'),n("p",null,n(Je.k,null,la(Ae())))),n(Je.r,{title:"Implicazione"},n("blockquote",null,'"e contenuto in effe"'),n("p",null,"L'",n("b",null,"inclusione")," del primo insieme in un altro."),n("p",null,n(Je.k,null,la(Be()))),n("p",null,"Se si verifica ",n(Je.k,null,"E"),", allora si verifica anche ",n(Je.k,null,"F"),".")),n(Je.r,{title:"Evento impossibile"},n("blockquote",null,'"e è impossibile"'),n("p",null,"Un sottoinsieme ",n("b",null,"vuoto"),"."),n("p",null,n(Je.k,null,la(Ue())))),n(Je.r,{title:"Mutua esclusione"},n("blockquote",null,'"e ed effe si escludono mutualmente"'),n("p",null,"La ",n("b",null,"disgiunzione")," di due insiemi."),n("p",null,n(Je.k,null,la(Me()))))),n(Je.s,null,n(Je.r,{title:"Famiglia degli eventi"},n("blockquote",null,'"famiglia effe"'),n("p",null,"I sottoinsiemi dello spazio campionario formano una ",n("b",null,"famiglia")," di sottoinsiemi detta ",n("i",null,"famiglia degli eventi"),"."),n("p",null,n(Je.k,null,la(De()))),n("p",null,"Qualsiasi sottoinsieme appartenente a ",n(Je.k,null,la(Ie()))," è considerato un evento.")),n(Je.r,{title:n("span",null,n(Je.k,null,la(Ce())),"-algebra")},n("blockquote",null,'"sigma algebra"'),n("p",null,"Se la famiglia degli eventi soddisfa questi tre requisiti, allora viene detta ",n("i",null,n(Je.k,null,la(we())),"-algebra"),":"),n("ol",null,n("li",null,"Lo spazio campionario è un evento: ",n(Je.k,null,la(Ye()))),n("li",null,"Se un sottoinsieme è un evento, allora anche il suo complementare lo è: ",n(Je.k,null,la(Se()))),n("li",null,"Se due sottoinsiemi sono eventi, allora lo sono anche la loro unione e intersezione: ",n(Je.k,null,la(Ve())))),n("p",null,"Un esempio: ",n(Je.k,null,la(Ne()))))),n(Je.s,null,n(Je.r,{title:"Partizione"},n("blockquote",null,'"la partizione e composta da e uno, e due, e tre..."'),n("p",null,"Un insieme di esiti e eventi:"),n("ul",null,n("li",null,n("b",null,"Finito"),"."),n("li",null,"In cui tutti gli eventi hanno ",n("b",null,"probabilità diversa da 0"),"."),n("li",null,"In cui tutti gli eventi sono ",n("b",null,"mutualmente esclusivi"),"."),n("li",null,"In cui l'unione di tutti i suoi elementi ",n("b",null,"copre lo spazio campionario"),".")),n("p",null,"La partizione ",n(Je.k,null,la(ye()))," è composta dagli eventi ",n(Je.k,null,la(Fe())),", ",n(Je.k,null,la(Le())),", ",n(Je.k,null,la(xe())),", fino a ",n(Je.k,null,la(Pe())),"."),n(He.a,null,"Se lo spazio campionario fosse una torta, una sua partizione sarebbe l'insieme delle fette di uno dei modi in cui si potrebbe tagliare."))),n(Je.s,{title:"Assiomi della probabilità"},n(Je.r,{title:"Primo assioma della probabilità"},n("p",null,"La probabilità di un evento è un numero tra 0 e 1."),n("p",null,n(Je.k,null,la(Ee())))),n(Je.r,{title:"Secondo assioma della probabilità"},n("p",null,"La probabilità dello spazio campionario è sempre 1."),n("p",null,n(Je.k,null,la(ze())))),n(Je.r,{title:"Terzo assioma della probabilità"},n("p",null,"La probabilità dell'unione di eventi indipendenti è uguale alla somma delle loro probabilità."),n("p",null,n(Je.k,null,la(qe()))))),n(Je.s,{title:"Conseguenze degli assiomi"},n(Je.r,{title:"Probabilità di un evento negato"},n("p",null,"La probabilità di un evento negato è uguale a 1 meno la probabilità dell'evento non negato."),n("p",null,n(Je.k,null,la(he())))),n(Je.r,{title:"Probabilità di un evento incluso"},n("p",null,"La probabilità di un evento incluso in un altro è sempre minore o uguale alla probabilità dell'evento in cui è incluso."),n("p",null,n(Je.k,null,la(ge())))),n(Je.r,{title:"Unione"},n("p",null,"La probabilità di un evento unito a un altro è uguale alla somma delle probabilità dei due eventi meno la probabilità della loro intersezione."),n("p",null,n(Je.k,null,la(Xe()))),n(He.a,null,"Sommando le probabilità dei due eventi, l'intersezione viene contata due volte, e va quindi rimossa!"))),n(Je.s,{title:"Spazi equiprobabili"},n(Je.r,{title:"Cosa sono?"},n("p",null,"Spazi campionari in cui ci sono un numero finito di esiti e ogni esito ha la stessa probabilità di verificarsi."),n("p",null,n(Je.k,null,la(ke())))),n(Je.r,{title:"Spazi equiprobabili geometrici"},n("p",null,"Gli spazi campionari possono avere un numero infinito di esiti: sono ",n("i",null,"equiprobabili geometrici")," se nessun esito è privilegiato rispetto agli altri."))),n(Je.s,{title:"Calcolo combinatorio"},n(Je.r,{title:"Disposizioni"},n("p",null,"Estraggo un numero, da un sacchetto con ",n(Je.k,null,"n")," numeri, mi segno che numero ho estratto e lo ",n("b",null,"tengo fuori dal sacchetto"),". Ripeto per ",n(Je.k,null,"k")," volte."),n("p",null,n("b",null,"Tengo conto")," dell'ordine in cui ho estratto i numeri."),n("p",null,n(Je.k,null,la(_e())))),n(Je.r,{title:"Disposizioni con ripetizione"},n("p",null,"Estraggo un numero, da un sacchetto con ",n(Je.k,null,"n")," numeri, mi segno che numero ho estratto e lo ",n("b",null,"rimetto nel sacchetto"),". Ripeto per ",n(Je.k,null,"k")," volte."),n("p",null,n("b",null,"Tengo conto")," dell'ordine in cui ho estratto i numeri."),n("p",null,n(Je.k,null,la(be())))),n(Je.r,{title:"Combinazioni"},n("p",null,"Estraggo un numero, da un sacchetto con ",n(Je.k,null,"n")," numeri, mi segno che numero ho estratto e lo ",n("b",null,"tengo fuori dal sacchetto"),". Ripeto per ",n(Je.k,null,"k")," volte."),n("p",null,n("b",null,"Non mi interessa")," l'ordine in cui ho estratto i numeri."),n("p",null,n(Je.k,null,la(ve())))),n(Je.r,{title:"Combinazioni con ripetizione"},n("p",null,"Estraggo un numero, da un sacchetto con ",n(Je.k,null,"n")," numeri, mi segno che numero ho estratto e lo ",n("b",null,"rimetto nel sacchetto"),". Ripeto per ",n(Je.k,null,"k")," volte."),n("p",null,n("b",null,"Non mi interessa")," l'ordine in cui ho estratto i numeri."),n("p",null,n(Je.k,null,la(fe())))),n(Je.r,{title:"Permutazioni"},n("p",null,"Estraggo ",n(Je.k,null,"n")," numeri e guardo in quanti ordini diversi li posso mettere."),n("p",null,n(Je.k,null,la(me()))))),n(Je.s,{title:"Probabilità condizionata"},n(Je.r,{title:"Eventi condizionati"},n("blockquote",null,'"E dato F"'),n("p",null,"La probabilità che si verifichi ",n(Je.k,null,"E")," sapendo che ",n("b",null,"si è già verificato"),n(Je.k,null,"F"),"."),n("p",null,n(Je.k,null,la(de()))),n(He.a,null,"Ricorda vagamente le pipe di ",n("code",null,"bash"),", però al contrario...")),n(Je.r,{title:"Eventi mutualmente esclusivi"},n("p",null,"Se due eventi sono mutualmente esclusivi, entrambe le loro probabilità condizionate saranno uguali a 0."),n("p",null,n(Je.k,null,la(pe()))))),n(Je.s,null,n(Je.r,{title:"Regola della catena"},n("p",null,"Si può sfruttare la formula inversa della probabilità condizionata per calcolare catene di intersezioni:"),n("p",null,n(Je.k,null,la(se()))))),n(Je.s,{title:"Le alternative"},n(Je.r,{title:"Legge delle alternative"},n("p",null,"La probabilità che si verifichi un evento è pari alla somma delle probabilità dell'evento stesso dati tutti gli eventi di una partizione."),n("p",null,n(Je.k,null,la(ce())))),n(Je.r,{title:"Legge condizionata delle alternative"},n("p",null,"La legge delle alternative funziona anche quando ad essere partizionato è un ",n("b",null,"evento"),":"),n("p",null,n(Je.k,null,la(ue())))),n(Je.r,{title:"Formula di Bayes"},n("p",null,"Tramite la ",n("i",null,"formula di Bayes")," possiamo risalire alla probabilità di un evento condizionato a un altro partendo dalla probabilità di quest'ultimo condizionato al primo:"),n("p",null,n(Je.k,null,la(oe()))),n(He.a,null,"In pratica, invertiamo gli eventi."))),n(Je.s,{title:"Eventi indipendenti"},n(Je.r,{title:"Due eventi indipendenti"},n("blockquote",null,'"eventi indipendenti a due a due"'),n("p",null,"Se due eventi sono indipendenti, sapere che uno dei due si è verificato non influisce sulle probabilità che si sia verificato l'altro."),n("p",null,n(Je.k,null,la(re())))),n(Je.r,{title:"Più eventi indipendenti"},n("blockquote",null,'"eventi indipendenti a tre a tre, a quattro a quattro, a cinque a cinque..."'),n("p",null,"Si può verificare l'indipendenza di più eventi alla volta:"),n("p",null,n(Je.k,null,la(te()))),n("p",null,"Eventi indipendenti a due a due non sono per forza indipendenti a tre a tre, e viceversa.")),n(Je.r,{title:"Famiglia di eventi indipendenti"},n("p",null,"Un insieme di ",n(Je.k,null,"n")," eventi è una ",n("i",null,"famiglia di eventi indipendenti")," se, preso un qualsiasi numero di eventi da essa, essi risulteranno indipendenti."),n(He.a,null,"Tutti gli eventi provenienti da essa saranno indipendenti sia a due a due, sia a tre a tre, sia a quattro a quattro, e così via!"))),n(Je.s,{title:"Variabili aleatorie"},n(Je.r,{title:"Variabile aleatoria"},n("p",null,"Una funzione che fa corrispondere un numero reale a ogni possibile esito dello spazio campionario. ",n(Je.k,null,la(ae())),".")),n(Je.r,{title:n("abbr",{title:"Nome artigianale dato da Steffo."},"Insieme di ripartizione")},n("p",null,"Ad ogni variabile aleatoria sono associati gli eventi ",n(Je.k,null,la(ee())),", che contengono tutti gli esiti a cui la variabile aleatoria associa un valore minore o uguale a ",n(Je.k,null,"t"),"."),n("p",null,"Per definizione, tutte le variabili aleatorie devono rispettare questa condizione:"),n("p",null,n(Je.k,null,la(ie()))),n(He.a,null,"All'aumentare di t, l'insieme conterrà sempre più elementi.")),n(Je.r,{title:"Supporto"},n("blockquote",null,'"supporto di X"'),n("p",null,"Il ",n("b",null,"codominio")," della variabile aleatoria è il suo ",n("i",null,"supporto"),"."),n("p",null,"Per indicare che un valore ",n(Je.k,null,"x_0")," appartiene al supporto di ",n(Je.k,null,"X"),", si usa la notazione ",n(Je.k,null,"X \\mapsto x_0"),"."))),n(Je.s,{title:"Densità"},n(Je.r,{title:"Funzione probabilità"},n("p",null,"La ",n("i",null,"funzione probabilità")," ",n(Je.k,null,la(le()))," di una variabile aleatoria ",n("b",null,"discreta")," ",n(Je.k,null,"X")," è la funzione che associa ad ogni esito la sua probabilità:"),n("p",null,n(Je.k,null,la(ne())))),n(Je.r,{title:"Funzione densità"},n("p",null,"La ",n("i",null,"funzione densità")," ",n(Je.k,null,la($i()))," di una variabile aleatoria ",n("b",null,"continua")," ",n(Je.k,null,"X")," è l'equivalente continuo della funzione probabilità:"),n("p",null,n(Je.k,null,la(Hi()))),n("p",null,"A differenza della funzione probabilità, è possibile che la funzione densità ",n("b",null,"non esista")," per una certa variabile aleatoria."),n(He.a,null,"Rappresenta \"quanta\" probabilità c'è in un'unità di x!"))),n(Je.s,{title:"Funzione di ripartizione"},n(Je.r,{title:"Definizione"},n("p",null,"Ogni variabile aleatoria ha una ",n("i",null,"funzione di ripartizione"),n(Je.k,null,la(Ji()))," associata, che rappresenta la probabilità che la variabile aleatoria assuma un valore minore o uguale a ",n(Je.k,null,"t"),":"),n("p",null,"Si può dire che essa rappresenti la probabilità dell'evento ",n(Je.k,null,la(Wi())),":"),n("p",null,n(Je.k,null,la(Qi())))),n(Je.r,{title:"Proprietà della funzione"},n("ul",null,n("li",null,"È sempre ",n("b",null,"monotona crescente")," (non strettamente)."),n("br",null),n("li",null,"Vale ",n("b",null,"0")," a ",n(Je.k,null,"-\\infty")," e ",n("b",null,"1")," a ",n(Je.k,null,"+\\infty"),"."),n("br",null),n("li",null,"È ",n("b",null,"continua da destra"),": ",n(Je.k,null,la(Zi()))))),n(Je.r,{title:"Probabilità di un valore"},n("p",null,"Possiamo usare la funzione di ripartizione per calcolare la probabilità di un certo valore reale:"),n("p",null,n(Je.k,null,la(ji()))))),n(Je.s,{title:"Trasformazioni di variabili aleatorie"},n(Je.r,{title:"Nel discreto"},n("p",null,"Nel discreto basta abbinare un nuovo valore a ogni valore della variabile originale.")),n(Je.r,{title:"Nel continuo (invertibile)"},n("p",null,"Nel continuo applichiamo la formula dell'integrazione per sostituzione:"),n("p",null,n(Je.k,null,la(Ki())))),n(Je.r,{title:"Nel... digitale"},n("p",null,"Trasformare variabili aleatorie è molto utile nell'informatica per creare distribuzioni partendo da una funzione ",n("a",{href:"https://docs.python.org/3/library/random.html#random.random"},n("code",null,"random()"))," che restituisce numeri da 0 a 1 con una distribuzione lineare."))),n(Je.s,{title:"Informazioni delle variabili aleatorie"},n(Je.r,{title:"Media"},n("p",null,"Ogni variabile aleatoria che ha una ",n("b",null,"funzione di ripartizione")," e un ",n("b",null,"supporto finito")," ha anche una ",n("i",null,"media")," (o ",n("i",null,"valore medio")," o ",n("i",null,"atteso"),"):"),n("p",null,n(Je.k,null,la(Ri()))),n("p",null,"Nel discreto, si può calcolare con:"),n("p",null,n(Je.k,null,la(Oi()))),n("p",null,"Nel continuo, si può calcolare con:"),n("p",null,n(Je.k,null,la(Gi()))))),n(Je.s,null,n(Je.r,{title:"Moda"},n("p",null,"Valore per cui la ",n("b",null,"funzione probabilità")," o ",n("b",null,"funzione densità")," è ",n("b",null,"massima"),".")),n(Je.r,{title:"Quantili"},n("p",null,"Il ",n("i",null,"quantile")," ",n(Je.k,null,la(Ti()))," di ordine ",n(Je.k,null,la(Ai()))," della variabile aleatoria ",n(Je.k,null,"X")," è il più piccolo numero tale che:"),n("p",null,n(Je.k,null,la(Bi()))),n("p",null),n("p",null,"Il quantile di ordine 0.5 ",n(Je.k,null,la(Ui()))," è detto ",n("i",null,"mediana"),"."),n("p",null,"I quantili di ordine 0.25 ",n(Je.k,null,la(Mi()))," e 0.75 ",n(Je.k,null,la(Di()))," sono detti ",n("i",null,"quartili"),"."),n("p",null,"I quantili di ordine ",n(Je.k,null,la(Ii()))," sono detti ",n("i",null,n(Je.k,null,"n"),"-esima percentile"),".")),n(Je.r,{title:"Varianza"},n("p",null,"È un valore che indica quanto la variabile aleatoria si discosta generalmente dalla media:"),n("p",null,n(Je.k,null,la(Ci()))))),n(Je.s,{title:"Disuguaglianze notevoli"},n(Je.r,{title:"Disuguaglianza di Markov"},n("p",null,"Data una variabile aleatoria non-negativa:"),n("p",null,n(Je.k,null,la(wi()))),n("p",null,"Divide in due parti (",n(Je.k,null,la(Yi()))," e ",n(Je.k,null,la(Si())),") la funzione X, la cui media risulterà uguale a:"),n("p",null,n(Je.k,null,la(Vi())))),n(Je.r,{title:"Disuguaglianza di Čebyšëv"},n("blockquote",null,'"disuguaglianza di cebicev"'),n("p",null,"Se la variabile aleatoria ",n(Je.k,null,"X")," ha media e varianza, allora la probabilità che essa abbia un valore a più di ",n(Je.k,null,la(Ni()))," di distanza dal valore medio è minore o uguale a ",n(Je.k,null,la(yi())),"."),n("p",null,n(Je.k,null,la(Fi()))),n("p",null,"E anche:"),n("p",null,n(Je.k,null,la(Li()))),n(He.a,null,"Serve per semplificare i calcoli quando la funzione di ripartizione è difficile da calcolare!"))),n(Je.s,{title:"Un momento...!"},n(Je.r,{title:"Momento"},n("p",null,"Il ",n("i",null,"momento")," ",n(Je.k,null,"k"),"-esimo di una variabile aleatoria è:"),n("p",null,n(Je.k,null,la(xi()))),n(He.a,null,"La media di una variabile aleatoria è anche il suo primo momento.")),n(Je.r,{title:"Funzione generatrice dei momenti"},n("p",null,"La ",n("i",null,"funzione generatrice dei momenti")," è:"),n("p",null,n(Je.k,null,la(Pi()))),n("p",null,"Se due variabile aleatorie hanno la stessa funzione generatrice dei momenti, allora esse hanno la ",n("b",null,"stessa distribuzione"),"."),n("p",null,"E' la ",n("b",null,"trasformata di Laplace")," della variabile aleatoria di X.")),n(Je.r,{title:"Funzione caratteristica"},n("p",null,"La ",n("i",null,"funzione caratteristica")," è:"),n("p",null,n(Je.k,null,la(Ei()))),n("p",null,"Se due variabile aleatorie hanno la stessa funzione caratteristica, allora esse hanno la ",n("b",null,"stessa distribuzione"),"."),n("p",null,"E' la ",n("b",null,"trasformata di Fourier")," della variabile aleatoria di X."))),n(Je.s,{title:"Prove e schemi"},n(Je.r,{title:"Variabile con distribuzione"},n("p",null,"Per dire che una variabile ha una certa distribuzione, si usa la notazione:"),n("p",null,n(Je.k,null,la(zi())))),n(Je.r,{title:"Prova di Bernoulli"},n("p",null,"Una prova con solo due possibili esiti: ",n($e.a,null,"successo")," e ",n(na.a,null,"insuccesso"),".")),n(Je.r,{title:"Schema di Bernoulli"},n("p",null,"Una sequenza di prove di Bernoulli per le quali le probabilità di successo e fallimento rimangono invariate."))),n(Je.s,{title:"Bernoulliana"},n(Je.r,{title:"Distribuzione bernoulliana"},n("p",null,"Una variabile aleatoria che rappresenta una prova di Bernoulli:"),n("ul",null,n("li",null,"vale ",n($e.a,null,"1")," in caso di ",n($e.a,null,"successo"),"."),n("li",null,"vale ",n(na.a,null,"0")," in caso di ",n(na.a,null,"insuccesso"),".")),n("p",null,"Il suo simbolo è ",n(Je.k,null,la(qi())))),n(Je.r,{title:"Densità della bernoulliana"},n("p",null,"La distribuzione bernoulliana ha come densità:"),n("p",null,n(Je.k,null,la(hi()))))),n(Je.s,{title:"Binomiale"},n(Je.r,{title:"Distribuzione binomiale"},n("p",null,"Una variabile aleatoria che conta il numero di successi di ",n(Je.k,null,"n")," prove di uno schema di Bernoulli."),n("p",null,"Il suo simbolo è ",n(Je.k,null,la(gi())),".")),n(Je.r,{title:"Densità della binomiale"},n("p",null,"La binomiale ha come densità:"),n("p",null,n(Je.k,null,la(Xi())))),n(Je.r,{title:"Momenti della binomiale"},n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," della binomiale è:"),n("p",null,n(Je.k,null,la(ki()))),n("p",null,"La ",n("b",null,"media")," di una binomiale è:"),n("p",null,n(Je.k,null,la(_i()))),n("p",null,"La ",n("b",null,"varianza")," di una binomiale è:"),n("p",null,n(Je.k,null,la(bi()))))),n(Je.s,{title:"Geometrica"},n(Je.r,{title:"Distribuzione geometrica"},n("p",null,"Una variabile aleatoria che conta il numero di prove in uno schema di Bernoulli fino alla comparsa del primo successo."),n("p",null,"Il suo simbolo è ",n(Je.k,null,"Geo(p)"),".")),n(Je.r,{title:"Densità della geometrica"},n("p",null,"La geometrica ha come densità:"),n("p",null,n(Je.k,null,la(vi())))),n(Je.r,{title:"Momenti della geometrica"},n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," della geometrica è:"),n("p",null,n(Je.k,null,la(fi()))),n("p",null,"La ",n("b",null,"media")," della geometrica è:"),n("p",null,n(Je.k,null,la(mi()))),n("p",null,"La ",n("b",null,"varianza")," della geometrica è:"),n("p",null,n(Je.k,null,la(di())))),n(Je.r,{title:"Assenza di memoria della geometrica"},n("p",null,"La geometrica non tiene conto degli eventi avvenuti in passato: ha la proprietà dell'assenza di memoria:"),n("p",null,n(Je.k,null,la(pi()))),n(He.a,null,"Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto dell'asse X."))),n(Je.s,{title:"Binomiale negativa"},n(Je.r,{title:"Distribuzione binomiale negativa"},n("p",null,"Una variabile aleatoria che conta il numero di prove in uno schema di Bernoulli necessarie perchè si verifichi l'",n(Je.k,null,"n"),"-esimo successo."),n("p",null,"Il suo simbolo è ",n(Je.k,null,la(si())),".")),n(Je.r,{title:"Densità della binomiale negativa"},n("p",null,"La binomiale negativa ha come densità:"),n("p",null,n(Je.k,null,la(ci())))),n(Je.r,{title:"Momenti della binomiale negativa"},n("p",null,n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," della binomiale negativa è:"),n("p",null,n(Je.k,null,la(ui()))),n("p",null,"La ",n("b",null,"media")," della binomiale negativa è:"),n("p",null,n(Je.k,null,la(oi()))),n("p",null,"La ",n("b",null,"varianza")," della binomiale negativa è:"),n("p",null,n(Je.k,null,la(ri())))))),n(Je.s,{title:"Geometrica traslata"},n(Je.r,{title:"Distribuzione geometrica traslata"},n("p",null,"Una variabile aleatoria che conta il numero ",n(Je.k,null,"k")," di insuccessi consecutivi in uno schema di Bernoulli:"),n("p",null,"Il suo simbolo rimane ",n(Je.k,null,la(ti())),".")),n(Je.r,{title:"Densità della geometrica tralsata"},n("p",null,"La geometrica traslata ha come densità:"),n("p",null,n(Je.k,null,la(ai())))),n(Je.r,{title:"Momenti della geometrica traslata"},n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," della geometrica traslata è:"),n("p",null,n(Je.k,null,la(ei()))),n("p",null,"La ",n("b",null,"media")," della geometrica traslata è:"),n("p",null,n(Je.k,null,la(ii()))),n("p",null,"La ",n("b",null,"varianza")," della geometrica è:"),n("p",null,n(Je.k,null,la(li())))),n(Je.r,{title:"Assenza di memoria della geometrica traslata"},n("p",null,"La geometrica traslata non tiene conto degli eventi avvenuti in passato: ha la proprietà dell'assenza di memoria:"),n("p",null,n(Je.k,null,la(ni()))),n(He.a,null,"Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto dell'asse X."))),n(Je.s,{title:"Binomiale negativa traslata"},n(Je.r,{title:"Distribuzione binomiale negativa traslata"},n("p",null,"Una variabile aleatoria che conta il numero di insuccessi in uno schema di Bernoulli prima che si verifichi l'",n(Je.k,null,"n"),"-esimo successo."),n("p",null,"Il suo simbolo rimane ",n(Je.k,null,la($l())),".")),n(Je.r,{title:"Densità della binomiale negativa traslata"},n("p",null,"La binomiale negativa traslata ha come densità:"),n("p",null,n(Je.k,null,la(Hl())))),n(Je.r,{title:"Momenti della binomiale negativa traslata"},n("p",null,n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," della binomiale negativa traslata è:"),n("p",null,n(Je.k,null,la(Jl()))),n("p",null,"La ",n("b",null,"media")," della binomiale negativa traslata è:"),n("p",null,n(Je.k,null,la(Wl()))),n("p",null,"La ",n("b",null,"varianza")," della binomiale negativa traslata è:"),n("p",null,n(Je.k,null,la(Ql())))))),n(Je.s,{title:"Ipergeometrica"},n(Je.r,{title:"Distribuzione ipergeometrica"},n("p",null,"Una variabile aleatoria che, sapendo il numero di successi ",n(Je.k,null,"K")," e di insuccessi ",n(Je.k,null,"N-K"),", conta quanti successi si otterrebbero se se ne estraessero ",n(Je.k,null,"n")," in blocco."),n("p",null,"Il suo simbolo è ",n(Je.k,null,"Ipe(N, K, n)"),".")),n(Je.r,{title:"Densità della ipergeometrica"},n("p",null,"La ipergeometrica ha come densità:"),n("p",null,n(Je.k,null,la(Zl())))),n(Je.r,{title:"Momenti della ipergeometrica"},n("p",null,n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," della ipergeometrica è trascurabile."),n("p",null,"La ",n("b",null,"media")," della ipergeometrica è:"),n("p",null,n(Je.k,null,la(jl()))),n("p",null,"La ",n("b",null,"varianza")," della ipergeometrica è:"),n("p",null,n(Je.k,null,la(Kl())))))),n(Je.s,{title:"Poissoniana"},n(Je.r,{title:"Distribuzione poissoniana"},n("p",null,"Una variabile aleatoria che soddisfa tutte le seguenti caratteristiche:"),n("ul",null,n("li",null,"Binomiale: ",n(Je.k,null,la(Rl()))),n("li",null,"Il numero di prove tende a infinito: ",n(Je.k,null,la(Ol()))),n("li",null,"La probabilità di successo tende a 0: ",n(Je.k,null,la(Gl()))),n("li",null,"La media è finita: ",n(Je.k,null,la(Tl())))),n("p",null,"Il suo simbolo è ",n(Je.k,null,la(Al())))),n(Je.r,{title:"Densità della poissoniana"},n("p",null,"La poissoniana ha come densità:"),n("p",null,n(Je.k,null,la(Bl())))),n(Je.r,{title:"Momenti della poissoniana"},n("p",null,n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," della poissoniana è:"),n("p",null,n(Je.k,null,la(Ul()))),n("p",null,"La ",n("b",null,"media")," della poissoniana è:"),n("p",null,n(Je.k,null,la(Ml()))),n("p",null,"La ",n("b",null,"varianza")," della poissoniana è:"),n("p",null,n(Je.k,null,la(Dl()))),n("p",null,"Gli altri momenti della poissoniana sono:"),n("ol",{start:2},n("li",null,n(Je.k,null,la(Il()))))))),n(Je.s,{title:"Un altro schema"},n(Je.r,{title:"Schema di Poisson"},n("p",null,"Una successione di ",n("b",null,"arrivi")," avvenuti in un certo arco temporale che:"),n("ul",null,n("li",null,"non sono sovrapposti."),n("li",null,"hanno intensità ",n(Je.k,null,la(Cl()))," costante."),n("li",null,"avvengono indipendentemente gli uni dagli altri."))),n(Je.r,{title:"Processo di Poisson"},n("p",null,"Una variabile aleatoria ",n(Je.k,null,"N_t")," che conta il numero di arrivi di uno schema di Poisson di intensità ",n(Je.k,null,la(wl()))," in un intervallo di tempo di durata ",n(Je.k,null,"t"),"."),n("p",null,"E' una distribuzione poissoniana con ",n(Je.k,null,la(Yl())),": ",n(Je.k,null,la(Sl()))),n(He.a,null,"E' paragonabile a una bernoulliana: ogni successo corrisponde a un arrivo, mentre il tempo è il numero di prove effettuate (ma nel continuo)."))),n(Je.s,{title:"Esponenziale"},n(Je.r,{title:"Distribuzione esponenziale"},n("p",null,"Una variabile aleatoria che conta il tempo diwidehattesa prima del primo arrivo di un processo di Poisson di intensità ",n(Je.k,null,la(Vl())),"."),n("p",null,"Il suo simbolo è ",n(Je.k,null,la(Nl())),".")),n(Je.r,{title:"Densità dell'esponenziale"},n("p",null,"L'esponenziale ha come ",n("b",null,"densità"),":"),n("p",null,n(Je.k,null,la(yl()))),n("p",null,"L'esponenziale ha come ",n("b",null,"funzione di ripartizione"),":"),n("p",null,n(Je.k,null,la(Fl())))),n(Je.r,{title:"Momenti dell'esponenziale"},n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," dell'esponenziale è:"),n("p",null,n(Je.k,null,la(Ll()))),n("p",null,"La ",n("b",null,"media")," dell'esponenziale è:"),n("p",null,n(Je.k,null,la(xl()))),n("p",null,"La ",n("b",null,"varianza")," dell'esponenziale è:"),n("p",null,n(Je.k,null,la(Pl())))),n(Je.r,{title:"Assenza di memoria della esponenziale"},n("p",null,"L'esponenziale non tiene conto degli eventi avvenuti in passato: ha la proprietà dell'assenza di memoria:"),n("p",null,n(Je.k,null,la(El()))),n(He.a,null,"Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto dell'asse X."))),n(Je.s,{title:"Legge gamma"},n(Je.r,{title:"Distribuzione gamma"},n("p",null,"Una variabile aleatoria che conta il tempo diwidehattesa prima dell'",n(Je.k,null,"n"),"-esimo arrivo di un processo di Poisson di intensità ",n(Je.k,null,la(zl())),"."),n("p",null,"Il suo simbolo è ",n(Je.k,null,la(ql())),".")),n(Je.r,{title:"Densità della legge gamma"},n("p",null,"La legge gamma ha come densità:"),n("p",null,n(Je.k,null,la(hl())))),n(Je.r,{title:"Momenti della legge gamma"},n("p",null,n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," della legge gamma è:"),n("p",null,n(Je.k,null,la(gl()))),n("p",null,"La ",n("b",null,"media")," della legge gamma è:"),n("p",null,n(Je.k,null,la(Xl()))),n("p",null,"La ",n("b",null,"varianza")," della legge gamma è:"),n("p",null,n(Je.k,null,la(kl())))))),n(Je.s,{title:"Uniforme"},n(Je.r,{title:"Distribuzione uniforme"},n("p",null,"Una variabile aleatoria che può assumere qualsiasi valore in un intervallo ",n(Je.k,null,la(_l()))," in modo equiprobabile."),n("p",null,"Il suo simbolo è ",n(Je.k,null,la(bl()))),n("p",null,"Su di essa vale la seguente proprietà:"),n("p",null,n(Je.k,null,la(vl())))),n(Je.r,{title:"Densità della distribuzione uniforme"},n("p",null,"La distribuzione uniforme ha come ",n("b",null,"densità"),":"),n("p",null,n(Je.k,null,la(fl()))),n("p",null,"La distribuzione uniforme ha come ",n("b",null,"funzione di ripartizione"),":"),n("p",null,n(Je.k,null,la(ml())))),n(Je.r,{title:"Momenti della distribuzione uniforme"},n("p",null,n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," della distribuzione uniforme è:"),n("p",null,n(Je.k,null,la(dl()))),n("p",null,"La ",n("b",null,"media")," della distribuzione uniforme è:"),n("p",null,n(Je.k,null,la(pl()))),n("p",null,"La ",n("b",null,"varianza")," della distribuzione uniforme è:"),n("p",null,n(Je.k,null,la(sl())))))),n(Je.s,{title:"Normale o Gaussiana"},n(Je.r,{title:"Distribuzione normale"},n("p",null,"Una variabile aleatoria con una specifica distribuzione."),n("p",null,"Il suo simbolo è ",n(Je.k,null,la(cl())),"."),n(He.a,null,n(Je.k,null,"\\mu")," e ",n(Je.k,null,"\\sigma^2")," sono rispettivamente la media e la varianza della distribuzione!")),n(Je.r,{title:"Densità della distribuzione normale"},n("p",null,"La distribuzione normale ha come densità:"),n("p",null,n(Je.k,null,la(ul())))),n(Je.r,{title:"Momenti della distribuzione normale"},n("p",null,n("p",null,"La ",n("b",null,"funzione generatrice dei momenti")," della distribuzione normale è:"),n("p",null,n(Je.k,null,la(ol()))),n("p",null,"La ",n("b",null,"media")," della distribuzione normale è:"),n("p",null,n(Je.k,null,la(rl()))),n("p",null,"La ",n("b",null,"varianza")," della distribuzione normale è:"),n("p",null,n(Je.k,null,la(tl())))))),n(Je.s,null,n(Je.r,{title:"Trasformazione della normale"},n("p",null,"Qualsiasi normale può essere trasformata in qualsiasi altra normale:"),n("p",null,n(Je.k,null,la(al())))),n(Je.r,{title:"Normale standard"},n("p",null,"La distribuzione normale standard ",n(Je.k,null,"Z")," è:"),n("p",null,n(Je.k,null,"Z \\sim Nor(0, 1)")),n("p",null,"La sua funzione di ripartizione è detta ",n(Je.k,null,la(el()))," e vale:"),n("p",null,n(Je.k,null,la(il())))),n(Je.r,{title:"Quantili normali"},n("p",null,"Da un quantile ",n(Je.k,null,la(ll()))," della normale standard è possibile risalire allo stesso quantile di qualsiasi altra normale:"),n("p",null,n(Je.k,null,la(nl()))))),n(Je.s,null,n(Je.r,{title:"Gamma e normale"},n("p",null,"La distribuzione normale ha una particolare relazione con la distribuzione Gamma:"),n("p",null,n(Je.k,null,la($n())))),n(Je.r,{title:"La funzione Chi"},n("blockquote",null,'"chi-quadro a un grado di libertà"'),n("p",null,"Esiste una distribuzione Gamma particolare:"),n("p",null,n(Je.k,null,la(Hn()))),n("p",null,"Più chi-quadro possono essere sommate per aumentare i loro gradi di libertà:"),n("p",null,n(Je.k,null,la(Jn())))),n(Je.r,{title:"T di Student"},n("p",null,"Un'altra funzione particolare è la funzione T di Student:"),n("p",null,n(Je.k,null,la(Wn()))))),n(Je.s,{title:"Approssimazioni notevoli"},n(Je.r,{title:"Ipergeometrica e binomiale"},n("p",null,"La binomiale è come una ipergeometrica ma con ripetizioni, quindi per valori molto grandi di ",n(Je.k,null,"N")," rispetto a ",n(Je.k,null,"n"),", si può dire che:"),n("p",null,n(Je.k,null,la(Qn())))),n(Je.r,{title:"Binomiale e poissoniana"},n("p",null,"La binomiale non è altro che una poissoniana a tempo discreto, quindi, se ",n(Je.k,null,"n")," è grande e ",n(Je.k,null,"n \\cdot p")," è nell'ordine di grandezza delle unità, allora:"),n("p",null,n(Je.k,null,la(Zn())))),n(Je.r,{title:"Binomiale e normale"},n("p",null,"Per il Teorema di De Moivre-Laplace, se una binomiale ha una ",n(Je.k,null,"n")," grande e ",n(Je.k,null,"p")," non vicina a 0 o 1, si può approssimare con:"),n("p",null,n(Je.k,null,la(jn())))),n(Je.r,{title:"Correzione di Yates"},n("p",null,"Passando da una variabile discreta ",n(Je.k,null,"X")," a una continua ",n(Je.k,null,"Y"),", per ogni valore discreto ",n(Je.k,null,"k"),' la probabilità viene "spalmata" su tutto l\'intervallo ',n(Je.k,null,la(Kn())),":"),n("ul",null,n("li",null,n(Je.k,null,la(Rn()))),n("li",null,n(Je.k,null,la(On()))),n("li",null,n(Je.k,null,la(Gn()))),n("li",null,n(Je.k,null,la(Tn())))))),n(Je.s,{title:"Vettori aleatori"},n(Je.r,{title:"Vettore aleatorio"},n("p",null,"Un vettore ",n("b",null,"composto da variabili aleatorie"),"."),n("p",null,"Il suo simbolo generalmente è ",n(Je.k,null,la(An()))," oppure ",n(Je.k,null,la(Bn())),".")),n(Je.r,{title:"Funzioni di ripartizione"},n("p",null,"I vettori aleatori hanno più funzioni di ripartizione che si differenziano in base al numero di parametri."),n("p",null,"Se il numero di parametri coincide con la dimensione del vettore aleatorio, allora la funzione sarà una ",n("i",null,"funzione di ripartizione congiunta"),":"),n("p",null,n(Je.k,null,la(Un()))),n("p",null,"Se il numero di parametri è minore della dimensione del vettore aleatorio, allora la funzione sarà una ",n("i",null,"funzione di ripartizione marginale"),":"),n("p",null,n(Je.k,null,la(Mn())))),n(Je.r,{title:"Densità discreta"},n("p",null,"I vettori aleatori ",n("b",null,"discreti")," hanno più densità che si differenziano in base al numero di parametri."),n("p",null,"Se il numero di parametri coincide con la dimensione del vettore aleatorio, allora la funzione sarà una ",n("i",null,"densità congiunta"),":"),n("p",null,n(Je.k,null,la(Dn()))),n("p",null,"Se il numero di parametri è minore della dimensione del vettore aleatorio, allora la funzione sarà una ",n("i",null,"densità marginale"),":"),n("p",null,n(Je.k,null,la(In()))))),n(Je.s,{title:"Più variabili aleatorie"},n(Je.r,{title:"Indipendenza delle variabili aleatorie"},n("p",null,"Più variabili aleatorie sono indipendenti se, per qualsiasi scelta di intervalli ",n(Je.k,null,"A_i"),":"),n("p",null,n(Je.k,null,la(Cn())))),n(Je.r,{title:"Media dei vettori aleatori"},n("p",null,"E' possibile calcolare la media di qualsiasi funzione ",n(Je.k,null,"g(X, Y)")," avente elementi del vettore come variabili:"),n("p",null,n(Je.k,null,la(wn()))),n(He.a,null,"Solitamente si calcola la media di ",n(Je.k,null,"x \\cdot y"),"."),n("p",null,"Le medie di più variabili aleatorie si possono sommare:"),n("p",null,n(Je.k,null,la(Yn()))))),n(Je.s,null,n(Je.r,{title:"Covarianza"},n("p",null,"Un ",n("b",null,"operatore")," che misura la correlazione di due variabili aleatorie."),n("p",null,"Si calcola con il valore atteso dei prodotti delle distanze dalla media:"),n("p",null,n(Je.k,null,la(Sn()))),n("p",null,"Ha diverse proprietà:"),n("ul",null,n("li",null,"Il suo ",n("b",null,"valore nullo")," è 0: ",n(Je.k,null,la(Vn()))),n("li",null,"E' ",n("b",null,"commutativa"),": ",n(Je.k,null,la(Nn()))),n("li",null,"E' ",n("b",null,"semplificabile"),": ",n(Je.k,null,la(yn()))),n("li",null,"E' ",n("b",null,"lineare"),": ",n(Je.k,null,la(Fn()))),n("li",null,"E' ",n("b",null,"distributiva"),": ",n(Je.k,null,la(Ln()))))),n(Je.r,{title:"Variabili incorrelate"},n("p",null,"Due variabili sono ",n("i",null,"variabili incorrelate")," se:"),n("p",null,n(Je.k,null,la(xn()))),n("p",null,"Variabili indipendenti sono sempre incorrelate.")),n(Je.r,{title:"Matrice di covarianza"},n("p",null,"Una matrice ",n(Je.k,null,la(Pn()))," che contiene la covarianza tra tutte le variabili di un vettore aleatorio ",n(Je.k,null,la(En())),":"),n("p",null,n(Je.k,null,la(zn()))),n("p",null,"E' sempre simmetrica e semidefinita positiva (tutti gli autovalori sono ",n(Je.k,null,"\\geq 0"),".")),n(Je.r,{title:"Coefficiente di correlazione"},n("p",null,"Un valore che misura come due variabili aleatorie sono correlate:"),n("p",null,n(Je.k,null,la(qn()))),n("p",null,"E' sempre compreso tra -1 e 1:"),n("p",null,n(Je.k,null,la(hn()))),n("p",null,"Vale esattamente -1 o 1 solo se esiste un legame lineare tra le due variaibli:"),n("p",null,n(Je.k,null,la(gn())))),n(Je.r,{title:"Varianza di variabili aleatorie sommate"},n("p",null,"La varianza di due variabili aleatorie sommate è:"),n("p",null,n(Je.k,null,la(Xn()))),n(He.a,null,"Si dimostra applicando le proprietà della covarianza!"),n("p",null,"Se più variabili aleatorie ",n(Je.k,null,"X_i")," sono ",n("b",null,"indipendenti")," (",n(Je.k,null,la(kn())),"), allora:"),n("p",null,n(Je.k,null,la(_n()))))),n(Je.s,{title:"Campioni"},n(Je.r,{title:"Campione casuale"},n("p",null,"Una ",n("b",null,"n-pla")," di variabili aleatorie con la stessa distribuzione della variabile aleatoria ",n(Je.k,null,"X"),' ("popolazione") ma ',n("b",null,"indipendenti")," tra loro."),n(He.a,null,"Le variabili aleatorie sono come un lazy-load in programmazione; quando ci sarà bisogno del loro valore numerico, esse si ",n("b",null,"realizzeranno")," nel loro valore.")),n(Je.r,{title:"Momento campionario"},n("p",null,"Il valore dato dalla media aritmetica degli ",n(Je.k,null,"n")," elementi del campione elevati alla potenza ",n(Je.k,null,"k"),":"),n("p",null,n(Je.k,null,la(bn()))),n("p",null,"Il momento campionario di primo ordine è la ",n("i",null,"media campionaria"),n(Je.k,null,la(vn())),".")),n(Je.r,{title:"Varianza campionaria"},n("p",null,"La media aritmetica dello scarto quadratico medio degli elementi del campione."),n("p",null,"Se è noto il valore medio ",n(Je.k,null,la(fn()))," di X:"),n("p",null,n(Je.k,null,la(mn()))),n("p",null,"Altrimenti:"),n("p",null,n(Je.k,null,la(dn()))))),n(Je.s,{title:"Media-ception"},n(Je.r,{title:"Media campionaria"},n("p",null,"Se calcoliamo la media della media campionaria, risulterà vero che:"),n("p",null,n(Je.k,null,la(pn()))),n(He.a,null,"Quindi, è possibile usare i campioni per trovare la media di una variabile aleatoria!")),n(Je.r,{title:"Varianza campionaria"},n("p",null,"Se calcoliamo la varianza della media campionaria, risulterà vero che:"),n("p",null,n(Je.k,null,la(sn()))),n(He.a,null,"Quindi, possiamo stimare l'errore della media calcolata tramite campioni!")),n(Je.r,{title:"Correzione campionaria"},n("p",null,"Se calcoliamo la media della varianza campionaria, risulterà vero che:"),n("p",null,n(Je.k,null,la(cn()))),n(He.a,null,"Quindi, possiamo stimare l'errore della media calcolata tramite campioni!"))),n(Je.s,{title:"Campionamento di una distribuzione normale"},n(Je.r,{title:"Campionamento di una distribuzione normale"},n("p",null,"Se la popolazione ",n(Je.k,null,"X")," ha una distribuzione normale (",n(Je.k,null,la(un())),")...")),n(Je.r,{title:"Distribuzione della media campionaria"},n("p",null,"...allora sappiamo anche la distribuzione della media campionaria!"),n("p",null,n(Je.k,null,la(on())))),n(Je.r,{title:"Distribuzione della varianza campionaria"},n("p",null,"...e anche della varianza campionaria!"),n("p",null,n(Je.k,null,la(rn()))),n("p",null,n(Je.k,null,la(tn())))),n(Je.r,{title:"Indipendenza"},n("p",null,"...e che media campionaria e varianza campionaria sono indipendenti tra loro!"))),n(Je.s,{title:"Quando i campioni hanno dimensioni infinite"},n(Je.r,{title:"Convergenza in distribuzione"},n("p",null,"Se la successione di variabili aleatorie ",n(Je.k,null,"X_n")," all'infinito ha la ",n("b",null,"stessa funzione di ripartizione")," della popolazione ",n(Je.k,null,"X"),", allora essa ",n("i",null,"converge in distribuzione"),"."),n("p",null,n(Je.k,null,"\\lim_{n \\to +\\infty} F_{X_n} (x) = F_X (x) \\implies X_n \\xrightarrow{d} X"))),n(Je.r,{title:"Convergenza in probabilità"},n("p",null,"Se la successione di variabili aleatorie ",n(Je.k,null,"X_n")," all'infinito ha la ",n("b",null,"stessa probabilità")," della popolazione ",n(Je.k,null,"X"),", allora essa ",n("i",null,"converge in probabilità"),"."),n("p",null,n(Je.k,null,"\\forall \\epsilon > 0, \\lim_{n \\to +\\infty} P( | X_n - X | < \\epsilon) = 1 \\implies X_n \\xrightarrow{p} X"))),n(Je.r,{title:"Convergenza quasi certa"},n("p",null,"Se la successione di variabili aleatorie ",n(Je.k,null,"X_n")," all'infinito ha la ",n("b",null,"stessa probabilità a ")," della popolazione ",n(Je.k,null,"X"),", allora essa ",n("i",null,"converge quasi certamente"),"."),n("p",null,n(Je.k,null,"\\forall \\epsilon > 0, P left( \\lim_{n \\to +\\infty} | X_n - X | < \\epsilon) \right) = 1 \\implies X_n \\xrightarrow{qc} X"))),n(Je.r,{title:"Convergenza in media quadratica"},n("p",null,"Se la successione di variabili aleatorie ",n(Je.k,null,"X_n")," all'infinito ha la ",n("b",null,"media del quadrato della distanza")," tra la successione e la popolazione ",n(Je.k,null,"X")," ",n("b",null,"uguale a 0"),", allora essa ",n("i",null,"converge in media quadratica"),"."),n("p",null,n(Je.k,null,"\\lim_{n \\to +\\infty} E( | X_n - X |^2 = 0 \\implies X_n \\xrightarrow{mq} X"))),n(Je.r,{title:"Gerarchia delle convergenze"},n("p",null,n(Je.k,null,"\n \\begin{matrix}\n X_n \\xrightarrow{mq} X\\\\\n X_n \\xrightarrow{qc} X\n \\end{matrix} \\implies X_n \\xrightarrow{p} X \\implies X_n \\xrightarrow{d} X")),n("p",null,"In più:"),n("p",null,n(Je.k,null,"X_n \\xrightarrow{p} x \\Longleftrightarrow X_n \\xrightarrow{d} x")))),n(Je.s,{title:"I grandi numeri"},n(Je.r,{title:"Legge debole dei grandi numeri"},n("p",null,"La successione delle medie campionarie ",n(Je.k,null,la(an()))," ",n("b",null,"converge in probabilità")," alla media della popolazione ",n(Je.k,null,la(en())),", se essa esiste."),n("p",null,n(Je.k,null,"\\overline{X}_n \\xrightarrow{p} X")),n("p",null,"Ovvero:"),n("p",null,n(Je.k,null,la(ln()))),n("p",null,n(Je.k,null,la(nn())))),n(Je.r,{title:"Legge forte dei grandi numeri"},n("p",null,"La successione delle medie campionarie ",n(Je.k,null,la($()))," ",n("b",null,"converge quasi certamente")," alla media della popolazione ",n(Je.k,null,la(H())),", se essa esiste."),n("p",null,n(Je.k,null,"\\overline{X}_n \\xrightarrow{qc} X")),n("p",null,"Ovvero:"),n("p",null,n(Je.k,null,la(J()))),n(He.a,null,"Dimostra che l'interpretazione frequentista della probabilità è valida!"))),n(Je.s,{title:"Al limite"},n(Je.r,{title:"Teorema centrale del limite"},n("p",null,"La successione delle medie campionarie ",n(Je.k,null,la(W()))," ",n("b",null,"converge in distribuzione")," a ",n(Je.k,null,la(Q())),"."),n("p",null,n(Je.k,null,la(Z()))),n("p",null,"Ovvero:"),n("p",null,n(Je.k,null,la(j()))))),n(Je.s,{title:"Altre approsimazioni"},n(Je.r,{title:"Binomiale e normale"},n("p",null,"E' una somma di ",n("b",null,"bernoulliane"),", e quindi si approssima a una normale:"),n("p",null,n(Je.k,null,la(K())))),n(Je.r,{title:"Binomiale negativa e normale"},n("p",null,"E' una somma di ",n("b",null,"geometriche"),", e quindi si approssima a una normale:"),n("p",null,n(Je.k,null,la(R())))),n(Je.r,{title:"Poissoniana e normale"},n("p",null,"E' una somma di altre ",n("b",null,"poissoniane"),", e quindi si approssima a una normale:"),n("p",null,n(Je.k,null,la(O())))),n(Je.r,{title:"Gamma e normale"},n("p",null,"E' una somma di ",n("b",null,"esponenziali"),", e quindi si approssima a una normale:"),n("p",null,n(Je.k,null,la(G())))),n(Je.r,{title:"In generale"},n("p",null,"Se ",n(Je.k,null,"n")," è grande, allora:"),n("p",null,n(Je.k,null,la(T()))))),n(Je.s,{title:"Actually statistica"},n(Je.r,{title:"Parametri sconosciuti"},n("p",null,"Per indicare parametri sconosciuti di una legge si usa ",n(Je.k,null,"\\theta"),".")),n(Je.r,{title:"Statistica"},n("p",null,"Una variabile aleatoria funzione di un campione:"),n("p",null,n(Je.k,null,la(A()))),n(He.a,null,"Ad esempio, sono statistiche media e varianza campionaria, così come il campione stesso ",n(Je.k,null,la(B())),"."))),n(Je.s,{title:"Stimatori"},n(Je.r,{title:"Stimatore"},n("p",null,"Una statistica ",n(Je.k,null,"T_n")," ottenuta da ",n(Je.k,null,"n")," osservazioni, che stimi i parametri di una legge e sia indipendente da essi.")),n(Je.r,{title:"Corretto"},n("p",null,"Uno stimatore è ",n("i",null,"corretto")," se il suo valore atteso coincide con quello dei parametri che stima:"),n("p",null,n(Je.k,null,la(U())))),n(Je.r,{title:"Asintoticamente corretto"},n("p",null,"Uno stimatore è ",n("i",null,"asintoticamente corretto")," se, per infinite osservazioni, il suo valore atteso coincide con quello dei parametri che stima:"),n("p",null,n(Je.k,null,la(M())))),n(Je.r,{title:"Consistente in media quadratica"},n("p",null,"Uno stimatore è ",n("i",null,"consistente in media quadratica")," se:"),n("p",null,n(Je.k,null,la(D())))),n(Je.r,{title:"Consistente in probabilità"},n("p",null,"Uno stimatore è ",n("i",null,"consistente in probabilità")," se:"),n("p",null,n(Je.k,null,la(I())))),n(Je.r,{title:"Asintoticamente normale"},n("p",null,"Uno stimatore è ",n("i",null,"asintoticamente normale")," se:"),n("p",null,n(Je.k,null,la(C()))))),n(Je.s,{title:"Metodo dei momenti"},n(Je.r,{title:"Metodo dei momenti"},n("p",null,"Si può usare il ",n("i",null,"metodo dei momenti")," per ottenere uno stimatore di una popolazione ",n(Je.k,null,"X"),"."),n("p",null,"Lo stimatore di ",n(Je.k,null,la(w()))," così ottenuto sarà indicato aggiungendo un cappellino e una ",n(Je.k,null,"M")," a ",n(Je.k,null,"\\theta"),": ",n(Je.k,null,la(Y()))),n("p",null,"Visto che:"),n("ul",null,n("li",null,n(Je.k,null,la(S()))),n("li",null,n(Je.k,null,la(V())))),n("p",null,"Allora:"),n("p",null,n(Je.k,null,la(N()))),n("p",null,"Se ",n(Je.k,null,la(y()))," non è esprimibile in termini di ",n(Je.k,null,la(F())),", si possono usare i momenti successivi ",n(Je.k,null,la(L())),", ",n(Je.k,null,la(x())),", ",n(Je.k,null,la(P())),"..."))),n(Je.s,{title:"Metodo della massima verosomiglianza"},n(Je.r,{title:"Metodo della massima verosomiglianza"},n("p",null,"Si può usare il ",n("i",null,"metodo della massima verosomiglianza")," per ottenere uno stimatore di una popolazione ",n(Je.k,null,"X"),"."),n("p",null,"Lo stimatore di ",n(Je.k,null,la(E()))," così ottenuto sarà indicato aggiungendo un cappellino e una ",n(Je.k,null,"L")," a ",n(Je.k,null,"\\theta"),": ",n(Je.k,null,la(z()))),n("p",null,"Consiste nel trovare il massimo assoluto ",n(Je.k,null,la(q()))," della la funzione di verosomiglianza ",n(Je.k,null,la(h())),":"),n("p",null,n(Je.k,null,la(g()))),n("p",null,"Gli stimatori di massima verosomiglianza sono ",n("b",null,"asintoticamente corretti"),", ",n("b",null,"consistenti in probabilità")," e ",n("b",null,"asintoticamente normali"),".")),n(Je.r,{title:"Proprietà degli stimatori di massima verosomiglianza"},n("p",null,"Gli stimatori di massima verosomiglianza godono delle seguenti proprietà:"),n("ul",null,n("li",null,"Sono ",n("b",null,"asintoticamente corretti"),"."),n("li",null,"Sono ",n("b",null,"consistenti in probabilità"),"."),n("li",null,"Sono ",n("b",null,"asintoticamente normali"),"."),n("li",null,"Sono ",n("b",null,"invarianti"),": ",n(Je.k,null,la(X())))))),n(Je.s,{title:"Nuove stime notevoli"},n(Je.r,{title:"Stima di una bernoulliana"},n("p",null,"Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:"),n("p",null,n(Je.k,null,la(k())))),n(Je.r,{title:"Stima di una poissoniana"},n("p",null,"Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:"),n("p",null,n(Je.k,null,la(_())))),n(Je.r,{title:"Stima di una esponenziale"},n("p",null,"Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:"),n("p",null,n(Je.k,null,la(b())))),n(Je.r,{title:"Stima di una normale"},n("p",null,"Per il metodo della massima verosomiglianza:"),n("ul",null,n("li",null,n(Je.k,null,la(v()))),n("br",null),n("li",null,n(Je.k,null,la(f())))))),n(Je.s,{title:"Intervalli di confidenza"},n(Je.r,{title:"Confidenza"},n("blockquote",null,'"intervallo di confidenza al 95%"'),n("p",null,"L'intervallo di valori di ",n(Je.k,null,"\\theta"),' all\'interno del quale siamo "più o meno sicuri" si trovi il valore effettivo:'),n("p",null,"L'intervallo di confidenza a N della stima ",n(Je.k,null,la(m()))," è l'intervallo ",n(Je.k,null,"]a, b[")," tale che:"),n("p",null,n(Je.k,null,la(d()))),n("p",null,"Può anche essere ",n("b",null,"unilatero")," nel caso limiti la stima in una sola direzione, positiva o negativa."))),n(Je.s,{title:"Confidenza nella media di una normale"},n(Je.r,{title:"Varianza nota"},n("p",null,"Se conosciamo la varianza di una normale, allora possiamo ricavare velocemente gli intervalli di confidenza all'",n(Je.k,null,"\\alpha"),"% con queste formule:"),n("ul",null,n("li",null,"Intervalli bilateri: ",n(Je.k,null,la(p()))),n("li",null,"Intervallo unilatero da sinistra: ",n(Je.k,null,la(s()))),n("li",null,"Intervallo unilatero da destra: ",n(Je.k,null,la(c()))))),n(Je.r,{title:"Varianza incognita"},n("p",null,"Se non conosciamo la varianza di una normale, allora possiamo ricavare velocemente gli intervalli di confidenza all'",n(Je.k,null,"\\alpha"),"% con queste formule:"),n("ul",null,n("li",null,"Intervalli bilateri: ",n(Je.k,null,la(u()))),n("li",null,"Intervallo unilatero da sinistra: ",n(Je.k,null,la(o()))),n("li",null,"Intervallo unilatero da destra: ",n(Je.k,null,la(r())))),n("p",null,n(Je.k,null,la(t()))," è un quantile della distribuzione di Student di parametro ",n(Je.k,null,"v"),"."))),n(Je.s,{title:"Confidenza per la proporzione di una bernoulliana"},n(Je.r,{title:"Terzo metodo corretto"},n("p",null,"L'intervallo di confidenza per la proprorzione di una bernoulliana qualsiasi si ottiene da questa formula:"),n("p",null,n(Je.k,null,la(a()))))),n(Je.s,{title:"Confidenza per la media di qualsiasi popolazione"},n(Je.r,{title:"Approssimando con la normale"},n("p",null,"L'intervallo di confidenza per la media di una qualsiasi popolazione si ottiene da questa formula:"),n("p",null,n(Je.k,null,la(e()))))))))}}.call(this,i("hosL").h)},gJgL:function(n){n.exports={red:"red__3phX0",orange:"orange__1OSkI",yellow:"yellow__2pQOr",lime:"lime__3vRUg",cyan:"cyan__1cBtG",blue:"blue__1G1wb",magenta:"magenta__3Wagv",minus:"minus__2qLyv"}},jZax:function(n){n.exports={red:"red__ipSoq",orange:"orange__1nmkj",yellow:"yellow__353ge",lime:"lime__3FW1E",cyan:"cyan__2xhu7",blue:"blue__3MvDe",magenta:"magenta__i03ie",plus:"plus__1eV4_"}},ke5e:function(n,l,i){"use strict";(function(n){var e=i("2w3n"),a=i.n(e);l.a=function(l){return n("div",{class:a.a.example},l.children)}}).call(this,i("hosL").h)},o8Jj:function(n,l,i){"use strict";(function(n){var e=i("jZax"),a=i.n(e);l.a=function(l){return n("span",{class:a.a.plus},l.children)}}).call(this,i("hosL").h)}}]); +//# sourceMappingURL=route-Statistica.chunk.ea22b.js.map \ No newline at end of file diff --git a/docs/route-Statistica.chunk.ea22b.js.map b/docs/route-Statistica.chunk.ea22b.js.map new file mode 100644 index 0000000..293891c --- /dev/null +++ b/docs/route-Statistica.chunk.ea22b.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./components/Fisica/Minus.js","webpack:///./routes/Statistica.js","webpack:///./components/Fisica/Minus.less","webpack:///./components/Fisica/Plus.less","webpack:///./components/Example.js","webpack:///./components/Fisica/Plus.js"],"names":["module","exports","props","class","style","minus","children","r","String","raw","Provider","value","LatexDisplay","INLINE","title","href","start","example","plus"],"mappings":"6EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,mCCD3L,qCAEe,aAAUC,GACrB,OAAO,UAAMC,MAAOC,IAAMC,OAAQH,EAAMI,a,o70CCGtCC,GAAIC,OAAOC,IAGF,qBACX,OACI,EAAC,KAAmBC,SAApB,CAA6BC,OAAO,GAChC,EAAC,KAAoBD,SAArB,CAA8BC,MAAOC,KAAaC,QAC9C,aACI,qDACA,EAAC,KAAD,CAASC,MAAO,uBACZ,EAAC,KAAD,CAAOA,MAAO,YACV,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,gBACV,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,cACV,+EACqE,gBADrE,uCAE8B,gBAF9B,4CAMR,EAAC,KAAD,CAASA,MAAO,yBACZ,EAAC,KAAD,CAAOA,MAAO,sBACV,iCAGA,gBACM,sBADN,oDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,SACV,kCAGA,iBACO,uBADP,8BAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,UACV,2BAGA,iBACO,2BADP,8BAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,gDACsC,2BADtC,MAIJ,EAAC,KAAD,CAAOO,MAAO,OACV,+BAGA,iBACO,4BADP,wBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,OACV,4CAGA,gBACM,2BADN,yBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,MACV,wCAGA,gBACM,qBADN,yBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,cACV,qCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,gBACV,6CAGA,gBACM,yBADN,mCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,6BACmB,EAAC,KAAD,UADnB,8BAC8D,EAAC,KAAD,UAD9D,MAIJ,EAAC,KAAD,CAAOO,MAAO,sBACV,yCAGA,8BACoB,oBADpB,KAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,oBACV,4DAGA,iBACO,2BADP,oBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,KACI,EAAC,KAAD,CAAOO,MAAO,yBACV,uCAGA,kEACwD,uBADxD,0BAEU,oCAFV,KAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,oDAC0C,EAAC,KAAD,KAAQA,GAAR,OAD1C,8BAKJ,EAAC,KAAD,CAAOO,MAAO,cAAM,EAAC,KAAD,KAAQP,GAAR,OAAN,aACV,uCAGA,4FAEU,WAAG,EAAC,KAAD,KAAQA,GAAR,OAAH,YAFV,KAIA,YACI,kDACuC,EAAC,KAAD,KAAQA,GAAR,QAEvC,uFAEO,EAAC,KAAD,KAAQA,GAAR,QAEP,oGAEkB,EAAC,KAAD,KAAQA,GAAR,SAGtB,0BAEa,EAAC,KAAD,KAAQA,GAAR,UAIrB,EAAC,KAAD,KACI,EAAC,KAAD,CAAOO,MAAO,cACV,4EAGA,4CAGA,YACI,YAAI,qBAAJ,KACA,6CAAkC,uCAAlC,KACA,4CAAiC,oCAAjC,KACA,wDAA6C,0CAA7C,MAEJ,4BACkB,EAAC,KAAD,KAAQP,GAAR,OADlB,4BAEW,EAAC,KAAD,KAAQA,GAAR,OAFX,KAEoC,EAAC,KAAD,KAAQA,GAAR,OAFpC,KAE6D,EAAC,KAAD,KAAQA,GAAR,OAF7D,YAGM,EAAC,KAAD,KAAQA,GAAR,OAHN,KAKA,EAAC,KAAD,kJAMR,EAAC,KAAD,CAASO,MAAO,6BACZ,EAAC,KAAD,CAAOA,MAAO,mCACV,iEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,qCACV,kEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,mCACV,4GAIA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAO,6BACZ,EAAC,KAAD,CAAOA,MAAO,mCACV,0GAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,oCACV,sIAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,UACV,6JAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,+GAMR,EAAC,KAAD,CAASO,MAAO,uBACZ,EAAC,KAAD,CAAOA,MAAO,cACV,8HAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,kCACV,mFACyE,uCADzE,0DAMR,EAAC,KAAD,CAASA,MAAO,wBACZ,EAAC,KAAD,CAAOA,MAAO,gBACV,sDAC4C,EAAC,KAAD,UAD5C,iDAEkB,wCAFlB,gBAE+D,EAAC,KAAD,UAF/D,WAIA,WACI,0BADJ,6CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,gCACV,sDAC4C,EAAC,KAAD,UAD5C,iDAEkB,oCAFlB,gBAE2D,EAAC,KAAD,UAF3D,WAIA,WACI,0BADJ,6CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,gBACV,sDAC4C,EAAC,KAAD,UAD5C,iDAEkB,wCAFlB,gBAE+D,EAAC,KAAD,UAF/D,WAIA,WACI,+BADJ,0CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,gCACV,sDAC4C,EAAC,KAAD,UAD5C,iDAEkB,oCAFlB,gBAE2D,EAAC,KAAD,UAF3D,WAIA,WACI,+BADJ,0CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,gBACV,uBACa,EAAC,KAAD,UADb,+DAGA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAO,4BACZ,EAAC,KAAD,CAAOA,MAAO,uBACV,kCAGA,8CACoC,EAAC,KAAD,UADpC,gBACiE,kCAC7D,EAAC,KAAD,UAFJ,KAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,qCACiC,sBADjC,2BAIJ,EAAC,KAAD,CAAOO,MAAO,gCACV,sHAIA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,KACI,EAAC,KAAD,CAAOO,MAAO,uBACV,uHAIA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAO,kBACZ,EAAC,KAAD,CAAOA,MAAO,2BACV,wJAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,wCACV,2FAEO,qBAFP,KAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,oBACV,yBACe,+BADf,8IAKA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,6CAKR,EAAC,KAAD,CAASO,MAAO,uBACZ,EAAC,KAAD,CAAOA,MAAO,2BACV,yDAGA,qJAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,2BACV,oGAGA,yEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,yGAKJ,EAAC,KAAD,CAAOO,MAAO,mCACV,4BACkB,EAAC,KAAD,UADlB,iBACgD,8CADhD,qFAIA,EAAC,KAAD,2IAMR,EAAC,KAAD,CAASA,MAAO,uBACZ,EAAC,KAAD,CAAOA,MAAO,uBACV,iHAEiB,EAAC,KAAD,KAAQP,GAAR,OAFjB,MAKJ,EAAC,KAAD,CAAOO,MAAO,UAAMA,MAAO,oCAAb,4BACV,oEAEW,EAAC,KAAD,KAAQP,GAAR,OAFX,qGAIM,EAAC,KAAD,UAJN,KAMA,iGAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,EAAC,KAAD,qEAIJ,EAAC,KAAD,CAAOO,MAAO,YACV,uCAGA,iBACO,wBADP,uCAC2D,uBAD3D,KAGA,yCAC+B,EAAC,KAAD,YAD/B,8BAC4E,EAAC,KAAD,UAD5E,yBAEwB,EAAC,KAAD,uBAFxB,OAMR,EAAC,KAAD,CAASA,MAAO,WACZ,EAAC,KAAD,CAAOA,MAAO,wBACV,iBACO,mCADP,IACmC,EAAC,KAAD,KAAQP,GAAR,OADnC,+BAEc,uBAFd,IAE8B,EAAC,KAAD,UAF9B,gEAKA,WACI,EAAC,KAAD,KAAQA,GAAR,SAQR,EAAC,KAAD,CAAOO,MAAO,oBACV,iBACO,+BADP,IAC+B,EAAC,KAAD,KAAQP,GAAR,OAD/B,+BAEc,uBAFd,IAE8B,EAAC,KAAD,UAF9B,yDAKA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,2FACiF,yBADjF,uCAIA,EAAC,KAAD,mEAKR,EAAC,KAAD,CAASO,MAAO,4BACZ,EAAC,KAAD,CAAOA,MAAO,eACV,8CACoC,uCAChC,EAAC,KAAD,KAAQP,GAAR,OAFJ,4GAIM,EAAC,KAAD,UAJN,KAMA,0EACgE,EAAC,KAAD,KAAQA,GAAR,OADhE,KAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SASR,EAAC,KAAD,CAAOO,MAAO,4BACV,YACI,wBAAa,iCAAb,wBACA,aACA,oBAAS,gBAAT,MAAoB,EAAC,KAAD,iBAApB,MAA6C,gBAA7C,MAAwD,EAAC,KAAD,iBAAxD,KACA,aACA,iBAAM,iCAAN,KACgB,EAAC,KAAD,KAAQP,GAAR,UAIxB,EAAC,KAAD,CAAOO,MAAO,4BACV,gHAIA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAO,yCACZ,EAAC,KAAD,CAAOA,MAAO,gBACV,oGAIJ,EAAC,KAAD,CAAOA,MAAO,8BACV,sFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,mBACV,+HAE6B,OACzBC,KAAM,+DAA+D,2BAHzE,qEAQR,EAAC,KAAD,CAASD,MAAO,0CACZ,EAAC,KAAD,CAAOA,MAAO,SACV,kDACwC,uCADxC,SAC6E,8BAD7E,iBAE4B,oBAF5B,OAE4C,2BAF5C,MAEkE,qBAFlE,MAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,kDAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,kDAGA,WACI,EAAC,KAAD,KAAQA,GAAR,UAIZ,EAAC,KAAD,KACI,EAAC,KAAD,CAAOO,MAAO,QACV,gCACsB,mCADtB,MACoD,+BADpD,MAC8E,sBAD9E,MAIJ,EAAC,KAAD,CAAOA,MAAO,YACV,iBACO,uBADP,IACuB,EAAC,KAAD,KAAQP,GAAR,OADvB,cAEW,EAAC,KAAD,KAAQA,GAAR,OAFX,8BAGc,EAAC,KAAD,UAHd,sCAKA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,YAGA,wCAC8B,EAAC,KAAD,KAAQA,GAAR,OAD9B,YACkE,sBADlE,KAGA,wCAC8B,EAAC,KAAD,KAAQA,GAAR,OAD9B,WAES,EAAC,KAAD,KAAQA,GAAR,OAFT,eAEiD,uBAFjD,KAIA,mCACyB,EAAC,KAAD,KAAQA,GAAR,OADzB,eACsE,WAAG,EAAC,KAAD,UAAH,qBADtE,MAKJ,EAAC,KAAD,CAAOO,MAAO,YACV,yGAIA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAO,2BACZ,EAAC,KAAD,CAAOA,MAAO,4BACV,yDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,mCACyB,EAAC,KAAD,KAAQA,GAAR,OADzB,MACwD,EAAC,KAAD,KAAQA,GAAR,OADxD,qDAIA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,6BACV,mDAGA,wCAC8B,EAAC,KAAD,UAD9B,iFAEsC,EAAC,KAAD,KAAQP,GAAR,OAFtC,qDAG8B,EAAC,KAAD,KAAQA,GAAR,OAH9B,KAKA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,uBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,EAAC,KAAD,wGAMR,EAAC,KAAD,CAASO,MAAO,kBACZ,EAAC,KAAD,CAAOA,MAAO,WACV,iBACO,sBADP,IACsB,EAAC,KAAD,UADtB,wCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAQJ,EAAC,KAAD,2EAIJ,EAAC,KAAD,CAAOO,MAAO,oCACV,iBACO,+CADP,OAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,gHAEa,mCAFb,KAIA,oBACU,qCADV,qCAIJ,EAAC,KAAD,CAAOO,MAAO,2BACV,iBACO,sCADP,OAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,uGAEO,mCAFP,KAIA,oBACU,qCADV,sCAKR,EAAC,KAAD,CAASO,MAAO,kBACZ,EAAC,KAAD,CAAOA,MAAO,+BACV,0FAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,sBACV,sDAEW,EAAC,KAAD,iBAFX,MAEmC,EAAC,KAAD,mBAFnC,MAKJ,EAAC,KAAD,CAAOA,MAAO,uBACV,6HAMR,EAAC,KAAD,CAASA,MAAO,gBACZ,EAAC,KAAD,CAAOA,MAAO,8BACV,8EAGA,YACI,oBAAS,EAAC,KAAD,UAAT,eAAmC,EAAC,KAAD,iBAAnC,KACA,oBAAS,EAAC,KAAD,UAAT,eAAqC,EAAC,KAAD,mBAArC,MAEJ,+BACqB,EAAC,KAAD,KAAQP,GAAR,SAGzB,EAAC,KAAD,CAAOO,MAAO,8BACV,6DAGA,WACI,EAAC,KAAD,KAAQP,GAAR,UAUZ,EAAC,KAAD,CAASO,MAAO,aACZ,EAAC,KAAD,CAAOA,MAAO,2BACV,yEAC+D,EAAC,KAAD,UAD/D,sCAIA,+BACqB,EAAC,KAAD,KAAQP,GAAR,OADrB,MAIJ,EAAC,KAAD,CAAOO,MAAO,2BACV,4CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,2BACV,iBACO,+CADP,uBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,oBADP,wBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,iBACO,uBADP,wBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAO,cACZ,EAAC,KAAD,CAAOA,MAAO,4BACV,qIAIA,+BACqB,EAAC,KAAD,eADrB,MAIJ,EAAC,KAAD,CAAOA,MAAO,4BACV,6CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,4BACV,iBACO,+CADP,wBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,oBADP,wBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,iBACO,uBADP,wBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,uCACV,uHAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,wGAMR,EAAC,KAAD,CAASO,MAAO,sBACZ,EAAC,KAAD,CAAOA,MAAO,oCACV,+HAEqC,EAAC,KAAD,UAFrC,oBAIA,+BACqB,EAAC,KAAD,KAAQP,GAAR,OADrB,MAIJ,EAAC,KAAD,CAAOO,MAAO,oCACV,qDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,oCACV,WACI,iBACO,+CADP,gCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,oBADP,gCAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,iBACO,uBADP,gCAGA,WACI,EAAC,KAAD,KAAQA,GAAR,WAKhB,EAAC,KAAD,CAASO,MAAO,uBACZ,EAAC,KAAD,CAAOA,MAAO,qCACV,0DACgD,EAAC,KAAD,UADhD,0DAIA,oCAC0B,EAAC,KAAD,KAAQP,GAAR,OAD1B,MAIJ,EAAC,KAAD,CAAOO,MAAO,qCACV,sDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,qCACV,iBACO,+CADP,iCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,oBADP,iCAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,iBACO,uBADP,wBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,gDACV,gIAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,wGAMR,EAAC,KAAD,CAASO,MAAO,+BACZ,EAAC,KAAD,CAAOA,MAAO,6CACV,4HAE6B,EAAC,KAAD,UAF7B,oBAIA,oCAC0B,EAAC,KAAD,KAAQP,GAAR,OAD1B,MAIJ,EAAC,KAAD,CAAOO,MAAO,6CACV,8DAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,6CACV,WACI,iBACO,+CADP,yCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,oBADP,yCAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,iBACO,uBADP,yCAGA,WACI,EAAC,KAAD,KAAQA,GAAR,WAKhB,EAAC,KAAD,CAASO,MAAO,kBACZ,EAAC,KAAD,CAAOA,MAAO,gCACV,yEAC+D,EAAC,KAAD,UAD/D,oBAEe,EAAC,KAAD,YAFf,gEAGgB,EAAC,KAAD,UAHhB,eAKA,+BACqB,EAAC,KAAD,qBADrB,MAIJ,EAAC,KAAD,CAAOA,MAAO,gCACV,iDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,gCACV,WACI,iBACO,+CADP,yCAGA,iBACO,oBADP,4BAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,uBADP,4BAGA,WACI,EAAC,KAAD,KAAQA,GAAR,WAKhB,EAAC,KAAD,CAASO,MAAO,eACZ,EAAC,KAAD,CAAOA,MAAO,6BACV,sFAGA,YACI,0BAAe,EAAC,KAAD,KAAQP,GAAR,QACf,oDAAyC,EAAC,KAAD,KAAQA,GAAR,QACzC,qDAA0C,EAAC,KAAD,KAAQA,GAAR,QAC1C,kCAAuB,EAAC,KAAD,KAAQA,GAAR,SAE3B,+BACqB,EAAC,KAAD,KAAQA,GAAR,SAGzB,EAAC,KAAD,CAAOO,MAAO,6BACV,8CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,6BACV,WACI,iBACO,+CADP,yBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,oBADP,yBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,iBACO,uBADP,yBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,wDAGA,QAAIS,MAAO,GACP,YAAI,EAAC,KAAD,KAAQT,GAAR,YAKpB,EAAC,KAAD,CAASO,MAAO,mBACZ,EAAC,KAAD,CAAOA,MAAO,qBACV,iCACuB,qBADvB,6CAGA,YACI,qCACA,+BAAoB,EAAC,KAAD,KAAQP,GAAR,OAApB,cACA,kEAGR,EAAC,KAAD,CAAOO,MAAO,uBACV,sCAC4B,EAAC,KAAD,YAD5B,wEAE4B,EAAC,KAAD,KAAQP,GAAR,OAF5B,wCAGW,EAAC,KAAD,UAHX,KAKA,mDAEQ,EAAC,KAAD,KAAQA,GAAR,OAFR,KAEmD,EAAC,KAAD,KAAQA,GAAR,QAEnD,EAAC,KAAD,wJAMR,EAAC,KAAD,CAASO,MAAO,gBACZ,EAAC,KAAD,CAAOA,MAAO,8BACV,qIAEqC,EAAC,KAAD,KAAQP,GAAR,OAFrC,KAIA,+BACqB,EAAC,KAAD,KAAQA,GAAR,OADrB,MAIJ,EAAC,KAAD,CAAOO,MAAO,6BACV,qCAC2B,sBAD3B,KAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAOJ,qCAC2B,uCAD3B,KAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAQR,EAAC,KAAD,CAAOO,MAAO,6BACV,iBACO,+CADP,yBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,oBADP,yBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,iBACO,uBADP,yBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,yCACV,wHAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,wGAMR,EAAC,KAAD,CAASO,MAAO,eACZ,EAAC,KAAD,CAAOA,MAAO,uBACV,kFACwE,EAAC,KAAD,UADxE,wDAEkD,EAAC,KAAD,KAAQP,GAAR,OAFlD,KAIA,+BACqB,EAAC,KAAD,KAAQA,GAAR,OADrB,MAIJ,EAAC,KAAD,CAAOO,MAAO,6BACV,8CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAQR,EAAC,KAAD,CAAOO,MAAO,6BACV,WACI,iBACO,+CADP,yBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,oBADP,yBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,iBACO,uBADP,yBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,WAKhB,EAAC,KAAD,CAASO,MAAO,YACZ,EAAC,KAAD,CAAOA,MAAO,0BACV,yFAEe,EAAC,KAAD,KAAQP,GAAR,OAFf,2BAIA,+BACqB,EAAC,KAAD,KAAQA,GAAR,QAErB,qDAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,wCACV,gDACsC,sBADtC,KAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAOJ,gDACsC,uCADtC,KAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SASR,EAAC,KAAD,CAAOO,MAAO,wCACV,WACI,iBACO,+CADP,oCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,oBADP,oCAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,iBACO,uBADP,oCAGA,WACI,EAAC,KAAD,KAAQA,GAAR,WAKhB,EAAC,KAAD,CAASO,MAAO,uBACZ,EAAC,KAAD,CAAOA,MAAO,yBACV,uEAGA,+BACqB,EAAC,KAAD,KAAQP,GAAR,OADrB,KAGA,EAAC,KAAD,KACI,EAAC,KAAD,aADJ,MACyB,EAAC,KAAD,kBADzB,sEAKJ,EAAC,KAAD,CAAOO,MAAO,uCACV,wDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,uCACV,WACI,iBACO,+CADP,mCAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,iBACO,oBADP,mCAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,iBACO,uBADP,mCAGA,WACI,EAAC,KAAD,KAAQA,GAAR,WAKhB,EAAC,KAAD,KACI,EAAC,KAAD,CAAOO,MAAO,gCACV,mFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,oBACV,gDACsC,EAAC,KAAD,UADtC,OAGA,WACI,EAAC,KAAD,2BAEJ,sDAC4C,EAAC,KAAD,KAAQP,GAAR,OAD5C,YAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,oBACV,6BACmB,EAAC,KAAD,KAAQP,GAAR,OADnB,iGAIA,WACI,EAAC,KAAD,KAAQA,GAAR,UAIZ,EAAC,KAAD,KACI,EAAC,KAAD,CAAOO,MAAO,mBACV,gGAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,mBACV,0DAGA,0DAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,2FAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,gBACV,wEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAO,4BACZ,EAAC,KAAD,CAAOA,MAAO,8BACV,2GAEc,EAAC,KAAD,UAFd,eAE0C,EAAC,KAAD,UAF1C,sBAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,2BACV,wFAEO,EAAC,KAAD,UAFP,eAEmC,EAAC,KAAD,mBAFnC,oDAKA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,uBACV,2EACiE,EAAC,KAAD,UADjE,aAEM,EAAC,KAAD,UAFN,iDAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,uBACV,iDACuC,EAAC,KAAD,UADvC,mBACuE,EAAC,KAAD,UADvE,8BAEyB,EAAC,KAAD,UAFzB,2DAGiB,EAAC,KAAD,KAAQP,GAAR,OAHjB,KAKA,YACI,YAAI,EAAC,KAAD,KAAQA,GAAR,QACJ,YAAI,EAAC,KAAD,KAAQA,GAAR,QACJ,YAAI,EAAC,KAAD,KAAQA,GAAR,QACJ,YAAI,EAAC,KAAD,KAAQA,GAAR,WAIhB,EAAC,KAAD,CAASO,MAAO,oBACZ,EAAC,KAAD,CAAOA,MAAO,qBACV,yBACe,8CADf,KAGA,4CAEM,EAAC,KAAD,KAAQP,GAAR,OAFN,WAEgD,EAAC,KAAD,KAAQA,GAAR,OAFhD,MAKJ,EAAC,KAAD,CAAOO,MAAO,4BACV,yHAIA,sHAEsB,iDAFtB,KAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,qHAEsB,iDAFtB,KAIA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,oBACV,iCACuB,uBADvB,2EAIA,sHAEsB,gCAFtB,KAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,qHAEsB,gCAFtB,KAIA,WACI,EAAC,KAAD,KAAQA,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAO,2BACZ,EAAC,KAAD,CAAOA,MAAO,0CACV,+FAEe,EAAC,KAAD,YAFf,KAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,8BACV,oEAC0D,EAAC,KAAD,gBAD1D,gDAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,2CACuC,EAAC,KAAD,mBADvC,KAGA,sEAGA,WACI,EAAC,KAAD,KAAQA,GAAR,UAIZ,EAAC,KAAD,KACI,EAAC,KAAD,CAAOO,MAAO,cACV,iBACO,wBADP,2DAGA,uFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,oCAGA,YACI,sBAAW,2BAAX,SAAoC,EAAC,KAAD,KAAQA,GAAR,QACpC,kBAAO,0BAAP,KAA2B,EAAC,KAAD,KAAQA,GAAR,QAC3B,kBAAO,6BAAP,KAA8B,EAAC,KAAD,KAAQA,GAAR,QAC9B,kBAAO,sBAAP,KAAuB,EAAC,KAAD,KAAQA,GAAR,QAEvB,kBAAO,2BAAP,KAA4B,EAAC,KAAD,KAAQA,GAAR,UAIpC,EAAC,KAAD,CAAOO,MAAO,yBACV,iCACuB,oCADvB,QAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,+DAIJ,EAAC,KAAD,CAAOO,MAAO,yBACV,0BACgB,EAAC,KAAD,KAAQP,GAAR,OADhB,8EAEsC,EAAC,KAAD,KAAQA,GAAR,OAFtC,KAIA,WACI,EAAC,KAAD,KAAQA,GAAR,QASJ,sFAC4E,EAAC,KAAD,gBAD5E,MAKJ,EAAC,KAAD,CAAOO,MAAO,gCACV,gFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,6CAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,6FAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,2CACV,gEAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,8DAGA,yCAEc,EAAC,KAAD,YAFd,SAEsC,2BAFtC,KAE2D,EAAC,KAAD,KAAQA,GAAR,OAF3D,cAKA,WACI,EAAC,KAAD,KAAQA,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAO,YACZ,EAAC,KAAD,CAAOA,MAAO,oBACV,kBACQ,oBADR,iFAEc,EAAC,KAAD,UAFd,uBAEkD,2BAFlD,cAIA,EAAC,KAAD,kIAEsC,4BAFtC,sBAKJ,EAAC,KAAD,CAAOA,MAAO,uBACV,0DACgD,EAAC,KAAD,UADhD,+CAEyB,EAAC,KAAD,UAFzB,KAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,0DACgD,gCAC5C,EAAC,KAAD,KAAQA,GAAR,OAFJ,MAKJ,EAAC,KAAD,CAAOO,MAAO,wBACV,6FAGA,wCAC8B,EAAC,KAAD,KAAQP,GAAR,OAD9B,UAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,0BAGA,WACI,EAAC,KAAD,KAAQA,GAAR,UAIZ,EAAC,KAAD,CAASO,MAAO,iBACZ,EAAC,KAAD,CAAOA,MAAO,qBACV,kFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,+FAIJ,EAAC,KAAD,CAAOO,MAAO,wBACV,qFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,mFAIJ,EAAC,KAAD,CAAOO,MAAO,0BACV,qFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,EAAC,KAAD,oFAKR,EAAC,KAAD,CAASO,MAAO,8CACZ,EAAC,KAAD,CAAOA,MAAO,8CACV,gCACsB,EAAC,KAAD,UADtB,kCAEK,EAAC,KAAD,KAAQP,GAAR,OAFL,SAKJ,EAAC,KAAD,CAAOO,MAAO,yCACV,iFAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,4CACV,qDAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAEJ,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,gBACV,8FAKR,EAAC,KAAD,CAASA,MAAO,+CACZ,EAAC,KAAD,CAAOA,MAAO,gCACV,uDAC6C,EAAC,KAAD,YAD7C,uBACmF,8CADnF,sBAEmD,EAAC,KAAD,UAFnD,iBAEiF,wCAFjF,KAKA,WACI,EAAC,KAAD,yFAGR,EAAC,KAAD,CAAOA,MAAO,8BACV,uDAC6C,EAAC,KAAD,YAD7C,uBACmF,iCADnF,sBAEsC,EAAC,KAAD,UAFtC,iBAEoE,sCAFpE,KAKA,WACI,EAAC,KAAD,2HAGR,EAAC,KAAD,CAAOA,MAAO,2BACV,uDAC6C,EAAC,KAAD,YAD7C,uBACmF,oCADnF,sBAEyC,EAAC,KAAD,UAFzC,iBAEuE,wCAFvE,KAKA,WACI,EAAC,KAAD,yIAGR,EAAC,KAAD,CAAOA,MAAO,mCACV,uDAC6C,EAAC,KAAD,YAD7C,uBACmF,gDADnF,wCAEwE,EAAC,KAAD,UAFxE,IAEyF,yBAFzF,iBAGyB,2CAHzB,KAKA,WACI,EAAC,KAAD,yFAGR,EAAC,KAAD,CAAOA,MAAO,+BACV,WACI,EAAC,KAAD,kSAOJ,sBAGA,WACI,EAAC,KAAD,8EAIZ,EAAC,KAAD,CAASA,MAAO,mBACZ,EAAC,KAAD,CAAOA,MAAO,kCACV,qDAC2C,EAAC,KAAD,KAAQP,GAAR,OAD3C,IAC8E,sCAD9E,iCAEiD,EAAC,KAAD,KAAQA,GAAR,OAFjD,qBAIA,WACI,EAAC,KAAD,4CAEJ,sBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,QAEJ,WACI,EAAC,KAAD,KAAQA,GAAR,SAGR,EAAC,KAAD,CAAOO,MAAO,iCACV,qDAC2C,EAAC,KAAD,KAAQP,GAAR,MAD3C,IAC8E,wCAD9E,iCAEsD,EAAC,KAAD,KAAQA,GAAR,MAFtD,qBAKA,WACI,EAAC,KAAD,6CAEJ,sBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,OAEJ,EAAC,KAAD,kFAKR,EAAC,KAAD,CAASO,MAAO,aACZ,EAAC,KAAD,CAAOA,MAAO,+BACV,qDAC2C,EAAC,KAAD,KAAQP,GAAR,MAD3C,IAC8E,wCAD9E,MAEwB,EAAC,KAAD,KAAQA,GAAR,MAFxB,KAIA,WACI,EAAC,KAAD,KAAQA,GAAR,OAEJ,sBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,SAIZ,EAAC,KAAD,CAASO,MAAO,wBACZ,EAAC,KAAD,CAAOA,MAAO,uBACV,8BACoB,2BADpB,2CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,gCACV,8BACoB,0BADpB,2CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,yBACV,oCAC0B,0BAD1B,2CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,mBACV,8BACoB,2BADpB,2CAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,eACV,iBACO,EAAC,KAAD,UADP,sBAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAIZ,EAAC,KAAD,CAASO,MAAO,uBACZ,EAAC,KAAD,CAAOA,MAAO,yBACV,qEAC2D,EAAC,KAAD,gBAD3D,MAIJ,EAAC,KAAD,CAAOA,MAAO,cACV,+DAGA,WACI,EAAC,KAAD,KAAQP,GAAR,OAEJ,EAAC,KAAD,gGAEW,EAAC,KAAD,KAAQA,GAAR,MAFX,OAMR,EAAC,KAAD,CAASO,MAAO,aACZ,EAAC,KAAD,CAAOA,MAAO,aACV,6BACmB,EAAC,KAAD,YADnB,gBACkD,EAAC,KAAD,UADlD,kFAKJ,EAAC,KAAD,CAAOA,MAAO,YACV,8BACoB,uBADpB,yEAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,4BACV,8BACoB,uCADpB,qGAIA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,mCACV,8BACoB,8CADpB,QAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,8BACV,8BACoB,yCADpB,QAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,2BACV,8BACoB,sCADpB,QAGA,WACI,EAAC,KAAD,KAAQP,GAAR,SAIZ,EAAC,KAAD,CAASO,MAAO,sBACZ,EAAC,KAAD,CAAOA,MAAO,sBACV,8BACoB,iCADpB,kDAEgB,EAAC,KAAD,UAFhB,KAIA,8BACoB,EAAC,KAAD,KAAQP,GAAR,MADpB,gEAGQ,EAAC,KAAD,UAHR,MAG2B,EAAC,KAAD,gBAH3B,KAGkD,EAAC,KAAD,KAAQA,GAAR,OAElD,yBAGA,YACI,YAAI,EAAC,KAAD,KAAQA,GAAR,OACJ,YAAI,EAAC,KAAD,KAAQA,GAAR,QAER,sBAGA,WACI,EAAC,KAAD,KAAQA,GAAR,OAEJ,iBACO,EAAC,KAAD,KAAQA,GAAR,MADP,oCACkE,EAAC,KAAD,KAAQA,GAAR,MADlE,2CAGe,EAAC,KAAD,KAAQA,GAAR,MAHf,KAG0C,EAAC,KAAD,KAAQA,GAAR,MAH1C,KAGqE,EAAC,KAAD,KAAQA,GAAR,MAHrE,SAOR,EAAC,KAAD,CAASO,MAAO,wCACZ,EAAC,KAAD,CAAOA,MAAO,wCACV,8BACoB,mDADpB,kDAEuB,EAAC,KAAD,UAFvB,KAIA,8BACoB,EAAC,KAAD,KAAQP,GAAR,MADpB,gEAGQ,EAAC,KAAD,UAHR,MAG2B,EAAC,KAAD,gBAH3B,KAGkD,EAAC,KAAD,KAAQA,GAAR,OAElD,uDAC6C,EAAC,KAAD,KAAQA,GAAR,MAD7C,yCAEgC,EAAC,KAAD,KAAQA,GAAR,MAFhC,KAIA,WACI,EAAC,KAAD,KAAQA,GAAR,OAEJ,4DACkD,uCADlD,KACmF,yCADnF,MAEyB,sCAFzB,MAKJ,EAAC,KAAD,CAAOO,MAAO,wDACV,wFAGA,YACI,oBAAS,uCAAT,KACA,oBAAS,yCAAT,KACA,oBAAS,sCAAT,KACA,oBAAS,yBAAT,KAA4B,EAAC,KAAD,KAAQP,GAAR,UAKxC,EAAC,KAAD,CAASO,MAAO,wBACZ,EAAC,KAAD,CAAOA,MAAO,6BACV,4FAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,4BACV,4FAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,6BACV,4FAGA,WACI,EAAC,KAAD,KAAQP,GAAR,QAGR,EAAC,KAAD,CAAOO,MAAO,wBACV,2DAGA,YACI,YAAI,EAAC,KAAD,KAAQP,GAAR,OACJ,aACA,YAAI,EAAC,KAAD,KAAQA,GAAR,UAKhB,EAAC,KAAD,CAASO,MAAO,4BACZ,EAAC,KAAD,CAAOA,MAAO,cACV,yDAGA,wCAC8B,EAAC,KAAD,gBAD9B,mFAIA,yDAC+C,EAAC,KAAD,KAAQP,GAAR,MAD/C,mBAEiB,EAAC,KAAD,eAFjB,cAIA,WACI,EAAC,KAAD,KAAQA,GAAR,OAEJ,+BACqB,wBADrB,2EAMR,EAAC,KAAD,CAASO,MAAO,yCACZ,EAAC,KAAD,CAAOA,MAAO,iBACV,8HAEiC,EAAC,KAAD,gBAFjC,yBAIA,YACI,oCACc,EAAC,KAAD,KAAQP,GAAR,OAEd,iDACc,EAAC,KAAD,KAAQA,GAAR,OAEd,+CACY,EAAC,KAAD,KAAQA,GAAR,SAIpB,EAAC,KAAD,CAAOO,MAAO,sBACV,kIAEiC,EAAC,KAAD,gBAFjC,yBAIA,YACI,oCACc,EAAC,KAAD,KAAQP,GAAR,OAEd,iDACc,EAAC,KAAD,KAAQA,GAAR,OAEd,+CACY,EAAC,KAAD,KAAQA,GAAR,QAGhB,WACI,EAAC,KAAD,KAAQA,GAAR,MADJ,8DAEc,EAAC,KAAD,UAFd,OAMR,EAAC,KAAD,CAASO,MAAO,qDACZ,EAAC,KAAD,CAAOA,MAAO,yBACV,yHAIA,WACI,EAAC,KAAD,KAAQP,GAAR,SAIZ,EAAC,KAAD,CAASO,MAAO,oDACZ,EAAC,KAAD,CAAOA,MAAO,gCACV,iHAIA,WACI,EAAC,KAAD,KAAQP,GAAR,c,yCCvnEhCP,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,MAAQ,iB,iBCAzLD,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,KAAO,gB,mCCDxL,qCAEe,aAAUC,GACrB,OACI,SAAKC,MAAOC,IAAMa,SACbf,EAAMI,a,2DCLnB,qCAEe,aAAUJ,GACrB,OAAO,UAAMC,MAAOC,IAAMc,MAAOhB,EAAMI,a","file":"route-Statistica.chunk.ea22b.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import style from \"./Minus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n","import {Latex, LatexDefaultDisplay, LatexDefaultInline, LatexDisplay, Panel, Section} from \"bluelib\";\nimport Example from \"../components/Example\";\n\nimport Plus from \"../components/Fisica/Plus\";\nimport Minus from \"../components/Fisica/Minus\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n \n \n
    \n

    Statistica ed Elementi di Probabilità

    \n
    \n \n

    \n {r`P(E) = \\frac{casi\\ favorevoli}{casi\\ possibili}`}\n

    \n     \n \n

    \n {r`P(E) = \\frac{successi}{prove\\ totali}`}\n

    \n     \n \n

    \n Il prezzo che un individuo coerente riterrebbe equo per ricevere 1 nel caso\n l'evento si verificasse e 0 nel caso l'evento non si verificasse.\n

    \n     \n
    \n
    \n \n
    \n \"omegone\"\n
    \n

    \n L'insieme di tutti gli esiti possibili di un esperimento.\n

    \n

    \n {r`\\Omega = \\left \\{ 1, 2, 3, 4, 5, 6 \\right \\}`}\n

    \n     \n \n
    \n \"omeghino\"\n
    \n

    \n Un elemento dello spazio campionario.\n

    \n

    \n {r`\\omega = 1`}\n

    \n     \n \n
    \n \"e\"\n
    \n

    \n Un sottoinsieme dello spazio campionario.\n

    \n

    \n {r`E = \\left \\{ 1, 2 \\right \\}`}\n

    \n

    \n Lo spazio campionario stesso è un evento certo.\n

    \n     \n \n
    \n \"not e\"\n
    \n

    \n Il complementare di un sottoinsieme.\n

    \n

    \n {r`\\bar{E} = \\left \\{ 3, 4, 5, 6 \\right \\}`}\n

    \n     \n \n
    \n \"e intersecato effe\"\n
    \n

    \n L'intersezione di più sottoinsiemi.\n

    \n

    \n {r`E \\cap F = \\left \\{ 1 \\right \\}`}\n

    \n     \n \n
    \n \"e unito a effe\"\n
    \n

    \n L'unione di più sottoinsiemi.\n

    \n

    \n {r`E \\cup F = \\left \\{ 1, 2, 3, 4 \\right \\}`}\n

    \n     \n \n
    \n \"e meno effe\"\n
    \n

    \n {r`E \\setminus F = E \\cap \\bar{F}`}\n

    \n     \n \n
    \n \"e contenuto in effe\"\n
    \n

    \n L'inclusione del primo insieme in un altro.\n

    \n

    \n {r`E \\subseteq F`}\n

    \n

    \n Se si verifica E, allora si verifica anche F.\n

    \n     \n \n
    \n \"e è impossibile\"\n
    \n

    \n Un sottoinsieme vuoto.\n

    \n

    \n {r`E = \\emptyset`}\n

    \n     \n \n
    \n \"e ed effe si escludono mutualmente\"\n
    \n

    \n La disgiunzione di due insiemi.\n

    \n

    \n {r`E \\cap F = \\emptyset`}\n

    \n     \n
    \n
    \n \n
    \n \"famiglia effe\"\n
    \n

    \n I sottoinsiemi dello spazio campionario formano una famiglia di sottoinsiemi\n detta famiglia degli eventi.\n

    \n

    \n {r`\\mathcal{F}`}\n

    \n

    \n Qualsiasi sottoinsieme appartenente a {r`\\mathcal{F}`} è considerato un\n evento.\n

    \n     \n {r`\\sigma`}-algebra}>\n
    \n \"sigma algebra\"\n
    \n

    \n Se la famiglia degli eventi soddisfa questi tre requisiti, allora viene\n detta {r`\\sigma`}-algebra:\n

    \n
      \n
    1. \n Lo spazio campionario è un evento: {r`\\Omega \\in \\mathcal{F}`}\n
      2. \n
    2. \n Se un sottoinsieme è un evento, allora anche il suo complementare lo\n è: {r`E \\in \\mathcal{F} \\implies \\bar{E} \\in \\mathcal{F}`}\n
      3. \n
    3. \n Se due sottoinsiemi sono eventi, allora lo sono anche la loro unione e\n intersezione: {r`(E, F) \\in \\mathcal{F} \\implies (E \\cup F, E \\cap F) \\in \\mathcal{F}`}\n
      4. \n
    \n

    \n Un\n esempio: {r`E \\in \\mathcal{F} \\implies \\mathcal{F} = \\{ \\emptyset, E, \\bar{E}, \\Omega \\}`}\n

    \n     \n
    \n
    \n \n
    \n \"la partizione e composta da e uno, e due, e tre...\"\n
    \n

    \n Un insieme di esiti e eventi:\n

    \n
      \n
    • Finito.
      • \n
    • In cui tutti gli eventi hanno probabilità diversa da 0.
      • \n
    • In cui tutti gli eventi sono mutualmente esclusivi.
      • \n
    • In cui l'unione di tutti i suoi elementi copre lo spazio campionario.
      • \n
    \n

    \n La partizione {r`E_i`} è composta dagli\n eventi {r`E_1`}, {r`E_2`}, {r`E_3`}, fino\n a {r`E_n`}.\n

    \n \n Se lo spazio campionario fosse una torta, una sua partizione sarebbe l'insieme delle\n fette di uno dei modi in cui si potrebbe tagliare.\n \n     \n
    \n
    \n \n

    \n La probabilità di un evento è un numero tra 0 e 1.\n

    \n

    \n {r`\\forall E \\in \\mathcal{F}, 0 \\leq P(E) \\leq 1`}\n

    \n     \n \n

    \n La probabilità dello spazio campionario è sempre 1.\n

    \n

    \n {r`P(\\Omega) = 1`}\n

    \n     \n \n

    \n La probabilità dell'unione di eventi indipendenti è uguale alla somma delle loro\n probabilità.\n

    \n

    \n {r`P \\left ( \\bigcup_i E_i \\right ) = \\sum_i P ( E_i )`}\n

    \n     \n
    \n
    \n \n

    \n La probabilità di un evento negato è uguale a 1 meno la probabilità dell'evento non\n negato.\n

    \n

    \n {r`P(\\bar{E}) = 1 - P({E})`}\n

    \n     \n \n

    \n La probabilità di un evento incluso in un altro è sempre minore o uguale alla\n probabilità dell'evento in cui è incluso.\n

    \n

    \n {r`F \\subseteq E \\implies P(F) \\leq P(E)`}\n

    \n     \n \n

    \n La probabilità di un evento unito a un altro è uguale alla somma delle probabilità dei\n due eventi meno la probabilità della loro intersezione.\n

    \n

    \n {r`P(E \\cup F) = P(E) + P(F) - P(E \\cap F)`}\n

    \n \n Sommando le probabilità dei due eventi, l'intersezione viene contata due volte, e va\n quindi rimossa!\n \n     \n
    \n
    \n \n

    \n Spazi campionari in cui ci sono un numero finito di esiti e ogni esito ha la stessa\n probabilità di verificarsi.\n

    \n

    \n {r`P(E) = \\frac{len(E)}{len(\\Omega)}`}\n

    \n     \n \n

    \n Gli spazi campionari possono avere un numero infinito di esiti: sono equiprobabili\n geometrici se nessun esito è privilegiato rispetto agli altri.\n

    \n     \n
    \n
    \n \n

    \n Estraggo un numero, da un sacchetto con n numeri, mi segno che numero ho\n estratto e lo tengo fuori dal sacchetto. Ripeto per k volte.\n

    \n

    \n Tengo conto dell'ordine in cui ho estratto i numeri.\n

    \n

    \n {r`\\boldsymbol{D}_{n, k} = \\frac{n!}{(n - k)!}`}\n

    \n     \n \n

    \n Estraggo un numero, da un sacchetto con n numeri, mi segno che numero ho\n estratto e lo rimetto nel sacchetto. Ripeto per k volte.\n

    \n

    \n Tengo conto dell'ordine in cui ho estratto i numeri.\n

    \n

    \n {r`\\boldsymbol{D}^{r}_{n, k} = n^k`}\n

    \n     \n \n

    \n Estraggo un numero, da un sacchetto con n numeri, mi segno che numero ho\n estratto e lo tengo fuori dal sacchetto. Ripeto per k volte.\n

    \n

    \n Non mi interessa l'ordine in cui ho estratto i numeri.\n

    \n

    \n {r`\\boldsymbol{C}_{n, k} = \\binom{n}{k} = \\frac{n!}{(k)! \\cdot (n - k)!}`}\n

    \n     \n \n

    \n Estraggo un numero, da un sacchetto con n numeri, mi segno che numero ho\n estratto e lo rimetto nel sacchetto. Ripeto per k volte.\n

    \n

    \n Non mi interessa l'ordine in cui ho estratto i numeri.\n

    \n

    \n {r`\\boldsymbol{C}^{r}_{n, k} = \\binom{n + k - 1}{k} = \\frac{(n + k - 1)!}{(k)! \\cdot (n - 1)!}`}\n

    \n     \n \n

    \n Estraggo n numeri e guardo in quanti ordini diversi li posso mettere.\n

    \n

    \n {r`\\boldsymbol{P}_n = n!`}\n

    \n     \n
    \n
    \n \n
    \n \"E dato F\"\n
    \n

    \n La probabilità che si verifichi E sapendo che si è già verificato\n F.\n

    \n

    \n {r`P(E|F) = \\frac{P(E \\cap F)}{P(F)}`}\n

    \n \n Ricorda vagamente le pipe di bash, però al contrario...\n \n     \n \n

    \n Se due eventi sono mutualmente esclusivi, entrambe le loro probabilità condizionate\n saranno uguali a 0.\n

    \n

    \n {r`E \\cap F = \\emptyset \\Longleftrightarrow P(E|F) = P(F|E) = 0`}\n

    \n     \n
    \n
    \n \n

    \n Si può sfruttare la formula inversa della probabilità condizionata per calcolare catene\n di intersezioni:\n

    \n

    \n {r`P(E_1 \\cap \\times \\cap E_n) = P(E_1) \\times P(E_2 | E_1) \\times \\dots \\times P(E_n | E_1 \\cap E_2 \\cap \\dots \\cap E_{n-1})`}\n

    \n     \n
    \n
    \n \n

    \n La probabilità che si verifichi un evento è pari alla somma delle probabilità\n dell'evento stesso dati tutti gli eventi di una partizione.\n

    \n

    \n {r`P(F) = \\sum_{i} P(F|E_i) \\cdot P(E_i)`}\n

    \n     \n \n

    \n La legge delle alternative funziona anche quando ad essere partizionato è\n un evento:\n

    \n

    \n {r`P(F|G) = \\sum_i P(F|E_i \\cap G) \\cdot P(E_i | G)`}\n

    \n     \n \n

    \n Tramite la formula di Bayes possiamo risalire alla probabilità di un evento\n condizionato a un altro partendo dalla probabilità di quest'ultimo condizionato al\n primo:\n

    \n

    \n {r`P(E_h | F) = \\frac{P(F | E_h) \\cdot P(E_h)}{P(F)}`}\n

    \n \n In pratica, invertiamo gli eventi.\n \n     \n
    \n
    \n \n
    \n \"eventi indipendenti a due a due\"\n
    \n

    \n Se due eventi sono indipendenti, sapere che uno dei due si è verificato non influisce\n sulle probabilità che si sia verificato l'altro.\n

    \n

    \n {r`P(E \\cap F) = P(E) \\cdot P(F) \\Longleftrightarrow P(E|F) = P(E) \\Longleftrightarrow P(F|E) = P(F)`}\n

    \n     \n \n
    \n \"eventi indipendenti a tre a tre, a quattro a quattro, a cinque a cinque...\"\n
    \n

    \n Si può verificare l'indipendenza di più eventi alla volta:\n

    \n

    \n {r`P(E \\cap F \\cap G) = P(E) \\cdot P(F) \\cdot P(G)`}\n

    \n

    \n Eventi indipendenti a due a due non sono per forza indipendenti a tre a tre, e\n viceversa.\n

    \n     \n \n

    \n Un insieme di n eventi è una famiglia di eventi indipendenti se,\n preso un qualsiasi numero di eventi da essa, essi risulteranno indipendenti.\n

    \n \n Tutti gli eventi provenienti da essa saranno indipendenti sia a due a due, sia a tre a\n tre, sia a quattro a quattro, e così via!\n \n     \n
    \n
    \n \n

    \n Una funzione che fa corrispondere un numero reale a ogni possibile esito dello spazio\n campionario. {r`X(\\omega) : \\Omega \\to \\mathbb{R}`}.\n

    \n     \n Insieme di ripartizione}>\n

    \n Ad ogni variabile aleatoria sono associati gli\n eventi {r`A_t = \\{ \\omega | X(\\omega) \\leq t \\}`}, che contengono tutti\n gli esiti a cui la variabile aleatoria associa un valore minore o uguale\n a t.\n

    \n

    \n Per definizione, tutte le variabili aleatorie devono rispettare questa condizione:\n

    \n

    \n {r`\\forall t \\in \\mathbb{R}, A_t \\in \\mathcal{F}`}\n

    \n \n All'aumentare di t, l'insieme conterrà sempre più elementi.\n \n     \n \n
    \n \"supporto di X\"\n
    \n

    \n Il codominio della variabile aleatoria è il suo supporto.\n

    \n

    \n Per indicare che un valore x_0 appartiene al supporto di X,\n si usa la notazione X \\mapsto x_0.\n

    \n     \n
    \n
    \n \n

    \n La funzione probabilità {r`p_X : X \\to [0, 1]`} di una variabile\n aleatoria discreta X è la funzione che associa ad ogni esito la\n sua probabilità:\n

    \n

    \n {r`\n p_X (x) = \\begin{cases}\n P([X = x]) \\quad se\\ X \\mapsto x \\\\\n 0 \\qquad \\qquad \\quad se\\ X \\not\\mapsto x\n \\end{cases} \n `}\n

    \n     \n \n

    \n La funzione densità {r`f_X : X \\to [0, 1]`} di una variabile\n aleatoria continua X è l'equivalente continuo della funzione\n probabilità:\n

    \n

    \n {r`P([a < X \\leq b]) = \\int_a^b f_X (x) dx`}\n

    \n

    \n A differenza della funzione probabilità, è possibile che la funzione densità non\n esista per una certa variabile aleatoria.\n

    \n \n Rappresenta \"quanta\" probabilità c'è in un'unità di x!\n \n     \n
    \n
    \n \n

    \n Ogni variabile aleatoria ha una funzione di ripartizione\n {r`F_X : \\mathbb{R} \\to [0, 1]`} associata, che rappresenta la\n probabilità che la variabile aleatoria assuma un valore minore o uguale\n a t:\n

    \n

    \n Si può dire che essa rappresenti la probabilità dell'evento {r`A_t`}:\n

    \n

    \n {r`\n F_X (t) = P(A_t) = \\begin{cases}\n \\sum_{i = 0}^{t} p_X (x_i) \\quad nel\\ discreto\\\\\n \\\\\n \\int_{-\\infty}^t f_X (x) dx \\quad nel\\ continuo\n \\end{cases}\n `}\n

    \n     \n \n
      \n
    • È sempre monotona crescente (non strettamente).
      • \n
      \n
    • Vale 0 a -\\infty e 1 a +\\infty.
      • \n
      \n
    • È continua da\n destra: {r`\\forall x_0 \\in \\mathbb{R}, F_X (x_0) = \\lim_{t \\to x^+_0} F_X (t)`}\n
      • \n
    \n     \n \n

    \n Possiamo usare la funzione di ripartizione per calcolare la probabilità di un certo\n valore reale:\n

    \n

    \n {r`P([X = x_0]) = \\lim_{t \\to x^+_0} F_X (t) - \\lim_{t \\to x^-_0} F_X (t)`}\n

    \n     \n
    \n
    \n \n

    \n Nel discreto basta abbinare un nuovo valore a ogni valore della variabile originale.\n

    \n     \n \n

    \n Nel continuo applichiamo la formula dell'integrazione per sostituzione:\n

    \n

    \n {r`f_Y (y) = \\int_{g(a)}^{g(b)} f_X ( g^{-1} (x) ) g^{-2} (x)`}\n

    \n     \n \n

    \n Trasformare variabili aleatorie è molto utile nell'informatica per creare distribuzioni\n partendo da una funzione random() che\n restituisce numeri da 0 a 1 con una distribuzione lineare.\n

    \n     \n
    \n
    \n \n

    \n Ogni variabile aleatoria che ha una funzione di ripartizione e un supporto\n finito ha anche una media (o valore medio o atteso):\n

    \n

    \n {r`E(X) = \\int_0^{+infty} (1 - F_X (t)) dt - \\int_{-\\infty}^{0} F_X (t) dt`}\n

    \n

    \n Nel discreto, si può calcolare con:\n

    \n

    \n {r`E(X) = \\sum_i P(X = x_i) \\cdot x_i`}\n

    \n

    \n Nel continuo, si può calcolare con:\n

    \n

    \n {r`E(X) = \\int_{-\\infty}^{+\\infty} f_X (x) \\cdot x \\cdot dx`}\n

    \n     \n
    \n
    \n \n

    \n Valore per cui la funzione probabilità o funzione densità è massima.\n

    \n     \n \n

    \n Il quantile {r`x_{\\alpha}`} di\n ordine {r`0 \\leq \\alpha \\leq 1`} della variabile\n aleatoria X è il più piccolo numero tale che:\n

    \n

    \n {r`P([X < x_{\\alpha}]) \\leq \\alpha \\leq P([X \\leq x_{\\alpha}])`}\n

    \n

    \n\n

    \n

    \n Il quantile di ordine 0.5 {r`x_{0.5}`} è detto mediana.\n

    \n

    \n I quantili di ordine 0.25 {r`x_{0.25}`} e\n 0.75 {r`x_{0.75}`} sono detti quartili.\n

    \n

    \n I quantili di ordine {r`\\frac{n}{100}`} sono detti n-esima\n percentile.\n

    \n     \n \n

    \n È un valore che indica quanto la variabile aleatoria si discosta generalmente dalla\n media:\n

    \n

    \n {r`Var(X) = E( (X - E(X) )^2 ) = E ( X^2 ) - (E(X))^2`}\n

    \n     \n
    \n
    \n \n

    \n Data una variabile aleatoria non-negativa:\n

    \n

    \n {r`\\forall k > 0, P([X \\geq k]) \\leq \\frac{E(X)}{k}`}\n

    \n

    \n Divide in due parti ({r`P(X < k)`} e {r`P(X \\geq k)`}) la\n funzione X, la cui media risulterà uguale a:\n

    \n

    \n {r`E(X) = \\overline{k} \\cdot P(X < k) + k \\cdot P(X \\geq k)`}\n

    \n     \n \n
    \n \"disuguaglianza di cebicev\"\n
    \n

    \n Se la variabile aleatoria X ha media e varianza, allora la probabilità\n che essa abbia un valore a più di {r`\\epsilon`} di distanza dal valore\n medio è minore o uguale a {r`\\frac{Var(X)}{\\epsilon^2}`}.\n

    \n

    \n {r`\\forall \\epsilon > 0, P([ \\left| X - E(X) \\right| \\geq \\epsilon]) \\leq \\frac{Var(X)}{\\epsilon^2}`}\n

    \n

    \n E anche:\n

    \n

    \n {r`\\forall \\epsilon > 0, P([ \\left| X - E(X) \\right| < \\epsilon]) \\geq 1 - \\frac{Var(X)}{\\epsilon^2}`}\n

    \n \n Serve per semplificare i calcoli quando la funzione di ripartizione è difficile da\n calcolare!\n \n     \n
    \n
    \n \n

    \n Il momento k-esimo di una variabile aleatoria è:\n

    \n

    \n {r`\n \\mu_k = E ( X^k ) = \\begin{cases}\n \\sum_i x_i^k p_X (x_i) \\qquad nel\\ discreto\\\\\n \\\\\n \\int_{-\\infty}^{+\\infty} x^k f_X (x) dx \\qquad nel\\ continuo\n \\end{cases}`\n }\n

    \n \n La media di una variabile aleatoria è anche il suo primo momento.\n \n     \n \n

    \n La funzione generatrice dei momenti è:\n

    \n

    \n {r`m_X (t) = E( e^{t \\cdot X} )`}\n

    \n

    \n Se due variabile aleatorie hanno la stessa funzione generatrice dei momenti, allora esse\n hanno la stessa distribuzione.\n

    \n

    \n E' la trasformata di Laplace della variabile aleatoria di X.\n

    \n     \n \n

    \n La funzione caratteristica è:\n

    \n

    \n {r`H_X (t) = E ( e^{i \\cdot t \\cdot X} )`}\n

    \n

    \n Se due variabile aleatorie hanno la stessa funzione caratteristica, allora esse hanno\n la stessa distribuzione.\n

    \n

    \n E' la trasformata di Fourier della variabile aleatoria di X.\n

    \n     \n
    \n
    \n \n

    \n Per dire che una variabile ha una certa distribuzione, si usa la notazione:\n

    \n

    \n {r`X \\sim Distribuzione()`}\n

    \n     \n \n

    \n Una prova con solo due possibili\n esiti: successo e insuccesso.\n

    \n     \n \n

    \n Una sequenza di prove di Bernoulli per le quali le probabilità di successo e fallimento\n rimangono invariate.\n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che rappresenta una prova di Bernoulli:\n

    \n
      \n
    • vale 1 in caso di successo.
      • \n
    • vale 0 in caso di insuccesso.
      • \n
    \n

    \n Il suo simbolo è {r`Ber(p)`}\n

    \n     \n \n

    \n La distribuzione bernoulliana ha come densità:\n

    \n

    \n {r`\n f_X (k) : \\{0, 1\\} = \\begin{cases}\n p \\quad se\\ k = 1\\\\\n q \\quad se\\ k = 0\\\\\n 0 \\quad altrimenti\n \\end{cases} = p^x \\cdot q^{1 - k}`\n }\n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il numero di successi di n prove di uno\n schema di Bernoulli.\n

    \n

    \n Il suo simbolo è {r`Bin(n, p)`}.\n

    \n     \n \n

    \n La binomiale ha come densità:\n

    \n

    \n {r`f_X (k) : \\{0..n\\} = \\binom{n}{k} \\cdot p^k \\cdot q^{n - k}`}\n

    \n     \n \n

    \n La funzione generatrice dei momenti della binomiale è:\n

    \n

    \n {r`m_X (t) = (q + p \\cdot e^t) ^ n`}\n

    \n

    \n La media di una binomiale è:\n

    \n

    \n {r`E(X) = n \\cdot p`}\n

    \n

    \n La varianza di una binomiale è:\n

    \n

    \n {r`Var(X) = n \\cdot p \\cdot q`}\n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il numero di prove in uno schema di Bernoulli fino\n alla comparsa del primo successo.\n

    \n

    \n Il suo simbolo è Geo(p).\n

    \n     \n \n

    \n La geometrica ha come densità:\n

    \n

    \n {r`f_X (k) : \\mathbb{N} = q^{k - 1} p`}\n

    \n     \n \n

    \n La funzione generatrice dei momenti della geometrica è:\n

    \n

    \n {r`m_X (t) = \\frac{p \\cdot e^t}{1 - q \\cdot e^t}`}\n

    \n

    \n La media della geometrica è:\n

    \n

    \n {r`E(X) = \\frac{1}{p}`}\n

    \n

    \n La varianza della geometrica è:\n

    \n

    \n {r`Var(X) = \\frac{q}{p^2}`}\n

    \n     \n \n

    \n La geometrica non tiene conto degli eventi avvenuti in passato: ha la proprietà\n dell'assenza di memoria:\n

    \n

    \n {r`P([X = i + j | X > i ]) = P([X = j])`}\n

    \n \n Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto\n dell'asse X.\n \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il numero di prove in uno schema di Bernoulli\n necessarie perchè si verifichi l'n-esimo successo.\n

    \n

    \n Il suo simbolo è {r`\\overline{Bin}(n, p)`}.\n

    \n     \n \n

    \n La binomiale negativa ha come densità:\n

    \n

    \n {r`f_X (k) : \\{ n .. +\\infty \\} \\in \\mathbb{N} = \\binom{k - 1}{n - 1} \\cdot p^n \\cdot q^{k - n} `}\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della binomiale negativa è:\n

    \n

    \n {r`m_X (t) : \\{ t < ln(\\frac{1}{q}) \\} = \\left( \\frac{p \\cdot e^t}{1 - q \\cdot e^t} \\right) ^n`}\n

    \n

    \n La media della binomiale negativa è:\n

    \n

    \n {r`E(X) = \\frac{n}{p}`}\n

    \n

    \n La varianza della binomiale negativa è:\n

    \n

    \n {r`Var(X) = \\frac{n \\cdot q}{p^2}`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il numero k di insuccessi consecutivi\n in uno schema di Bernoulli:\n

    \n

    \n Il suo simbolo rimane {r`Geo(p)`}.\n

    \n     \n \n

    \n La geometrica traslata ha come densità:\n

    \n

    \n {r`f_X (k) : \\mathbb{N} = p \\cdot q^k `}\n

    \n     \n \n

    \n La funzione generatrice dei momenti della geometrica traslata è:\n

    \n

    \n {r`m_X (t) : \\left\\{ t < ln \\left( \\frac{1}{q} \\right) \\right\\} = \\frac{p}{1 - q \\cdot e^t}`}\n

    \n

    \n La media della geometrica traslata è:\n

    \n

    \n {r`E(X) = \\frac{q}{p}`}\n

    \n

    \n La varianza della geometrica è:\n

    \n

    \n {r`Var(X) = \\frac{q}{p^2}`}\n

    \n     \n \n

    \n La geometrica traslata non tiene conto degli eventi avvenuti in passato: ha la proprietà\n dell'assenza di memoria:\n

    \n

    \n {r`P([X = i + j | X > i ]) = P([X = j])`}\n

    \n \n Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto\n dell'asse X.\n \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il numero di insuccessi in uno schema di Bernoulli\n prima che si verifichi l'n-esimo successo.\n

    \n

    \n Il suo simbolo rimane {r`\\overline{Bin}(n, p)`}.\n

    \n     \n \n

    \n La binomiale negativa traslata ha come densità:\n

    \n

    \n {r`f_X (k) : \\mathbb{N} = \\binom{k + n - 1}{n - 1} \\cdot p^n \\cdot q^k `}\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della binomiale negativa traslata è:\n

    \n

    \n {r`m_X (t) : \\left\\{ t < ln \\left( \\frac{1}{q} \\right) \\right\\} = \\left( \\frac{p \\cdot e^t}{1 - q \\cdot e^t} \\right) ^n`}\n

    \n

    \n La media della binomiale negativa traslata è:\n

    \n

    \n {r`E(X) = \\frac{n \\cdot q}{p}`}\n

    \n

    \n La varianza della binomiale negativa traslata è:\n

    \n

    \n {r`Var(X) = \\frac{n \\cdot q}{p^2}`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che, sapendo il numero di successi K e di\n insuccessi N-K, conta quanti successi si otterrebbero se se ne\n estraessero n in blocco.\n

    \n

    \n Il suo simbolo è Ipe(N, K, n).\n

    \n     \n \n

    \n La ipergeometrica ha come densità:\n

    \n

    \n {r`f_X (k) : \\{0..n\\} \\in \\mathbb{N} = \\frac{\\binom{K}{k} \\cdot \\binom{N - K}{n - k}}{\\binom{N}{n}}`}\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della ipergeometrica è trascurabile.\n

    \n

    \n La media della ipergeometrica è:\n

    \n

    \n {r`E(X) = n \\cdot \\frac{K}{N}`}\n

    \n

    \n La varianza della ipergeometrica è:\n

    \n

    \n {r`Var(X) = n \\cdot \\frac{K}{N} \\cdot \\frac{N - K}{N} \\cdot \\frac{N - n}{N - 1}`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che soddisfa tutte le seguenti caratteristiche:\n

    \n
      \n
    • Binomiale: {r`X \\sim Bin(n, p)`}
      • \n
    • Il numero di prove tende a infinito: {r`n \\to +\\infty`}
      • \n
    • La probabilità di successo tende a 0: {r`p \\to 0`}
      • \n
    • La media è finita: {r`E(X) = n \\cdot p \\to \\mu \\neq 0`}
      • \n
    \n

    \n Il suo simbolo è {r`Poi(\\mu)`}\n

    \n     \n \n

    \n La poissoniana ha come densità:\n

    \n

    \n {r`f_X (k) : \\mathbb{N} = \\frac{e^{-\\mu} \\cdot \\mu^k}{k!}`}\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della poissoniana è:\n

    \n

    \n {r`m_X (t) = e^{\\mu \\cdot (e^t - 1)}`}\n

    \n

    \n La media della poissoniana è:\n

    \n

    \n {r`E(X) = \\mu`}\n

    \n

    \n La varianza della poissoniana è:\n

    \n

    \n {r`Var(X) = \\mu`}\n

    \n

    \n Gli altri momenti della poissoniana sono:\n

    \n
      \n
    1. {r`E(X^2) = \\mu^2 + \\mu`}
      2. \n
    \n

    \n     \n
    \n
    \n \n

    \n Una successione di arrivi avvenuti in un certo arco temporale che:\n

    \n
      \n
    • non sono sovrapposti.
      • \n
    • hanno intensità {r`\\lambda`} costante.
      • \n
    • avvengono indipendentemente gli uni dagli altri.
      • \n
    \n     \n \n

    \n Una variabile aleatoria N_t che conta il numero di arrivi di uno schema\n di Poisson di intensità {r`\\lambda`} in un intervallo di tempo di\n durata t.\n

    \n

    \n E' una distribuzione poissoniana\n con {r`\\mu = t \\cdot \\lambda`}: {r`Poi(t \\cdot \\lambda)`}\n

    \n \n E' paragonabile a una bernoulliana: ogni successo corrisponde a un arrivo, mentre il\n tempo è il numero di prove effettuate (ma nel continuo).\n \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il tempo diwidehattesa prima del primo arrivo di un\n processo di Poisson di intensità {r`\\lambda`}.\n

    \n

    \n Il suo simbolo è {r`Esp(\\lambda)`}.\n

    \n     \n \n

    \n L'esponenziale ha come densità:\n

    \n

    \n {r`\n f_X (x) = \\begin{cases}\n 0 \\qquad \\qquad x < 0\\\\\n \\lambda \\cdot e^{-\\lambda \\cdot x} \\quad x > 0\n \\end{cases}`\n }\n

    \n

    \n L'esponenziale ha come funzione di ripartizione:\n

    \n

    \n {r`\n F_X (t) = \\begin{cases}\n 0 \\qquad \\qquad t < 0\\\\\n 1 - e^{-\\lambda \\cdot t} \\quad t \\geq 0\n \\end{cases}`\n }\n

    \n     \n \n

    \n La funzione generatrice dei momenti dell'esponenziale è:\n

    \n

    \n {r`m_X (t) : \\{ t | t < \\lambda \\} \\in \\mathbb{R} = \\frac{\\lambda}{\\lambda - t}`}\n

    \n

    \n La media dell'esponenziale è:\n

    \n

    \n {r`E(X) = \\frac{1}{\\lambda}`}\n

    \n

    \n La varianza dell'esponenziale è:\n

    \n

    \n {r`Var(X) = \\frac{1}{\\lambda^2}`}\n

    \n     \n \n

    \n L'esponenziale non tiene conto degli eventi avvenuti in passato: ha la proprietà\n dell'assenza di memoria:\n

    \n

    \n {r`P([X > s + t | X > s]) = P([X > t])`}\n

    \n \n Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto\n dell'asse X.\n \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il tempo diwidehattesa prima dell'n-esimo\n arrivo di un processo di Poisson di intensità {r`\\lambda`}.\n

    \n

    \n Il suo simbolo è {r`\\Gamma(n, \\lambda)`}.\n

    \n     \n \n

    \n La legge gamma ha come densità:\n

    \n

    \n {r`\n f_X (x) = \\begin{cases}\n 0 \\qquad \\qquad \\qquad \\qquad \\qquad x < 0\\\\\n \\frac{1}{(n-1)!} \\cdot \\lambda^n \\cdot x^{n-1} \\cdot e^{-\\lambda \\cdot x} \\quad k > 0\n \\end{cases}`\n }\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della legge gamma è:\n

    \n

    \n {r`m_X (t) : ( t < \\lambda ) \\in \\mathbb{R} = \\left( \\frac{\\lambda}{\\lambda - t} \\right) ^\\alpha`}\n

    \n

    \n La media della legge gamma è:\n

    \n

    \n {r`E(X) = \\frac{\\alpha}{\\lambda}`}\n

    \n

    \n La varianza della legge gamma è:\n

    \n

    \n {r`Var(X) = \\frac{\\alpha}{\\lambda^2}`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che può assumere qualsiasi valore in un\n intervallo {r`[a, b]`} in modo equiprobabile.\n

    \n

    \n Il suo simbolo è {r`Uni(a, b)`}\n

    \n

    \n Su di essa vale la seguente proprietà:\n

    \n

    \n {r`P(X \\in (c, d)) = \\frac{d - c}{b - a}`}\n

    \n     \n \n

    \n La distribuzione uniforme ha come densità:\n

    \n

    \n {r`\n f_X (x) = \\begin{cases}\n \\frac{1}{b - a} \\qquad a \\leq x \\leq b\\\\\n 0 \\qquad \\quad altrimenti \n \\end{cases}\n `}\n

    \n

    \n La distribuzione uniforme ha come funzione di ripartizione:\n

    \n

    \n {r`\n f_X (x) = \\begin{cases}\n 0 \\qquad \\quad x < a \n \\frac{1}{b - a} \\qquad a \\leq x \\leq b\\\\\n 1 \\qquad \\quad x > b\n \\end{cases}`\n }\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della distribuzione uniforme è:\n

    \n

    \n {r`m_X (t) = \\frac{e^{b \\cdot t} - e^{a \\cdot t}}{(b - a) \\cdot t}`}\n

    \n

    \n La media della distribuzione uniforme è:\n

    \n

    \n {r`E(X) = \\frac{a + b}{2}`}\n

    \n

    \n La varianza della distribuzione uniforme è:\n

    \n

    \n {r`Var(X) = \\frac{(b - a)^2}{12}`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria con una specifica distribuzione.\n

    \n

    \n Il suo simbolo è {r`Nor(\\mu, \\sigma^2)`}.\n

    \n \n \\mu e \\sigma^2 sono rispettivamente la media e la varianza\n della distribuzione!\n \n     \n \n

    \n La distribuzione normale ha come densità:\n

    \n

    \n {r`f_X (x) = \\frac{e^{-\\frac{(x - \\mu)^2}{2 \\sigma^2}}}{\\sqrt{2 \\pi \\cdot \\sigma^2}}`}\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della distribuzione normale è:\n

    \n

    \n {r`m_X (t) = e^{\\mu \\cdot t + \\frac{\\sigma^2 \\cdot t^2}{2}}`}\n

    \n

    \n La media della distribuzione normale è:\n

    \n

    \n {r`E(X) = \\mu`}\n

    \n

    \n La varianza della distribuzione normale è:\n

    \n

    \n {r`Var(X) = \\sigma^2`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Qualsiasi normale può essere trasformata in qualsiasi altra normale:\n

    \n

    \n {r`X \\sim Nor(m, v^2) \\implies \\alpha X + \\beta \\sim Nor(\\alpha m + \\beta, (\\alpha v)^2)`}\n

    \n     \n \n

    \n La distribuzione normale standard Z è:\n

    \n

    \n Z \\sim Nor(0, 1)\n

    \n

    \n La sua funzione di ripartizione è detta {r`\\phi(z)`} e vale:\n

    \n

    \n {r`F_Z(z) = \\phi(z) = \\frac{1}{\\sqrt{2 \\pi}} \\int_{-\\infty}^{z} e^{-\\frac{x^2}{2}} dx`}\n

    \n     \n \n

    \n Da un quantile {r`z_\\alpha`} della normale standard è possibile risalire\n allo stesso quantile di qualsiasi altra normale:\n

    \n

    \n {r`x_\\alpha = \\mu + z_\\alpha \\cdot \\sqrt{\\sigma^2}`}\n

    \n     \n
    \n
    \n \n

    \n La distribuzione normale ha una particolare relazione con la distribuzione Gamma:\n

    \n

    \n {r`Z^2 \\sim \\chi^2 (v = 1)`}\n

    \n     \n \n
    \n \"chi-quadro a un grado di libertà\"\n
    \n

    \n Esiste una distribuzione Gamma particolare:\n

    \n

    \n {r`\\Gamma \\left( \\frac{1}{2}, \\frac{1}{2} \\right) = \\chi^2 (v = 1)`}\n

    \n

    \n Più chi-quadro possono essere sommate per aumentare i loro gradi di libertà:\n

    \n

    \n {r`\\chi^2 (n) + \\chi^2 (m) = \\chi^2 (n + m)`}\n

    \n     \n \n

    \n Un'altra funzione particolare è la funzione T di Student:\n

    \n

    \n {r`T(v) = \\frac{Nor(0, 1)}{\\sqrt{\\frac{\\chi^2(v)}{v}}}`}\n

    \n     \n
    \n
    \n \n

    \n La binomiale è come una ipergeometrica ma con ripetizioni, quindi per valori molto\n grandi di N rispetto a n, si può dire che:\n

    \n

    \n {r`Ipe(N, K, n) \\approx Bin(n, \\frac{K}{N})`}\n

    \n     \n \n

    \n La binomiale non è altro che una poissoniana a tempo discreto, quindi,\n se n è grande e n \\cdot p è nell'ordine di grandezza delle\n unità, allora:\n

    \n

    \n {r`Bin(n, p) \\approx Poi(n \\cdot p)`}\n

    \n     \n \n

    \n Per il Teorema di De Moivre-Laplace, se una binomiale ha una n grande\n e p non vicina a 0 o 1, si può approssimare con:\n

    \n

    \n {r`Bin(n, p) \\approx Nor(n \\cdot p, n \\cdot p \\cdot q)`}\n

    \n     \n \n

    \n Passando da una variabile discreta X a una continua Y, per\n ogni valore discreto k la probabilità viene \"spalmata\" su tutto\n l'intervallo {r`(k - \\frac{1}{2}, k + \\frac{1}{2})`}:\n

    \n
      \n
    • {r`P(X < k) \\simeq P(Y \\leq k - \\frac{1}{2})`}
      • \n
    • {r`P(X \\leq k) \\simeq P(Y \\leq k + \\frac{1}{2})`}
      • \n
    • {r`P(X \\geq k) \\simeq P(Y \\geq k - \\frac{1}{2})`}
      • \n
    • {r`P(X > k) \\simeq P(Y \\geq k + \\frac{1}{2})`}
      • \n
    \n     \n
    \n
    \n \n

    \n Un vettore composto da variabili aleatorie.\n

    \n

    \n Il suo simbolo generalmente\n è {r`\\boldsymbol{X}`} oppure {r`X, Y`}.\n

    \n     \n \n

    \n I vettori aleatori hanno più funzioni di ripartizione che si differenziano in base al\n numero di parametri.\n

    \n

    \n Se il numero di parametri coincide con la dimensione del vettore aleatorio, allora la\n funzione sarà una funzione di ripartizione congiunta:\n

    \n

    \n {r`F_{X, Y} (x, y) = P(X \\leq x, Y \\leq y)`}\n

    \n

    \n Se il numero di parametri è minore della dimensione del vettore aleatorio, allora la\n funzione sarà una funzione di ripartizione marginale:\n

    \n

    \n {r`F_X (x) = P(X \\leq x) = \\lim_{y \\to +\\infty} F_{X, Y} (x, y)`}\n

    \n     \n \n

    \n I vettori aleatori discreti hanno più densità che si differenziano in base al\n numero di parametri.\n

    \n

    \n Se il numero di parametri coincide con la dimensione del vettore aleatorio, allora la\n funzione sarà una densità congiunta:\n

    \n

    \n {r`p_{X, Y} (x, y) = P(X = x, Y = y)`}\n

    \n

    \n Se il numero di parametri è minore della dimensione del vettore aleatorio, allora la\n funzione sarà una densità marginale:\n

    \n

    \n {r`p_X (x) = \\sum_j p_{X, Y} (x_i, y_j)`}\n

    \n     \n
    \n
    \n \n

    \n Più variabili aleatorie sono indipendenti se, per qualsiasi scelta di\n intervalli A_i:\n

    \n

    \n {r`P(X_1 \\in A_1, \\dots, X_n \\in A_n) = P(X_1 \\in A_1) \\times \\dots \\times P(X_n \\in A_n)`}\n

    \n     \n \n

    \n E' possibile calcolare la media di qualsiasi funzione g(X, Y) avente\n elementi del vettore come variabili:\n

    \n

    \n {r`E(g(X, Y)) = \\sum_{i, j} g(x_i, y_i) \\cdot p_{X, Y} (x_i, y_i)`}\n

    \n \n Solitamente si calcola la media di x \\cdot y.\n \n

    \n Le medie di più variabili aleatorie si possono sommare:\n

    \n

    \n {r`E(X + Y) = E(X) + E(Y)`}\n

    \n     \n
    \n
    \n \n

    \n Un operatore che misura la correlazione di due variabili aleatorie.\n

    \n

    \n Si calcola con il valore atteso dei prodotti delle distanze dalla media:\n

    \n

    \n {r`Cov(X, Y) = E((X - E(X) \\cdot (Y - E(Y)) = E(XY) - E(X) \\cdot E(Y)`}\n

    \n

    \n Ha diverse proprietà:\n

    \n
      \n
    • Il suo valore nullo è 0: {r`Cov(X, \\alpha) = 0`}
      • \n
    • E' commutativa: {r`Cov(X, Y) = Cov(Y, X)`}
      • \n
    • E' semplificabile: {r`Cov(X, X) = Var(X)`}
      • \n
    • E' lineare: {r`Cov(\\alpha X, \\beta Y) = \\alpha \\cdot \\beta \\cdot Cov(X, Y)`}\n
      • \n
    • E' distributiva: {r`Cov(X + Y, V + W) = Cov(X, Y) + Cov(X, W) + Cov(Y, V) + Cov(Y, W)`}\n
      • \n
    \n     \n \n

    \n Due variabili sono variabili incorrelate se:\n

    \n

    \n {r`Cov(X, Y) = 0`}\n

    \n

    \n Variabili indipendenti sono sempre incorrelate.\n

    \n     \n \n

    \n Una matrice {r`\\boldsymbol{C_X}`} che contiene la covarianza tra tutte le\n variabili di un vettore aleatorio {r`\\boldsymbol{X}`}:\n

    \n

    \n {r`\n \\boldsymbol{C_X} = \n \\begin{bmatrix}\n Var(X_1) & Cov(X_1, X_2) & Cov(X_1, X_3)\\\\\n Cov(X_2, X_1) & Var(X_2) & Cov(X_2, X_3)\\\\\n Cov(X_3, X_1) & Cov(X_3, X_2) & Var(X_3)\n \\end{bmatrix}\n `}\n

    \n

    \n E' sempre simmetrica e semidefinita positiva (tutti gli autovalori sono \\geq\n 0.\n

    \n     \n \n

    \n Un valore che misura come due variabili aleatorie sono correlate:\n

    \n

    \n {r`\\rho_{X, Y} = \\frac{Cov(X, Y)}{\\sqrt{Var(X)} \\cdot \\sqrt{Var(Y)}}`}\n

    \n

    \n E' sempre compreso tra -1 e 1:\n

    \n

    \n {r`-1 \\leq \\rho_{X, Y} \\leq 1`}\n

    \n

    \n Vale esattamente -1 o 1 solo se esiste un legame lineare tra le due variaibli:\n

    \n

    \n {r`Y = a X + b \\Longleftrightarrow | \\rho_{X, Y} | = 1`}\n

    \n     \n \n

    \n La varianza di due variabili aleatorie sommate è:\n

    \n

    \n {r`Var(X + Y) = Var(X) + Var(Y) + 2 \\cdot Cov(X, Y)`}\n

    \n \n Si dimostra applicando le proprietà della covarianza!\n \n

    \n Se più variabili\n aleatorie X_i sono indipendenti ({r`Cov(X, Y) = 0`}),\n allora:\n

    \n

    \n {r`Var \\left( \\sum_i X_i \\right) = \\sum_i Var(X_i)`}\n

    \n     \n
    \n
    \n \n

    \n Una n-pla di variabili aleatorie con la stessa distribuzione della variabile\n aleatoria X (\"popolazione\") ma indipendenti tra loro.\n

    \n \n Le variabili aleatorie sono come un lazy-load in programmazione; quando ci sarà bisogno\n del loro valore numerico, esse si realizzeranno nel loro valore.\n \n     \n \n

    \n Il valore dato dalla media aritmetica degli n elementi del campione\n elevati alla potenza k:\n

    \n

    \n {r`M^{(k)}_n = \\frac{1}{n} \\cdot \\sum_{i = 1}^n X_i^k `}\n

    \n

    \n Il momento campionario di primo ordine è la media campionaria\n {r`\\overline{X}_n`}.\n

    \n     \n \n

    \n La media aritmetica dello scarto quadratico medio degli elementi del campione.\n

    \n

    \n Se è noto il valore medio {r`m = E(X)`} di X:\n

    \n

    \n {r`S_0^2 = \\frac{1}{n} \\cdot \\sum_{i = 1}^n (X_i - m)^2 = M_n^(2) - 2 \\cdot m \\cdot \\overline{X}_n + m^2`}\n

    \n

    \n Altrimenti:\n

    \n

    \n {r`S_n^2 = \\frac{1}{n - 1} \\cdot \\sum_{i = 1}^n (X_i - \\overline{X}_n)^2 = \\frac{1}{n - 1} \\cdot ( n \\cdot M_2^{(2)} - n \\cdot \\overline{X}_n^2)`}\n

    \n     \n
    \n
    \n \n

    \n Se calcoliamo la media della media campionaria, risulterà vero che:\n

    \n

    \n {r`E(\\overline{X}_n) = E(X)`}\n

    \n \n Quindi, è possibile usare i campioni per trovare la media di una variabile aleatoria!\n \n     \n \n

    \n Se calcoliamo la varianza della media campionaria, risulterà vero che:\n

    \n

    \n {r`Var(\\overline{X}_n) = \\frac{Var(X)}{n}`}\n

    \n \n Quindi, possiamo stimare l'errore della media calcolata tramite campioni!\n \n     \n \n

    \n Se calcoliamo la media della varianza campionaria, risulterà vero che:\n

    \n

    \n {r`E(S_0^2) = E(S_n^2) = Var(X)`}\n

    \n \n Quindi, possiamo stimare l'errore della media calcolata tramite campioni!\n \n     \n
    \n
    \n \n

    \n Se la popolazione X ha una distribuzione normale\n ({r`X \\sim Nor(\\mu, \\sigma^2)`})...\n

    \n     \n \n

    \n ...allora sappiamo anche la distribuzione della media campionaria!\n

    \n

    \n {r`\\overline{X}_n \\sim Nor \\left( \\mu, \\frac{\\sigma^2}{n} \\right)`}\n

    \n     \n \n

    \n ...e anche della varianza campionaria!\n

    \n

    \n {r`S_0^2 \\sim \\frac{\\sigma^2}{n} \\cdot \\chi^2 (n)`}\n

    \n

    \n {r`S_n^2 \\sim \\frac{\\sigma^2}{n - 1} \\cdot \\chi^2 (n-1)`}\n

    \n     \n \n

    \n ...e che media campionaria e varianza campionaria sono indipendenti tra loro!\n

    \n     \n
    \n
    \n \n

    \n Se la successione di variabili aleatorie X_n all'infinito ha la stessa\n funzione di ripartizione della popolazione X, allora essa converge\n in distribuzione.\n

    \n

    \n {`\\\\lim_{n \\\\to +\\\\infty} F_{X_n} (x) = F_X (x) \\\\implies X_n \\\\xrightarrow{d} X`}\n

    \n     \n \n

    \n Se la successione di variabili aleatorie X_n all'infinito ha la stessa\n probabilità della popolazione X, allora essa converge in\n probabilità.\n

    \n

    \n {`\\\\forall \\\\epsilon > 0, \\\\lim_{n \\\\to +\\\\infty} P( | X_n - X | < \\\\epsilon) = 1 \\\\implies X_n \\\\xrightarrow{p} X`}\n

    \n     \n \n

    \n Se la successione di variabili aleatorie X_n all'infinito ha la stessa\n probabilità a della popolazione X, allora essa converge quasi\n certamente.\n

    \n

    \n {`\\\\forall \\\\epsilon > 0, P \\left( \\\\lim_{n \\\\to +\\\\infty} | X_n - X | < \\\\epsilon) \\right) = 1 \\\\implies X_n \\\\xrightarrow{qc} X`}\n

    \n     \n \n

    \n Se la successione di variabili aleatorie X_n all'infinito ha la media\n del quadrato della distanza tra la successione e la popolazione X uguale\n a 0, allora essa converge in media quadratica.\n

    \n

    \n {`\\\\lim_{n \\\\to +\\\\infty} E( | X_n - X |^2 = 0 \\\\implies X_n \\\\xrightarrow{mq} X`}\n

    \n     \n \n

    \n {`\n \\\\begin{matrix}\n X_n \\\\xrightarrow{mq} X\\\\\\\\\n X_n \\\\xrightarrow{qc} X\n \\\\end{matrix} \\\\implies X_n \\\\xrightarrow{p} X \\\\implies X_n \\\\xrightarrow{d} X`\n }\n

    \n

    \n In più:\n

    \n

    \n {`X_n \\\\xrightarrow{p} x \\\\Longleftrightarrow X_n \\\\xrightarrow{d} x`}\n

    \n     \n
    \n
    \n \n

    \n La successione delle medie campionarie {r`\\overline{X}_n`} converge in\n probabilità alla media della popolazione {r`E(X)`}, se essa esiste.\n

    \n

    \n {`\\\\overline{X}_n \\\\xrightarrow{p} X`}\n

    \n

    \n Ovvero:\n

    \n

    \n {r`\\forall \\epsilon > 0, \\lim_{n \\to +\\infty} P( | \\overline{X}_n - E(X) | < \\epsilon) = 1`}\n

    \n

    \n {r`P( | \\overline{X}_n - E(X) | < \\epsilon) \\to 1`}\n

    \n     \n \n

    \n La successione delle medie campionarie {r`\\overline{X}_n`} converge\n quasi certamente alla media della popolazione {r`E(X)`}, se essa\n esiste.\n

    \n

    \n {`\\\\overline{X}_n \\\\xrightarrow{qc} X`}\n

    \n

    \n Ovvero:\n

    \n

    \n {r`\\forall \\epsilon > 0, P \\left( \\lim_{n \\to +\\infty} | \\overline{X}_n - E(X) | < \\epsilon \\right) = 1`}\n

    \n \n Dimostra che l'interpretazione frequentista della probabilità è valida!\n \n     \n
    \n
    \n \n

    \n La successione delle medie campionarie {r`\\overline{X}_n`} converge in\n distribuzione a {r`Nor(0, 1) = \\Phi()`}.\n

    \n

    \n {r`\\overline{X}_n \\approx Nor \\left(E(X), \\frac{Var(X)}{n} \\right)`}\n

    \n

    \n Ovvero:\n

    \n

    \n {r`\\forall x \\in \\mathbb{R}, \\lim_{n \\to +\\infty} P \\left( \\frac{\\overline{X}_n - E(X)}{\\sqrt{\\frac{Var(X)}{n}}} \\leq x \\right) = \\Phi(x)`}\n

    \n     \n
    \n
    \n \n

    \n E' una somma di bernoulliane, e quindi si approssima a una normale:\n

    \n

    \n {r`Bin(n, p) \\approx Nor(n \\cdot p, n \\cdot p \\cdot q)`}\n

    \n     \n \n

    \n E' una somma di geometriche, e quindi si approssima a una normale:\n

    \n

    \n {r`\\overline{Bin} (n, p) \\approx Nor \\left( \\frac{n}{p}, \\frac{n \\cdot (1 - p)}{p^2} \\right)`}\n

    \n     \n \n

    \n E' una somma di altre poissoniane, e quindi si approssima a una normale:\n

    \n

    \n {r`Poi(\\lambda) \\approx Nor(\\lambda, \\lambda)`}\n

    \n     \n \n

    \n E' una somma di esponenziali, e quindi si approssima a una normale:\n

    \n

    \n {r`\\Gamma (\\alpha, \\lambda) \\approx Nor \\left( \\frac{\\alpha}{\\lambda}, \\frac{\\alpha}{\\lambda^2} \\right)`}\n

    \n     \n \n

    \n Se n è grande, allora:\n

    \n

    \n {r`Y = \\sum_{i=1}^{n} X_i`}\n

    \n     \n
    \n
    \n \n

    \n Per indicare parametri sconosciuti di una legge si usa \\theta.\n

    \n     \n \n

    \n Una variabile aleatoria funzione di un campione:\n

    \n

    \n {r`T(\\boldsymbol{X})`}\n

    \n \n Ad esempio, sono statistiche media e varianza campionaria, così come il campione\n stesso {r`T(\\boldsymbol{X}) = \\boldsymbol{X}`}.\n \n     \n
    \n
    \n \n

    \n Una statistica T_n ottenuta da n osservazioni, che stimi i\n parametri di una legge e sia indipendente da essi.\n

    \n     \n \n

    \n Uno stimatore è corretto se il suo valore atteso coincide con quello dei\n parametri che stima:\n

    \n

    \n {r`E(T_n) = \\theta`}\n

    \n     \n \n

    \n Uno stimatore è asintoticamente corretto se, per infinite osservazioni, il suo\n valore atteso coincide con quello dei parametri che stima:\n

    \n

    \n {r`\\lim_{n \\to +\\infty} E(T_n) = \\theta`}\n

    \n     \n \n

    \n Uno stimatore è consistente in media quadratica se:\n

    \n

    \n {r`\\lim_{n \\to +\\infty} E((T_n - \\theta)^2) = 0`}\n

    \n     \n \n

    \n Uno stimatore è consistente in probabilità se:\n

    \n

    \n {r`\\forall \\epsilon > 0, \\lim_{n \\to +\\infty} P( |T_n - \\theta| < \\epsilon) = 1`}\n

    \n     \n \n

    \n Uno stimatore è asintoticamente normale se:\n

    \n

    \n {r`\\lim_{n \\to +\\infty} \\frac{T_n - E(T_n)}{\\sqrt{Var(T_n)}} \\sim Nor(0, 1)`}\n

    \n     \n
    \n
    \n \n

    \n Si può usare il metodo dei momenti per ottenere uno stimatore di una\n popolazione X.\n

    \n

    \n Lo stimatore di {r`\\theta`} così ottenuto sarà indicato aggiungendo un\n cappellino e\n una M a \\theta: {r`\\widehat{\\theta}_M`}\n

    \n

    \n Visto che:\n

    \n
      \n
    • {r`\\theta = g(E(X))`}
      • \n
    • {r`\\widehat{E(X)} = \\overline{X}_n`}
      • \n
    \n

    \n Allora:\n

    \n

    \n {r`\\widehat{\\theta}_M = g( \\overline{X}_n )`}\n

    \n

    \n Se {r`\\theta`} non è esprimibile in termini di {r`E(X)`},\n si possono usare i momenti\n successivi {r`M_n^2`}, {r`M_n^3`}, {r`M_n^3`}...\n

    \n     \n
    \n
    \n \n

    \n Si può usare il metodo della massima verosomiglianza per ottenere uno stimatore\n di una popolazione X.\n

    \n

    \n Lo stimatore di {r`\\theta`} così ottenuto sarà indicato aggiungendo un\n cappellino e\n una L a \\theta: {r`\\widehat{\\theta}_L`}\n

    \n

    \n Consiste nel trovare il massimo assoluto {r`\\widehat{\\theta}_L`} della la\n funzione di verosomiglianza {r`L`}:\n

    \n

    \n {r`L(x_1, ..., x_n; \\theta) = \\prod_{i=1}^n f_X(x_i; \\theta)`}\n

    \n

    \n Gli stimatori di massima verosomiglianza sono asintoticamente corretti, consistenti\n in probabilità e asintoticamente normali.\n

    \n     \n \n

    \n Gli stimatori di massima verosomiglianza godono delle seguenti proprietà:\n

    \n
      \n
    • Sono asintoticamente corretti.
      • \n
    • Sono consistenti in probabilità.
      • \n
    • Sono asintoticamente normali.
      • \n
    • Sono invarianti: {r`\\widehat{g(\\theta)}_L = g(\\widehat{\\theta}_L)`}\n
      • \n
    \n     \n
    \n
    \n \n

    \n Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:\n

    \n

    \n {r`\\widehat{p}_M = \\widehat{p}_L = \\overline{X}_n`}\n

    \n     \n \n

    \n Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:\n

    \n

    \n {r`\\widehat{\\mu}_M = \\widehat{\\mu}_L = \\overline{X}_n`}\n

    \n     \n \n

    \n Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:\n

    \n

    \n {r`\\widehat{\\lambda}_M = \\widehat{\\lambda}_L = \\frac{1}{\\overline{X}_n}`}\n

    \n     \n \n

    \n Per il metodo della massima verosomiglianza:\n

    \n
      \n
    • {r`\\widehat{\\mu}_L = \\overline{X}_n`}
      • \n
      \n
    • {r`\\widehat{\\sigma^2}_L = \\frac{\\sum (X_i - \\overline{X}_n)^2 }{n}`}\n
      • \n
    \n     \n
    \n
    \n \n
    \n \"intervallo di confidenza al 95%\"\n
    \n

    \n L'intervallo di valori di \\theta all'interno del quale siamo \"più o meno\n sicuri\" si trovi il valore effettivo:\n

    \n

    \n L'intervallo di confidenza a N della stima {r`\\widehat{W}`} è\n l'intervallo ]a, b[ tale che:\n

    \n

    \n {r`P( a < W < b ) = N`}\n

    \n

    \n Può anche essere unilatero nel caso limiti la stima in una sola direzione,\n positiva o negativa.\n

    \n     \n
    \n
    \n \n

    \n Se conosciamo la varianza di una normale, allora possiamo ricavare velocemente gli\n intervalli di confidenza all'\\alpha% con queste formule:\n

    \n
      \n
    • Intervalli\n bilateri: {r`\\mu \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}}, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}} \\right]`}\n
      • \n
    • Intervallo unilatero da\n sinistra: {r`\\mu \\in \\left( -\\infty, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}} \\right]`}\n
      • \n
    • Intervallo unilatero da\n destra: {r`\\mu \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}}, +\\infty \\right)`}\n
      • \n
    \n     \n \n

    \n Se non conosciamo la varianza di una normale, allora possiamo ricavare velocemente gli\n intervalli di confidenza all'\\alpha% con queste formule:\n

    \n
      \n
    • Intervalli\n bilateri: {r`\\mu \\in \\left[ \\overline{x}_n - t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}}, \\overline{x}_n + t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}} \\right]`}\n
      • \n
    • Intervallo unilatero da\n sinistra: {r`\\mu \\in \\left( -\\infty, \\overline{x}_n + t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}} \\right]`}\n
      • \n
    • Intervallo unilatero da\n destra: {r`\\mu \\in \\left[ \\overline{x}_n - t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}}, +\\infty \\right)`}\n
      • \n
    \n

    \n {r`t_{\\alpha, v}`} è un quantile della distribuzione di Student di\n parametro v.\n

    \n     \n
    \n
    \n \n

    \n L'intervallo di confidenza per la proprorzione di una bernoulliana qualsiasi si ottiene\n da questa formula:\n

    \n

    \n {r`p \\in \\left[ \\overline{p} - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\overline{p} \\cdot (1 - \\overline{p})}{n+4}}, \\overline{p} + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\overline{p} \\cdot (1 - \\overline{p})}{n+4}} \\right]`}\n

    \n     \n
    \n
    \n \n

    \n L'intervallo di confidenza per la media di una qualsiasi popolazione si ottiene da\n questa formula:\n

    \n

    \n {r`m \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{s^2_n}{n}}, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{s^2_n}{n}} \\right]`}\n

    \n     \n
    \n
    \n     \n     \n )\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__3phX0\",\"orange\":\"orange__1OSkI\",\"yellow\":\"yellow__2pQOr\",\"lime\":\"lime__3vRUg\",\"cyan\":\"cyan__1cBtG\",\"blue\":\"blue__1G1wb\",\"magenta\":\"magenta__3Wagv\",\"minus\":\"minus__2qLyv\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__ipSoq\",\"orange\":\"orange__1nmkj\",\"yellow\":\"yellow__353ge\",\"lime\":\"lime__3FW1E\",\"cyan\":\"cyan__2xhu7\",\"blue\":\"blue__3MvDe\",\"magenta\":\"magenta__i03ie\",\"plus\":\"plus__1eV4_\"};","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n","import style from \"./Plus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-Statistica.chunk.f93a4.esm.js b/docs/route-Statistica.chunk.f93a4.esm.js new file mode 100644 index 0000000..0361516 --- /dev/null +++ b/docs/route-Statistica.chunk.f93a4.esm.js @@ -0,0 +1,52 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[15],{"2w3n":function(l){l.exports={red:"red__2y1B_",orange:"orange__dD2kx",yellow:"yellow__OEpwl",lime:"lime__CVe41",cyan:"cyan__26ZAg",blue:"blue__LO7Xm",magenta:"magenta__1Akee",example:"example__2PzAa"}},ZHMS:function(l,i,n){"use strict";(function(l){var e=n("gJgL"),a=n.n(e);i.a=function(i){return l("span",{class:a.a.minus},i.children)}}).call(this,n("hosL").h)},ZQux:function(l,i,n){"use strict";n.r(i),function(l){var e=n("mbOI"),a=n("ke5e"),o=n("o8Jj"),t=n("ZHMS");let u,r,s,p,d,m,c,b,v,k,g,f,_,h,z,X,q,E,P,L,x,y,F,S,I,C,N,V,w,D,Y,U,M,B,A,T,G,O,R,j,K,Q,Z,W,J,H,$,ll,il,nl,el,al,ol,tl,ul,rl,sl,pl,dl,ml,cl,bl,vl,kl,gl,fl,_l,hl,zl,Xl,ql,El,Pl,Ll,xl,yl,Fl,Sl,Il,Cl,Nl,Vl,wl,Dl,Yl,Ul,Ml,Bl,Al,Tl,Gl,Ol,Rl,jl,Kl,Ql,Zl,Wl,Jl,Hl,$l,li,ii,ni,ei,ai,oi,ti,ui,ri,si,pi,di,mi,ci,bi,vi,ki,gi,fi,_i,hi,zi,Xi,qi,Ei,Pi,Li,xi,yi,Fi,Si,Ii,Ci,Ni,Vi,wi,Di,Yi,Ui,Mi,Bi,Ai,Ti,Gi,Oi,Ri,ji,Ki,Qi,Zi,Wi,Ji,Hi,$i,ln,nn,en,an,on,tn,un,rn,sn,pn,dn,mn,cn,bn,vn,kn,gn,fn,_n,hn,zn,Xn,qn,En,Pn,Ln,xn,yn,Fn,Sn,In,Cn,Nn,Vn,wn,Dn,Yn,Un,Mn,Bn,An,Tn,Gn,On,Rn,jn,Kn,Qn,Zn,Wn,Jn,Hn,$n,le,ie,ne,ee,ae,oe,te,ue,re,se,pe,de,me,ce,be,ve,ke,ge,fe,_e,he,ze,Xe,qe,Ee,Pe,Le,xe,ye,Fe,Se,Ie,Ce,Ne,Ve,we,De,Ye,Ue,Me,Be,Ae,Te,Ge,Oe,Re,je,Ke,Qe,Ze,We,Je,He,$e,la=l=>l;const ia=String.raw;i.default=function(){return l(e.m.Provider,{value:!1},l(e.l.Provider,{value:e.n.INLINE},l("div",null,l("h1",null,"Statistica ed Elementi di Probabilità"),l(e.s,{title:"Tipi di probabilità"},l(e.r,{title:"Classica"},l("p",null,l(e.k,null,ia(u||(u=la`P(E) = \frac{casi\ favorevoli}{casi\ possibili}`))))),l(e.r,{title:"Frequentista"},l("p",null,l(e.k,null,ia(r||(r=la`P(E) = \frac{successi}{prove\ totali}`))))),l(e.r,{title:"Soggettiva"},l("p",null,"Il prezzo che un individuo coerente riterrebbe equo per ricevere ",l("b",null,"1")," nel caso l'evento si verificasse e ",l("b",null,"0")," nel caso l'evento non si verificasse."))),l(e.s,{title:"Linguaggio matematico"},l(e.r,{title:"Spazio campionario"},l("blockquote",null,'"omegone"'),l("p",null,"L'",l("b",null,"insieme")," di tutti gli esiti possibili di un esperimento."),l("p",null,l(e.k,null,ia(s||(s=la`\Omega = \left \{ 1, 2, 3, 4, 5, 6 \right \}`))))),l(e.r,{title:"Esito"},l("blockquote",null,'"omeghino"'),l("p",null,"Un ",l("b",null,"elemento")," dello spazio campionario."),l("p",null,l(e.k,null,ia(p||(p=la`\omega = 1`))))),l(e.r,{title:"Evento"},l("blockquote",null,'"e"'),l("p",null,"Un ",l("b",null,"sottoinsieme")," dello spazio campionario."),l("p",null,l(e.k,null,ia(d||(d=la`E = \left \{ 1, 2 \right \}`)))),l("p",null,"Lo spazio campionario stesso è un ",l("b",null,"evento certo"),".")),l(e.r,{title:"Not"},l("blockquote",null,'"not e"'),l("p",null,"Il ",l("b",null,"complementare")," di un sottoinsieme."),l("p",null,l(e.k,null,ia(m||(m=la`\bar{E} = \left \{ 3, 4, 5, 6 \right \}`))))),l(e.r,{title:"And"},l("blockquote",null,'"e intersecato effe"'),l("p",null,"L'",l("b",null,"intersezione")," di più sottoinsiemi."),l("p",null,l(e.k,null,ia(c||(c=la`E \cap F = \left \{ 1 \right \}`))))),l(e.r,{title:"Or"},l("blockquote",null,'"e unito a effe"'),l("p",null,"L'",l("b",null,"unione")," di più sottoinsiemi."),l("p",null,l(e.k,null,ia(b||(b=la`E \cup F = \left \{ 1, 2, 3, 4 \right \}`))))),l(e.r,{title:"Differenza"},l("blockquote",null,'"e meno effe"'),l("p",null,l(e.k,null,ia(v||(v=la`E \setminus F = E \cap \bar{F}`))))),l(e.r,{title:"Implicazione"},l("blockquote",null,'"e contenuto in effe"'),l("p",null,"L'",l("b",null,"inclusione")," del primo insieme in un altro."),l("p",null,l(e.k,null,ia(k||(k=la`E \subseteq F`)))),l("p",null,"Se si verifica ",l(e.k,null,"E"),", allora si verifica anche ",l(e.k,null,"F"),".")),l(e.r,{title:"Evento impossibile"},l("blockquote",null,'"e è impossibile"'),l("p",null,"Un sottoinsieme ",l("b",null,"vuoto"),"."),l("p",null,l(e.k,null,ia(g||(g=la`E = \emptyset`))))),l(e.r,{title:"Mutua esclusione"},l("blockquote",null,'"e ed effe si escludono mutualmente"'),l("p",null,"La ",l("b",null,"disgiunzione")," di due insiemi."),l("p",null,l(e.k,null,ia(f||(f=la`E \cap F = \emptyset`)))))),l(e.s,null,l(e.r,{title:"Famiglia degli eventi"},l("blockquote",null,'"famiglia effe"'),l("p",null,"I sottoinsiemi dello spazio campionario formano una ",l("b",null,"famiglia")," di sottoinsiemi detta ",l("i",null,"famiglia degli eventi"),"."),l("p",null,l(e.k,null,ia(_||(_=la`\mathcal{F}`)))),l("p",null,"Qualsiasi sottoinsieme appartenente a ",l(e.k,null,ia(h||(h=la`\mathcal{F}`)))," è considerato un evento.")),l(e.r,{title:l("span",null,l(e.k,null,ia(z||(z=la`\sigma`))),"-algebra")},l("blockquote",null,'"sigma algebra"'),l("p",null,"Se la famiglia degli eventi soddisfa questi tre requisiti, allora viene detta ",l("i",null,l(e.k,null,ia(X||(X=la`\sigma`))),"-algebra"),":"),l("ol",null,l("li",null,"Lo spazio campionario è un evento: ",l(e.k,null,ia(q||(q=la`\Omega \in \mathcal{F}`)))),l("li",null,"Se un sottoinsieme è un evento, allora anche il suo complementare lo è: ",l(e.k,null,ia(E||(E=la`E \in \mathcal{F} \implies \bar{E} \in \mathcal{F}`)))),l("li",null,"Se due sottoinsiemi sono eventi, allora lo sono anche la loro unione e intersezione: ",l(e.k,null,ia(P||(P=la`(E, F) \in \mathcal{F} \implies (E \cup F, E \cap F) \in \mathcal{F}`))))),l("p",null,"Un esempio: ",l(e.k,null,ia(L||(L=la`E \in \mathcal{F} \implies \mathcal{F} = \{ \emptyset, E, \bar{E}, \Omega \}`)))))),l(e.s,null,l(e.r,{title:"Partizione"},l("blockquote",null,'"la partizione e composta da e uno, e due, e tre..."'),l("p",null,"Un insieme di esiti e eventi:"),l("ul",null,l("li",null,l("b",null,"Finito"),"."),l("li",null,"In cui tutti gli eventi hanno ",l("b",null,"probabilità diversa da 0"),"."),l("li",null,"In cui tutti gli eventi sono ",l("b",null,"mutualmente esclusivi"),"."),l("li",null,"In cui l'unione di tutti i suoi elementi ",l("b",null,"copre lo spazio campionario"),".")),l("p",null,"La partizione ",l(e.k,null,ia(x||(x=la`E_i`)))," è composta dagli eventi ",l(e.k,null,ia(y||(y=la`E_1`))),", ",l(e.k,null,ia(F||(F=la`E_2`))),", ",l(e.k,null,ia(S||(S=la`E_3`))),", fino a ",l(e.k,null,ia(I||(I=la`E_n`))),"."),l(a.a,null,"Se lo spazio campionario fosse una torta, una sua partizione sarebbe l'insieme delle fette di uno dei modi in cui si potrebbe tagliare."))),l(e.s,{title:"Assiomi della probabilità"},l(e.r,{title:"Primo assioma della probabilità"},l("p",null,"La probabilità di un evento è un numero tra 0 e 1."),l("p",null,l(e.k,null,ia(C||(C=la`\forall E \in \mathcal{F}, 0 \leq P(E) \leq 1`))))),l(e.r,{title:"Secondo assioma della probabilità"},l("p",null,"La probabilità dello spazio campionario è sempre 1."),l("p",null,l(e.k,null,ia(N||(N=la`P(\Omega) = 1`))))),l(e.r,{title:"Terzo assioma della probabilità"},l("p",null,"La probabilità dell'unione di eventi indipendenti è uguale alla somma delle loro probabilità."),l("p",null,l(e.k,null,ia(V||(V=la`P \left ( \bigcup_i E_i \right ) = \sum_i P ( E_i )`)))))),l(e.s,{title:"Conseguenze degli assiomi"},l(e.r,{title:"Probabilità di un evento negato"},l("p",null,"La probabilità di un evento negato è uguale a 1 meno la probabilità dell'evento non negato."),l("p",null,l(e.k,null,ia(w||(w=la`P(\bar{E}) = 1 - P({E})`))))),l(e.r,{title:"Probabilità di un evento incluso"},l("p",null,"La probabilità di un evento incluso in un altro è sempre minore o uguale alla probabilità dell'evento in cui è incluso."),l("p",null,l(e.k,null,ia(D||(D=la`F \subseteq E \implies P(F) \leq P(E)`))))),l(e.r,{title:"Unione"},l("p",null,"La probabilità di un evento unito a un altro è uguale alla somma delle probabilità dei due eventi meno la probabilità della loro intersezione."),l("p",null,l(e.k,null,ia(Y||(Y=la`P(E \cup F) = P(E) + P(F) - P(E \cap F)`)))),l(a.a,null,"Sommando le probabilità dei due eventi, l'intersezione viene contata due volte, e va quindi rimossa!"))),l(e.s,{title:"Spazi equiprobabili"},l(e.r,{title:"Cosa sono?"},l("p",null,"Spazi campionari in cui ci sono un numero finito di esiti e ogni esito ha la stessa probabilità di verificarsi."),l("p",null,l(e.k,null,ia(U||(U=la`P(E) = \frac{len(E)}{len(\Omega)}`))))),l(e.r,{title:"Spazi equiprobabili geometrici"},l("p",null,"Gli spazi campionari possono avere un numero infinito di esiti: sono ",l("i",null,"equiprobabili geometrici")," se nessun esito è privilegiato rispetto agli altri."))),l(e.s,{title:"Calcolo combinatorio"},l(e.r,{title:"Disposizioni"},l("p",null,"Estraggo un numero, da un sacchetto con ",l(e.k,null,"n")," numeri, mi segno che numero ho estratto e lo ",l("b",null,"tengo fuori dal sacchetto"),". Ripeto per ",l(e.k,null,"k")," volte."),l("p",null,l("b",null,"Tengo conto")," dell'ordine in cui ho estratto i numeri."),l("p",null,l(e.k,null,ia(M||(M=la`\boldsymbol{D}_{n, k} = \frac{n!}{(n - k)!}`))))),l(e.r,{title:"Disposizioni con ripetizione"},l("p",null,"Estraggo un numero, da un sacchetto con ",l(e.k,null,"n")," numeri, mi segno che numero ho estratto e lo ",l("b",null,"rimetto nel sacchetto"),". Ripeto per ",l(e.k,null,"k")," volte."),l("p",null,l("b",null,"Tengo conto")," dell'ordine in cui ho estratto i numeri."),l("p",null,l(e.k,null,ia(B||(B=la`\boldsymbol{D}^{r}_{n, k} = n^k`))))),l(e.r,{title:"Combinazioni"},l("p",null,"Estraggo un numero, da un sacchetto con ",l(e.k,null,"n")," numeri, mi segno che numero ho estratto e lo ",l("b",null,"tengo fuori dal sacchetto"),". Ripeto per ",l(e.k,null,"k")," volte."),l("p",null,l("b",null,"Non mi interessa")," l'ordine in cui ho estratto i numeri."),l("p",null,l(e.k,null,ia(A||(A=la`\boldsymbol{C}_{n, k} = \binom{n}{k} = \frac{n!}{(k)! \cdot (n - k)!}`))))),l(e.r,{title:"Combinazioni con ripetizione"},l("p",null,"Estraggo un numero, da un sacchetto con ",l(e.k,null,"n")," numeri, mi segno che numero ho estratto e lo ",l("b",null,"rimetto nel sacchetto"),". Ripeto per ",l(e.k,null,"k")," volte."),l("p",null,l("b",null,"Non mi interessa")," l'ordine in cui ho estratto i numeri."),l("p",null,l(e.k,null,ia(T||(T=la`\boldsymbol{C}^{r}_{n, k} = \binom{n + k - 1}{k} = \frac{(n + k - 1)!}{(k)! \cdot (n - 1)!}`))))),l(e.r,{title:"Permutazioni"},l("p",null,"Estraggo ",l(e.k,null,"n")," numeri e guardo in quanti ordini diversi li posso mettere."),l("p",null,l(e.k,null,ia(G||(G=la`\boldsymbol{P}_n = n!`)))))),l(e.s,{title:"Probabilità condizionata"},l(e.r,{title:"Eventi condizionati"},l("blockquote",null,'"E dato F"'),l("p",null,"La probabilità che si verifichi ",l(e.k,null,"E")," sapendo che ",l("b",null,"si è già verificato"),l(e.k,null,"F"),"."),l("p",null,l(e.k,null,ia(O||(O=la`P(E|F) = \frac{P(E \cap F)}{P(F)}`)))),l(a.a,null,"Ricorda vagamente le pipe di ",l("code",null,"bash"),", però al contrario...")),l(e.r,{title:"Eventi mutualmente esclusivi"},l("p",null,"Se due eventi sono mutualmente esclusivi, entrambe le loro probabilità condizionate saranno uguali a 0."),l("p",null,l(e.k,null,ia(R||(R=la`E \cap F = \emptyset \Longleftrightarrow P(E|F) = P(F|E) = 0`)))))),l(e.s,null,l(e.r,{title:"Regola della catena"},l("p",null,"Si può sfruttare la formula inversa della probabilità condizionata per calcolare catene di intersezioni:"),l("p",null,l(e.k,null,ia(j||(j=la`P(E_1 \cap \times \cap E_n) = P(E_1) \times P(E_2 | E_1) \times \dots \times P(E_n | E_1 \cap E_2 \cap \dots \cap E_{n-1})`)))))),l(e.s,{title:"Le alternative"},l(e.r,{title:"Legge delle alternative"},l("p",null,"La probabilità che si verifichi un evento è pari alla somma delle probabilità dell'evento stesso dati tutti gli eventi di una partizione."),l("p",null,l(e.k,null,ia(K||(K=la`P(F) = \sum_{i} P(F|E_i) \cdot P(E_i)`))))),l(e.r,{title:"Legge condizionata delle alternative"},l("p",null,"La legge delle alternative funziona anche quando ad essere partizionato è un ",l("b",null,"evento"),":"),l("p",null,l(e.k,null,ia(Q||(Q=la`P(F|G) = \sum_i P(F|E_i \cap G) \cdot P(E_i | G)`))))),l(e.r,{title:"Formula di Bayes"},l("p",null,"Tramite la ",l("i",null,"formula di Bayes")," possiamo risalire alla probabilità di un evento condizionato a un altro partendo dalla probabilità di quest'ultimo condizionato al primo:"),l("p",null,l(e.k,null,ia(Z||(Z=la`P(E_h | F) = \frac{P(F | E_h) \cdot P(E_h)}{P(F)}`)))),l(a.a,null,"In pratica, invertiamo gli eventi."))),l(e.s,{title:"Eventi indipendenti"},l(e.r,{title:"Due eventi indipendenti"},l("blockquote",null,'"eventi indipendenti a due a due"'),l("p",null,"Se due eventi sono indipendenti, sapere che uno dei due si è verificato non influisce sulle probabilità che si sia verificato l'altro."),l("p",null,l(e.k,null,ia(W||(W=la`P(E \cap F) = P(E) \cdot P(F) \Longleftrightarrow P(E|F) = P(E) \Longleftrightarrow P(F|E) = P(F)`))))),l(e.r,{title:"Più eventi indipendenti"},l("blockquote",null,'"eventi indipendenti a tre a tre, a quattro a quattro, a cinque a cinque..."'),l("p",null,"Si può verificare l'indipendenza di più eventi alla volta:"),l("p",null,l(e.k,null,ia(J||(J=la`P(E \cap F \cap G) = P(E) \cdot P(F) \cdot P(G)`)))),l("p",null,"Eventi indipendenti a due a due non sono per forza indipendenti a tre a tre, e viceversa.")),l(e.r,{title:"Famiglia di eventi indipendenti"},l("p",null,"Un insieme di ",l(e.k,null,"n")," eventi è una ",l("i",null,"famiglia di eventi indipendenti")," se, preso un qualsiasi numero di eventi da essa, essi risulteranno indipendenti."),l(a.a,null,"Tutti gli eventi provenienti da essa saranno indipendenti sia a due a due, sia a tre a tre, sia a quattro a quattro, e così via!"))),l(e.s,{title:"Variabili aleatorie"},l(e.r,{title:"Variabile aleatoria"},l("p",null,"Una funzione che fa corrispondere un numero reale a ogni possibile esito dello spazio campionario. ",l(e.k,null,ia(H||(H=la`X(\omega) : \Omega \to \mathbb{R}`))),".")),l(e.r,{title:l("abbr",{title:"Nome artigianale dato da Steffo."},"Insieme di ripartizione")},l("p",null,"Ad ogni variabile aleatoria sono associati gli eventi ",l(e.k,null,ia($||($=la`A_t = \{ \omega | X(\omega) \leq t \}`))),", che contengono tutti gli esiti a cui la variabile aleatoria associa un valore minore o uguale a ",l(e.k,null,"t"),"."),l("p",null,"Per definizione, tutte le variabili aleatorie devono rispettare questa condizione:"),l("p",null,l(e.k,null,ia(ll||(ll=la`\forall t \in \mathbb{R}, A_t \in \mathcal{F}`)))),l(a.a,null,"All'aumentare di t, l'insieme conterrà sempre più elementi.")),l(e.r,{title:"Supporto"},l("blockquote",null,'"supporto di X"'),l("p",null,"Il ",l("b",null,"codominio")," della variabile aleatoria è il suo ",l("i",null,"supporto"),"."),l("p",null,"Per indicare che un valore ",l(e.k,null,"x_0")," appartiene al supporto di ",l(e.k,null,"X"),", si usa la notazione ",l(e.k,null,"X \\mapsto x_0"),"."))),l(e.s,{title:"Densità"},l(e.r,{title:"Funzione probabilità"},l("p",null,"La ",l("i",null,"funzione probabilità")," ",l(e.k,null,ia(il||(il=la`p_X : X \to [0, 1]`)))," di una variabile aleatoria ",l("b",null,"discreta")," ",l(e.k,null,"X")," è la funzione che associa ad ogni esito la sua probabilità:"),l("p",null,l(e.k,null,ia(nl||(nl=la` + p_X (x) = \begin{cases} + P([X = x]) \quad se\ X \mapsto x \\ + 0 \qquad \qquad \quad se\ X \not\mapsto x + \end{cases} + `))))),l(e.r,{title:"Funzione densità"},l("p",null,"La ",l("i",null,"funzione densità")," ",l(e.k,null,ia(el||(el=la`f_X : X \to [0, 1]`)))," di una variabile aleatoria ",l("b",null,"continua")," ",l(e.k,null,"X")," è l'equivalente continuo della funzione probabilità:"),l("p",null,l(e.k,null,ia(al||(al=la`P([a < X \leq b]) = \int_a^b f_X (x) dx`)))),l("p",null,"A differenza della funzione probabilità, è possibile che la funzione densità ",l("b",null,"non esista")," per una certa variabile aleatoria."),l(a.a,null,"Rappresenta \"quanta\" probabilità c'è in un'unità di x!"))),l(e.s,{title:"Funzione di ripartizione"},l(e.r,{title:"Definizione"},l("p",null,"Ogni variabile aleatoria ha una ",l("i",null,"funzione di ripartizione"),l(e.k,null,ia(ol||(ol=la`F_X : \mathbb{R} \to [0, 1]`)))," associata, che rappresenta la probabilità che la variabile aleatoria assuma un valore minore o uguale a ",l(e.k,null,"t"),":"),l("p",null,"Si può dire che essa rappresenti la probabilità dell'evento ",l(e.k,null,ia(tl||(tl=la`A_t`))),":"),l("p",null,l(e.k,null,ia(ul||(ul=la` + F_X (t) = P(A_t) = \begin{cases} + \sum_{i = 0}^{t} p_X (x_i) \quad nel\ discreto\\ + \\ + \int_{-\infty}^t f_X (x) dx \quad nel\ continuo + \end{cases} + `))))),l(e.r,{title:"Proprietà della funzione"},l("ul",null,l("li",null,"È sempre ",l("b",null,"monotona crescente")," (non strettamente)."),l("br",null),l("li",null,"Vale ",l("b",null,"0")," a ",l(e.k,null,"-\\infty")," e ",l("b",null,"1")," a ",l(e.k,null,"+\\infty"),"."),l("br",null),l("li",null,"È ",l("b",null,"continua da destra"),": ",l(e.k,null,ia(rl||(rl=la`\forall x_0 \in \mathbb{R}, F_X (x_0) = \lim_{t \to x^+_0} F_X (t)`)))))),l(e.r,{title:"Probabilità di un valore"},l("p",null,"Possiamo usare la funzione di ripartizione per calcolare la probabilità di un certo valore reale:"),l("p",null,l(e.k,null,ia(sl||(sl=la`P([X = x_0]) = \lim_{t \to x^+_0} F_X (t) - \lim_{t \to x^-_0} F_X (t)`)))))),l(e.s,{title:"Trasformazioni di variabili aleatorie"},l(e.r,{title:"Nel discreto"},l("p",null,"Nel discreto basta abbinare un nuovo valore a ogni valore della variabile originale.")),l(e.r,{title:"Nel continuo (invertibile)"},l("p",null,"Nel continuo applichiamo la formula dell'integrazione per sostituzione:"),l("p",null,l(e.k,null,ia(pl||(pl=la`f_Y (y) = \int_{g(a)}^{g(b)} f_X ( g^{-1} (x) ) g^{-2} (x)`))))),l(e.r,{title:"Nel... digitale"},l("p",null,"Trasformare variabili aleatorie è molto utile nell'informatica per creare distribuzioni partendo da una funzione ",l("a",{href:"https://docs.python.org/3/library/random.html#random.random"},l("code",null,"random()"))," che restituisce numeri da 0 a 1 con una distribuzione lineare."))),l(e.s,{title:"Informazioni delle variabili aleatorie"},l(e.r,{title:"Media"},l("p",null,"Ogni variabile aleatoria che ha una ",l("b",null,"funzione di ripartizione")," e un ",l("b",null,"supporto finito")," ha anche una ",l("i",null,"media")," (o ",l("i",null,"valore medio")," o ",l("i",null,"atteso"),"):"),l("p",null,l(e.k,null,ia(dl||(dl=la`E(X) = \int_0^{+infty} (1 - F_X (t)) dt - \int_{-\infty}^{0} F_X (t) dt`)))),l("p",null,"Nel discreto, si può calcolare con:"),l("p",null,l(e.k,null,ia(ml||(ml=la`E(X) = \sum_i P(X = x_i) \cdot x_i`)))),l("p",null,"Nel continuo, si può calcolare con:"),l("p",null,l(e.k,null,ia(cl||(cl=la`E(X) = \int_{-\infty}^{+\infty} f_X (x) \cdot x \cdot dx`)))))),l(e.s,null,l(e.r,{title:"Moda"},l("p",null,"Valore per cui la ",l("b",null,"funzione probabilità")," o ",l("b",null,"funzione densità")," è ",l("b",null,"massima"),".")),l(e.r,{title:"Quantili"},l("p",null,"Il ",l("i",null,"quantile")," ",l(e.k,null,ia(bl||(bl=la`x_{\alpha}`)))," di ordine ",l(e.k,null,ia(vl||(vl=la`0 \leq \alpha \leq 1`)))," della variabile aleatoria ",l(e.k,null,"X")," è il più piccolo numero tale che:"),l("p",null,l(e.k,null,ia(kl||(kl=la`P([X < x_{\alpha}]) \leq \alpha \leq P([X \leq x_{\alpha}])`)))),l("p",null),l("p",null,"Il quantile di ordine 0.5 ",l(e.k,null,ia(gl||(gl=la`x_{0.5}`)))," è detto ",l("i",null,"mediana"),"."),l("p",null,"I quantili di ordine 0.25 ",l(e.k,null,ia(fl||(fl=la`x_{0.25}`)))," e 0.75 ",l(e.k,null,ia(_l||(_l=la`x_{0.75}`)))," sono detti ",l("i",null,"quartili"),"."),l("p",null,"I quantili di ordine ",l(e.k,null,ia(hl||(hl=la`\frac{n}{100}`)))," sono detti ",l("i",null,l(e.k,null,"n"),"-esima percentile"),".")),l(e.r,{title:"Varianza"},l("p",null,"È un valore che indica quanto la variabile aleatoria si discosta generalmente dalla media:"),l("p",null,l(e.k,null,ia(zl||(zl=la`Var(X) = E( (X - E(X) )^2 ) = E ( X^2 ) - (E(X))^2`)))))),l(e.s,{title:"Disuguaglianze notevoli"},l(e.r,{title:"Disuguaglianza di Markov"},l("p",null,"Data una variabile aleatoria non-negativa:"),l("p",null,l(e.k,null,ia(Xl||(Xl=la`\forall k > 0, P([X \geq k]) \leq \frac{E(X)}{k}`)))),l("p",null,"Divide in due parti (",l(e.k,null,ia(ql||(ql=la`P(X < k)`)))," e ",l(e.k,null,ia(El||(El=la`P(X \geq k)`))),") la funzione X, la cui media risulterà uguale a:"),l("p",null,l(e.k,null,ia(Pl||(Pl=la`E(X) = \overline{k} \cdot P(X < k) + k \cdot P(X \geq k)`))))),l(e.r,{title:"Disuguaglianza di Čebyšëv"},l("blockquote",null,'"disuguaglianza di cebicev"'),l("p",null,"Se la variabile aleatoria ",l(e.k,null,"X")," ha media e varianza, allora la probabilità che essa abbia un valore a più di ",l(e.k,null,ia(Ll||(Ll=la`\epsilon`)))," di distanza dal valore medio è minore o uguale a ",l(e.k,null,ia(xl||(xl=la`\frac{Var(X)}{\epsilon^2}`))),"."),l("p",null,l(e.k,null,ia(yl||(yl=la`\forall \epsilon > 0, P([ \left| X - E(X) \right| \geq \epsilon]) \leq \frac{Var(X)}{\epsilon^2}`)))),l("p",null,"E anche:"),l("p",null,l(e.k,null,ia(Fl||(Fl=la`\forall \epsilon > 0, P([ \left| X - E(X) \right| < \epsilon]) \geq 1 - \frac{Var(X)}{\epsilon^2}`)))),l(a.a,null,"Serve per semplificare i calcoli quando la funzione di ripartizione è difficile da calcolare!"))),l(e.s,{title:"Un momento...!"},l(e.r,{title:"Momento"},l("p",null,"Il ",l("i",null,"momento")," ",l(e.k,null,"k"),"-esimo di una variabile aleatoria è:"),l("p",null,l(e.k,null,ia(Sl||(Sl=la` + \mu_k = E ( X^k ) = \begin{cases} + \sum_i x_i^k p_X (x_i) \qquad nel\ discreto\\ + \\ + \int_{-\infty}^{+\infty} x^k f_X (x) dx \qquad nel\ continuo + \end{cases}`)))),l(a.a,null,"La media di una variabile aleatoria è anche il suo primo momento.")),l(e.r,{title:"Funzione generatrice dei momenti"},l("p",null,"La ",l("i",null,"funzione generatrice dei momenti")," è:"),l("p",null,l(e.k,null,ia(Il||(Il=la`m_X (t) = E( e^{t \cdot X} )`)))),l("p",null,"Se due variabile aleatorie hanno la stessa funzione generatrice dei momenti, allora esse hanno la ",l("b",null,"stessa distribuzione"),"."),l("p",null,"E' la ",l("b",null,"trasformata di Laplace")," della variabile aleatoria di X.")),l(e.r,{title:"Funzione caratteristica"},l("p",null,"La ",l("i",null,"funzione caratteristica")," è:"),l("p",null,l(e.k,null,ia(Cl||(Cl=la`H_X (t) = E ( e^{i \cdot t \cdot X} )`)))),l("p",null,"Se due variabile aleatorie hanno la stessa funzione caratteristica, allora esse hanno la ",l("b",null,"stessa distribuzione"),"."),l("p",null,"E' la ",l("b",null,"trasformata di Fourier")," della variabile aleatoria di X."))),l(e.s,{title:"Prove e schemi"},l(e.r,{title:"Variabile con distribuzione"},l("p",null,"Per dire che una variabile ha una certa distribuzione, si usa la notazione:"),l("p",null,l(e.k,null,ia(Nl||(Nl=la`X \sim Distribuzione()`))))),l(e.r,{title:"Prova di Bernoulli"},l("p",null,"Una prova con solo due possibili esiti: ",l(o.a,null,"successo")," e ",l(t.a,null,"insuccesso"),".")),l(e.r,{title:"Schema di Bernoulli"},l("p",null,"Una sequenza di prove di Bernoulli per le quali le probabilità di successo e fallimento rimangono invariate."))),l(e.s,{title:"Bernoulliana"},l(e.r,{title:"Distribuzione bernoulliana"},l("p",null,"Una variabile aleatoria che rappresenta una prova di Bernoulli:"),l("ul",null,l("li",null,"vale ",l(o.a,null,"1")," in caso di ",l(o.a,null,"successo"),"."),l("li",null,"vale ",l(t.a,null,"0")," in caso di ",l(t.a,null,"insuccesso"),".")),l("p",null,"Il suo simbolo è ",l(e.k,null,ia(Vl||(Vl=la`Ber(p)`))))),l(e.r,{title:"Densità della bernoulliana"},l("p",null,"La distribuzione bernoulliana ha come densità:"),l("p",null,l(e.k,null,ia(wl||(wl=la` + f_X (k) : \{0, 1\} = \begin{cases} + p \quad se\ k = 1\\ + q \quad se\ k = 0\\ + 0 \quad altrimenti + \end{cases} = p^x \cdot q^{1 - k}`)))))),l(e.s,{title:"Binomiale"},l(e.r,{title:"Distribuzione binomiale"},l("p",null,"Una variabile aleatoria che conta il numero di successi di ",l(e.k,null,"n")," prove di uno schema di Bernoulli."),l("p",null,"Il suo simbolo è ",l(e.k,null,ia(Dl||(Dl=la`Bin(n, p)`))),".")),l(e.r,{title:"Densità della binomiale"},l("p",null,"La binomiale ha come densità:"),l("p",null,l(e.k,null,ia(Yl||(Yl=la`f_X (k) : \{0..n\} = \binom{n}{k} \cdot p^k \cdot q^{n - k}`))))),l(e.r,{title:"Momenti della binomiale"},l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," della binomiale è:"),l("p",null,l(e.k,null,ia(Ul||(Ul=la`m_X (t) = (q + p \cdot e^t) ^ n`)))),l("p",null,"La ",l("b",null,"media")," di una binomiale è:"),l("p",null,l(e.k,null,ia(Ml||(Ml=la`E(X) = n \cdot p`)))),l("p",null,"La ",l("b",null,"varianza")," di una binomiale è:"),l("p",null,l(e.k,null,ia(Bl||(Bl=la`Var(X) = n \cdot p \cdot q`)))))),l(e.s,{title:"Geometrica"},l(e.r,{title:"Distribuzione geometrica"},l("p",null,"Una variabile aleatoria che conta il numero di prove in uno schema di Bernoulli fino alla comparsa del primo successo."),l("p",null,"Il suo simbolo è ",l(e.k,null,"Geo(p)"),".")),l(e.r,{title:"Densità della geometrica"},l("p",null,"La geometrica ha come densità:"),l("p",null,l(e.k,null,ia(Al||(Al=la`f_X (k) : \mathbb{N} = q^{k - 1} p`))))),l(e.r,{title:"Momenti della geometrica"},l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," della geometrica è:"),l("p",null,l(e.k,null,ia(Tl||(Tl=la`m_X (t) = \frac{p \cdot e^t}{1 - q \cdot e^t}`)))),l("p",null,"La ",l("b",null,"media")," della geometrica è:"),l("p",null,l(e.k,null,ia(Gl||(Gl=la`E(X) = \frac{1}{p}`)))),l("p",null,"La ",l("b",null,"varianza")," della geometrica è:"),l("p",null,l(e.k,null,ia(Ol||(Ol=la`Var(X) = \frac{q}{p^2}`))))),l(e.r,{title:"Assenza di memoria della geometrica"},l("p",null,"La geometrica non tiene conto degli eventi avvenuti in passato: ha la proprietà dell'assenza di memoria:"),l("p",null,l(e.k,null,ia(Rl||(Rl=la`P([X = i + j | X > i ]) = P([X = j])`)))),l(a.a,null,"Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto dell'asse X."))),l(e.s,{title:"Binomiale negativa"},l(e.r,{title:"Distribuzione binomiale negativa"},l("p",null,"Una variabile aleatoria che conta il numero di prove in uno schema di Bernoulli necessarie perchè si verifichi l'",l(e.k,null,"n"),"-esimo successo."),l("p",null,"Il suo simbolo è ",l(e.k,null,ia(jl||(jl=la`\overline{Bin}(n, p)`))),".")),l(e.r,{title:"Densità della binomiale negativa"},l("p",null,"La binomiale negativa ha come densità:"),l("p",null,l(e.k,null,ia(Kl||(Kl=la`f_X (k) : \{ n .. +\infty \} \in \mathbb{N} = \binom{k - 1}{n - 1} \cdot p^n \cdot q^{k - n} `))))),l(e.r,{title:"Momenti della binomiale negativa"},l("p",null,l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," della binomiale negativa è:"),l("p",null,l(e.k,null,ia(Ql||(Ql=la`m_X (t) : \{ t < ln(\frac{1}{q}) \} = \left( \frac{p \cdot e^t}{1 - q \cdot e^t} \right) ^n`)))),l("p",null,"La ",l("b",null,"media")," della binomiale negativa è:"),l("p",null,l(e.k,null,ia(Zl||(Zl=la`E(X) = \frac{n}{p}`)))),l("p",null,"La ",l("b",null,"varianza")," della binomiale negativa è:"),l("p",null,l(e.k,null,ia(Wl||(Wl=la`Var(X) = \frac{n \cdot q}{p^2}`))))))),l(e.s,{title:"Geometrica traslata"},l(e.r,{title:"Distribuzione geometrica traslata"},l("p",null,"Una variabile aleatoria che conta il numero ",l(e.k,null,"k")," di insuccessi consecutivi in uno schema di Bernoulli:"),l("p",null,"Il suo simbolo rimane ",l(e.k,null,ia(Jl||(Jl=la`Geo(p)`))),".")),l(e.r,{title:"Densità della geometrica tralsata"},l("p",null,"La geometrica traslata ha come densità:"),l("p",null,l(e.k,null,ia(Hl||(Hl=la`f_X (k) : \mathbb{N} = p \cdot q^k `))))),l(e.r,{title:"Momenti della geometrica traslata"},l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," della geometrica traslata è:"),l("p",null,l(e.k,null,ia($l||($l=la`m_X (t) : \left\{ t < ln \left( \frac{1}{q} \right) \right\} = \frac{p}{1 - q \cdot e^t}`)))),l("p",null,"La ",l("b",null,"media")," della geometrica traslata è:"),l("p",null,l(e.k,null,ia(li||(li=la`E(X) = \frac{q}{p}`)))),l("p",null,"La ",l("b",null,"varianza")," della geometrica è:"),l("p",null,l(e.k,null,ia(ii||(ii=la`Var(X) = \frac{q}{p^2}`))))),l(e.r,{title:"Assenza di memoria della geometrica traslata"},l("p",null,"La geometrica traslata non tiene conto degli eventi avvenuti in passato: ha la proprietà dell'assenza di memoria:"),l("p",null,l(e.k,null,ia(ni||(ni=la`P([X = i + j | X > i ]) = P([X = j])`)))),l(a.a,null,"Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto dell'asse X."))),l(e.s,{title:"Binomiale negativa traslata"},l(e.r,{title:"Distribuzione binomiale negativa traslata"},l("p",null,"Una variabile aleatoria che conta il numero di insuccessi in uno schema di Bernoulli prima che si verifichi l'",l(e.k,null,"n"),"-esimo successo."),l("p",null,"Il suo simbolo rimane ",l(e.k,null,ia(ei||(ei=la`\overline{Bin}(n, p)`))),".")),l(e.r,{title:"Densità della binomiale negativa traslata"},l("p",null,"La binomiale negativa traslata ha come densità:"),l("p",null,l(e.k,null,ia(ai||(ai=la`f_X (k) : \mathbb{N} = \binom{k + n - 1}{n - 1} \cdot p^n \cdot q^k `))))),l(e.r,{title:"Momenti della binomiale negativa traslata"},l("p",null,l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," della binomiale negativa traslata è:"),l("p",null,l(e.k,null,ia(oi||(oi=la`m_X (t) : \left\{ t < ln \left( \frac{1}{q} \right) \right\} = \left( \frac{p \cdot e^t}{1 - q \cdot e^t} \right) ^n`)))),l("p",null,"La ",l("b",null,"media")," della binomiale negativa traslata è:"),l("p",null,l(e.k,null,ia(ti||(ti=la`E(X) = \frac{n \cdot q}{p}`)))),l("p",null,"La ",l("b",null,"varianza")," della binomiale negativa traslata è:"),l("p",null,l(e.k,null,ia(ui||(ui=la`Var(X) = \frac{n \cdot q}{p^2}`))))))),l(e.s,{title:"Ipergeometrica"},l(e.r,{title:"Distribuzione ipergeometrica"},l("p",null,"Una variabile aleatoria che, sapendo il numero di successi ",l(e.k,null,"K")," e di insuccessi ",l(e.k,null,"N-K"),", conta quanti successi si otterrebbero se se ne estraessero ",l(e.k,null,"n")," in blocco."),l("p",null,"Il suo simbolo è ",l(e.k,null,"Ipe(N, K, n)"),".")),l(e.r,{title:"Densità della ipergeometrica"},l("p",null,"La ipergeometrica ha come densità:"),l("p",null,l(e.k,null,ia(ri||(ri=la`f_X (k) : \{0..n\} \in \mathbb{N} = \frac{\binom{K}{k} \cdot \binom{N - K}{n - k}}{\binom{N}{n}}`))))),l(e.r,{title:"Momenti della ipergeometrica"},l("p",null,l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," della ipergeometrica è trascurabile."),l("p",null,"La ",l("b",null,"media")," della ipergeometrica è:"),l("p",null,l(e.k,null,ia(si||(si=la`E(X) = n \cdot \frac{K}{N}`)))),l("p",null,"La ",l("b",null,"varianza")," della ipergeometrica è:"),l("p",null,l(e.k,null,ia(pi||(pi=la`Var(X) = n \cdot \frac{K}{N} \cdot \frac{N - K}{N} \cdot \frac{N - n}{N - 1}`))))))),l(e.s,{title:"Poissoniana"},l(e.r,{title:"Distribuzione poissoniana"},l("p",null,"Una variabile aleatoria che soddisfa tutte le seguenti caratteristiche:"),l("ul",null,l("li",null,"Binomiale: ",l(e.k,null,ia(di||(di=la`X \sim Bin(n, p)`)))),l("li",null,"Il numero di prove tende a infinito: ",l(e.k,null,ia(mi||(mi=la`n \to +\infty`)))),l("li",null,"La probabilità di successo tende a 0: ",l(e.k,null,ia(ci||(ci=la`p \to 0`)))),l("li",null,"La media è finita: ",l(e.k,null,ia(bi||(bi=la`E(X) = n \cdot p \to \mu \neq 0`))))),l("p",null,"Il suo simbolo è ",l(e.k,null,ia(vi||(vi=la`Poi(\mu)`))))),l(e.r,{title:"Densità della poissoniana"},l("p",null,"La poissoniana ha come densità:"),l("p",null,l(e.k,null,ia(ki||(ki=la`f_X (k) : \mathbb{N} = \frac{e^{-\mu} \cdot \mu^k}{k!}`))))),l(e.r,{title:"Momenti della poissoniana"},l("p",null,l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," della poissoniana è:"),l("p",null,l(e.k,null,ia(gi||(gi=la`m_X (t) = e^{\mu \cdot (e^t - 1)}`)))),l("p",null,"La ",l("b",null,"media")," della poissoniana è:"),l("p",null,l(e.k,null,ia(fi||(fi=la`E(X) = \mu`)))),l("p",null,"La ",l("b",null,"varianza")," della poissoniana è:"),l("p",null,l(e.k,null,ia(_i||(_i=la`Var(X) = \mu`)))),l("p",null,"Gli altri momenti della poissoniana sono:"),l("ol",{start:2},l("li",null,l(e.k,null,ia(hi||(hi=la`E(X^2) = \mu^2 + \mu`)))))))),l(e.s,{title:"Un altro schema"},l(e.r,{title:"Schema di Poisson"},l("p",null,"Una successione di ",l("b",null,"arrivi")," avvenuti in un certo arco temporale che:"),l("ul",null,l("li",null,"non sono sovrapposti."),l("li",null,"hanno intensità ",l(e.k,null,ia(zi||(zi=la`\lambda`)))," costante."),l("li",null,"avvengono indipendentemente gli uni dagli altri."))),l(e.r,{title:"Processo di Poisson"},l("p",null,"Una variabile aleatoria ",l(e.k,null,"N_t")," che conta il numero di arrivi di uno schema di Poisson di intensità ",l(e.k,null,ia(Xi||(Xi=la`\lambda`)))," in un intervallo di tempo di durata ",l(e.k,null,"t"),"."),l("p",null,"E' una distribuzione poissoniana con ",l(e.k,null,ia(qi||(qi=la`\mu = t \cdot \lambda`))),": ",l(e.k,null,ia(Ei||(Ei=la`Poi(t \cdot \lambda)`)))),l(a.a,null,"E' paragonabile a una bernoulliana: ogni successo corrisponde a un arrivo, mentre il tempo è il numero di prove effettuate (ma nel continuo)."))),l(e.s,{title:"Esponenziale"},l(e.r,{title:"Distribuzione esponenziale"},l("p",null,"Una variabile aleatoria che conta il tempo diwidehattesa prima del primo arrivo di un processo di Poisson di intensità ",l(e.k,null,ia(Pi||(Pi=la`\lambda`))),"."),l("p",null,"Il suo simbolo è ",l(e.k,null,ia(Li||(Li=la`Esp(\lambda)`))),".")),l(e.r,{title:"Densità dell'esponenziale"},l("p",null,"L'esponenziale ha come ",l("b",null,"densità"),":"),l("p",null,l(e.k,null,ia(xi||(xi=la` + f_X (x) = \begin{cases} + 0 \qquad \qquad x < 0\\ + \lambda \cdot e^{-\lambda \cdot x} \quad x > 0 + \end{cases}`)))),l("p",null,"L'esponenziale ha come ",l("b",null,"funzione di ripartizione"),":"),l("p",null,l(e.k,null,ia(yi||(yi=la` + F_X (t) = \begin{cases} + 0 \qquad \qquad t < 0\\ + 1 - e^{-\lambda \cdot t} \quad t \geq 0 + \end{cases}`))))),l(e.r,{title:"Momenti dell'esponenziale"},l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," dell'esponenziale è:"),l("p",null,l(e.k,null,ia(Fi||(Fi=la`m_X (t) : \{ t | t < \lambda \} \in \mathbb{R} = \frac{\lambda}{\lambda - t}`)))),l("p",null,"La ",l("b",null,"media")," dell'esponenziale è:"),l("p",null,l(e.k,null,ia(Si||(Si=la`E(X) = \frac{1}{\lambda}`)))),l("p",null,"La ",l("b",null,"varianza")," dell'esponenziale è:"),l("p",null,l(e.k,null,ia(Ii||(Ii=la`Var(X) = \frac{1}{\lambda^2}`))))),l(e.r,{title:"Assenza di memoria della esponenziale"},l("p",null,"L'esponenziale non tiene conto degli eventi avvenuti in passato: ha la proprietà dell'assenza di memoria:"),l("p",null,l(e.k,null,ia(Ci||(Ci=la`P([X > s + t | X > s]) = P([X > t])`)))),l(a.a,null,"Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto dell'asse X."))),l(e.s,{title:"Legge gamma"},l(e.r,{title:"Distribuzione gamma"},l("p",null,"Una variabile aleatoria che conta il tempo diwidehattesa prima dell'",l(e.k,null,"n"),"-esimo arrivo di un processo di Poisson di intensità ",l(e.k,null,ia(Ni||(Ni=la`\lambda`))),"."),l("p",null,"Il suo simbolo è ",l(e.k,null,ia(Vi||(Vi=la`\Gamma(n, \lambda)`))),".")),l(e.r,{title:"Densità della legge gamma"},l("p",null,"La legge gamma ha come densità:"),l("p",null,l(e.k,null,ia(wi||(wi=la` + f_X (x) = \begin{cases} + 0 \qquad \qquad \qquad \qquad \qquad x < 0\\ + \frac{1}{(n-1)!} \cdot \lambda^n \cdot x^{n-1} \cdot e^{-\lambda \cdot x} \quad k > 0 + \end{cases}`))))),l(e.r,{title:"Momenti della legge gamma"},l("p",null,l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," della legge gamma è:"),l("p",null,l(e.k,null,ia(Di||(Di=la`m_X (t) : ( t < \lambda ) \in \mathbb{R} = \left( \frac{\lambda}{\lambda - t} \right) ^\alpha`)))),l("p",null,"La ",l("b",null,"media")," della legge gamma è:"),l("p",null,l(e.k,null,ia(Yi||(Yi=la`E(X) = \frac{\alpha}{\lambda}`)))),l("p",null,"La ",l("b",null,"varianza")," della legge gamma è:"),l("p",null,l(e.k,null,ia(Ui||(Ui=la`Var(X) = \frac{\alpha}{\lambda^2}`))))))),l(e.s,{title:"Uniforme"},l(e.r,{title:"Distribuzione uniforme"},l("p",null,"Una variabile aleatoria che può assumere qualsiasi valore in un intervallo ",l(e.k,null,ia(Mi||(Mi=la`[a, b]`)))," in modo equiprobabile."),l("p",null,"Il suo simbolo è ",l(e.k,null,ia(Bi||(Bi=la`Uni(a, b)`)))),l("p",null,"Su di essa vale la seguente proprietà:"),l("p",null,l(e.k,null,ia(Ai||(Ai=la`P(X \in (c, d)) = \frac{d - c}{b - a}`))))),l(e.r,{title:"Densità della distribuzione uniforme"},l("p",null,"La distribuzione uniforme ha come ",l("b",null,"densità"),":"),l("p",null,l(e.k,null,ia(Ti||(Ti=la` + f_X (x) = \begin{cases} + \frac{1}{b - a} \qquad a \leq x \leq b\\ + 0 \qquad \quad altrimenti + \end{cases} + `)))),l("p",null,"La distribuzione uniforme ha come ",l("b",null,"funzione di ripartizione"),":"),l("p",null,l(e.k,null,ia(Gi||(Gi=la` + f_X (x) = \begin{cases} + 0 \qquad \quad x < a + \frac{1}{b - a} \qquad a \leq x \leq b\\ + 1 \qquad \quad x > b + \end{cases}`))))),l(e.r,{title:"Momenti della distribuzione uniforme"},l("p",null,l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," della distribuzione uniforme è:"),l("p",null,l(e.k,null,ia(Oi||(Oi=la`m_X (t) = \frac{e^{b \cdot t} - e^{a \cdot t}}{(b - a) \cdot t}`)))),l("p",null,"La ",l("b",null,"media")," della distribuzione uniforme è:"),l("p",null,l(e.k,null,ia(Ri||(Ri=la`E(X) = \frac{a + b}{2}`)))),l("p",null,"La ",l("b",null,"varianza")," della distribuzione uniforme è:"),l("p",null,l(e.k,null,ia(ji||(ji=la`Var(X) = \frac{(b - a)^2}{12}`))))))),l(e.s,{title:"Normale o Gaussiana"},l(e.r,{title:"Distribuzione normale"},l("p",null,"Una variabile aleatoria con una specifica distribuzione."),l("p",null,"Il suo simbolo è ",l(e.k,null,ia(Ki||(Ki=la`Nor(\mu, \sigma^2)`))),"."),l(a.a,null,l(e.k,null,"\\mu")," e ",l(e.k,null,"\\sigma^2")," sono rispettivamente la media e la varianza della distribuzione!")),l(e.r,{title:"Densità della distribuzione normale"},l("p",null,"La distribuzione normale ha come densità:"),l("p",null,l(e.k,null,ia(Qi||(Qi=la`f_X (x) = \frac{e^{-\frac{(x - \mu)^2}{2 \sigma^2}}}{\sqrt{2 \pi \cdot \sigma^2}}`))))),l(e.r,{title:"Momenti della distribuzione normale"},l("p",null,l("p",null,"La ",l("b",null,"funzione generatrice dei momenti")," della distribuzione normale è:"),l("p",null,l(e.k,null,ia(Zi||(Zi=la`m_X (t) = e^{\mu \cdot t + \frac{\sigma^2 \cdot t^2}{2}}`)))),l("p",null,"La ",l("b",null,"media")," della distribuzione normale è:"),l("p",null,l(e.k,null,ia(Wi||(Wi=la`E(X) = \mu`)))),l("p",null,"La ",l("b",null,"varianza")," della distribuzione normale è:"),l("p",null,l(e.k,null,ia(Ji||(Ji=la`Var(X) = \sigma^2`))))))),l(e.s,null,l(e.r,{title:"Trasformazione della normale"},l("p",null,"Qualsiasi normale può essere trasformata in qualsiasi altra normale:"),l("p",null,l(e.k,null,ia(Hi||(Hi=la`X \sim Nor(m, v^2) \implies \alpha X + \beta \sim Nor(\alpha m + \beta, (\alpha v)^2)`))))),l(e.r,{title:"Normale standard"},l("p",null,"La distribuzione normale standard ",l(e.k,null,"Z")," è:"),l("p",null,l(e.k,null,"Z \\sim Nor(0, 1)")),l("p",null,"La sua funzione di ripartizione è detta ",l(e.k,null,ia($i||($i=la`\phi(z)`)))," e vale:"),l("p",null,l(e.k,null,ia(ln||(ln=la`F_Z(z) = \phi(z) = \frac{1}{\sqrt{2 \pi}} \int_{-\infty}^{z} e^{-\frac{x^2}{2}} dx`))))),l(e.r,{title:"Quantili normali"},l("p",null,"Da un quantile ",l(e.k,null,ia(nn||(nn=la`z_\alpha`)))," della normale standard è possibile risalire allo stesso quantile di qualsiasi altra normale:"),l("p",null,l(e.k,null,ia(en||(en=la`x_\alpha = \mu + z_\alpha \cdot \sqrt{\sigma^2}`)))))),l(e.s,null,l(e.r,{title:"Gamma e normale"},l("p",null,"La distribuzione normale ha una particolare relazione con la distribuzione Gamma:"),l("p",null,l(e.k,null,ia(an||(an=la`Z^2 \sim \chi^2 (v = 1)`))))),l(e.r,{title:"La funzione Chi"},l("blockquote",null,'"chi-quadro a un grado di libertà"'),l("p",null,"Esiste una distribuzione Gamma particolare:"),l("p",null,l(e.k,null,ia(on||(on=la`\Gamma \left( \frac{1}{2}, \frac{1}{2} \right) = \chi^2 (v = 1)`)))),l("p",null,"Più chi-quadro possono essere sommate per aumentare i loro gradi di libertà:"),l("p",null,l(e.k,null,ia(tn||(tn=la`\chi^2 (n) + \chi^2 (m) = \chi^2 (n + m)`))))),l(e.r,{title:"T di Student"},l("p",null,"Un'altra funzione particolare è la funzione T di Student:"),l("p",null,l(e.k,null,ia(un||(un=la`T(v) = \frac{Nor(0, 1)}{\sqrt{\frac{\chi^2(v)}{v}}}`)))))),l(e.s,{title:"Approssimazioni notevoli"},l(e.r,{title:"Ipergeometrica e binomiale"},l("p",null,"La binomiale è come una ipergeometrica ma con ripetizioni, quindi per valori molto grandi di ",l(e.k,null,"N")," rispetto a ",l(e.k,null,"n"),", si può dire che:"),l("p",null,l(e.k,null,ia(rn||(rn=la`Ipe(N, K, n) \approx Bin(n, \frac{K}{N})`))))),l(e.r,{title:"Binomiale e poissoniana"},l("p",null,"La binomiale non è altro che una poissoniana a tempo discreto, quindi, se ",l(e.k,null,"n")," è grande e ",l(e.k,null,"n \\cdot p")," è nell'ordine di grandezza delle unità, allora:"),l("p",null,l(e.k,null,ia(sn||(sn=la`Bin(n, p) \approx Poi(n \cdot p)`))))),l(e.r,{title:"Binomiale e normale"},l("p",null,"Per il Teorema di De Moivre-Laplace, se una binomiale ha una ",l(e.k,null,"n")," grande e ",l(e.k,null,"p")," non vicina a 0 o 1, si può approssimare con:"),l("p",null,l(e.k,null,ia(pn||(pn=la`Bin(n, p) \approx Nor(n \cdot p, n \cdot p \cdot q)`))))),l(e.r,{title:"Correzione di Yates"},l("p",null,"Passando da una variabile discreta ",l(e.k,null,"X")," a una continua ",l(e.k,null,"Y"),", per ogni valore discreto ",l(e.k,null,"k"),' la probabilità viene "spalmata" su tutto l\'intervallo ',l(e.k,null,ia(dn||(dn=la`(k - \frac{1}{2}, k + \frac{1}{2})`))),":"),l("ul",null,l("li",null,l(e.k,null,ia(mn||(mn=la`P(X < k) \simeq P(Y \leq k - \frac{1}{2})`)))),l("li",null,l(e.k,null,ia(cn||(cn=la`P(X \leq k) \simeq P(Y \leq k + \frac{1}{2})`)))),l("li",null,l(e.k,null,ia(bn||(bn=la`P(X \geq k) \simeq P(Y \geq k - \frac{1}{2})`)))),l("li",null,l(e.k,null,ia(vn||(vn=la`P(X > k) \simeq P(Y \geq k + \frac{1}{2})`))))))),l(e.s,{title:"Vettori aleatori"},l(e.r,{title:"Vettore aleatorio"},l("p",null,"Un vettore ",l("b",null,"composto da variabili aleatorie"),"."),l("p",null,"Il suo simbolo generalmente è ",l(e.k,null,ia(kn||(kn=la`\boldsymbol{X}`)))," oppure ",l(e.k,null,ia(gn||(gn=la`X, Y`))),".")),l(e.r,{title:"Funzioni di ripartizione"},l("p",null,"I vettori aleatori hanno più funzioni di ripartizione che si differenziano in base al numero di parametri."),l("p",null,"Se il numero di parametri coincide con la dimensione del vettore aleatorio, allora la funzione sarà una ",l("i",null,"funzione di ripartizione congiunta"),":"),l("p",null,l(e.k,null,ia(fn||(fn=la`F_{X, Y} (x, y) = P(X \leq x, Y \leq y)`)))),l("p",null,"Se il numero di parametri è minore della dimensione del vettore aleatorio, allora la funzione sarà una ",l("i",null,"funzione di ripartizione marginale"),":"),l("p",null,l(e.k,null,ia(_n||(_n=la`F_X (x) = P(X \leq x) = \lim_{y \to +\infty} F_{X, Y} (x, y)`))))),l(e.r,{title:"Densità discreta"},l("p",null,"I vettori aleatori ",l("b",null,"discreti")," hanno più densità che si differenziano in base al numero di parametri."),l("p",null,"Se il numero di parametri coincide con la dimensione del vettore aleatorio, allora la funzione sarà una ",l("i",null,"densità congiunta"),":"),l("p",null,l(e.k,null,ia(hn||(hn=la`p_{X, Y} (x, y) = P(X = x, Y = y)`)))),l("p",null,"Se il numero di parametri è minore della dimensione del vettore aleatorio, allora la funzione sarà una ",l("i",null,"densità marginale"),":"),l("p",null,l(e.k,null,ia(zn||(zn=la`p_X (x) = \sum_j p_{X, Y} (x_i, y_j)`)))))),l(e.s,{title:"Più variabili aleatorie"},l(e.r,{title:"Indipendenza delle variabili aleatorie"},l("p",null,"Più variabili aleatorie sono indipendenti se, per qualsiasi scelta di intervalli ",l(e.k,null,"A_i"),":"),l("p",null,l(e.k,null,ia(Xn||(Xn=la`P(X_1 \in A_1, \dots, X_n \in A_n) = P(X_1 \in A_1) \times \dots \times P(X_n \in A_n)`))))),l(e.r,{title:"Media dei vettori aleatori"},l("p",null,"E' possibile calcolare la media di qualsiasi funzione ",l(e.k,null,"g(X, Y)")," avente elementi del vettore come variabili:"),l("p",null,l(e.k,null,ia(qn||(qn=la`E(g(X, Y)) = \sum_{i, j} g(x_i, y_i) \cdot p_{X, Y} (x_i, y_i)`)))),l(a.a,null,"Solitamente si calcola la media di ",l(e.k,null,"x \\cdot y"),"."),l("p",null,"Le medie di più variabili aleatorie si possono sommare:"),l("p",null,l(e.k,null,ia(En||(En=la`E(X + Y) = E(X) + E(Y)`)))))),l(e.s,null,l(e.r,{title:"Covarianza"},l("p",null,"Un ",l("b",null,"operatore")," che misura la correlazione di due variabili aleatorie."),l("p",null,"Si calcola con il valore atteso dei prodotti delle distanze dalla media:"),l("p",null,l(e.k,null,ia(Pn||(Pn=la`Cov(X, Y) = E((X - E(X) \cdot (Y - E(Y)) = E(XY) - E(X) \cdot E(Y)`)))),l("p",null,"Ha diverse proprietà:"),l("ul",null,l("li",null,"Il suo ",l("b",null,"valore nullo")," è 0: ",l(e.k,null,ia(Ln||(Ln=la`Cov(X, \alpha) = 0`)))),l("li",null,"E' ",l("b",null,"commutativa"),": ",l(e.k,null,ia(xn||(xn=la`Cov(X, Y) = Cov(Y, X)`)))),l("li",null,"E' ",l("b",null,"semplificabile"),": ",l(e.k,null,ia(yn||(yn=la`Cov(X, X) = Var(X)`)))),l("li",null,"E' ",l("b",null,"lineare"),": ",l(e.k,null,ia(Fn||(Fn=la`Cov(\alpha X, \beta Y) = \alpha \cdot \beta \cdot Cov(X, Y)`)))),l("li",null,"E' ",l("b",null,"distributiva"),": ",l(e.k,null,ia(Sn||(Sn=la`Cov(X + Y, V + W) = Cov(X, Y) + Cov(X, W) + Cov(Y, V) + Cov(Y, W)`)))))),l(e.r,{title:"Variabili incorrelate"},l("p",null,"Due variabili sono ",l("i",null,"variabili incorrelate")," se:"),l("p",null,l(e.k,null,ia(In||(In=la`Cov(X, Y) = 0`)))),l("p",null,"Variabili indipendenti sono sempre incorrelate.")),l(e.r,{title:"Matrice di covarianza"},l("p",null,"Una matrice ",l(e.k,null,ia(Cn||(Cn=la`\boldsymbol{C_X}`)))," che contiene la covarianza tra tutte le variabili di un vettore aleatorio ",l(e.k,null,ia(Nn||(Nn=la`\boldsymbol{X}`))),":"),l("p",null,l(e.k,null,ia(Vn||(Vn=la` + \boldsymbol{C_X} = + \begin{bmatrix} + Var(X_1) & Cov(X_1, X_2) & Cov(X_1, X_3)\\ + Cov(X_2, X_1) & Var(X_2) & Cov(X_2, X_3)\\ + Cov(X_3, X_1) & Cov(X_3, X_2) & Var(X_3) + \end{bmatrix} + `)))),l("p",null,"E' sempre simmetrica e semidefinita positiva (tutti gli autovalori sono ",l(e.k,null,"\\geq 0"),".")),l(e.r,{title:"Coefficiente di correlazione"},l("p",null,"Un valore che misura come due variabili aleatorie sono correlate:"),l("p",null,l(e.k,null,ia(wn||(wn=la`\rho_{X, Y} = \frac{Cov(X, Y)}{\sqrt{Var(X)} \cdot \sqrt{Var(Y)}}`)))),l("p",null,"E' sempre compreso tra -1 e 1:"),l("p",null,l(e.k,null,ia(Dn||(Dn=la`-1 \leq \rho_{X, Y} \leq 1`)))),l("p",null,"Vale esattamente -1 o 1 solo se esiste un legame lineare tra le due variaibli:"),l("p",null,l(e.k,null,ia(Yn||(Yn=la`Y = a X + b \Longleftrightarrow | \rho_{X, Y} | = 1`))))),l(e.r,{title:"Varianza di variabili aleatorie sommate"},l("p",null,"La varianza di due variabili aleatorie sommate è:"),l("p",null,l(e.k,null,ia(Un||(Un=la`Var(X + Y) = Var(X) + Var(Y) + 2 \cdot Cov(X, Y)`)))),l(a.a,null,"Si dimostra applicando le proprietà della covarianza!"),l("p",null,"Se più variabili aleatorie ",l(e.k,null,"X_i")," sono ",l("b",null,"indipendenti")," (",l(e.k,null,ia(Mn||(Mn=la`Cov(X, Y) = 0`))),"), allora:"),l("p",null,l(e.k,null,ia(Bn||(Bn=la`Var \left( \sum_i X_i \right) = \sum_i Var(X_i)`)))))),l(e.s,{title:"Campioni"},l(e.r,{title:"Campione casuale"},l("p",null,"Una ",l("b",null,"n-pla")," di variabili aleatorie con la stessa distribuzione della variabile aleatoria ",l(e.k,null,"X"),' ("popolazione") ma ',l("b",null,"indipendenti")," tra loro."),l(a.a,null,"Le variabili aleatorie sono come un lazy-load in programmazione; quando ci sarà bisogno del loro valore numerico, esse si ",l("b",null,"realizzeranno")," nel loro valore.")),l(e.r,{title:"Momento campionario"},l("p",null,"Il valore dato dalla media aritmetica degli ",l(e.k,null,"n")," elementi del campione elevati alla potenza ",l(e.k,null,"k"),":"),l("p",null,l(e.k,null,ia(An||(An=la`M^{(k)}_n = \frac{1}{n} \cdot \sum_{i = 1}^n X_i^k `)))),l("p",null,"Il momento campionario di primo ordine è la ",l("i",null,"media campionaria"),l(e.k,null,ia(Tn||(Tn=la`\overline{X}_n`))),".")),l(e.r,{title:"Varianza campionaria"},l("p",null,"La media aritmetica dello scarto quadratico medio degli elementi del campione."),l("p",null,"Se è noto il valore medio ",l(e.k,null,ia(Gn||(Gn=la`m = E(X)`)))," di X:"),l("p",null,l(e.k,null,ia(On||(On=la`S_0^2 = \frac{1}{n} \cdot \sum_{i = 1}^n (X_i - m)^2 = M_n^(2) - 2 \cdot m \cdot \overline{X}_n + m^2`)))),l("p",null,"Altrimenti:"),l("p",null,l(e.k,null,ia(Rn||(Rn=la`S_n^2 = \frac{1}{n - 1} \cdot \sum_{i = 1}^n (X_i - \overline{X}_n)^2 = \frac{1}{n - 1} \cdot ( n \cdot M_2^{(2)} - n \cdot \overline{X}_n^2)`)))))),l(e.s,{title:"Media-ception"},l(e.r,{title:"Media campionaria"},l("p",null,"Se calcoliamo la media della media campionaria, risulterà vero che:"),l("p",null,l(e.k,null,ia(jn||(jn=la`E(\overline{X}_n) = E(X)`)))),l(a.a,null,"Quindi, è possibile usare i campioni per trovare la media di una variabile aleatoria!")),l(e.r,{title:"Varianza campionaria"},l("p",null,"Se calcoliamo la varianza della media campionaria, risulterà vero che:"),l("p",null,l(e.k,null,ia(Kn||(Kn=la`Var(\overline{X}_n) = \frac{Var(X)}{n}`)))),l(a.a,null,"Quindi, possiamo stimare l'errore della media calcolata tramite campioni!")),l(e.r,{title:"Correzione campionaria"},l("p",null,"Se calcoliamo la media della varianza campionaria, risulterà vero che:"),l("p",null,l(e.k,null,ia(Qn||(Qn=la`E(S_0^2) = E(S_n^2) = Var(X)`)))),l(a.a,null,"Quindi, possiamo stimare l'errore della media calcolata tramite campioni!"))),l(e.s,{title:"Campionamento di una distribuzione normale"},l(e.r,{title:"Campionamento di una distribuzione normale"},l("p",null,"Se la popolazione ",l(e.k,null,"X")," ha una distribuzione normale (",l(e.k,null,ia(Zn||(Zn=la`X \sim Nor(\mu, \sigma^2)`))),")...")),l(e.r,{title:"Distribuzione della media campionaria"},l("p",null,"...allora sappiamo anche la distribuzione della media campionaria!"),l("p",null,l(e.k,null,ia(Wn||(Wn=la`\overline{X}_n \sim Nor \left( \mu, \frac{\sigma^2}{n} \right)`))))),l(e.r,{title:"Distribuzione della varianza campionaria"},l("p",null,"...e anche della varianza campionaria!"),l("p",null,l(e.k,null,ia(Jn||(Jn=la`S_0^2 \sim \frac{\sigma^2}{n} \cdot \chi^2 (n)`)))),l("p",null,l(e.k,null,ia(Hn||(Hn=la`S_n^2 \sim \frac{\sigma^2}{n - 1} \cdot \chi^2 (n-1)`))))),l(e.r,{title:"Indipendenza"},l("p",null,"...e che media campionaria e varianza campionaria sono indipendenti tra loro!"))),l(e.s,{title:"Quando i campioni hanno dimensioni infinite"},l(e.r,{title:"Convergenza in distribuzione"},l("p",null,"Se la successione di variabili aleatorie ",l(e.k,null,"X_n")," all'infinito ha la ",l("b",null,"stessa funzione di ripartizione")," della popolazione ",l(e.k,null,"X"),", allora essa ",l("i",null,"converge in distribuzione"),"."),l("p",null,l(e.k,null,"\\lim_{n \\to +\\infty} F_{X_n} (x) = F_X (x) \\implies X_n \\xrightarrow{d} X"))),l(e.r,{title:"Convergenza in probabilità"},l("p",null,"Se la successione di variabili aleatorie ",l(e.k,null,"X_n")," all'infinito ha la ",l("b",null,"stessa probabilità")," della popolazione ",l(e.k,null,"X"),", allora essa ",l("i",null,"converge in probabilità"),"."),l("p",null,l(e.k,null,"\\forall \\epsilon > 0, \\lim_{n \\to +\\infty} P( | X_n - X | < \\epsilon) = 1 \\implies X_n \\xrightarrow{p} X"))),l(e.r,{title:"Convergenza quasi certa"},l("p",null,"Se la successione di variabili aleatorie ",l(e.k,null,"X_n")," all'infinito ha la ",l("b",null,"stessa probabilità a ")," della popolazione ",l(e.k,null,"X"),", allora essa ",l("i",null,"converge quasi certamente"),"."),l("p",null,l(e.k,null,"\\forall \\epsilon > 0, P left( \\lim_{n \\to +\\infty} | X_n - X | < \\epsilon) \right) = 1 \\implies X_n \\xrightarrow{qc} X"))),l(e.r,{title:"Convergenza in media quadratica"},l("p",null,"Se la successione di variabili aleatorie ",l(e.k,null,"X_n")," all'infinito ha la ",l("b",null,"media del quadrato della distanza")," tra la successione e la popolazione ",l(e.k,null,"X")," ",l("b",null,"uguale a 0"),", allora essa ",l("i",null,"converge in media quadratica"),"."),l("p",null,l(e.k,null,"\\lim_{n \\to +\\infty} E( | X_n - X |^2 = 0 \\implies X_n \\xrightarrow{mq} X"))),l(e.r,{title:"Gerarchia delle convergenze"},l("p",null,l(e.k,null,"\n \\begin{matrix}\n X_n \\xrightarrow{mq} X\\\\\n X_n \\xrightarrow{qc} X\n \\end{matrix} \\implies X_n \\xrightarrow{p} X \\implies X_n \\xrightarrow{d} X")),l("p",null,"In più:"),l("p",null,l(e.k,null,"X_n \\xrightarrow{p} x \\Longleftrightarrow X_n \\xrightarrow{d} x")))),l(e.s,{title:"I grandi numeri"},l(e.r,{title:"Legge debole dei grandi numeri"},l("p",null,"La successione delle medie campionarie ",l(e.k,null,ia($n||($n=la`\overline{X}_n`)))," ",l("b",null,"converge in probabilità")," alla media della popolazione ",l(e.k,null,ia(le||(le=la`E(X)`))),", se essa esiste."),l("p",null,l(e.k,null,"\\overline{X}_n \\xrightarrow{p} X")),l("p",null,"Ovvero:"),l("p",null,l(e.k,null,ia(ie||(ie=la`\forall \epsilon > 0, \lim_{n \to +\infty} P( | \overline{X}_n - E(X) | < \epsilon) = 1`)))),l("p",null,l(e.k,null,ia(ne||(ne=la`P( | \overline{X}_n - E(X) | < \epsilon) \to 1`))))),l(e.r,{title:"Legge forte dei grandi numeri"},l("p",null,"La successione delle medie campionarie ",l(e.k,null,ia(ee||(ee=la`\overline{X}_n`)))," ",l("b",null,"converge quasi certamente")," alla media della popolazione ",l(e.k,null,ia(ae||(ae=la`E(X)`))),", se essa esiste."),l("p",null,l(e.k,null,"\\overline{X}_n \\xrightarrow{qc} X")),l("p",null,"Ovvero:"),l("p",null,l(e.k,null,ia(oe||(oe=la`\forall \epsilon > 0, P \left( \lim_{n \to +\infty} | \overline{X}_n - E(X) | < \epsilon \right) = 1`)))),l(a.a,null,"Dimostra che l'interpretazione frequentista della probabilità è valida!"))),l(e.s,{title:"Al limite"},l(e.r,{title:"Teorema centrale del limite"},l("p",null,"La successione delle medie campionarie ",l(e.k,null,ia(te||(te=la`\overline{X}_n`)))," ",l("b",null,"converge in distribuzione")," a ",l(e.k,null,ia(ue||(ue=la`Nor(0, 1) = \Phi()`))),"."),l("p",null,l(e.k,null,ia(re||(re=la`\overline{X}_n \approx Nor \left(E(X), \frac{Var(X)}{n} \right)`)))),l("p",null,"Ovvero:"),l("p",null,l(e.k,null,ia(se||(se=la`\forall x \in \mathbb{R}, \lim_{n \to +\infty} P \left( \frac{\overline{X}_n - E(X)}{\sqrt{\frac{Var(X)}{n}}} \leq x \right) = \Phi(x)`)))))),l(e.s,{title:"Altre approsimazioni"},l(e.r,{title:"Binomiale e normale"},l("p",null,"E' una somma di ",l("b",null,"bernoulliane"),", e quindi si approssima a una normale:"),l("p",null,l(e.k,null,ia(pe||(pe=la`Bin(n, p) \approx Nor(n \cdot p, n \cdot p \cdot q)`))))),l(e.r,{title:"Binomiale negativa e normale"},l("p",null,"E' una somma di ",l("b",null,"geometriche"),", e quindi si approssima a una normale:"),l("p",null,l(e.k,null,ia(de||(de=la`\overline{Bin} (n, p) \approx Nor \left( \frac{n}{p}, \frac{n \cdot (1 - p)}{p^2} \right)`))))),l(e.r,{title:"Poissoniana e normale"},l("p",null,"E' una somma di altre ",l("b",null,"poissoniane"),", e quindi si approssima a una normale:"),l("p",null,l(e.k,null,ia(me||(me=la`Poi(\lambda) \approx Nor(\lambda, \lambda)`))))),l(e.r,{title:"Gamma e normale"},l("p",null,"E' una somma di ",l("b",null,"esponenziali"),", e quindi si approssima a una normale:"),l("p",null,l(e.k,null,ia(ce||(ce=la`\Gamma (\alpha, \lambda) \approx Nor \left( \frac{\alpha}{\lambda}, \frac{\alpha}{\lambda^2} \right)`))))),l(e.r,{title:"In generale"},l("p",null,"Se ",l(e.k,null,"n")," è grande, allora:"),l("p",null,l(e.k,null,ia(be||(be=la`Y = \sum_{i=1}^{n} X_i`)))))),l(e.s,{title:"Actually statistica"},l(e.r,{title:"Parametri sconosciuti"},l("p",null,"Per indicare parametri sconosciuti di una legge si usa ",l(e.k,null,"\\theta"),".")),l(e.r,{title:"Statistica"},l("p",null,"Una variabile aleatoria funzione di un campione:"),l("p",null,l(e.k,null,ia(ve||(ve=la`T(\boldsymbol{X})`)))),l(a.a,null,"Ad esempio, sono statistiche media e varianza campionaria, così come il campione stesso ",l(e.k,null,ia(ke||(ke=la`T(\boldsymbol{X}) = \boldsymbol{X}`))),"."))),l(e.s,{title:"Stimatori"},l(e.r,{title:"Stimatore"},l("p",null,"Una statistica ",l(e.k,null,"T_n")," ottenuta da ",l(e.k,null,"n")," osservazioni, che stimi i parametri di una legge e sia indipendente da essi.")),l(e.r,{title:"Corretto"},l("p",null,"Uno stimatore è ",l("i",null,"corretto")," se il suo valore atteso coincide con quello dei parametri che stima:"),l("p",null,l(e.k,null,ia(ge||(ge=la`E(T_n) = \theta`))))),l(e.r,{title:"Asintoticamente corretto"},l("p",null,"Uno stimatore è ",l("i",null,"asintoticamente corretto")," se, per infinite osservazioni, il suo valore atteso coincide con quello dei parametri che stima:"),l("p",null,l(e.k,null,ia(fe||(fe=la`\lim_{n \to +\infty} E(T_n) = \theta`))))),l(e.r,{title:"Consistente in media quadratica"},l("p",null,"Uno stimatore è ",l("i",null,"consistente in media quadratica")," se:"),l("p",null,l(e.k,null,ia(_e||(_e=la`\lim_{n \to +\infty} E((T_n - \theta)^2) = 0`))))),l(e.r,{title:"Consistente in probabilità"},l("p",null,"Uno stimatore è ",l("i",null,"consistente in probabilità")," se:"),l("p",null,l(e.k,null,ia(he||(he=la`\forall \epsilon > 0, \lim_{n \to +\infty} P( |T_n - \theta| < \epsilon) = 1`))))),l(e.r,{title:"Asintoticamente normale"},l("p",null,"Uno stimatore è ",l("i",null,"asintoticamente normale")," se:"),l("p",null,l(e.k,null,ia(ze||(ze=la`\lim_{n \to +\infty} \frac{T_n - E(T_n)}{\sqrt{Var(T_n)}} \sim Nor(0, 1)`)))))),l(e.s,{title:"Metodo dei momenti"},l(e.r,{title:"Metodo dei momenti"},l("p",null,"Si può usare il ",l("i",null,"metodo dei momenti")," per ottenere uno stimatore di una popolazione ",l(e.k,null,"X"),"."),l("p",null,"Lo stimatore di ",l(e.k,null,ia(Xe||(Xe=la`\theta`)))," così ottenuto sarà indicato aggiungendo un cappellino e una ",l(e.k,null,"M")," a ",l(e.k,null,"\\theta"),": ",l(e.k,null,ia(qe||(qe=la`\widehat{\theta}_M`)))),l("p",null,"Visto che:"),l("ul",null,l("li",null,l(e.k,null,ia(Ee||(Ee=la`\theta = g(E(X))`)))),l("li",null,l(e.k,null,ia(Pe||(Pe=la`\widehat{E(X)} = \overline{X}_n`))))),l("p",null,"Allora:"),l("p",null,l(e.k,null,ia(Le||(Le=la`\widehat{\theta}_M = g( \overline{X}_n )`)))),l("p",null,"Se ",l(e.k,null,ia(xe||(xe=la`\theta`)))," non è esprimibile in termini di ",l(e.k,null,ia(ye||(ye=la`E(X)`))),", si possono usare i momenti successivi ",l(e.k,null,ia(Fe||(Fe=la`M_n^2`))),", ",l(e.k,null,ia(Se||(Se=la`M_n^3`))),", ",l(e.k,null,ia(Ie||(Ie=la`M_n^3`))),"..."))),l(e.s,{title:"Metodo della massima verosomiglianza"},l(e.r,{title:"Metodo della massima verosomiglianza"},l("p",null,"Si può usare il ",l("i",null,"metodo della massima verosomiglianza")," per ottenere uno stimatore di una popolazione ",l(e.k,null,"X"),"."),l("p",null,"Lo stimatore di ",l(e.k,null,ia(Ce||(Ce=la`\theta`)))," così ottenuto sarà indicato aggiungendo un cappellino e una ",l(e.k,null,"L")," a ",l(e.k,null,"\\theta"),": ",l(e.k,null,ia(Ne||(Ne=la`\widehat{\theta}_L`)))),l("p",null,"Consiste nel trovare il massimo assoluto ",l(e.k,null,ia(Ve||(Ve=la`\widehat{\theta}_L`)))," della la funzione di verosomiglianza ",l(e.k,null,ia(we||(we=la`L`))),":"),l("p",null,l(e.k,null,ia(De||(De=la`L(x_1, ..., x_n; \theta) = \prod_{i=1}^n f_X(x_i; \theta)`)))),l("p",null,"Gli stimatori di massima verosomiglianza sono ",l("b",null,"asintoticamente corretti"),", ",l("b",null,"consistenti in probabilità")," e ",l("b",null,"asintoticamente normali"),".")),l(e.r,{title:"Proprietà degli stimatori di massima verosomiglianza"},l("p",null,"Gli stimatori di massima verosomiglianza godono delle seguenti proprietà:"),l("ul",null,l("li",null,"Sono ",l("b",null,"asintoticamente corretti"),"."),l("li",null,"Sono ",l("b",null,"consistenti in probabilità"),"."),l("li",null,"Sono ",l("b",null,"asintoticamente normali"),"."),l("li",null,"Sono ",l("b",null,"invarianti"),": ",l(e.k,null,ia(Ye||(Ye=la`\widehat{g(\theta)}_L = g(\widehat{\theta}_L)`))))))),l(e.s,{title:"Nuove stime notevoli"},l(e.r,{title:"Stima di una bernoulliana"},l("p",null,"Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:"),l("p",null,l(e.k,null,ia(Ue||(Ue=la`\widehat{p}_M = \widehat{p}_L = \overline{X}_n`))))),l(e.r,{title:"Stima di una poissoniana"},l("p",null,"Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:"),l("p",null,l(e.k,null,ia(Me||(Me=la`\widehat{\mu}_M = \widehat{\mu}_L = \overline{X}_n`))))),l(e.r,{title:"Stima di una esponenziale"},l("p",null,"Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:"),l("p",null,l(e.k,null,ia(Be||(Be=la`\widehat{\lambda}_M = \widehat{\lambda}_L = \frac{1}{\overline{X}_n}`))))),l(e.r,{title:"Stima di una normale"},l("p",null,"Per il metodo della massima verosomiglianza:"),l("ul",null,l("li",null,l(e.k,null,ia(Ae||(Ae=la`\widehat{\mu}_L = \overline{X}_n`)))),l("br",null),l("li",null,l(e.k,null,ia(Te||(Te=la`\widehat{\sigma^2}_L = \frac{\sum (X_i - \overline{X}_n)^2 }{n}`))))))),l(e.s,{title:"Intervalli di confidenza"},l(e.r,{title:"Confidenza"},l("blockquote",null,'"intervallo di confidenza al 95%"'),l("p",null,"L'intervallo di valori di ",l(e.k,null,"\\theta"),' all\'interno del quale siamo "più o meno sicuri" si trovi il valore effettivo:'),l("p",null,"L'intervallo di confidenza a N della stima ",l(e.k,null,ia(Ge||(Ge=la`\widehat{W}`)))," è l'intervallo ",l(e.k,null,"]a, b[")," tale che:"),l("p",null,l(e.k,null,ia(Oe||(Oe=la`P( a < W < b ) = N`)))),l("p",null,"Può anche essere ",l("b",null,"unilatero")," nel caso limiti la stima in una sola direzione, positiva o negativa."))),l(e.s,{title:"Confidenza nella media di una normale"},l(e.r,{title:"Varianza nota"},l("p",null,"Se conosciamo la varianza di una normale, allora possiamo ricavare velocemente gli intervalli di confidenza all'",l(e.k,null,"\\alpha"),"% con queste formule:"),l("ul",null,l("li",null,"Intervalli bilateri: ",l(e.k,null,ia(Re||(Re=la`\mu \in \left[ \overline{x}_n - z_{1 - \frac{\alpha}{2}} \cdot \sqrt{\frac{\sigma^2}{n}}, \overline{x}_n + z_{1 - \frac{\alpha}{2}} \cdot \sqrt{\frac{\sigma^2}{n}} \right]`)))),l("li",null,"Intervallo unilatero da sinistra: ",l(e.k,null,ia(je||(je=la`\mu \in \left( -\infty, \overline{x}_n + z_{1 - \frac{\alpha}{2}} \cdot \sqrt{\frac{\sigma^2}{n}} \right]`)))),l("li",null,"Intervallo unilatero da destra: ",l(e.k,null,ia(Ke||(Ke=la`\mu \in \left[ \overline{x}_n - z_{1 - \frac{\alpha}{2}} \cdot \sqrt{\frac{\sigma^2}{n}}, +\infty \right)`)))))),l(e.r,{title:"Varianza incognita"},l("p",null,"Se non conosciamo la varianza di una normale, allora possiamo ricavare velocemente gli intervalli di confidenza all'",l(e.k,null,"\\alpha"),"% con queste formule:"),l("ul",null,l("li",null,"Intervalli bilateri: ",l(e.k,null,ia(Qe||(Qe=la`\mu \in \left[ \overline{x}_n - t_{1 - \frac{\alpha}{2}; n-1} \cdot \sqrt{\frac{s_n^2}{n}}, \overline{x}_n + t_{1 - \frac{\alpha}{2}; n-1} \cdot \sqrt{\frac{s_n^2}{n}} \right]`)))),l("li",null,"Intervallo unilatero da sinistra: ",l(e.k,null,ia(Ze||(Ze=la`\mu \in \left( -\infty, \overline{x}_n + t_{1 - \frac{\alpha}{2}; n-1} \cdot \sqrt{\frac{s_n^2}{n}} \right]`)))),l("li",null,"Intervallo unilatero da destra: ",l(e.k,null,ia(We||(We=la`\mu \in \left[ \overline{x}_n - t_{1 - \frac{\alpha}{2}; n-1} \cdot \sqrt{\frac{s_n^2}{n}}, +\infty \right)`))))),l("p",null,l(e.k,null,ia(Je||(Je=la`t_{\alpha, v}`)))," è un quantile della distribuzione di Student di parametro ",l(e.k,null,"v"),"."))),l(e.s,{title:"Confidenza per la proporzione di una bernoulliana"},l(e.r,{title:"Terzo metodo corretto"},l("p",null,"L'intervallo di confidenza per la proprorzione di una bernoulliana qualsiasi si ottiene da questa formula:"),l("p",null,l(e.k,null,ia(He||(He=la`p \in \left[ \overline{p} - z_{1 - \frac{\alpha}{2}} \cdot \sqrt{\frac{\overline{p} \cdot (1 - \overline{p})}{n+4}}, \overline{p} + z_{1 - \frac{\alpha}{2}} \cdot \sqrt{\frac{\overline{p} \cdot (1 - \overline{p})}{n+4}} \right]`)))))),l(e.s,{title:"Confidenza per la media di qualsiasi popolazione"},l(e.r,{title:"Approssimando con la normale"},l("p",null,"L'intervallo di confidenza per la media di una qualsiasi popolazione si ottiene da questa formula:"),l("p",null,l(e.k,null,ia($e||($e=la`m \in \left[ \overline{x}_n - z_{1 - \frac{\alpha}{2}} \cdot \sqrt{\frac{s^2_n}{n}}, \overline{x}_n + z_{1 - \frac{\alpha}{2}} \cdot \sqrt{\frac{s^2_n}{n}} \right]`)))))))))}}.call(this,n("hosL").h)},gJgL:function(l){l.exports={red:"red__3phX0",orange:"orange__1OSkI",yellow:"yellow__2pQOr",lime:"lime__3vRUg",cyan:"cyan__1cBtG",blue:"blue__1G1wb",magenta:"magenta__3Wagv",minus:"minus__2qLyv"}},jZax:function(l){l.exports={red:"red__ipSoq",orange:"orange__1nmkj",yellow:"yellow__353ge",lime:"lime__3FW1E",cyan:"cyan__2xhu7",blue:"blue__3MvDe",magenta:"magenta__i03ie",plus:"plus__1eV4_"}},ke5e:function(l,i,n){"use strict";(function(l){var e=n("2w3n"),a=n.n(e);i.a=function(i){return l("div",{class:a.a.example},i.children)}}).call(this,n("hosL").h)},o8Jj:function(l,i,n){"use strict";(function(l){var e=n("jZax"),a=n.n(e);i.a=function(i){return l("span",{class:a.a.plus},i.children)}}).call(this,n("hosL").h)}}]); +//# sourceMappingURL=route-Statistica.chunk.f93a4.esm.js.map \ No newline at end of file diff --git a/docs/route-Statistica.chunk.f93a4.esm.js.map b/docs/route-Statistica.chunk.f93a4.esm.js.map new file mode 100644 index 0000000..0f38c95 --- /dev/null +++ b/docs/route-Statistica.chunk.f93a4.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./components/Example.less","webpack:///./components/Fisica/Minus.js","webpack:///./routes/Statistica.js","webpack:///./components/Fisica/Minus.less","webpack:///./components/Fisica/Plus.less","webpack:///./components/Example.js","webpack:///./components/Fisica/Plus.js"],"names":["module","exports","props","class","style","minus","children","r","String","raw","Provider","value","LatexDisplay","INLINE","title","href","start","example","plus"],"mappings":"6EACAA,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,QAAU,mB,mCCD3L,qCAEe,aAAUC,GACrB,OAAO,UAAMC,MAAOC,IAAMC,OAAQH,EAAMI,a,g3BCG5C,MAAMC,GAAIC,OAAOC,IAGF,qBACX,OACI,EAAC,IAAmBC,SAApB,CAA6BC,OAAO,GAChC,EAAC,IAAoBD,SAArB,CAA8BC,MAAOC,IAAaC,QAC9C,aACI,qDACA,EAAC,IAAD,CAASC,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,YACV,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,uDAGlB,EAAC,IAAD,CAAOO,MAAO,gBACV,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,6CAGlB,EAAC,IAAD,CAAOO,MAAO,cACV,+EACqE,gBADrE,uCAE8B,gBAF9B,4CAMR,EAAC,IAAD,CAASA,MAAO,yBACZ,EAAC,IAAD,CAAOA,MAAO,sBACV,iCAGA,gBACM,sBADN,oDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,oDAGlB,EAAC,IAAD,CAAOO,MAAO,SACV,kCAGA,iBACO,uBADP,8BAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,kBAGlB,EAAC,IAAD,CAAOO,MAAO,UACV,2BAGA,iBACO,2BADP,8BAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,kCAEd,gDACsC,2BADtC,MAIJ,EAAC,IAAD,CAAOO,MAAO,OACV,+BAGA,iBACO,4BADP,wBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,+CAGlB,EAAC,IAAD,CAAOO,MAAO,OACV,4CAGA,gBACM,2BADN,yBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,uCAGlB,EAAC,IAAD,CAAOO,MAAO,MACV,wCAGA,gBACM,qBADN,yBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,gDAGlB,EAAC,IAAD,CAAOO,MAAO,cACV,qCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,sCAGlB,EAAC,IAAD,CAAOO,MAAO,gBACV,6CAGA,gBACM,yBADN,mCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,oBAEd,6BACmB,EAAC,IAAD,UADnB,8BAC8D,EAAC,IAAD,UAD9D,MAIJ,EAAC,IAAD,CAAOO,MAAO,sBACV,yCAGA,8BACoB,oBADpB,KAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,qBAGlB,EAAC,IAAD,CAAOO,MAAO,oBACV,4DAGA,iBACO,2BADP,oBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,6BAItB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOO,MAAO,yBACV,uCAGA,kEACwD,uBADxD,0BAEU,oCAFV,KAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,kBAEd,oDAC0C,EAAC,IAAD,KAAQA,GAAR,QAAU,iBADpD,8BAKJ,EAAC,IAAD,CAAOO,MAAO,cAAM,EAAC,IAAD,KAAQP,GAAR,QAAU,YAAhB,aACV,uCAGA,4FAEU,WAAG,EAAC,IAAD,KAAQA,GAAR,QAAU,YAAb,YAFV,KAIA,YACI,kDACuC,EAAC,IAAD,KAAQA,GAAR,QAAU,6BAEjD,uFAEO,EAAC,IAAD,KAAQA,GAAR,QAAU,yDAEjB,oGAEkB,EAAC,IAAD,KAAQA,GAAR,QAAU,4EAGhC,0BAEa,EAAC,IAAD,KAAQA,GAAR,QAAU,qFAI/B,EAAC,IAAD,KACI,EAAC,IAAD,CAAOO,MAAO,cACV,4EAGA,4CAGA,YACI,YAAI,qBAAJ,KACA,6CAAkC,uCAAlC,KACA,4CAAiC,oCAAjC,KACA,wDAA6C,0CAA7C,MAEJ,4BACkB,EAAC,IAAD,KAAQP,GAAR,QAAU,SAD5B,4BAEW,EAAC,IAAD,KAAQA,GAAR,QAAU,SAFrB,KAEoC,EAAC,IAAD,KAAQA,GAAR,QAAU,SAF9C,KAE6D,EAAC,IAAD,KAAQA,GAAR,QAAU,SAFvE,YAGM,EAAC,IAAD,KAAQA,GAAR,QAAU,SAHhB,KAKA,EAAC,IAAD,kJAMR,EAAC,IAAD,CAASO,MAAO,6BACZ,EAAC,IAAD,CAAOA,MAAO,mCACV,iEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,qDAGlB,EAAC,IAAD,CAAOO,MAAO,qCACV,kEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,qBAGlB,EAAC,IAAD,CAAOO,MAAO,mCACV,4GAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,4DAItB,EAAC,IAAD,CAASO,MAAO,6BACZ,EAAC,IAAD,CAAOA,MAAO,mCACV,0GAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,+BAGlB,EAAC,IAAD,CAAOO,MAAO,oCACV,sIAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,6CAGlB,EAAC,IAAD,CAAOO,MAAO,UACV,6JAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,8CAEd,EAAC,IAAD,+GAMR,EAAC,IAAD,CAASO,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,cACV,8HAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,yCAGlB,EAAC,IAAD,CAAOO,MAAO,kCACV,mFACyE,uCADzE,0DAMR,EAAC,IAAD,CAASA,MAAO,wBACZ,EAAC,IAAD,CAAOA,MAAO,gBACV,sDAC4C,EAAC,IAAD,UAD5C,iDAEkB,wCAFlB,gBAE+D,EAAC,IAAD,UAF/D,WAIA,WACI,0BADJ,6CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,mDAGlB,EAAC,IAAD,CAAOO,MAAO,gCACV,sDAC4C,EAAC,IAAD,UAD5C,iDAEkB,oCAFlB,gBAE2D,EAAC,IAAD,UAF3D,WAIA,WACI,0BADJ,6CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,uCAGlB,EAAC,IAAD,CAAOO,MAAO,gBACV,sDAC4C,EAAC,IAAD,UAD5C,iDAEkB,wCAFlB,gBAE+D,EAAC,IAAD,UAF/D,WAIA,WACI,+BADJ,0CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,6EAGlB,EAAC,IAAD,CAAOO,MAAO,gCACV,sDAC4C,EAAC,IAAD,UAD5C,iDAEkB,oCAFlB,gBAE2D,EAAC,IAAD,UAF3D,WAIA,WACI,+BADJ,0CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,mGAGlB,EAAC,IAAD,CAAOO,MAAO,gBACV,uBACa,EAAC,IAAD,UADb,+DAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,8BAItB,EAAC,IAAD,CAASO,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,uBACV,kCAGA,8CACoC,EAAC,IAAD,UADpC,gBACiE,kCAC7D,EAAC,IAAD,UAFJ,KAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,wCAEd,EAAC,IAAD,qCACiC,sBADjC,2BAIJ,EAAC,IAAD,CAAOO,MAAO,gCACV,sHAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,qEAItB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOO,MAAO,uBACV,uHAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,mIAItB,EAAC,IAAD,CAASO,MAAO,kBACZ,EAAC,IAAD,CAAOA,MAAO,2BACV,wJAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,6CAGlB,EAAC,IAAD,CAAOO,MAAO,wCACV,2FAEO,qBAFP,KAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,wDAGlB,EAAC,IAAD,CAAOO,MAAO,oBACV,yBACe,+BADf,8IAKA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,wDAEd,EAAC,IAAD,6CAKR,EAAC,IAAD,CAASO,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,2BACV,yDAGA,qJAIA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,yGAGlB,EAAC,IAAD,CAAOO,MAAO,2BACV,oGAGA,yEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,QAAU,sDAEd,yGAKJ,EAAC,IAAD,CAAOO,MAAO,mCACV,4BACkB,EAAC,IAAD,UADlB,iBACgD,8CADhD,qFAIA,EAAC,IAAD,2IAMR,EAAC,IAAD,CAASA,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,uBACV,iHAEiB,EAAC,IAAD,KAAQP,GAAR,QAAU,uCAF3B,MAKJ,EAAC,IAAD,CAAOO,MAAO,UAAMA,MAAO,oCAAb,4BACV,oEAEW,EAAC,IAAD,KAAQP,GAAR,QAAU,2CAFrB,qGAIM,EAAC,IAAD,UAJN,KAMA,iGAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,oDAEd,EAAC,IAAD,qEAIJ,EAAC,IAAD,CAAOO,MAAO,YACV,uCAGA,iBACO,wBADP,uCAC2D,uBAD3D,KAGA,yCAC+B,EAAC,IAAD,YAD/B,8BAC4E,EAAC,IAAD,UAD5E,yBAEwB,EAAC,IAAD,uBAFxB,OAMR,EAAC,IAAD,CAASA,MAAO,WACZ,EAAC,IAAD,CAAOA,MAAO,wBACV,iBACO,mCADP,IACmC,EAAC,IAAD,KAAQP,GAAR,UAAU,wBAD7C,+BAEc,uBAFd,IAE8B,EAAC,IAAD,UAF9B,gEAKA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU;;;;;mCAQlB,EAAC,IAAD,CAAOO,MAAO,oBACV,iBACO,+BADP,IAC+B,EAAC,IAAD,KAAQP,GAAR,UAAU,wBADzC,+BAEc,uBAFd,IAE8B,EAAC,IAAD,UAF9B,yDAKA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,8CAEd,2FACiF,yBADjF,uCAIA,EAAC,IAAD,mEAKR,EAAC,IAAD,CAASO,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,eACV,8CACoC,uCAChC,EAAC,IAAD,KAAQP,GAAR,UAAU,iCAFd,4GAIM,EAAC,IAAD,UAJN,KAMA,0EACgE,EAAC,IAAD,KAAQA,GAAR,UAAU,SAD1E,KAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU;;;;;;mCASlB,EAAC,IAAD,CAAOO,MAAO,4BACV,YACI,wBAAa,iCAAb,wBACA,aACA,oBAAS,gBAAT,MAAoB,EAAC,IAAD,iBAApB,MAA6C,gBAA7C,MAAwD,EAAC,IAAD,iBAAxD,KACA,aACA,iBAAM,iCAAN,KACgB,EAAC,IAAD,KAAQP,GAAR,UAAU,2EAIlC,EAAC,IAAD,CAAOO,MAAO,4BACV,gHAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,+EAItB,EAAC,IAAD,CAASO,MAAO,yCACZ,EAAC,IAAD,CAAOA,MAAO,gBACV,oGAIJ,EAAC,IAAD,CAAOA,MAAO,8BACV,sFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,kEAGlB,EAAC,IAAD,CAAOO,MAAO,mBACV,+HAE6B,OACzBC,KAAM,+DAA+D,2BAHzE,qEAQR,EAAC,IAAD,CAASD,MAAO,0CACZ,EAAC,IAAD,CAAOA,MAAO,SACV,kDACwC,uCADxC,SAC6E,8BAD7E,iBAE4B,oBAF5B,OAE4C,2BAF5C,MAEkE,qBAFlE,MAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,8EAEd,kDAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,yCAEd,kDAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,iEAItB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOO,MAAO,QACV,gCACsB,mCADtB,MACoD,+BADpD,MAC8E,sBAD9E,MAIJ,EAAC,IAAD,CAAOA,MAAO,YACV,iBACO,uBADP,IACuB,EAAC,IAAD,KAAQP,GAAR,UAAU,gBADjC,cAEW,EAAC,IAAD,KAAQA,GAAR,UAAU,0BAFrB,8BAGc,EAAC,IAAD,UAHd,sCAKA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,kEAEd,YAGA,wCAC8B,EAAC,IAAD,KAAQA,GAAR,UAAU,aADxC,YACkE,sBADlE,KAGA,wCAC8B,EAAC,IAAD,KAAQA,GAAR,UAAU,cADxC,WAES,EAAC,IAAD,KAAQA,GAAR,UAAU,cAFnB,eAEiD,uBAFjD,KAIA,mCACyB,EAAC,IAAD,KAAQA,GAAR,UAAU,mBADnC,eACsE,WAAG,EAAC,IAAD,UAAH,qBADtE,MAKJ,EAAC,IAAD,CAAOO,MAAO,YACV,yGAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,2DAItB,EAAC,IAAD,CAASO,MAAO,2BACZ,EAAC,IAAD,CAAOA,MAAO,4BACV,yDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,uDAEd,mCACyB,EAAC,IAAD,KAAQA,GAAR,UAAU,cADnC,MACwD,EAAC,IAAD,KAAQA,GAAR,UAAU,iBADlE,qDAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,gEAGlB,EAAC,IAAD,CAAOO,MAAO,6BACV,mDAGA,wCAC8B,EAAC,IAAD,UAD9B,iFAEsC,EAAC,IAAD,KAAQP,GAAR,UAAU,cAFhD,qDAG8B,EAAC,IAAD,KAAQA,GAAR,UAAU,+BAHxC,KAKA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,uGAEd,uBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,wGAEd,EAAC,IAAD,wGAMR,EAAC,IAAD,CAASO,MAAO,kBACZ,EAAC,IAAD,CAAOA,MAAO,WACV,iBACO,sBADP,IACsB,EAAC,IAAD,UADtB,wCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU;;;;;iDAQd,EAAC,IAAD,2EAIJ,EAAC,IAAD,CAAOO,MAAO,oCACV,iBACO,+CADP,OAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,mCAEd,gHAEa,mCAFb,KAIA,oBACU,qCADV,qCAIJ,EAAC,IAAD,CAAOO,MAAO,2BACV,iBACO,sCADP,OAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,4CAEd,uGAEO,mCAFP,KAIA,oBACU,qCADV,sCAKR,EAAC,IAAD,CAASO,MAAO,kBACZ,EAAC,IAAD,CAAOA,MAAO,+BACV,0FAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,8BAGlB,EAAC,IAAD,CAAOO,MAAO,sBACV,sDAEW,EAAC,IAAD,iBAFX,MAEmC,EAAC,IAAD,mBAFnC,MAKJ,EAAC,IAAD,CAAOA,MAAO,uBACV,6HAMR,EAAC,IAAD,CAASA,MAAO,gBACZ,EAAC,IAAD,CAAOA,MAAO,8BACV,8EAGA,YACI,oBAAS,EAAC,IAAD,UAAT,eAAmC,EAAC,IAAD,iBAAnC,KACA,oBAAS,EAAC,IAAD,UAAT,eAAqC,EAAC,IAAD,mBAArC,MAEJ,+BACqB,EAAC,IAAD,KAAQP,GAAR,UAAU,cAGnC,EAAC,IAAD,CAAOO,MAAO,8BACV,6DAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU;;;;;yEAUtB,EAAC,IAAD,CAASO,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,2BACV,yEAC+D,EAAC,IAAD,UAD/D,sCAIA,+BACqB,EAAC,IAAD,KAAQP,GAAR,UAAU,eAD/B,MAIJ,EAAC,IAAD,CAAOO,MAAO,2BACV,4CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,mEAGlB,EAAC,IAAD,CAAOO,MAAO,2BACV,iBACO,+CADP,uBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,sCAEd,iBACO,oBADP,wBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,uBAEd,iBACO,uBADP,wBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,mCAItB,EAAC,IAAD,CAASO,MAAO,cACZ,EAAC,IAAD,CAAOA,MAAO,4BACV,qIAIA,+BACqB,EAAC,IAAD,eADrB,MAIJ,EAAC,IAAD,CAAOA,MAAO,4BACV,6CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,0CAGlB,EAAC,IAAD,CAAOO,MAAO,4BACV,iBACO,+CADP,wBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,oDAEd,iBACO,oBADP,wBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,yBAEd,iBACO,uBADP,wBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,8BAGlB,EAAC,IAAD,CAAOO,MAAO,uCACV,uHAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,2CAEd,EAAC,IAAD,wGAMR,EAAC,IAAD,CAASO,MAAO,sBACZ,EAAC,IAAD,CAAOA,MAAO,oCACV,+HAEqC,EAAC,IAAD,UAFrC,oBAIA,+BACqB,EAAC,IAAD,KAAQP,GAAR,UAAU,0BAD/B,MAIJ,EAAC,IAAD,CAAOO,MAAO,oCACV,qDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,qGAGlB,EAAC,IAAD,CAAOO,MAAO,oCACV,WACI,iBACO,+CADP,gCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,kGAEd,iBACO,oBADP,gCAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,yBAEd,iBACO,uBADP,gCAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,wCAK1B,EAAC,IAAD,CAASO,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,qCACV,0DACgD,EAAC,IAAD,UADhD,0DAIA,oCAC0B,EAAC,IAAD,KAAQP,GAAR,UAAU,YADpC,MAIJ,EAAC,IAAD,CAAOO,MAAO,qCACV,sDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,2CAGlB,EAAC,IAAD,CAAOO,MAAO,qCACV,iBACO,+CADP,iCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,+FAEd,iBACO,oBADP,iCAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,yBAEd,iBACO,uBADP,wBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,8BAGlB,EAAC,IAAD,CAAOO,MAAO,gDACV,gIAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,2CAEd,EAAC,IAAD,wGAMR,EAAC,IAAD,CAASO,MAAO,+BACZ,EAAC,IAAD,CAAOA,MAAO,6CACV,4HAE6B,EAAC,IAAD,UAF7B,oBAIA,oCAC0B,EAAC,IAAD,KAAQP,GAAR,UAAU,0BADpC,MAIJ,EAAC,IAAD,CAAOO,MAAO,6CACV,8DAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,4EAGlB,EAAC,IAAD,CAAOO,MAAO,6CACV,WACI,iBACO,+CADP,yCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,2HAEd,iBACO,oBADP,yCAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,iCAEd,iBACO,uBADP,yCAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,wCAK1B,EAAC,IAAD,CAASO,MAAO,kBACZ,EAAC,IAAD,CAAOA,MAAO,gCACV,yEAC+D,EAAC,IAAD,UAD/D,oBAEe,EAAC,IAAD,YAFf,gEAGgB,EAAC,IAAD,UAHhB,eAKA,+BACqB,EAAC,IAAD,qBADrB,MAIJ,EAAC,IAAD,CAAOA,MAAO,gCACV,iDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,wGAGlB,EAAC,IAAD,CAAOO,MAAO,gCACV,WACI,iBACO,+CADP,yCAGA,iBACO,oBADP,4BAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,iCAEd,iBACO,uBADP,4BAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,sFAK1B,EAAC,IAAD,CAASO,MAAO,eACZ,EAAC,IAAD,CAAOA,MAAO,6BACV,sFAGA,YACI,0BAAe,EAAC,IAAD,KAAQP,GAAR,UAAU,uBACzB,oDAAyC,EAAC,IAAD,KAAQA,GAAR,UAAU,oBACnD,qDAA0C,EAAC,IAAD,KAAQA,GAAR,UAAU,cACpD,kCAAuB,EAAC,IAAD,KAAQA,GAAR,UAAU,uCAErC,+BACqB,EAAC,IAAD,KAAQA,GAAR,UAAU,gBAGnC,EAAC,IAAD,CAAOO,MAAO,6BACV,8CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,8DAGlB,EAAC,IAAD,CAAOO,MAAO,6BACV,WACI,iBACO,+CADP,yBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,wCAEd,iBACO,oBADP,yBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,iBAEd,iBACO,uBADP,yBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,mBAEd,wDAGA,QAAIS,MAAO,GACP,YAAI,EAAC,IAAD,KAAQT,GAAR,UAAU,+BAK9B,EAAC,IAAD,CAASO,MAAO,mBACZ,EAAC,IAAD,CAAOA,MAAO,qBACV,iCACuB,qBADvB,6CAGA,YACI,qCACA,+BAAoB,EAAC,IAAD,KAAQP,GAAR,UAAU,aAA9B,cACA,kEAGR,EAAC,IAAD,CAAOO,MAAO,uBACV,sCAC4B,EAAC,IAAD,YAD5B,wEAE4B,EAAC,IAAD,KAAQP,GAAR,UAAU,aAFtC,wCAGW,EAAC,IAAD,UAHX,KAKA,mDAEQ,EAAC,IAAD,KAAQA,GAAR,UAAU,2BAFlB,KAEmD,EAAC,IAAD,KAAQA,GAAR,UAAU,2BAE7D,EAAC,IAAD,wJAMR,EAAC,IAAD,CAASO,MAAO,gBACZ,EAAC,IAAD,CAAOA,MAAO,8BACV,qIAEqC,EAAC,IAAD,KAAQP,GAAR,UAAU,aAF/C,KAIA,+BACqB,EAAC,IAAD,KAAQA,GAAR,UAAU,kBAD/B,MAIJ,EAAC,IAAD,CAAOO,MAAO,6BACV,qCAC2B,sBAD3B,KAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU;;;;iDAOd,qCAC2B,uCAD3B,KAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU;;;;kDAQlB,EAAC,IAAD,CAAOO,MAAO,6BACV,iBACO,+CADP,yBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,mFAEd,iBACO,oBADP,yBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,+BAEd,iBACO,uBADP,yBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,oCAGlB,EAAC,IAAD,CAAOO,MAAO,yCACV,wHAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,0CAEd,EAAC,IAAD,wGAMR,EAAC,IAAD,CAASO,MAAO,eACZ,EAAC,IAAD,CAAOA,MAAO,uBACV,kFACwE,EAAC,IAAD,UADxE,wDAEkD,EAAC,IAAD,KAAQP,GAAR,UAAU,aAF5D,KAIA,+BACqB,EAAC,IAAD,KAAQA,GAAR,UAAU,wBAD/B,MAIJ,EAAC,IAAD,CAAOO,MAAO,6BACV,8CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU;;;;kDAQlB,EAAC,IAAD,CAAOO,MAAO,6BACV,WACI,iBACO,+CADP,yBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,oGAEd,iBACO,oBADP,yBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,oCAEd,iBACO,uBADP,yBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,2CAK1B,EAAC,IAAD,CAASO,MAAO,YACZ,EAAC,IAAD,CAAOA,MAAO,0BACV,yFAEe,EAAC,IAAD,KAAQP,GAAR,UAAU,YAFzB,2BAIA,+BACqB,EAAC,IAAD,KAAQA,GAAR,UAAU,gBAE/B,qDAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,6CAGlB,EAAC,IAAD,CAAOO,MAAO,wCACV,gDACsC,sBADtC,KAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU;;;;;kCAOd,gDACsC,uCADtC,KAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU;;;;;kDASlB,EAAC,IAAD,CAAOO,MAAO,wCACV,WACI,iBACO,+CADP,oCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,sEAEd,iBACO,oBADP,oCAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,6BAEd,iBACO,uBADP,oCAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,uCAK1B,EAAC,IAAD,CAASO,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,yBACV,uEAGA,+BACqB,EAAC,IAAD,KAAQP,GAAR,UAAU,wBAD/B,KAGA,EAAC,IAAD,KACI,EAAC,IAAD,aADJ,MACyB,EAAC,IAAD,kBADzB,sEAKJ,EAAC,IAAD,CAAOO,MAAO,uCACV,wDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,yFAGlB,EAAC,IAAD,CAAOO,MAAO,uCACV,WACI,iBACO,+CADP,mCAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,+DAEd,iBACO,oBADP,mCAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,iBAEd,iBACO,uBADP,mCAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,2BAK1B,EAAC,IAAD,KACI,EAAC,IAAD,CAAOO,MAAO,gCACV,mFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,6FAGlB,EAAC,IAAD,CAAOO,MAAO,oBACV,gDACsC,EAAC,IAAD,UADtC,OAGA,WACI,EAAC,IAAD,2BAEJ,sDAC4C,EAAC,IAAD,KAAQP,GAAR,UAAU,aADtD,YAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,0FAGlB,EAAC,IAAD,CAAOO,MAAO,oBACV,6BACmB,EAAC,IAAD,KAAQP,GAAR,UAAU,cAD7B,iGAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,wDAItB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOO,MAAO,mBACV,gGAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,+BAGlB,EAAC,IAAD,CAAOO,MAAO,mBACV,0DAGA,0DAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,sEAEd,2FAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,gDAGlB,EAAC,IAAD,CAAOO,MAAO,gBACV,wEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,4DAItB,EAAC,IAAD,CAASO,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,8BACV,2GAEc,EAAC,IAAD,UAFd,eAE0C,EAAC,IAAD,UAF1C,sBAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,gDAGlB,EAAC,IAAD,CAAOO,MAAO,2BACV,wFAEO,EAAC,IAAD,UAFP,eAEmC,EAAC,IAAD,mBAFnC,oDAKA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,wCAGlB,EAAC,IAAD,CAAOO,MAAO,uBACV,2EACiE,EAAC,IAAD,UADjE,aAEM,EAAC,IAAD,UAFN,iDAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,2DAGlB,EAAC,IAAD,CAAOO,MAAO,uBACV,iDACuC,EAAC,IAAD,UADvC,mBACuE,EAAC,IAAD,UADvE,8BAEyB,EAAC,IAAD,UAFzB,2DAGiB,EAAC,IAAD,KAAQP,GAAR,UAAU,wCAH3B,KAKA,YACI,YAAI,EAAC,IAAD,KAAQA,GAAR,UAAU,gDACd,YAAI,EAAC,IAAD,KAAQA,GAAR,UAAU,mDACd,YAAI,EAAC,IAAD,KAAQA,GAAR,UAAU,mDACd,YAAI,EAAC,IAAD,KAAQA,GAAR,UAAU,mDAI1B,EAAC,IAAD,CAASO,MAAO,oBACZ,EAAC,IAAD,CAAOA,MAAO,qBACV,yBACe,8CADf,KAGA,4CAEM,EAAC,IAAD,KAAQP,GAAR,UAAU,oBAFhB,WAEgD,EAAC,IAAD,KAAQA,GAAR,UAAU,UAF1D,MAKJ,EAAC,IAAD,CAAOO,MAAO,4BACV,yHAIA,sHAEsB,iDAFtB,KAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,8CAEd,qHAEsB,iDAFtB,KAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,oEAGlB,EAAC,IAAD,CAAOO,MAAO,oBACV,iCACuB,uBADvB,2EAIA,sHAEsB,gCAFtB,KAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,wCAEd,qHAEsB,gCAFtB,KAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,6CAItB,EAAC,IAAD,CAASO,MAAO,2BACZ,EAAC,IAAD,CAAOA,MAAO,0CACV,+FAEe,EAAC,IAAD,YAFf,KAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,8FAGlB,EAAC,IAAD,CAAOO,MAAO,8BACV,oEAC0D,EAAC,IAAD,gBAD1D,gDAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,qEAEd,EAAC,IAAD,2CACuC,EAAC,IAAD,mBADvC,KAGA,sEAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,+BAItB,EAAC,IAAD,KACI,EAAC,IAAD,CAAOO,MAAO,cACV,iBACO,wBADP,2DAGA,uFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,yEAEd,oCAGA,YACI,sBAAW,2BAAX,SAAoC,EAAC,IAAD,KAAQA,GAAR,UAAU,yBAC9C,kBAAO,0BAAP,KAA2B,EAAC,IAAD,KAAQA,GAAR,UAAU,4BACrC,kBAAO,6BAAP,KAA8B,EAAC,IAAD,KAAQA,GAAR,UAAU,yBACxC,kBAAO,sBAAP,KAAuB,EAAC,IAAD,KAAQA,GAAR,UAAU,kEAEjC,kBAAO,2BAAP,KAA4B,EAAC,IAAD,KAAQA,GAAR,UAAU,0EAI9C,EAAC,IAAD,CAAOO,MAAO,yBACV,iCACuB,oCADvB,QAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,oBAEd,+DAIJ,EAAC,IAAD,CAAOO,MAAO,yBACV,0BACgB,EAAC,IAAD,KAAQP,GAAR,UAAU,sBAD1B,8EAEsC,EAAC,IAAD,KAAQA,GAAR,UAAU,oBAFhD,KAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU;;;;;;;kCASd,sFAC4E,EAAC,IAAD,gBAD5E,MAKJ,EAAC,IAAD,CAAOO,MAAO,gCACV,gFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,wEAEd,6CAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,iCAEd,6FAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,2DAGlB,EAAC,IAAD,CAAOO,MAAO,2CACV,gEAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,uDAEd,EAAC,IAAD,8DAGA,yCAEc,EAAC,IAAD,YAFd,SAEsC,2BAFtC,KAE2D,EAAC,IAAD,KAAQA,GAAR,UAAU,mBAFrE,cAKA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,wDAItB,EAAC,IAAD,CAASO,MAAO,YACZ,EAAC,IAAD,CAAOA,MAAO,oBACV,kBACQ,oBADR,iFAEc,EAAC,IAAD,UAFd,uBAEkD,2BAFlD,cAIA,EAAC,IAAD,kIAEsC,4BAFtC,sBAKJ,EAAC,IAAD,CAAOA,MAAO,uBACV,0DACgD,EAAC,IAAD,UADhD,+CAEyB,EAAC,IAAD,UAFzB,KAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,0DAEd,0DACgD,gCAC5C,EAAC,IAAD,KAAQA,GAAR,UAAU,oBAFd,MAKJ,EAAC,IAAD,CAAOO,MAAO,wBACV,6FAGA,wCAC8B,EAAC,IAAD,KAAQP,GAAR,UAAU,cADxC,UAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,4GAEd,0BAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,sJAItB,EAAC,IAAD,CAASO,MAAO,iBACZ,EAAC,IAAD,CAAOA,MAAO,qBACV,kFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,+BAEd,EAAC,IAAD,+FAIJ,EAAC,IAAD,CAAOO,MAAO,wBACV,qFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,6CAEd,EAAC,IAAD,mFAIJ,EAAC,IAAD,CAAOO,MAAO,0BACV,qFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,mCAEd,EAAC,IAAD,oFAKR,EAAC,IAAD,CAASO,MAAO,8CACZ,EAAC,IAAD,CAAOA,MAAO,8CACV,gCACsB,EAAC,IAAD,UADtB,kCAEK,EAAC,IAAD,KAAQP,GAAR,UAAU,+BAFf,SAKJ,EAAC,IAAD,CAAOO,MAAO,yCACV,iFAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,sEAGlB,EAAC,IAAD,CAAOO,MAAO,4CACV,qDAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,qDAEd,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,4DAGlB,EAAC,IAAD,CAAOO,MAAO,gBACV,8FAKR,EAAC,IAAD,CAASA,MAAO,+CACZ,EAAC,IAAD,CAAOA,MAAO,gCACV,uDAC6C,EAAC,IAAD,YAD7C,uBACmF,8CADnF,sBAEmD,EAAC,IAAD,UAFnD,iBAEiF,wCAFjF,KAKA,WACI,EAAC,IAAD,KAAS,oFAGjB,EAAC,IAAD,CAAOA,MAAO,8BACV,uDAC6C,EAAC,IAAD,YAD7C,uBACmF,iCADnF,sBAEsC,EAAC,IAAD,UAFtC,iBAEoE,sCAFpE,KAKA,WACI,EAAC,IAAD,KAAS,sHAGjB,EAAC,IAAD,CAAOA,MAAO,2BACV,uDAC6C,EAAC,IAAD,YAD7C,uBACmF,oCADnF,sBAEyC,EAAC,IAAD,UAFzC,iBAEuE,wCAFvE,KAKA,WACI,EAAC,IAAD,KAAS,oIAGjB,EAAC,IAAD,CAAOA,MAAO,mCACV,uDAC6C,EAAC,IAAD,YAD7C,uBACmF,gDADnF,wCAEwE,EAAC,IAAD,UAFxE,IAEyF,yBAFzF,iBAGyB,2CAHzB,KAKA,WACI,EAAC,IAAD,KAAS,oFAGjB,EAAC,IAAD,CAAOA,MAAO,+BACV,WACI,EAAC,IAAD,KAAS,6RAOb,sBAGA,WACI,EAAC,IAAD,KAAS,yEAIrB,EAAC,IAAD,CAASA,MAAO,mBACZ,EAAC,IAAD,CAAOA,MAAO,kCACV,qDAC2C,EAAC,IAAD,KAAQP,GAAR,UAAU,oBADrD,IAC8E,sCAD9E,iCAEiD,EAAC,IAAD,KAAQA,GAAR,UAAU,UAF3D,qBAIA,WACI,EAAC,IAAD,KAAS,uCAEb,sBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,8FAEd,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,sDAGlB,EAAC,IAAD,CAAOO,MAAO,iCACV,qDAC2C,EAAC,IAAD,KAAQP,GAAR,UAAU,oBADrD,IAC8E,wCAD9E,iCAEsD,EAAC,IAAD,KAAQA,GAAR,UAAU,UAFhE,qBAKA,WACI,EAAC,IAAD,KAAS,wCAEb,sBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,2GAEd,EAAC,IAAD,kFAKR,EAAC,IAAD,CAASO,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,+BACV,qDAC2C,EAAC,IAAD,KAAQP,GAAR,UAAU,oBADrD,IAC8E,wCAD9E,MAEwB,EAAC,IAAD,KAAQA,GAAR,UAAU,wBAFlC,KAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,sEAEd,sBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,+IAItB,EAAC,IAAD,CAASO,MAAO,wBACZ,EAAC,IAAD,CAAOA,MAAO,uBACV,8BACoB,2BADpB,2CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,2DAGlB,EAAC,IAAD,CAAOO,MAAO,gCACV,8BACoB,0BADpB,2CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,iGAGlB,EAAC,IAAD,CAAOO,MAAO,yBACV,oCAC0B,0BAD1B,2CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,kDAGlB,EAAC,IAAD,CAAOO,MAAO,mBACV,8BACoB,2BADpB,2CAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,4GAGlB,EAAC,IAAD,CAAOO,MAAO,eACV,iBACO,EAAC,IAAD,UADP,sBAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,+BAItB,EAAC,IAAD,CAASO,MAAO,uBACZ,EAAC,IAAD,CAAOA,MAAO,yBACV,qEAC2D,EAAC,IAAD,gBAD3D,MAIJ,EAAC,IAAD,CAAOA,MAAO,cACV,+DAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,wBAEd,EAAC,IAAD,gGAEW,EAAC,IAAD,KAAQA,GAAR,UAAU,wCAFrB,OAMR,EAAC,IAAD,CAASO,MAAO,aACZ,EAAC,IAAD,CAAOA,MAAO,aACV,6BACmB,EAAC,IAAD,YADnB,gBACkD,EAAC,IAAD,UADlD,kFAKJ,EAAC,IAAD,CAAOA,MAAO,YACV,8BACoB,uBADpB,yEAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,uBAGlB,EAAC,IAAD,CAAOO,MAAO,4BACV,8BACoB,uCADpB,qGAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,4CAGlB,EAAC,IAAD,CAAOO,MAAO,mCACV,8BACoB,8CADpB,QAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,oDAGlB,EAAC,IAAD,CAAOO,MAAO,8BACV,8BACoB,yCADpB,QAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,oFAGlB,EAAC,IAAD,CAAOO,MAAO,2BACV,8BACoB,sCADpB,QAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,iFAItB,EAAC,IAAD,CAASO,MAAO,sBACZ,EAAC,IAAD,CAAOA,MAAO,sBACV,8BACoB,iCADpB,kDAEgB,EAAC,IAAD,UAFhB,KAIA,8BACoB,EAAC,IAAD,KAAQP,GAAR,UAAU,YAD9B,gEAGQ,EAAC,IAAD,UAHR,MAG2B,EAAC,IAAD,gBAH3B,KAGkD,EAAC,IAAD,KAAQA,GAAR,UAAU,yBAE5D,yBAGA,YACI,YAAI,EAAC,IAAD,KAAQA,GAAR,UAAU,uBACd,YAAI,EAAC,IAAD,KAAQA,GAAR,UAAU,uCAElB,sBAGA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,+CAEd,iBACO,EAAC,IAAD,KAAQA,GAAR,UAAU,YADjB,oCACkE,EAAC,IAAD,KAAQA,GAAR,UAAU,UAD5E,2CAGe,EAAC,IAAD,KAAQA,GAAR,UAAU,WAHzB,KAG0C,EAAC,IAAD,KAAQA,GAAR,UAAU,WAHpD,KAGqE,EAAC,IAAD,KAAQA,GAAR,UAAU,WAH/E,SAOR,EAAC,IAAD,CAASO,MAAO,wCACZ,EAAC,IAAD,CAAOA,MAAO,wCACV,8BACoB,mDADpB,kDAEuB,EAAC,IAAD,UAFvB,KAIA,8BACoB,EAAC,IAAD,KAAQP,GAAR,UAAU,YAD9B,gEAGQ,EAAC,IAAD,UAHR,MAG2B,EAAC,IAAD,gBAH3B,KAGkD,EAAC,IAAD,KAAQA,GAAR,UAAU,yBAE5D,uDAC6C,EAAC,IAAD,KAAQA,GAAR,UAAU,wBADvD,yCAEgC,EAAC,IAAD,KAAQA,GAAR,UAAU,OAF1C,KAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,gEAEd,4DACkD,uCADlD,KACmF,yCADnF,MAEyB,sCAFzB,MAKJ,EAAC,IAAD,CAAOO,MAAO,wDACV,wFAGA,YACI,oBAAS,uCAAT,KACA,oBAAS,yCAAT,KACA,oBAAS,sCAAT,KACA,oBAAS,yBAAT,KAA4B,EAAC,IAAD,KAAQP,GAAR,UAAU,uDAKlD,EAAC,IAAD,CAASO,MAAO,wBACZ,EAAC,IAAD,CAAOA,MAAO,6BACV,4FAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,sDAGlB,EAAC,IAAD,CAAOO,MAAO,4BACV,4FAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,0DAGlB,EAAC,IAAD,CAAOO,MAAO,6BACV,4FAGA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,4EAGlB,EAAC,IAAD,CAAOO,MAAO,wBACV,2DAGA,YACI,YAAI,EAAC,IAAD,KAAQP,GAAR,UAAU,uCACd,aACA,YAAI,EAAC,IAAD,KAAQA,GAAR,UAAU,yEAK1B,EAAC,IAAD,CAASO,MAAO,4BACZ,EAAC,IAAD,CAAOA,MAAO,cACV,yDAGA,wCAC8B,EAAC,IAAD,gBAD9B,mFAIA,yDAC+C,EAAC,IAAD,KAAQP,GAAR,UAAU,iBADzD,mBAEiB,EAAC,IAAD,eAFjB,cAIA,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,yBAEd,+BACqB,wBADrB,2EAMR,EAAC,IAAD,CAASO,MAAO,yCACZ,EAAC,IAAD,CAAOA,MAAO,iBACV,8HAEiC,EAAC,IAAD,gBAFjC,yBAIA,YACI,oCACc,EAAC,IAAD,KAAQP,GAAR,UAAU,kLAExB,iDACc,EAAC,IAAD,KAAQA,GAAR,UAAU,gHAExB,+CACY,EAAC,IAAD,KAAQA,GAAR,UAAU,kHAI9B,EAAC,IAAD,CAAOO,MAAO,sBACV,kIAEiC,EAAC,IAAD,gBAFjC,yBAIA,YACI,oCACc,EAAC,IAAD,KAAQP,GAAR,UAAU,sLAExB,iDACc,EAAC,IAAD,KAAQA,GAAR,UAAU,kHAExB,+CACY,EAAC,IAAD,KAAQA,GAAR,UAAU,mHAG1B,WACI,EAAC,IAAD,KAAQA,GAAR,UAAU,mBADd,8DAEc,EAAC,IAAD,UAFd,OAMR,EAAC,IAAD,CAASO,MAAO,qDACZ,EAAC,IAAD,CAAOA,MAAO,yBACV,yHAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,4OAItB,EAAC,IAAD,CAASO,MAAO,oDACZ,EAAC,IAAD,CAAOA,MAAO,gCACV,iHAIA,WACI,EAAC,IAAD,KAAQP,GAAR,UAAU,iL,yCCvnE1CP,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,MAAQ,iB,iBCAzLD,EAAOC,QAAU,CAAC,IAAM,aAAa,OAAS,gBAAgB,OAAS,gBAAgB,KAAO,cAAc,KAAO,cAAc,KAAO,cAAc,QAAU,iBAAiB,KAAO,gB,mCCDxL,qCAEe,aAAUC,GACrB,OACI,SAAKC,MAAOC,IAAMa,SACbf,EAAMI,a,2DCLnB,qCAEe,aAAUJ,GACrB,OAAO,UAAMC,MAAOC,IAAMc,MAAOhB,EAAMI,a","file":"route-Statistica.chunk.f93a4.esm.js","sourcesContent":["// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__2y1B_\",\"orange\":\"orange__dD2kx\",\"yellow\":\"yellow__OEpwl\",\"lime\":\"lime__CVe41\",\"cyan\":\"cyan__26ZAg\",\"blue\":\"blue__LO7Xm\",\"magenta\":\"magenta__1Akee\",\"example\":\"example__2PzAa\"};","import style from \"./Minus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n","import {Latex, LatexDefaultDisplay, LatexDefaultInline, LatexDisplay, Panel, Section} from \"bluelib\";\nimport Example from \"../components/Example\";\n\nimport Plus from \"../components/Fisica/Plus\";\nimport Minus from \"../components/Fisica/Minus\";\n\nconst r = String.raw;\n\n\nexport default function (props) {\n return (\n \n \n
    \n

    Statistica ed Elementi di Probabilità

    \n
    \n \n

    \n {r`P(E) = \\frac{casi\\ favorevoli}{casi\\ possibili}`}\n

    \n     \n \n

    \n {r`P(E) = \\frac{successi}{prove\\ totali}`}\n

    \n     \n \n

    \n Il prezzo che un individuo coerente riterrebbe equo per ricevere 1 nel caso\n l'evento si verificasse e 0 nel caso l'evento non si verificasse.\n

    \n     \n
    \n
    \n \n
    \n \"omegone\"\n
    \n

    \n L'insieme di tutti gli esiti possibili di un esperimento.\n

    \n

    \n {r`\\Omega = \\left \\{ 1, 2, 3, 4, 5, 6 \\right \\}`}\n

    \n     \n \n
    \n \"omeghino\"\n
    \n

    \n Un elemento dello spazio campionario.\n

    \n

    \n {r`\\omega = 1`}\n

    \n     \n \n
    \n \"e\"\n
    \n

    \n Un sottoinsieme dello spazio campionario.\n

    \n

    \n {r`E = \\left \\{ 1, 2 \\right \\}`}\n

    \n

    \n Lo spazio campionario stesso è un evento certo.\n

    \n     \n \n
    \n \"not e\"\n
    \n

    \n Il complementare di un sottoinsieme.\n

    \n

    \n {r`\\bar{E} = \\left \\{ 3, 4, 5, 6 \\right \\}`}\n

    \n     \n \n
    \n \"e intersecato effe\"\n
    \n

    \n L'intersezione di più sottoinsiemi.\n

    \n

    \n {r`E \\cap F = \\left \\{ 1 \\right \\}`}\n

    \n     \n \n
    \n \"e unito a effe\"\n
    \n

    \n L'unione di più sottoinsiemi.\n

    \n

    \n {r`E \\cup F = \\left \\{ 1, 2, 3, 4 \\right \\}`}\n

    \n     \n \n
    \n \"e meno effe\"\n
    \n

    \n {r`E \\setminus F = E \\cap \\bar{F}`}\n

    \n     \n \n
    \n \"e contenuto in effe\"\n
    \n

    \n L'inclusione del primo insieme in un altro.\n

    \n

    \n {r`E \\subseteq F`}\n

    \n

    \n Se si verifica E, allora si verifica anche F.\n

    \n     \n \n
    \n \"e è impossibile\"\n
    \n

    \n Un sottoinsieme vuoto.\n

    \n

    \n {r`E = \\emptyset`}\n

    \n     \n \n
    \n \"e ed effe si escludono mutualmente\"\n
    \n

    \n La disgiunzione di due insiemi.\n

    \n

    \n {r`E \\cap F = \\emptyset`}\n

    \n     \n
    \n
    \n \n
    \n \"famiglia effe\"\n
    \n

    \n I sottoinsiemi dello spazio campionario formano una famiglia di sottoinsiemi\n detta famiglia degli eventi.\n

    \n

    \n {r`\\mathcal{F}`}\n

    \n

    \n Qualsiasi sottoinsieme appartenente a {r`\\mathcal{F}`} è considerato un\n evento.\n

    \n     \n {r`\\sigma`}-algebra}>\n
    \n \"sigma algebra\"\n
    \n

    \n Se la famiglia degli eventi soddisfa questi tre requisiti, allora viene\n detta {r`\\sigma`}-algebra:\n

    \n
      \n
    1. \n Lo spazio campionario è un evento: {r`\\Omega \\in \\mathcal{F}`}\n
      2. \n
    2. \n Se un sottoinsieme è un evento, allora anche il suo complementare lo\n è: {r`E \\in \\mathcal{F} \\implies \\bar{E} \\in \\mathcal{F}`}\n
      3. \n
    3. \n Se due sottoinsiemi sono eventi, allora lo sono anche la loro unione e\n intersezione: {r`(E, F) \\in \\mathcal{F} \\implies (E \\cup F, E \\cap F) \\in \\mathcal{F}`}\n
      4. \n
    \n

    \n Un\n esempio: {r`E \\in \\mathcal{F} \\implies \\mathcal{F} = \\{ \\emptyset, E, \\bar{E}, \\Omega \\}`}\n

    \n     \n
    \n
    \n \n
    \n \"la partizione e composta da e uno, e due, e tre...\"\n
    \n

    \n Un insieme di esiti e eventi:\n

    \n
      \n
    • Finito.
      • \n
    • In cui tutti gli eventi hanno probabilità diversa da 0.
      • \n
    • In cui tutti gli eventi sono mutualmente esclusivi.
      • \n
    • In cui l'unione di tutti i suoi elementi copre lo spazio campionario.
      • \n
    \n

    \n La partizione {r`E_i`} è composta dagli\n eventi {r`E_1`}, {r`E_2`}, {r`E_3`}, fino\n a {r`E_n`}.\n

    \n \n Se lo spazio campionario fosse una torta, una sua partizione sarebbe l'insieme delle\n fette di uno dei modi in cui si potrebbe tagliare.\n \n     \n
    \n
    \n \n

    \n La probabilità di un evento è un numero tra 0 e 1.\n

    \n

    \n {r`\\forall E \\in \\mathcal{F}, 0 \\leq P(E) \\leq 1`}\n

    \n     \n \n

    \n La probabilità dello spazio campionario è sempre 1.\n

    \n

    \n {r`P(\\Omega) = 1`}\n

    \n     \n \n

    \n La probabilità dell'unione di eventi indipendenti è uguale alla somma delle loro\n probabilità.\n

    \n

    \n {r`P \\left ( \\bigcup_i E_i \\right ) = \\sum_i P ( E_i )`}\n

    \n     \n
    \n
    \n \n

    \n La probabilità di un evento negato è uguale a 1 meno la probabilità dell'evento non\n negato.\n

    \n

    \n {r`P(\\bar{E}) = 1 - P({E})`}\n

    \n     \n \n

    \n La probabilità di un evento incluso in un altro è sempre minore o uguale alla\n probabilità dell'evento in cui è incluso.\n

    \n

    \n {r`F \\subseteq E \\implies P(F) \\leq P(E)`}\n

    \n     \n \n

    \n La probabilità di un evento unito a un altro è uguale alla somma delle probabilità dei\n due eventi meno la probabilità della loro intersezione.\n

    \n

    \n {r`P(E \\cup F) = P(E) + P(F) - P(E \\cap F)`}\n

    \n \n Sommando le probabilità dei due eventi, l'intersezione viene contata due volte, e va\n quindi rimossa!\n \n     \n
    \n
    \n \n

    \n Spazi campionari in cui ci sono un numero finito di esiti e ogni esito ha la stessa\n probabilità di verificarsi.\n

    \n

    \n {r`P(E) = \\frac{len(E)}{len(\\Omega)}`}\n

    \n     \n \n

    \n Gli spazi campionari possono avere un numero infinito di esiti: sono equiprobabili\n geometrici se nessun esito è privilegiato rispetto agli altri.\n

    \n     \n
    \n
    \n \n

    \n Estraggo un numero, da un sacchetto con n numeri, mi segno che numero ho\n estratto e lo tengo fuori dal sacchetto. Ripeto per k volte.\n

    \n

    \n Tengo conto dell'ordine in cui ho estratto i numeri.\n

    \n

    \n {r`\\boldsymbol{D}_{n, k} = \\frac{n!}{(n - k)!}`}\n

    \n     \n \n

    \n Estraggo un numero, da un sacchetto con n numeri, mi segno che numero ho\n estratto e lo rimetto nel sacchetto. Ripeto per k volte.\n

    \n

    \n Tengo conto dell'ordine in cui ho estratto i numeri.\n

    \n

    \n {r`\\boldsymbol{D}^{r}_{n, k} = n^k`}\n

    \n     \n \n

    \n Estraggo un numero, da un sacchetto con n numeri, mi segno che numero ho\n estratto e lo tengo fuori dal sacchetto. Ripeto per k volte.\n

    \n

    \n Non mi interessa l'ordine in cui ho estratto i numeri.\n

    \n

    \n {r`\\boldsymbol{C}_{n, k} = \\binom{n}{k} = \\frac{n!}{(k)! \\cdot (n - k)!}`}\n

    \n     \n \n

    \n Estraggo un numero, da un sacchetto con n numeri, mi segno che numero ho\n estratto e lo rimetto nel sacchetto. Ripeto per k volte.\n

    \n

    \n Non mi interessa l'ordine in cui ho estratto i numeri.\n

    \n

    \n {r`\\boldsymbol{C}^{r}_{n, k} = \\binom{n + k - 1}{k} = \\frac{(n + k - 1)!}{(k)! \\cdot (n - 1)!}`}\n

    \n     \n \n

    \n Estraggo n numeri e guardo in quanti ordini diversi li posso mettere.\n

    \n

    \n {r`\\boldsymbol{P}_n = n!`}\n

    \n     \n
    \n
    \n \n
    \n \"E dato F\"\n
    \n

    \n La probabilità che si verifichi E sapendo che si è già verificato\n F.\n

    \n

    \n {r`P(E|F) = \\frac{P(E \\cap F)}{P(F)}`}\n

    \n \n Ricorda vagamente le pipe di bash, però al contrario...\n \n     \n \n

    \n Se due eventi sono mutualmente esclusivi, entrambe le loro probabilità condizionate\n saranno uguali a 0.\n

    \n

    \n {r`E \\cap F = \\emptyset \\Longleftrightarrow P(E|F) = P(F|E) = 0`}\n

    \n     \n
    \n
    \n \n

    \n Si può sfruttare la formula inversa della probabilità condizionata per calcolare catene\n di intersezioni:\n

    \n

    \n {r`P(E_1 \\cap \\times \\cap E_n) = P(E_1) \\times P(E_2 | E_1) \\times \\dots \\times P(E_n | E_1 \\cap E_2 \\cap \\dots \\cap E_{n-1})`}\n

    \n     \n
    \n
    \n \n

    \n La probabilità che si verifichi un evento è pari alla somma delle probabilità\n dell'evento stesso dati tutti gli eventi di una partizione.\n

    \n

    \n {r`P(F) = \\sum_{i} P(F|E_i) \\cdot P(E_i)`}\n

    \n     \n \n

    \n La legge delle alternative funziona anche quando ad essere partizionato è\n un evento:\n

    \n

    \n {r`P(F|G) = \\sum_i P(F|E_i \\cap G) \\cdot P(E_i | G)`}\n

    \n     \n \n

    \n Tramite la formula di Bayes possiamo risalire alla probabilità di un evento\n condizionato a un altro partendo dalla probabilità di quest'ultimo condizionato al\n primo:\n

    \n

    \n {r`P(E_h | F) = \\frac{P(F | E_h) \\cdot P(E_h)}{P(F)}`}\n

    \n \n In pratica, invertiamo gli eventi.\n \n     \n
    \n
    \n \n
    \n \"eventi indipendenti a due a due\"\n
    \n

    \n Se due eventi sono indipendenti, sapere che uno dei due si è verificato non influisce\n sulle probabilità che si sia verificato l'altro.\n

    \n

    \n {r`P(E \\cap F) = P(E) \\cdot P(F) \\Longleftrightarrow P(E|F) = P(E) \\Longleftrightarrow P(F|E) = P(F)`}\n

    \n     \n \n
    \n \"eventi indipendenti a tre a tre, a quattro a quattro, a cinque a cinque...\"\n
    \n

    \n Si può verificare l'indipendenza di più eventi alla volta:\n

    \n

    \n {r`P(E \\cap F \\cap G) = P(E) \\cdot P(F) \\cdot P(G)`}\n

    \n

    \n Eventi indipendenti a due a due non sono per forza indipendenti a tre a tre, e\n viceversa.\n

    \n     \n \n

    \n Un insieme di n eventi è una famiglia di eventi indipendenti se,\n preso un qualsiasi numero di eventi da essa, essi risulteranno indipendenti.\n

    \n \n Tutti gli eventi provenienti da essa saranno indipendenti sia a due a due, sia a tre a\n tre, sia a quattro a quattro, e così via!\n \n     \n
    \n
    \n \n

    \n Una funzione che fa corrispondere un numero reale a ogni possibile esito dello spazio\n campionario. {r`X(\\omega) : \\Omega \\to \\mathbb{R}`}.\n

    \n     \n Insieme di ripartizione}>\n

    \n Ad ogni variabile aleatoria sono associati gli\n eventi {r`A_t = \\{ \\omega | X(\\omega) \\leq t \\}`}, che contengono tutti\n gli esiti a cui la variabile aleatoria associa un valore minore o uguale\n a t.\n

    \n

    \n Per definizione, tutte le variabili aleatorie devono rispettare questa condizione:\n

    \n

    \n {r`\\forall t \\in \\mathbb{R}, A_t \\in \\mathcal{F}`}\n

    \n \n All'aumentare di t, l'insieme conterrà sempre più elementi.\n \n     \n \n
    \n \"supporto di X\"\n
    \n

    \n Il codominio della variabile aleatoria è il suo supporto.\n

    \n

    \n Per indicare che un valore x_0 appartiene al supporto di X,\n si usa la notazione X \\mapsto x_0.\n

    \n     \n
    \n
    \n \n

    \n La funzione probabilità {r`p_X : X \\to [0, 1]`} di una variabile\n aleatoria discreta X è la funzione che associa ad ogni esito la\n sua probabilità:\n

    \n

    \n {r`\n p_X (x) = \\begin{cases}\n P([X = x]) \\quad se\\ X \\mapsto x \\\\\n 0 \\qquad \\qquad \\quad se\\ X \\not\\mapsto x\n \\end{cases} \n `}\n

    \n     \n \n

    \n La funzione densità {r`f_X : X \\to [0, 1]`} di una variabile\n aleatoria continua X è l'equivalente continuo della funzione\n probabilità:\n

    \n

    \n {r`P([a < X \\leq b]) = \\int_a^b f_X (x) dx`}\n

    \n

    \n A differenza della funzione probabilità, è possibile che la funzione densità non\n esista per una certa variabile aleatoria.\n

    \n \n Rappresenta \"quanta\" probabilità c'è in un'unità di x!\n \n     \n
    \n
    \n \n

    \n Ogni variabile aleatoria ha una funzione di ripartizione\n {r`F_X : \\mathbb{R} \\to [0, 1]`} associata, che rappresenta la\n probabilità che la variabile aleatoria assuma un valore minore o uguale\n a t:\n

    \n

    \n Si può dire che essa rappresenti la probabilità dell'evento {r`A_t`}:\n

    \n

    \n {r`\n F_X (t) = P(A_t) = \\begin{cases}\n \\sum_{i = 0}^{t} p_X (x_i) \\quad nel\\ discreto\\\\\n \\\\\n \\int_{-\\infty}^t f_X (x) dx \\quad nel\\ continuo\n \\end{cases}\n `}\n

    \n     \n \n
      \n
    • È sempre monotona crescente (non strettamente).
      • \n
      \n
    • Vale 0 a -\\infty e 1 a +\\infty.
      • \n
      \n
    • È continua da\n destra: {r`\\forall x_0 \\in \\mathbb{R}, F_X (x_0) = \\lim_{t \\to x^+_0} F_X (t)`}\n
      • \n
    \n     \n \n

    \n Possiamo usare la funzione di ripartizione per calcolare la probabilità di un certo\n valore reale:\n

    \n

    \n {r`P([X = x_0]) = \\lim_{t \\to x^+_0} F_X (t) - \\lim_{t \\to x^-_0} F_X (t)`}\n

    \n     \n
    \n
    \n \n

    \n Nel discreto basta abbinare un nuovo valore a ogni valore della variabile originale.\n

    \n     \n \n

    \n Nel continuo applichiamo la formula dell'integrazione per sostituzione:\n

    \n

    \n {r`f_Y (y) = \\int_{g(a)}^{g(b)} f_X ( g^{-1} (x) ) g^{-2} (x)`}\n

    \n     \n \n

    \n Trasformare variabili aleatorie è molto utile nell'informatica per creare distribuzioni\n partendo da una funzione random() che\n restituisce numeri da 0 a 1 con una distribuzione lineare.\n

    \n     \n
    \n
    \n \n

    \n Ogni variabile aleatoria che ha una funzione di ripartizione e un supporto\n finito ha anche una media (o valore medio o atteso):\n

    \n

    \n {r`E(X) = \\int_0^{+infty} (1 - F_X (t)) dt - \\int_{-\\infty}^{0} F_X (t) dt`}\n

    \n

    \n Nel discreto, si può calcolare con:\n

    \n

    \n {r`E(X) = \\sum_i P(X = x_i) \\cdot x_i`}\n

    \n

    \n Nel continuo, si può calcolare con:\n

    \n

    \n {r`E(X) = \\int_{-\\infty}^{+\\infty} f_X (x) \\cdot x \\cdot dx`}\n

    \n     \n
    \n
    \n \n

    \n Valore per cui la funzione probabilità o funzione densità è massima.\n

    \n     \n \n

    \n Il quantile {r`x_{\\alpha}`} di\n ordine {r`0 \\leq \\alpha \\leq 1`} della variabile\n aleatoria X è il più piccolo numero tale che:\n

    \n

    \n {r`P([X < x_{\\alpha}]) \\leq \\alpha \\leq P([X \\leq x_{\\alpha}])`}\n

    \n

    \n\n

    \n

    \n Il quantile di ordine 0.5 {r`x_{0.5}`} è detto mediana.\n

    \n

    \n I quantili di ordine 0.25 {r`x_{0.25}`} e\n 0.75 {r`x_{0.75}`} sono detti quartili.\n

    \n

    \n I quantili di ordine {r`\\frac{n}{100}`} sono detti n-esima\n percentile.\n

    \n     \n \n

    \n È un valore che indica quanto la variabile aleatoria si discosta generalmente dalla\n media:\n

    \n

    \n {r`Var(X) = E( (X - E(X) )^2 ) = E ( X^2 ) - (E(X))^2`}\n

    \n     \n
    \n
    \n \n

    \n Data una variabile aleatoria non-negativa:\n

    \n

    \n {r`\\forall k > 0, P([X \\geq k]) \\leq \\frac{E(X)}{k}`}\n

    \n

    \n Divide in due parti ({r`P(X < k)`} e {r`P(X \\geq k)`}) la\n funzione X, la cui media risulterà uguale a:\n

    \n

    \n {r`E(X) = \\overline{k} \\cdot P(X < k) + k \\cdot P(X \\geq k)`}\n

    \n     \n \n
    \n \"disuguaglianza di cebicev\"\n
    \n

    \n Se la variabile aleatoria X ha media e varianza, allora la probabilità\n che essa abbia un valore a più di {r`\\epsilon`} di distanza dal valore\n medio è minore o uguale a {r`\\frac{Var(X)}{\\epsilon^2}`}.\n

    \n

    \n {r`\\forall \\epsilon > 0, P([ \\left| X - E(X) \\right| \\geq \\epsilon]) \\leq \\frac{Var(X)}{\\epsilon^2}`}\n

    \n

    \n E anche:\n

    \n

    \n {r`\\forall \\epsilon > 0, P([ \\left| X - E(X) \\right| < \\epsilon]) \\geq 1 - \\frac{Var(X)}{\\epsilon^2}`}\n

    \n \n Serve per semplificare i calcoli quando la funzione di ripartizione è difficile da\n calcolare!\n \n     \n
    \n
    \n \n

    \n Il momento k-esimo di una variabile aleatoria è:\n

    \n

    \n {r`\n \\mu_k = E ( X^k ) = \\begin{cases}\n \\sum_i x_i^k p_X (x_i) \\qquad nel\\ discreto\\\\\n \\\\\n \\int_{-\\infty}^{+\\infty} x^k f_X (x) dx \\qquad nel\\ continuo\n \\end{cases}`\n }\n

    \n \n La media di una variabile aleatoria è anche il suo primo momento.\n \n     \n \n

    \n La funzione generatrice dei momenti è:\n

    \n

    \n {r`m_X (t) = E( e^{t \\cdot X} )`}\n

    \n

    \n Se due variabile aleatorie hanno la stessa funzione generatrice dei momenti, allora esse\n hanno la stessa distribuzione.\n

    \n

    \n E' la trasformata di Laplace della variabile aleatoria di X.\n

    \n     \n \n

    \n La funzione caratteristica è:\n

    \n

    \n {r`H_X (t) = E ( e^{i \\cdot t \\cdot X} )`}\n

    \n

    \n Se due variabile aleatorie hanno la stessa funzione caratteristica, allora esse hanno\n la stessa distribuzione.\n

    \n

    \n E' la trasformata di Fourier della variabile aleatoria di X.\n

    \n     \n
    \n
    \n \n

    \n Per dire che una variabile ha una certa distribuzione, si usa la notazione:\n

    \n

    \n {r`X \\sim Distribuzione()`}\n

    \n     \n \n

    \n Una prova con solo due possibili\n esiti: successo e insuccesso.\n

    \n     \n \n

    \n Una sequenza di prove di Bernoulli per le quali le probabilità di successo e fallimento\n rimangono invariate.\n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che rappresenta una prova di Bernoulli:\n

    \n
      \n
    • vale 1 in caso di successo.
      • \n
    • vale 0 in caso di insuccesso.
      • \n
    \n

    \n Il suo simbolo è {r`Ber(p)`}\n

    \n     \n \n

    \n La distribuzione bernoulliana ha come densità:\n

    \n

    \n {r`\n f_X (k) : \\{0, 1\\} = \\begin{cases}\n p \\quad se\\ k = 1\\\\\n q \\quad se\\ k = 0\\\\\n 0 \\quad altrimenti\n \\end{cases} = p^x \\cdot q^{1 - k}`\n }\n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il numero di successi di n prove di uno\n schema di Bernoulli.\n

    \n

    \n Il suo simbolo è {r`Bin(n, p)`}.\n

    \n     \n \n

    \n La binomiale ha come densità:\n

    \n

    \n {r`f_X (k) : \\{0..n\\} = \\binom{n}{k} \\cdot p^k \\cdot q^{n - k}`}\n

    \n     \n \n

    \n La funzione generatrice dei momenti della binomiale è:\n

    \n

    \n {r`m_X (t) = (q + p \\cdot e^t) ^ n`}\n

    \n

    \n La media di una binomiale è:\n

    \n

    \n {r`E(X) = n \\cdot p`}\n

    \n

    \n La varianza di una binomiale è:\n

    \n

    \n {r`Var(X) = n \\cdot p \\cdot q`}\n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il numero di prove in uno schema di Bernoulli fino\n alla comparsa del primo successo.\n

    \n

    \n Il suo simbolo è Geo(p).\n

    \n     \n \n

    \n La geometrica ha come densità:\n

    \n

    \n {r`f_X (k) : \\mathbb{N} = q^{k - 1} p`}\n

    \n     \n \n

    \n La funzione generatrice dei momenti della geometrica è:\n

    \n

    \n {r`m_X (t) = \\frac{p \\cdot e^t}{1 - q \\cdot e^t}`}\n

    \n

    \n La media della geometrica è:\n

    \n

    \n {r`E(X) = \\frac{1}{p}`}\n

    \n

    \n La varianza della geometrica è:\n

    \n

    \n {r`Var(X) = \\frac{q}{p^2}`}\n

    \n     \n \n

    \n La geometrica non tiene conto degli eventi avvenuti in passato: ha la proprietà\n dell'assenza di memoria:\n

    \n

    \n {r`P([X = i + j | X > i ]) = P([X = j])`}\n

    \n \n Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto\n dell'asse X.\n \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il numero di prove in uno schema di Bernoulli\n necessarie perchè si verifichi l'n-esimo successo.\n

    \n

    \n Il suo simbolo è {r`\\overline{Bin}(n, p)`}.\n

    \n     \n \n

    \n La binomiale negativa ha come densità:\n

    \n

    \n {r`f_X (k) : \\{ n .. +\\infty \\} \\in \\mathbb{N} = \\binom{k - 1}{n - 1} \\cdot p^n \\cdot q^{k - n} `}\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della binomiale negativa è:\n

    \n

    \n {r`m_X (t) : \\{ t < ln(\\frac{1}{q}) \\} = \\left( \\frac{p \\cdot e^t}{1 - q \\cdot e^t} \\right) ^n`}\n

    \n

    \n La media della binomiale negativa è:\n

    \n

    \n {r`E(X) = \\frac{n}{p}`}\n

    \n

    \n La varianza della binomiale negativa è:\n

    \n

    \n {r`Var(X) = \\frac{n \\cdot q}{p^2}`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il numero k di insuccessi consecutivi\n in uno schema di Bernoulli:\n

    \n

    \n Il suo simbolo rimane {r`Geo(p)`}.\n

    \n     \n \n

    \n La geometrica traslata ha come densità:\n

    \n

    \n {r`f_X (k) : \\mathbb{N} = p \\cdot q^k `}\n

    \n     \n \n

    \n La funzione generatrice dei momenti della geometrica traslata è:\n

    \n

    \n {r`m_X (t) : \\left\\{ t < ln \\left( \\frac{1}{q} \\right) \\right\\} = \\frac{p}{1 - q \\cdot e^t}`}\n

    \n

    \n La media della geometrica traslata è:\n

    \n

    \n {r`E(X) = \\frac{q}{p}`}\n

    \n

    \n La varianza della geometrica è:\n

    \n

    \n {r`Var(X) = \\frac{q}{p^2}`}\n

    \n     \n \n

    \n La geometrica traslata non tiene conto degli eventi avvenuti in passato: ha la proprietà\n dell'assenza di memoria:\n

    \n

    \n {r`P([X = i + j | X > i ]) = P([X = j])`}\n

    \n \n Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto\n dell'asse X.\n \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il numero di insuccessi in uno schema di Bernoulli\n prima che si verifichi l'n-esimo successo.\n

    \n

    \n Il suo simbolo rimane {r`\\overline{Bin}(n, p)`}.\n

    \n     \n \n

    \n La binomiale negativa traslata ha come densità:\n

    \n

    \n {r`f_X (k) : \\mathbb{N} = \\binom{k + n - 1}{n - 1} \\cdot p^n \\cdot q^k `}\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della binomiale negativa traslata è:\n

    \n

    \n {r`m_X (t) : \\left\\{ t < ln \\left( \\frac{1}{q} \\right) \\right\\} = \\left( \\frac{p \\cdot e^t}{1 - q \\cdot e^t} \\right) ^n`}\n

    \n

    \n La media della binomiale negativa traslata è:\n

    \n

    \n {r`E(X) = \\frac{n \\cdot q}{p}`}\n

    \n

    \n La varianza della binomiale negativa traslata è:\n

    \n

    \n {r`Var(X) = \\frac{n \\cdot q}{p^2}`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che, sapendo il numero di successi K e di\n insuccessi N-K, conta quanti successi si otterrebbero se se ne\n estraessero n in blocco.\n

    \n

    \n Il suo simbolo è Ipe(N, K, n).\n

    \n     \n \n

    \n La ipergeometrica ha come densità:\n

    \n

    \n {r`f_X (k) : \\{0..n\\} \\in \\mathbb{N} = \\frac{\\binom{K}{k} \\cdot \\binom{N - K}{n - k}}{\\binom{N}{n}}`}\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della ipergeometrica è trascurabile.\n

    \n

    \n La media della ipergeometrica è:\n

    \n

    \n {r`E(X) = n \\cdot \\frac{K}{N}`}\n

    \n

    \n La varianza della ipergeometrica è:\n

    \n

    \n {r`Var(X) = n \\cdot \\frac{K}{N} \\cdot \\frac{N - K}{N} \\cdot \\frac{N - n}{N - 1}`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che soddisfa tutte le seguenti caratteristiche:\n

    \n
      \n
    • Binomiale: {r`X \\sim Bin(n, p)`}
      • \n
    • Il numero di prove tende a infinito: {r`n \\to +\\infty`}
      • \n
    • La probabilità di successo tende a 0: {r`p \\to 0`}
      • \n
    • La media è finita: {r`E(X) = n \\cdot p \\to \\mu \\neq 0`}
      • \n
    \n

    \n Il suo simbolo è {r`Poi(\\mu)`}\n

    \n     \n \n

    \n La poissoniana ha come densità:\n

    \n

    \n {r`f_X (k) : \\mathbb{N} = \\frac{e^{-\\mu} \\cdot \\mu^k}{k!}`}\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della poissoniana è:\n

    \n

    \n {r`m_X (t) = e^{\\mu \\cdot (e^t - 1)}`}\n

    \n

    \n La media della poissoniana è:\n

    \n

    \n {r`E(X) = \\mu`}\n

    \n

    \n La varianza della poissoniana è:\n

    \n

    \n {r`Var(X) = \\mu`}\n

    \n

    \n Gli altri momenti della poissoniana sono:\n

    \n
      \n
    1. {r`E(X^2) = \\mu^2 + \\mu`}
      2. \n
    \n

    \n     \n
    \n
    \n \n

    \n Una successione di arrivi avvenuti in un certo arco temporale che:\n

    \n
      \n
    • non sono sovrapposti.
      • \n
    • hanno intensità {r`\\lambda`} costante.
      • \n
    • avvengono indipendentemente gli uni dagli altri.
      • \n
    \n     \n \n

    \n Una variabile aleatoria N_t che conta il numero di arrivi di uno schema\n di Poisson di intensità {r`\\lambda`} in un intervallo di tempo di\n durata t.\n

    \n

    \n E' una distribuzione poissoniana\n con {r`\\mu = t \\cdot \\lambda`}: {r`Poi(t \\cdot \\lambda)`}\n

    \n \n E' paragonabile a una bernoulliana: ogni successo corrisponde a un arrivo, mentre il\n tempo è il numero di prove effettuate (ma nel continuo).\n \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il tempo diwidehattesa prima del primo arrivo di un\n processo di Poisson di intensità {r`\\lambda`}.\n

    \n

    \n Il suo simbolo è {r`Esp(\\lambda)`}.\n

    \n     \n \n

    \n L'esponenziale ha come densità:\n

    \n

    \n {r`\n f_X (x) = \\begin{cases}\n 0 \\qquad \\qquad x < 0\\\\\n \\lambda \\cdot e^{-\\lambda \\cdot x} \\quad x > 0\n \\end{cases}`\n }\n

    \n

    \n L'esponenziale ha come funzione di ripartizione:\n

    \n

    \n {r`\n F_X (t) = \\begin{cases}\n 0 \\qquad \\qquad t < 0\\\\\n 1 - e^{-\\lambda \\cdot t} \\quad t \\geq 0\n \\end{cases}`\n }\n

    \n     \n \n

    \n La funzione generatrice dei momenti dell'esponenziale è:\n

    \n

    \n {r`m_X (t) : \\{ t | t < \\lambda \\} \\in \\mathbb{R} = \\frac{\\lambda}{\\lambda - t}`}\n

    \n

    \n La media dell'esponenziale è:\n

    \n

    \n {r`E(X) = \\frac{1}{\\lambda}`}\n

    \n

    \n La varianza dell'esponenziale è:\n

    \n

    \n {r`Var(X) = \\frac{1}{\\lambda^2}`}\n

    \n     \n \n

    \n L'esponenziale non tiene conto degli eventi avvenuti in passato: ha la proprietà\n dell'assenza di memoria:\n

    \n

    \n {r`P([X > s + t | X > s]) = P([X > t])`}\n

    \n \n Ovvero, riscalando opportunamente l'asse Y posso prendere come 0 qualsiasi punto\n dell'asse X.\n \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che conta il tempo diwidehattesa prima dell'n-esimo\n arrivo di un processo di Poisson di intensità {r`\\lambda`}.\n

    \n

    \n Il suo simbolo è {r`\\Gamma(n, \\lambda)`}.\n

    \n     \n \n

    \n La legge gamma ha come densità:\n

    \n

    \n {r`\n f_X (x) = \\begin{cases}\n 0 \\qquad \\qquad \\qquad \\qquad \\qquad x < 0\\\\\n \\frac{1}{(n-1)!} \\cdot \\lambda^n \\cdot x^{n-1} \\cdot e^{-\\lambda \\cdot x} \\quad k > 0\n \\end{cases}`\n }\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della legge gamma è:\n

    \n

    \n {r`m_X (t) : ( t < \\lambda ) \\in \\mathbb{R} = \\left( \\frac{\\lambda}{\\lambda - t} \\right) ^\\alpha`}\n

    \n

    \n La media della legge gamma è:\n

    \n

    \n {r`E(X) = \\frac{\\alpha}{\\lambda}`}\n

    \n

    \n La varianza della legge gamma è:\n

    \n

    \n {r`Var(X) = \\frac{\\alpha}{\\lambda^2}`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria che può assumere qualsiasi valore in un\n intervallo {r`[a, b]`} in modo equiprobabile.\n

    \n

    \n Il suo simbolo è {r`Uni(a, b)`}\n

    \n

    \n Su di essa vale la seguente proprietà:\n

    \n

    \n {r`P(X \\in (c, d)) = \\frac{d - c}{b - a}`}\n

    \n     \n \n

    \n La distribuzione uniforme ha come densità:\n

    \n

    \n {r`\n f_X (x) = \\begin{cases}\n \\frac{1}{b - a} \\qquad a \\leq x \\leq b\\\\\n 0 \\qquad \\quad altrimenti \n \\end{cases}\n `}\n

    \n

    \n La distribuzione uniforme ha come funzione di ripartizione:\n

    \n

    \n {r`\n f_X (x) = \\begin{cases}\n 0 \\qquad \\quad x < a \n \\frac{1}{b - a} \\qquad a \\leq x \\leq b\\\\\n 1 \\qquad \\quad x > b\n \\end{cases}`\n }\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della distribuzione uniforme è:\n

    \n

    \n {r`m_X (t) = \\frac{e^{b \\cdot t} - e^{a \\cdot t}}{(b - a) \\cdot t}`}\n

    \n

    \n La media della distribuzione uniforme è:\n

    \n

    \n {r`E(X) = \\frac{a + b}{2}`}\n

    \n

    \n La varianza della distribuzione uniforme è:\n

    \n

    \n {r`Var(X) = \\frac{(b - a)^2}{12}`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Una variabile aleatoria con una specifica distribuzione.\n

    \n

    \n Il suo simbolo è {r`Nor(\\mu, \\sigma^2)`}.\n

    \n \n \\mu e \\sigma^2 sono rispettivamente la media e la varianza\n della distribuzione!\n \n     \n \n

    \n La distribuzione normale ha come densità:\n

    \n

    \n {r`f_X (x) = \\frac{e^{-\\frac{(x - \\mu)^2}{2 \\sigma^2}}}{\\sqrt{2 \\pi \\cdot \\sigma^2}}`}\n

    \n     \n \n

    \n

    \n La funzione generatrice dei momenti della distribuzione normale è:\n

    \n

    \n {r`m_X (t) = e^{\\mu \\cdot t + \\frac{\\sigma^2 \\cdot t^2}{2}}`}\n

    \n

    \n La media della distribuzione normale è:\n

    \n

    \n {r`E(X) = \\mu`}\n

    \n

    \n La varianza della distribuzione normale è:\n

    \n

    \n {r`Var(X) = \\sigma^2`}\n

    \n

    \n     \n
    \n
    \n \n

    \n Qualsiasi normale può essere trasformata in qualsiasi altra normale:\n

    \n

    \n {r`X \\sim Nor(m, v^2) \\implies \\alpha X + \\beta \\sim Nor(\\alpha m + \\beta, (\\alpha v)^2)`}\n

    \n     \n \n

    \n La distribuzione normale standard Z è:\n

    \n

    \n Z \\sim Nor(0, 1)\n

    \n

    \n La sua funzione di ripartizione è detta {r`\\phi(z)`} e vale:\n

    \n

    \n {r`F_Z(z) = \\phi(z) = \\frac{1}{\\sqrt{2 \\pi}} \\int_{-\\infty}^{z} e^{-\\frac{x^2}{2}} dx`}\n

    \n     \n \n

    \n Da un quantile {r`z_\\alpha`} della normale standard è possibile risalire\n allo stesso quantile di qualsiasi altra normale:\n

    \n

    \n {r`x_\\alpha = \\mu + z_\\alpha \\cdot \\sqrt{\\sigma^2}`}\n

    \n     \n
    \n
    \n \n

    \n La distribuzione normale ha una particolare relazione con la distribuzione Gamma:\n

    \n

    \n {r`Z^2 \\sim \\chi^2 (v = 1)`}\n

    \n     \n \n
    \n \"chi-quadro a un grado di libertà\"\n
    \n

    \n Esiste una distribuzione Gamma particolare:\n

    \n

    \n {r`\\Gamma \\left( \\frac{1}{2}, \\frac{1}{2} \\right) = \\chi^2 (v = 1)`}\n

    \n

    \n Più chi-quadro possono essere sommate per aumentare i loro gradi di libertà:\n

    \n

    \n {r`\\chi^2 (n) + \\chi^2 (m) = \\chi^2 (n + m)`}\n

    \n     \n \n

    \n Un'altra funzione particolare è la funzione T di Student:\n

    \n

    \n {r`T(v) = \\frac{Nor(0, 1)}{\\sqrt{\\frac{\\chi^2(v)}{v}}}`}\n

    \n     \n
    \n
    \n \n

    \n La binomiale è come una ipergeometrica ma con ripetizioni, quindi per valori molto\n grandi di N rispetto a n, si può dire che:\n

    \n

    \n {r`Ipe(N, K, n) \\approx Bin(n, \\frac{K}{N})`}\n

    \n     \n \n

    \n La binomiale non è altro che una poissoniana a tempo discreto, quindi,\n se n è grande e n \\cdot p è nell'ordine di grandezza delle\n unità, allora:\n

    \n

    \n {r`Bin(n, p) \\approx Poi(n \\cdot p)`}\n

    \n     \n \n

    \n Per il Teorema di De Moivre-Laplace, se una binomiale ha una n grande\n e p non vicina a 0 o 1, si può approssimare con:\n

    \n

    \n {r`Bin(n, p) \\approx Nor(n \\cdot p, n \\cdot p \\cdot q)`}\n

    \n     \n \n

    \n Passando da una variabile discreta X a una continua Y, per\n ogni valore discreto k la probabilità viene \"spalmata\" su tutto\n l'intervallo {r`(k - \\frac{1}{2}, k + \\frac{1}{2})`}:\n

    \n
      \n
    • {r`P(X < k) \\simeq P(Y \\leq k - \\frac{1}{2})`}
      • \n
    • {r`P(X \\leq k) \\simeq P(Y \\leq k + \\frac{1}{2})`}
      • \n
    • {r`P(X \\geq k) \\simeq P(Y \\geq k - \\frac{1}{2})`}
      • \n
    • {r`P(X > k) \\simeq P(Y \\geq k + \\frac{1}{2})`}
      • \n
    \n     \n
    \n
    \n \n

    \n Un vettore composto da variabili aleatorie.\n

    \n

    \n Il suo simbolo generalmente\n è {r`\\boldsymbol{X}`} oppure {r`X, Y`}.\n

    \n     \n \n

    \n I vettori aleatori hanno più funzioni di ripartizione che si differenziano in base al\n numero di parametri.\n

    \n

    \n Se il numero di parametri coincide con la dimensione del vettore aleatorio, allora la\n funzione sarà una funzione di ripartizione congiunta:\n

    \n

    \n {r`F_{X, Y} (x, y) = P(X \\leq x, Y \\leq y)`}\n

    \n

    \n Se il numero di parametri è minore della dimensione del vettore aleatorio, allora la\n funzione sarà una funzione di ripartizione marginale:\n

    \n

    \n {r`F_X (x) = P(X \\leq x) = \\lim_{y \\to +\\infty} F_{X, Y} (x, y)`}\n

    \n     \n \n

    \n I vettori aleatori discreti hanno più densità che si differenziano in base al\n numero di parametri.\n

    \n

    \n Se il numero di parametri coincide con la dimensione del vettore aleatorio, allora la\n funzione sarà una densità congiunta:\n

    \n

    \n {r`p_{X, Y} (x, y) = P(X = x, Y = y)`}\n

    \n

    \n Se il numero di parametri è minore della dimensione del vettore aleatorio, allora la\n funzione sarà una densità marginale:\n

    \n

    \n {r`p_X (x) = \\sum_j p_{X, Y} (x_i, y_j)`}\n

    \n     \n
    \n
    \n \n

    \n Più variabili aleatorie sono indipendenti se, per qualsiasi scelta di\n intervalli A_i:\n

    \n

    \n {r`P(X_1 \\in A_1, \\dots, X_n \\in A_n) = P(X_1 \\in A_1) \\times \\dots \\times P(X_n \\in A_n)`}\n

    \n     \n \n

    \n E' possibile calcolare la media di qualsiasi funzione g(X, Y) avente\n elementi del vettore come variabili:\n

    \n

    \n {r`E(g(X, Y)) = \\sum_{i, j} g(x_i, y_i) \\cdot p_{X, Y} (x_i, y_i)`}\n

    \n \n Solitamente si calcola la media di x \\cdot y.\n \n

    \n Le medie di più variabili aleatorie si possono sommare:\n

    \n

    \n {r`E(X + Y) = E(X) + E(Y)`}\n

    \n     \n
    \n
    \n \n

    \n Un operatore che misura la correlazione di due variabili aleatorie.\n

    \n

    \n Si calcola con il valore atteso dei prodotti delle distanze dalla media:\n

    \n

    \n {r`Cov(X, Y) = E((X - E(X) \\cdot (Y - E(Y)) = E(XY) - E(X) \\cdot E(Y)`}\n

    \n

    \n Ha diverse proprietà:\n

    \n
      \n
    • Il suo valore nullo è 0: {r`Cov(X, \\alpha) = 0`}
      • \n
    • E' commutativa: {r`Cov(X, Y) = Cov(Y, X)`}
      • \n
    • E' semplificabile: {r`Cov(X, X) = Var(X)`}
      • \n
    • E' lineare: {r`Cov(\\alpha X, \\beta Y) = \\alpha \\cdot \\beta \\cdot Cov(X, Y)`}\n
      • \n
    • E' distributiva: {r`Cov(X + Y, V + W) = Cov(X, Y) + Cov(X, W) + Cov(Y, V) + Cov(Y, W)`}\n
      • \n
    \n     \n \n

    \n Due variabili sono variabili incorrelate se:\n

    \n

    \n {r`Cov(X, Y) = 0`}\n

    \n

    \n Variabili indipendenti sono sempre incorrelate.\n

    \n     \n \n

    \n Una matrice {r`\\boldsymbol{C_X}`} che contiene la covarianza tra tutte le\n variabili di un vettore aleatorio {r`\\boldsymbol{X}`}:\n

    \n

    \n {r`\n \\boldsymbol{C_X} = \n \\begin{bmatrix}\n Var(X_1) & Cov(X_1, X_2) & Cov(X_1, X_3)\\\\\n Cov(X_2, X_1) & Var(X_2) & Cov(X_2, X_3)\\\\\n Cov(X_3, X_1) & Cov(X_3, X_2) & Var(X_3)\n \\end{bmatrix}\n `}\n

    \n

    \n E' sempre simmetrica e semidefinita positiva (tutti gli autovalori sono \\geq\n 0.\n

    \n     \n \n

    \n Un valore che misura come due variabili aleatorie sono correlate:\n

    \n

    \n {r`\\rho_{X, Y} = \\frac{Cov(X, Y)}{\\sqrt{Var(X)} \\cdot \\sqrt{Var(Y)}}`}\n

    \n

    \n E' sempre compreso tra -1 e 1:\n

    \n

    \n {r`-1 \\leq \\rho_{X, Y} \\leq 1`}\n

    \n

    \n Vale esattamente -1 o 1 solo se esiste un legame lineare tra le due variaibli:\n

    \n

    \n {r`Y = a X + b \\Longleftrightarrow | \\rho_{X, Y} | = 1`}\n

    \n     \n \n

    \n La varianza di due variabili aleatorie sommate è:\n

    \n

    \n {r`Var(X + Y) = Var(X) + Var(Y) + 2 \\cdot Cov(X, Y)`}\n

    \n \n Si dimostra applicando le proprietà della covarianza!\n \n

    \n Se più variabili\n aleatorie X_i sono indipendenti ({r`Cov(X, Y) = 0`}),\n allora:\n

    \n

    \n {r`Var \\left( \\sum_i X_i \\right) = \\sum_i Var(X_i)`}\n

    \n     \n
    \n
    \n \n

    \n Una n-pla di variabili aleatorie con la stessa distribuzione della variabile\n aleatoria X (\"popolazione\") ma indipendenti tra loro.\n

    \n \n Le variabili aleatorie sono come un lazy-load in programmazione; quando ci sarà bisogno\n del loro valore numerico, esse si realizzeranno nel loro valore.\n \n     \n \n

    \n Il valore dato dalla media aritmetica degli n elementi del campione\n elevati alla potenza k:\n

    \n

    \n {r`M^{(k)}_n = \\frac{1}{n} \\cdot \\sum_{i = 1}^n X_i^k `}\n

    \n

    \n Il momento campionario di primo ordine è la media campionaria\n {r`\\overline{X}_n`}.\n

    \n     \n \n

    \n La media aritmetica dello scarto quadratico medio degli elementi del campione.\n

    \n

    \n Se è noto il valore medio {r`m = E(X)`} di X:\n

    \n

    \n {r`S_0^2 = \\frac{1}{n} \\cdot \\sum_{i = 1}^n (X_i - m)^2 = M_n^(2) - 2 \\cdot m \\cdot \\overline{X}_n + m^2`}\n

    \n

    \n Altrimenti:\n

    \n

    \n {r`S_n^2 = \\frac{1}{n - 1} \\cdot \\sum_{i = 1}^n (X_i - \\overline{X}_n)^2 = \\frac{1}{n - 1} \\cdot ( n \\cdot M_2^{(2)} - n \\cdot \\overline{X}_n^2)`}\n

    \n     \n
    \n
    \n \n

    \n Se calcoliamo la media della media campionaria, risulterà vero che:\n

    \n

    \n {r`E(\\overline{X}_n) = E(X)`}\n

    \n \n Quindi, è possibile usare i campioni per trovare la media di una variabile aleatoria!\n \n     \n \n

    \n Se calcoliamo la varianza della media campionaria, risulterà vero che:\n

    \n

    \n {r`Var(\\overline{X}_n) = \\frac{Var(X)}{n}`}\n

    \n \n Quindi, possiamo stimare l'errore della media calcolata tramite campioni!\n \n     \n \n

    \n Se calcoliamo la media della varianza campionaria, risulterà vero che:\n

    \n

    \n {r`E(S_0^2) = E(S_n^2) = Var(X)`}\n

    \n \n Quindi, possiamo stimare l'errore della media calcolata tramite campioni!\n \n     \n
    \n
    \n \n

    \n Se la popolazione X ha una distribuzione normale\n ({r`X \\sim Nor(\\mu, \\sigma^2)`})...\n

    \n     \n \n

    \n ...allora sappiamo anche la distribuzione della media campionaria!\n

    \n

    \n {r`\\overline{X}_n \\sim Nor \\left( \\mu, \\frac{\\sigma^2}{n} \\right)`}\n

    \n     \n \n

    \n ...e anche della varianza campionaria!\n

    \n

    \n {r`S_0^2 \\sim \\frac{\\sigma^2}{n} \\cdot \\chi^2 (n)`}\n

    \n

    \n {r`S_n^2 \\sim \\frac{\\sigma^2}{n - 1} \\cdot \\chi^2 (n-1)`}\n

    \n     \n \n

    \n ...e che media campionaria e varianza campionaria sono indipendenti tra loro!\n

    \n     \n
    \n
    \n \n

    \n Se la successione di variabili aleatorie X_n all'infinito ha la stessa\n funzione di ripartizione della popolazione X, allora essa converge\n in distribuzione.\n

    \n

    \n {`\\\\lim_{n \\\\to +\\\\infty} F_{X_n} (x) = F_X (x) \\\\implies X_n \\\\xrightarrow{d} X`}\n

    \n     \n \n

    \n Se la successione di variabili aleatorie X_n all'infinito ha la stessa\n probabilità della popolazione X, allora essa converge in\n probabilità.\n

    \n

    \n {`\\\\forall \\\\epsilon > 0, \\\\lim_{n \\\\to +\\\\infty} P( | X_n - X | < \\\\epsilon) = 1 \\\\implies X_n \\\\xrightarrow{p} X`}\n

    \n     \n \n

    \n Se la successione di variabili aleatorie X_n all'infinito ha la stessa\n probabilità a della popolazione X, allora essa converge quasi\n certamente.\n

    \n

    \n {`\\\\forall \\\\epsilon > 0, P \\left( \\\\lim_{n \\\\to +\\\\infty} | X_n - X | < \\\\epsilon) \\right) = 1 \\\\implies X_n \\\\xrightarrow{qc} X`}\n

    \n     \n \n

    \n Se la successione di variabili aleatorie X_n all'infinito ha la media\n del quadrato della distanza tra la successione e la popolazione X uguale\n a 0, allora essa converge in media quadratica.\n

    \n

    \n {`\\\\lim_{n \\\\to +\\\\infty} E( | X_n - X |^2 = 0 \\\\implies X_n \\\\xrightarrow{mq} X`}\n

    \n     \n \n

    \n {`\n \\\\begin{matrix}\n X_n \\\\xrightarrow{mq} X\\\\\\\\\n X_n \\\\xrightarrow{qc} X\n \\\\end{matrix} \\\\implies X_n \\\\xrightarrow{p} X \\\\implies X_n \\\\xrightarrow{d} X`\n }\n

    \n

    \n In più:\n

    \n

    \n {`X_n \\\\xrightarrow{p} x \\\\Longleftrightarrow X_n \\\\xrightarrow{d} x`}\n

    \n     \n
    \n
    \n \n

    \n La successione delle medie campionarie {r`\\overline{X}_n`} converge in\n probabilità alla media della popolazione {r`E(X)`}, se essa esiste.\n

    \n

    \n {`\\\\overline{X}_n \\\\xrightarrow{p} X`}\n

    \n

    \n Ovvero:\n

    \n

    \n {r`\\forall \\epsilon > 0, \\lim_{n \\to +\\infty} P( | \\overline{X}_n - E(X) | < \\epsilon) = 1`}\n

    \n

    \n {r`P( | \\overline{X}_n - E(X) | < \\epsilon) \\to 1`}\n

    \n     \n \n

    \n La successione delle medie campionarie {r`\\overline{X}_n`} converge\n quasi certamente alla media della popolazione {r`E(X)`}, se essa\n esiste.\n

    \n

    \n {`\\\\overline{X}_n \\\\xrightarrow{qc} X`}\n

    \n

    \n Ovvero:\n

    \n

    \n {r`\\forall \\epsilon > 0, P \\left( \\lim_{n \\to +\\infty} | \\overline{X}_n - E(X) | < \\epsilon \\right) = 1`}\n

    \n \n Dimostra che l'interpretazione frequentista della probabilità è valida!\n \n     \n
    \n
    \n \n

    \n La successione delle medie campionarie {r`\\overline{X}_n`} converge in\n distribuzione a {r`Nor(0, 1) = \\Phi()`}.\n

    \n

    \n {r`\\overline{X}_n \\approx Nor \\left(E(X), \\frac{Var(X)}{n} \\right)`}\n

    \n

    \n Ovvero:\n

    \n

    \n {r`\\forall x \\in \\mathbb{R}, \\lim_{n \\to +\\infty} P \\left( \\frac{\\overline{X}_n - E(X)}{\\sqrt{\\frac{Var(X)}{n}}} \\leq x \\right) = \\Phi(x)`}\n

    \n     \n
    \n
    \n \n

    \n E' una somma di bernoulliane, e quindi si approssima a una normale:\n

    \n

    \n {r`Bin(n, p) \\approx Nor(n \\cdot p, n \\cdot p \\cdot q)`}\n

    \n     \n \n

    \n E' una somma di geometriche, e quindi si approssima a una normale:\n

    \n

    \n {r`\\overline{Bin} (n, p) \\approx Nor \\left( \\frac{n}{p}, \\frac{n \\cdot (1 - p)}{p^2} \\right)`}\n

    \n     \n \n

    \n E' una somma di altre poissoniane, e quindi si approssima a una normale:\n

    \n

    \n {r`Poi(\\lambda) \\approx Nor(\\lambda, \\lambda)`}\n

    \n     \n \n

    \n E' una somma di esponenziali, e quindi si approssima a una normale:\n

    \n

    \n {r`\\Gamma (\\alpha, \\lambda) \\approx Nor \\left( \\frac{\\alpha}{\\lambda}, \\frac{\\alpha}{\\lambda^2} \\right)`}\n

    \n     \n \n

    \n Se n è grande, allora:\n

    \n

    \n {r`Y = \\sum_{i=1}^{n} X_i`}\n

    \n     \n
    \n
    \n \n

    \n Per indicare parametri sconosciuti di una legge si usa \\theta.\n

    \n     \n \n

    \n Una variabile aleatoria funzione di un campione:\n

    \n

    \n {r`T(\\boldsymbol{X})`}\n

    \n \n Ad esempio, sono statistiche media e varianza campionaria, così come il campione\n stesso {r`T(\\boldsymbol{X}) = \\boldsymbol{X}`}.\n \n     \n
    \n
    \n \n

    \n Una statistica T_n ottenuta da n osservazioni, che stimi i\n parametri di una legge e sia indipendente da essi.\n

    \n     \n \n

    \n Uno stimatore è corretto se il suo valore atteso coincide con quello dei\n parametri che stima:\n

    \n

    \n {r`E(T_n) = \\theta`}\n

    \n     \n \n

    \n Uno stimatore è asintoticamente corretto se, per infinite osservazioni, il suo\n valore atteso coincide con quello dei parametri che stima:\n

    \n

    \n {r`\\lim_{n \\to +\\infty} E(T_n) = \\theta`}\n

    \n     \n \n

    \n Uno stimatore è consistente in media quadratica se:\n

    \n

    \n {r`\\lim_{n \\to +\\infty} E((T_n - \\theta)^2) = 0`}\n

    \n     \n \n

    \n Uno stimatore è consistente in probabilità se:\n

    \n

    \n {r`\\forall \\epsilon > 0, \\lim_{n \\to +\\infty} P( |T_n - \\theta| < \\epsilon) = 1`}\n

    \n     \n \n

    \n Uno stimatore è asintoticamente normale se:\n

    \n

    \n {r`\\lim_{n \\to +\\infty} \\frac{T_n - E(T_n)}{\\sqrt{Var(T_n)}} \\sim Nor(0, 1)`}\n

    \n     \n
    \n
    \n \n

    \n Si può usare il metodo dei momenti per ottenere uno stimatore di una\n popolazione X.\n

    \n

    \n Lo stimatore di {r`\\theta`} così ottenuto sarà indicato aggiungendo un\n cappellino e\n una M a \\theta: {r`\\widehat{\\theta}_M`}\n

    \n

    \n Visto che:\n

    \n
      \n
    • {r`\\theta = g(E(X))`}
      • \n
    • {r`\\widehat{E(X)} = \\overline{X}_n`}
      • \n
    \n

    \n Allora:\n

    \n

    \n {r`\\widehat{\\theta}_M = g( \\overline{X}_n )`}\n

    \n

    \n Se {r`\\theta`} non è esprimibile in termini di {r`E(X)`},\n si possono usare i momenti\n successivi {r`M_n^2`}, {r`M_n^3`}, {r`M_n^3`}...\n

    \n     \n
    \n
    \n \n

    \n Si può usare il metodo della massima verosomiglianza per ottenere uno stimatore\n di una popolazione X.\n

    \n

    \n Lo stimatore di {r`\\theta`} così ottenuto sarà indicato aggiungendo un\n cappellino e\n una L a \\theta: {r`\\widehat{\\theta}_L`}\n

    \n

    \n Consiste nel trovare il massimo assoluto {r`\\widehat{\\theta}_L`} della la\n funzione di verosomiglianza {r`L`}:\n

    \n

    \n {r`L(x_1, ..., x_n; \\theta) = \\prod_{i=1}^n f_X(x_i; \\theta)`}\n

    \n

    \n Gli stimatori di massima verosomiglianza sono asintoticamente corretti, consistenti\n in probabilità e asintoticamente normali.\n

    \n     \n \n

    \n Gli stimatori di massima verosomiglianza godono delle seguenti proprietà:\n

    \n
      \n
    • Sono asintoticamente corretti.
      • \n
    • Sono consistenti in probabilità.
      • \n
    • Sono asintoticamente normali.
      • \n
    • Sono invarianti: {r`\\widehat{g(\\theta)}_L = g(\\widehat{\\theta}_L)`}\n
      • \n
    \n     \n
    \n
    \n \n

    \n Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:\n

    \n

    \n {r`\\widehat{p}_M = \\widehat{p}_L = \\overline{X}_n`}\n

    \n     \n \n

    \n Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:\n

    \n

    \n {r`\\widehat{\\mu}_M = \\widehat{\\mu}_L = \\overline{X}_n`}\n

    \n     \n \n

    \n Per il metodo dei momenti oppure per il metodo della massima verosomiglianza:\n

    \n

    \n {r`\\widehat{\\lambda}_M = \\widehat{\\lambda}_L = \\frac{1}{\\overline{X}_n}`}\n

    \n     \n \n

    \n Per il metodo della massima verosomiglianza:\n

    \n
      \n
    • {r`\\widehat{\\mu}_L = \\overline{X}_n`}
      • \n
      \n
    • {r`\\widehat{\\sigma^2}_L = \\frac{\\sum (X_i - \\overline{X}_n)^2 }{n}`}\n
      • \n
    \n     \n
    \n
    \n \n
    \n \"intervallo di confidenza al 95%\"\n
    \n

    \n L'intervallo di valori di \\theta all'interno del quale siamo \"più o meno\n sicuri\" si trovi il valore effettivo:\n

    \n

    \n L'intervallo di confidenza a N della stima {r`\\widehat{W}`} è\n l'intervallo ]a, b[ tale che:\n

    \n

    \n {r`P( a < W < b ) = N`}\n

    \n

    \n Può anche essere unilatero nel caso limiti la stima in una sola direzione,\n positiva o negativa.\n

    \n     \n
    \n
    \n \n

    \n Se conosciamo la varianza di una normale, allora possiamo ricavare velocemente gli\n intervalli di confidenza all'\\alpha% con queste formule:\n

    \n
      \n
    • Intervalli\n bilateri: {r`\\mu \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}}, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}} \\right]`}\n
      • \n
    • Intervallo unilatero da\n sinistra: {r`\\mu \\in \\left( -\\infty, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}} \\right]`}\n
      • \n
    • Intervallo unilatero da\n destra: {r`\\mu \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\sigma^2}{n}}, +\\infty \\right)`}\n
      • \n
    \n     \n \n

    \n Se non conosciamo la varianza di una normale, allora possiamo ricavare velocemente gli\n intervalli di confidenza all'\\alpha% con queste formule:\n

    \n
      \n
    • Intervalli\n bilateri: {r`\\mu \\in \\left[ \\overline{x}_n - t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}}, \\overline{x}_n + t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}} \\right]`}\n
      • \n
    • Intervallo unilatero da\n sinistra: {r`\\mu \\in \\left( -\\infty, \\overline{x}_n + t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}} \\right]`}\n
      • \n
    • Intervallo unilatero da\n destra: {r`\\mu \\in \\left[ \\overline{x}_n - t_{1 - \\frac{\\alpha}{2}; n-1} \\cdot \\sqrt{\\frac{s_n^2}{n}}, +\\infty \\right)`}\n
      • \n
    \n

    \n {r`t_{\\alpha, v}`} è un quantile della distribuzione di Student di\n parametro v.\n

    \n     \n
    \n
    \n \n

    \n L'intervallo di confidenza per la proprorzione di una bernoulliana qualsiasi si ottiene\n da questa formula:\n

    \n

    \n {r`p \\in \\left[ \\overline{p} - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\overline{p} \\cdot (1 - \\overline{p})}{n+4}}, \\overline{p} + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{\\overline{p} \\cdot (1 - \\overline{p})}{n+4}} \\right]`}\n

    \n     \n
    \n
    \n \n

    \n L'intervallo di confidenza per la media di una qualsiasi popolazione si ottiene da\n questa formula:\n

    \n

    \n {r`m \\in \\left[ \\overline{x}_n - z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{s^2_n}{n}}, \\overline{x}_n + z_{1 - \\frac{\\alpha}{2}} \\cdot \\sqrt{\\frac{s^2_n}{n}} \\right]`}\n

    \n     \n
    \n
    \n     \n     \n )\n}\n","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__3phX0\",\"orange\":\"orange__1OSkI\",\"yellow\":\"yellow__2pQOr\",\"lime\":\"lime__3vRUg\",\"cyan\":\"cyan__1cBtG\",\"blue\":\"blue__1G1wb\",\"magenta\":\"magenta__3Wagv\",\"minus\":\"minus__2qLyv\"};","// extracted by mini-css-extract-plugin\nmodule.exports = {\"red\":\"red__ipSoq\",\"orange\":\"orange__1nmkj\",\"yellow\":\"yellow__353ge\",\"lime\":\"lime__3FW1E\",\"cyan\":\"cyan__2xhu7\",\"blue\":\"blue__3MvDe\",\"magenta\":\"magenta__i03ie\",\"plus\":\"plus__1eV4_\"};","import style from \"./Example.less\";\n\nexport default function (props) {\n return (\n
    \n {props.children}\n
    \n );\n}\n","import style from \"./Plus.less\";\n\nexport default function (props) {\n return {props.children};\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-VlDiGeometria.chunk.06e35.js b/docs/route-VlDiGeometria.chunk.06e35.js new file mode 100644 index 0000000..718fc67 --- /dev/null +++ b/docs/route-VlDiGeometria.chunk.06e35.js @@ -0,0 +1,2 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[16],{UvCR:function(t,i,e){"use strict";e.r(i),function(t){function o(){var t=function(t,i){i||(i=t.slice(0));return t.raw=i,t}(["\n\t\t\t\t\tTutte le videolezioni sono state pubblicate sotto licenza [CC BY-NC-SA 4.0](https://creativecommons.org/licenses/by-nc-sa/4.0/) dalla Prof.ssa Beatrice Ruini nell'anno accademico 2018/2019 sul [portale Dolly 2018](https://dolly.fim.unimore.it/2018/course/view.php?id=14#section-0) (Moodle).\n\t\t\t\t\t\n\t\t\t\t\tPer comodità, ho estratto l'url sorgente del video dall'embed presente nella rispettiva pagina.\n\t\t\t\t\t\n\t\t\t\t\t1. [Definizione di Spazio Vettoriale](https://www.youtube.com/watch?v=7eHEzf4403c) (1:17:29)\n\t\t\t\t\t2. [Sottospazi vettoriali I](https://www.youtube.com/watch?v=FPqrULk5HBU) (37:15)\n\t\t\t\t\t3. [Sottospazi vettoriali II](https://www.youtube.com/watch?v=ubDWUw9hk0k) (43:26)\n\t\t\t\t\t4. [Sottospazi vettoriali III](https://www.youtube.com/watch?v=381n4NPb6Oc) (40:29)\n\t\t\t\t\t5. [Lineare dipendenza e indipendenza](https://www.youtube.com/watch?v=9YVQ5olYrh0) (56:12)\n\t\t\t\t\t6. [Basi di uno spazio vettoriale I](https://www.youtube.com/watch?v=mEF_lcTzEoE) (25:52)\n\t\t\t\t\t7. [Basi di uno spazio vettoriale II](https://www.youtube.com/watch?v=k1r9JfXY53k) (48:24)\n\t\t\t\t\t8. [Teorema di Grassmann](https://www.youtube.com/watch?v=3sqB-MMyCWM) (32:36)\n\t\t\t\t\t9. [Basi e Matrici](https://www.youtube.com/watch?v=Rd6AB_jE7YI) (27:06)\n\t\t\t\t\t10. [Definizione di Applicazioni Lineari](https://www.youtube.com/watch?v=rmd7ffZeVYk) (16:23)\n\t\t\t\t\t11. [Proprietà delle Applicazioni Lineari](https://www.youtube.com/watch?v=MH7ztQGkqmw) (31:58)\n\t\t\t\t\t12. [Definizione di determinante](https://www.youtube.com/watch?v=EwubcLwBdzk) (36:43)\n\t\t\t\t\t13. [Proprietà e metodo di triangolazione](https://www.youtube.com/watch?v=SFusGarV6HI) (22:36)\n\t\t\t\t\t14. [Teorema di Laplace](https://www.youtube.com/watch?v=BqZDWnKl2nQ) (29:03)\n\t\t\t\t\t15. [4 applicazioni del Teorema di Laplace](https://www.youtube.com/watch?v=2tr3y725GY0) (47:53)\n\t\t\t\t\t16. [Spazi vettoriali euclidei reali - Parte 1](https://www.youtube.com/watch?v=W7Z1hm-jwMM) (28:46)\n\t\t\t\t\t17. [Spazi vettoriali euclidei reali - Parte 2](https://www.youtube.com/watch?v=zjmKE9TMGm8) (27:17)\n\t\t\t\t\t18. [Autovalori e autovettori](https://www.youtube.com/watch?v=XlrlcnvcTtQ) (33:00)\n\t\t\t\t\t19. [Polinomio caratteristico](https://www.youtube.com/watch?v=61icRbgWTdI) (31:31)\n\t\t\t\t\t20. [Teorema diagonalizzabilità](https://www.youtube.com/watch?v=wm5V6en9OFo) (18:49)\n\t\t\t\t\t21. [Spazi affini](https://player.vimeo.com/video/291457587) (20:46)\n\t\t\t\t\t22. [Sottospazi affini](https://player.vimeo.com/video/291458991) (21:32)\n\t\t\t\t\t23. [Parallelismo e Riferimenti Affini](https://player.vimeo.com/video/291510181) (16:57)\n\t\t\t\t\t24. [Rappresentazione di Sottospazi Affini](https://player.vimeo.com/video/291510296) (31:17)\n\t\t\t\t\t25. [Spazi Euclidei](https://player.vimeo.com/video/291510612) (35:57)\n\t\t\t\t\t26. [Teoria dei ranghi](https://player.vimeo.com/video/291510964) (9:44)\n\t\t\t\t\t27. [Teoria dei ranghi 2](https://player.vimeo.com/video/291510862) (14:44)\n\t\t\t\t\t\n\t\t\t\t\tNell'anno accademico 2018/2019 non sono stati trattati gli argomenti nei video 21, 22 e 23.\n\t\t\t\t"]);return o=function(){return t},t}var a=e("mbOI"),n=String.raw;i.default=function(){return t("div",null,t("h1",null,"Videolezioni di Geometria"),t(a.r,null,t(a.p,null,n(o()))))}}.call(this,e("hosL").h)}}]); +//# sourceMappingURL=route-VlDiGeometria.chunk.06e35.js.map \ No newline at end of file diff --git a/docs/route-VlDiGeometria.chunk.06e35.js.map b/docs/route-VlDiGeometria.chunk.06e35.js.map new file mode 100644 index 0000000..a0eae69 --- /dev/null +++ b/docs/route-VlDiGeometria.chunk.06e35.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/VlDiGeometria.js"],"names":["r","String","raw"],"mappings":"g1GAEMA,EAAIC,OAAOC,IAEF,qBACX,OACI,aACI,yCACA,EAAC,IAAD,KACI,EAAC,IAAD,KAAWF,EAAX,U","file":"route-VlDiGeometria.chunk.06e35.js","sourcesContent":["import {Markdown, Panel} from \"bluelib\";\n\nconst r = String.raw;\n\nexport default function (props) {\n return (\n
    \n

    Videolezioni di Geometria

    \n \n {r`\n\t\t\t\t\tTutte le videolezioni sono state pubblicate sotto licenza [CC BY-NC-SA 4.0](https://creativecommons.org/licenses/by-nc-sa/4.0/) dalla Prof.ssa Beatrice Ruini nell'anno accademico 2018/2019 sul [portale Dolly 2018](https://dolly.fim.unimore.it/2018/course/view.php?id=14#section-0) (Moodle).\n\t\t\t\t\t\n\t\t\t\t\tPer comodità, ho estratto l'url sorgente del video dall'embed presente nella rispettiva pagina.\n\t\t\t\t\t\n\t\t\t\t\t1. [Definizione di Spazio Vettoriale](https://www.youtube.com/watch?v=7eHEzf4403c) (1:17:29)\n\t\t\t\t\t2. [Sottospazi vettoriali I](https://www.youtube.com/watch?v=FPqrULk5HBU) (37:15)\n\t\t\t\t\t3. [Sottospazi vettoriali II](https://www.youtube.com/watch?v=ubDWUw9hk0k) (43:26)\n\t\t\t\t\t4. [Sottospazi vettoriali III](https://www.youtube.com/watch?v=381n4NPb6Oc) (40:29)\n\t\t\t\t\t5. [Lineare dipendenza e indipendenza](https://www.youtube.com/watch?v=9YVQ5olYrh0) (56:12)\n\t\t\t\t\t6. [Basi di uno spazio vettoriale I](https://www.youtube.com/watch?v=mEF_lcTzEoE) (25:52)\n\t\t\t\t\t7. [Basi di uno spazio vettoriale II](https://www.youtube.com/watch?v=k1r9JfXY53k) (48:24)\n\t\t\t\t\t8. [Teorema di Grassmann](https://www.youtube.com/watch?v=3sqB-MMyCWM) (32:36)\n\t\t\t\t\t9. [Basi e Matrici](https://www.youtube.com/watch?v=Rd6AB_jE7YI) (27:06)\n\t\t\t\t\t10. [Definizione di Applicazioni Lineari](https://www.youtube.com/watch?v=rmd7ffZeVYk) (16:23)\n\t\t\t\t\t11. [Proprietà delle Applicazioni Lineari](https://www.youtube.com/watch?v=MH7ztQGkqmw) (31:58)\n\t\t\t\t\t12. [Definizione di determinante](https://www.youtube.com/watch?v=EwubcLwBdzk) (36:43)\n\t\t\t\t\t13. [Proprietà e metodo di triangolazione](https://www.youtube.com/watch?v=SFusGarV6HI) (22:36)\n\t\t\t\t\t14. [Teorema di Laplace](https://www.youtube.com/watch?v=BqZDWnKl2nQ) (29:03)\n\t\t\t\t\t15. [4 applicazioni del Teorema di Laplace](https://www.youtube.com/watch?v=2tr3y725GY0) (47:53)\n\t\t\t\t\t16. [Spazi vettoriali euclidei reali - Parte 1](https://www.youtube.com/watch?v=W7Z1hm-jwMM) (28:46)\n\t\t\t\t\t17. [Spazi vettoriali euclidei reali - Parte 2](https://www.youtube.com/watch?v=zjmKE9TMGm8) (27:17)\n\t\t\t\t\t18. [Autovalori e autovettori](https://www.youtube.com/watch?v=XlrlcnvcTtQ) (33:00)\n\t\t\t\t\t19. [Polinomio caratteristico](https://www.youtube.com/watch?v=61icRbgWTdI) (31:31)\n\t\t\t\t\t20. [Teorema diagonalizzabilità](https://www.youtube.com/watch?v=wm5V6en9OFo) (18:49)\n\t\t\t\t\t21. [Spazi affini](https://player.vimeo.com/video/291457587) (20:46)\n\t\t\t\t\t22. [Sottospazi affini](https://player.vimeo.com/video/291458991) (21:32)\n\t\t\t\t\t23. [Parallelismo e Riferimenti Affini](https://player.vimeo.com/video/291510181) (16:57)\n\t\t\t\t\t24. [Rappresentazione di Sottospazi Affini](https://player.vimeo.com/video/291510296) (31:17)\n\t\t\t\t\t25. [Spazi Euclidei](https://player.vimeo.com/video/291510612) (35:57)\n\t\t\t\t\t26. [Teoria dei ranghi](https://player.vimeo.com/video/291510964) (9:44)\n\t\t\t\t\t27. [Teoria dei ranghi 2](https://player.vimeo.com/video/291510862) (14:44)\n\t\t\t\t\t\n\t\t\t\t\tNell'anno accademico 2018/2019 non sono stati trattati gli argomenti nei video 21, 22 e 23.\n\t\t\t\t`}\n \n
    \n );\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/route-VlDiGeometria.chunk.ba9ee.esm.js b/docs/route-VlDiGeometria.chunk.ba9ee.esm.js new file mode 100644 index 0000000..3d6ee39 --- /dev/null +++ b/docs/route-VlDiGeometria.chunk.ba9ee.esm.js @@ -0,0 +1,36 @@ +(window.webpackJsonp=window.webpackJsonp||[]).push([[16],{UvCR:function(t,i,e){"use strict";e.r(i),function(t){var o=e("mbOI");let a,w=t=>t;const c=String.raw;i.default=function(){return t("div",null,t("h1",null,"Videolezioni di Geometria"),t(o.r,null,t(o.p,null,c(a||(a=w` + Tutte le videolezioni sono state pubblicate sotto licenza [CC BY-NC-SA 4.0](https://creativecommons.org/licenses/by-nc-sa/4.0/) dalla Prof.ssa Beatrice Ruini nell'anno accademico 2018/2019 sul [portale Dolly 2018](https://dolly.fim.unimore.it/2018/course/view.php?id=14#section-0) (Moodle). + + Per comodità, ho estratto l'url sorgente del video dall'embed presente nella rispettiva pagina. + + 1. [Definizione di Spazio Vettoriale](https://www.youtube.com/watch?v=7eHEzf4403c) (1:17:29) + 2. [Sottospazi vettoriali I](https://www.youtube.com/watch?v=FPqrULk5HBU) (37:15) + 3. [Sottospazi vettoriali II](https://www.youtube.com/watch?v=ubDWUw9hk0k) (43:26) + 4. [Sottospazi vettoriali III](https://www.youtube.com/watch?v=381n4NPb6Oc) (40:29) + 5. [Lineare dipendenza e indipendenza](https://www.youtube.com/watch?v=9YVQ5olYrh0) (56:12) + 6. [Basi di uno spazio vettoriale I](https://www.youtube.com/watch?v=mEF_lcTzEoE) (25:52) + 7. [Basi di uno spazio vettoriale II](https://www.youtube.com/watch?v=k1r9JfXY53k) (48:24) + 8. [Teorema di Grassmann](https://www.youtube.com/watch?v=3sqB-MMyCWM) (32:36) + 9. [Basi e Matrici](https://www.youtube.com/watch?v=Rd6AB_jE7YI) (27:06) + 10. [Definizione di Applicazioni Lineari](https://www.youtube.com/watch?v=rmd7ffZeVYk) (16:23) + 11. [Proprietà delle Applicazioni Lineari](https://www.youtube.com/watch?v=MH7ztQGkqmw) (31:58) + 12. [Definizione di determinante](https://www.youtube.com/watch?v=EwubcLwBdzk) (36:43) + 13. [Proprietà e metodo di triangolazione](https://www.youtube.com/watch?v=SFusGarV6HI) (22:36) + 14. [Teorema di Laplace](https://www.youtube.com/watch?v=BqZDWnKl2nQ) (29:03) + 15. [4 applicazioni del Teorema di Laplace](https://www.youtube.com/watch?v=2tr3y725GY0) (47:53) + 16. [Spazi vettoriali euclidei reali - Parte 1](https://www.youtube.com/watch?v=W7Z1hm-jwMM) (28:46) + 17. [Spazi vettoriali euclidei reali - Parte 2](https://www.youtube.com/watch?v=zjmKE9TMGm8) (27:17) + 18. [Autovalori e autovettori](https://www.youtube.com/watch?v=XlrlcnvcTtQ) (33:00) + 19. [Polinomio caratteristico](https://www.youtube.com/watch?v=61icRbgWTdI) (31:31) + 20. [Teorema diagonalizzabilità](https://www.youtube.com/watch?v=wm5V6en9OFo) (18:49) + 21. [Spazi affini](https://player.vimeo.com/video/291457587) (20:46) + 22. [Sottospazi affini](https://player.vimeo.com/video/291458991) (21:32) + 23. [Parallelismo e Riferimenti Affini](https://player.vimeo.com/video/291510181) (16:57) + 24. [Rappresentazione di Sottospazi Affini](https://player.vimeo.com/video/291510296) (31:17) + 25. [Spazi Euclidei](https://player.vimeo.com/video/291510612) (35:57) + 26. [Teoria dei ranghi](https://player.vimeo.com/video/291510964) (9:44) + 27. [Teoria dei ranghi 2](https://player.vimeo.com/video/291510862) (14:44) + + Nell'anno accademico 2018/2019 non sono stati trattati gli argomenti nei video 21, 22 e 23. + `)))))}}.call(this,e("hosL").h)}}]); +//# sourceMappingURL=route-VlDiGeometria.chunk.ba9ee.esm.js.map \ No newline at end of file diff --git a/docs/route-VlDiGeometria.chunk.ba9ee.esm.js.map b/docs/route-VlDiGeometria.chunk.ba9ee.esm.js.map new file mode 100644 index 0000000..57ff746 --- /dev/null +++ b/docs/route-VlDiGeometria.chunk.ba9ee.esm.js.map @@ -0,0 +1 @@ +{"version":3,"sources":["webpack:///./routes/VlDiGeometria.js"],"names":["r","String","raw"],"mappings":"4IAEA,MAAMA,EAAIC,OAAOC,IAEF,qBACX,OACI,aACI,yCACA,EAAC,IAAD,KACI,EAAC,IAAD,KAAWF,EAAX,OAAa","file":"route-VlDiGeometria.chunk.ba9ee.esm.js","sourcesContent":["import {Markdown, Panel} from \"bluelib\";\n\nconst r = String.raw;\n\nexport default function (props) {\n return (\n
    \n

    Videolezioni di Geometria

    \n \n {r`\n\t\t\t\t\tTutte le videolezioni sono state pubblicate sotto licenza [CC BY-NC-SA 4.0](https://creativecommons.org/licenses/by-nc-sa/4.0/) dalla Prof.ssa Beatrice Ruini nell'anno accademico 2018/2019 sul [portale Dolly 2018](https://dolly.fim.unimore.it/2018/course/view.php?id=14#section-0) (Moodle).\n\t\t\t\t\t\n\t\t\t\t\tPer comodità, ho estratto l'url sorgente del video dall'embed presente nella rispettiva pagina.\n\t\t\t\t\t\n\t\t\t\t\t1. [Definizione di Spazio Vettoriale](https://www.youtube.com/watch?v=7eHEzf4403c) (1:17:29)\n\t\t\t\t\t2. [Sottospazi vettoriali I](https://www.youtube.com/watch?v=FPqrULk5HBU) (37:15)\n\t\t\t\t\t3. [Sottospazi vettoriali II](https://www.youtube.com/watch?v=ubDWUw9hk0k) (43:26)\n\t\t\t\t\t4. [Sottospazi vettoriali III](https://www.youtube.com/watch?v=381n4NPb6Oc) (40:29)\n\t\t\t\t\t5. [Lineare dipendenza e indipendenza](https://www.youtube.com/watch?v=9YVQ5olYrh0) (56:12)\n\t\t\t\t\t6. [Basi di uno spazio vettoriale I](https://www.youtube.com/watch?v=mEF_lcTzEoE) (25:52)\n\t\t\t\t\t7. [Basi di uno spazio vettoriale II](https://www.youtube.com/watch?v=k1r9JfXY53k) (48:24)\n\t\t\t\t\t8. [Teorema di Grassmann](https://www.youtube.com/watch?v=3sqB-MMyCWM) (32:36)\n\t\t\t\t\t9. [Basi e Matrici](https://www.youtube.com/watch?v=Rd6AB_jE7YI) (27:06)\n\t\t\t\t\t10. [Definizione di Applicazioni Lineari](https://www.youtube.com/watch?v=rmd7ffZeVYk) (16:23)\n\t\t\t\t\t11. [Proprietà delle Applicazioni Lineari](https://www.youtube.com/watch?v=MH7ztQGkqmw) (31:58)\n\t\t\t\t\t12. [Definizione di determinante](https://www.youtube.com/watch?v=EwubcLwBdzk) (36:43)\n\t\t\t\t\t13. [Proprietà e metodo di triangolazione](https://www.youtube.com/watch?v=SFusGarV6HI) (22:36)\n\t\t\t\t\t14. [Teorema di Laplace](https://www.youtube.com/watch?v=BqZDWnKl2nQ) (29:03)\n\t\t\t\t\t15. [4 applicazioni del Teorema di Laplace](https://www.youtube.com/watch?v=2tr3y725GY0) (47:53)\n\t\t\t\t\t16. [Spazi vettoriali euclidei reali - Parte 1](https://www.youtube.com/watch?v=W7Z1hm-jwMM) (28:46)\n\t\t\t\t\t17. [Spazi vettoriali euclidei reali - Parte 2](https://www.youtube.com/watch?v=zjmKE9TMGm8) (27:17)\n\t\t\t\t\t18. [Autovalori e autovettori](https://www.youtube.com/watch?v=XlrlcnvcTtQ) (33:00)\n\t\t\t\t\t19. [Polinomio caratteristico](https://www.youtube.com/watch?v=61icRbgWTdI) (31:31)\n\t\t\t\t\t20. [Teorema diagonalizzabilità](https://www.youtube.com/watch?v=wm5V6en9OFo) (18:49)\n\t\t\t\t\t21. [Spazi affini](https://player.vimeo.com/video/291457587) (20:46)\n\t\t\t\t\t22. [Sottospazi affini](https://player.vimeo.com/video/291458991) (21:32)\n\t\t\t\t\t23. [Parallelismo e Riferimenti Affini](https://player.vimeo.com/video/291510181) (16:57)\n\t\t\t\t\t24. [Rappresentazione di Sottospazi Affini](https://player.vimeo.com/video/291510296) (31:17)\n\t\t\t\t\t25. [Spazi Euclidei](https://player.vimeo.com/video/291510612) (35:57)\n\t\t\t\t\t26. [Teoria dei ranghi](https://player.vimeo.com/video/291510964) (9:44)\n\t\t\t\t\t27. [Teoria dei ranghi 2](https://player.vimeo.com/video/291510862) (14:44)\n\t\t\t\t\t\n\t\t\t\t\tNell'anno accademico 2018/2019 non sono stati trattati gli argomenti nei video 21, 22 e 23.\n\t\t\t\t`}\n \n
    \n );\n}\n"],"sourceRoot":""} \ No newline at end of file diff --git a/docs/sw-esm.js b/docs/sw-esm.js new file mode 100644 index 0000000..fe4ba30 --- /dev/null +++ b/docs/sw-esm.js @@ -0,0 +1,2 @@ +!function(e){function t(n){if(r[n])return r[n].exports;var o=r[n]={i:n,l:!1,exports:{}};return e[n].call(o.exports,o,o.exports,t),o.l=!0,o.exports}var r={};t.m=e,t.c=r,t.d=function(e,r,n){t.o(e,r)||Object.defineProperty(e,r,{enumerable:!0,get:n})},t.r=function(e){"undefined"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(e,Symbol.toStringTag,{value:"Module"}),Object.defineProperty(e,"__esModule",{value:!0})},t.t=function(e,r){if(1&r&&(e=t(e)),8&r)return e;if(4&r&&"object"==typeof e&&e&&e.__esModule)return e;var n=Object.create(null);if(t.r(n),Object.defineProperty(n,"default",{enumerable:!0,value:e}),2&r&&"string"!=typeof e)for(var o in e)t.d(n,o,function(t){return e[t]}.bind(null,o));return n},t.n=function(e){var r=e&&e.__esModule?function(){return e.default}:function(){return e};return t.d(r,"a",r),r},t.o=function(e,t){return Object.prototype.hasOwnProperty.call(e,t)},t.p="/",t(t.s="p5Qz")}({"2Gk3":function(){"use strict";try{self["workbox:cacheable-response:5.1.4"]&&_()}catch(e){}},Gpc1:function(){"use strict";try{self["workbox:precaching:5.1.4"]&&_()}catch(e){}},I3Xu:function(){"use strict";try{self["workbox:routing:5.1.4"]&&_()}catch(e){}},myed:function(){"use strict";try{self["workbox:strategies:5.1.4"]&&_()}catch(e){}},p5Qz:function(e,t,r){"use strict";function n(e){var t="function"==typeof Map?new Map:void 0;return(n=function(e){function r(){return o(e,arguments,c(this).constructor)}if(null===e||-1===Function.toString.call(e).indexOf("[native code]"))return e;if("function"!=typeof e)throw new TypeError("Super expression must either be null or a function");if(void 0!==t){if(t.has(e))return t.get(e);t.set(e,r)}return r.prototype=Object.create(e.prototype,{constructor:{value:r,enumerable:!1,writable:!0,configurable:!0}}),u(r,e)})(e)}function o(){return(o=i()?Reflect.construct:function(e,t,r){var n=[null];n.push.apply(n,t);var o=new(Function.bind.apply(e,n));return r&&u(o,r.prototype),o}).apply(null,arguments)}function i(){if("undefined"==typeof Reflect||!Reflect.construct)return!1;if(Reflect.construct.sham)return!1;if("function"==typeof Proxy)return!0;try{return Date.prototype.toString.call(Reflect.construct(Date,[],(function(){}))),!0}catch(e){return!1}}function u(e,t){return(u=Object.setPrototypeOf||function(e,t){return e.__proto__=t,e})(e,t)}function c(e){return(c=Object.setPrototypeOf?Object.getPrototypeOf:function(e){return e.__proto__||Object.getPrototypeOf(e)})(e)}function s(e,t){var r;if("undefined"==typeof Symbol||null==e[Symbol.iterator]){if(Array.isArray(e)||(r=function(e,t){if(!e)return;if("string"==typeof e)return a(e,t);var r=Object.prototype.toString.call(e).slice(8,-1);"Object"===r&&e.constructor&&(r=e.constructor.name);if("Map"===r||"Set"===r)return Array.from(e);if("Arguments"===r||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(r))return a(e,t)}(e))||t&&e&&"number"==typeof e.length){r&&(e=r);var n=0;return function(){return n>=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function a(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function y(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function m(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function b(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function R(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function A(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function q(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r0&&(self.addEventListener("install",ae),self.addEventListener("activate",le))}(e),U(t)}function x(e,t){var r;if("undefined"==typeof Symbol||null==e[Symbol.iterator]){if(Array.isArray(e)||(r=function(e,t){if(!e)return;if("string"==typeof e)return j(e,t);var r=Object.prototype.toString.call(e).slice(8,-1);"Object"===r&&e.constructor&&(r=e.constructor.name);if("Map"===r||"Set"===r)return Array.from(e);if("Arguments"===r||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(r))return j(e,t)}(e))||t&&e&&"number"==typeof e.length){r&&(e=r);var n=0;return function(){return n>=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function j(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r1?r-1:0),o=1;o0&&(t+=" :: "+JSON.stringify(n)),t},E=function(e){function t(t,r){var n,o=M(t,r);return(n=e.call(this,o)||this).name=t,n.details=r,n}var r,n;return n=e,(r=t).prototype=Object.create(n.prototype),r.prototype.constructor=r,r.__proto__=n,t}(n(Error)),N=(r("I3Xu"),function(e){return e&&"object"==typeof e?e:{handle:e}}),k=function(e,t,r){void 0===r&&(r="GET"),this.handler=N(t),this.match=e,this.method=r},W=function(e){function t(t,r,n){return e.call(this,(function(e){var r=e.url,n=t.exec(r.href);if(n&&(r.origin===location.origin||0===n.index))return n.slice(1)}),r,n)||this}var r,n;return n=e,(r=t).prototype=Object.create(n.prototype),r.prototype.constructor=r,r.__proto__=n,t}(k),F=function(e){return new URL(String(e),location.href).href.replace(new RegExp("^"+location.origin),"")},H=function(){function e(){this._routes=new Map}var t,r,n,o=e.prototype;return o.addFetchListener=function(){var e=this;self.addEventListener("fetch",(function(t){var r=e.handleRequest({request:t.request,event:t});r&&t.respondWith(r)}))},o.addCacheListener=function(){var e=this;self.addEventListener("message",(function(t){if(t.data&&"CACHE_URLS"===t.data.type){0;var r=Promise.all(t.data.payload.urlsToCache.map((function(t){"string"==typeof t&&(t=[t]);var r=l(Request,t);return e.handleRequest({request:r})})));t.waitUntil(r),t.ports&&t.ports[0]&&r.then((function(){return t.ports[0].postMessage(!0)}))}}))},o.handleRequest=function(e){var t=this,r=e.request,n=e.event;var o=new URL(r.url,location.href);if(o.protocol.startsWith("http")){var i=this.findMatchingRoute({url:o,request:r,event:n}),u=i.params,c=i.route,s=c&&c.handler;if(!s&&this._defaultHandler&&(s=this._defaultHandler),s){var a;0;try{a=s.handle({url:o,request:r,event:n,params:u})}catch(e){a=Promise.reject(e)}return a instanceof Promise&&this._catchHandler&&(a=a.catch((function(){return t._catchHandler.handle({url:o,request:r,event:n})}))),a}}},o.findMatchingRoute=function(e){var t=e.url,r=e.request,n=e.event;for(var o,i=s(this._routes.get(r.method)||[]);!(o=i()).done;){var u=o.value,c=void 0,a=u.match({url:t,request:r,event:n});if(a)return c=a,(Array.isArray(a)&&0===a.length||a.constructor===Object&&0===Object.keys(a).length||"boolean"==typeof a)&&(c=void 0),{route:u,params:c}}return{}},o.setDefaultHandler=function(e){this._defaultHandler=N(e)},o.setCatchHandler=function(e){this._catchHandler=N(e)},o.registerRoute=function(e){this._routes.has(e.method)||this._routes.set(e.method,[]),this._routes.get(e.method).push(e)},o.unregisterRoute=function(e){if(!this._routes.has(e.method))throw new E("unregister-route-but-not-found-with-method",{method:e.method});var t=this._routes.get(e.method).indexOf(e);if(!(t>-1))throw new E("unregister-route-route-not-registered");this._routes.get(e.method).splice(t,1)},t=e,(r=[{key:"routes",get:function(){return this._routes}}])&&d(t.prototype,r),n&&d(t,n),e}(),D=function(){return L||((L=new H).addFetchListener(),L.addCacheListener()),L},B=(r("Gpc1"),[]),$=function(){return B},G={googleAnalytics:"googleAnalytics",precache:"precache-v2",prefix:"workbox",runtime:"runtime",suffix:"undefined"!=typeof registration?registration.scope:""},X=function(e){return[G.prefix,e,G.suffix].filter((function(e){return e&&e.length>0})).join("-")},Q=function(e){return e||X(G.googleAnalytics)},z=function(e){return e||X(G.precache)},J=function(){return G.prefix},V=function(e){return e||X(G.runtime)},Y=function(){return G.suffix},Z=new Set,ee=function(e,t){return e.filter((function(e){return t in e}))},te=function(e){return new Promise((function(t,r){function n(){return(h=l()).done?[1]:(f=h.value,Promise.resolve(f.cacheKeyWillBeUsed.call(f,{mode:u,request:a})).then((function(e){try{return"string"==typeof(a=e)&&(a=new Request(a)),n}catch(e){return r(e)}}),r))}function o(){return t(a)}var i,u,c,s,a,l,h,f,d;return i=e.request,u=e.mode,s=ee(void 0===(c=e.plugins)?[]:c,"cacheKeyWillBeUsed"),a=i,l=v(s),(d=function(e){for(;e;){if(e.then)return void e.then(d,r);try{if(e.pop){if(e.length)return e.pop()?o.call(this):e;e=n}else e=e.call(this)}catch(e){return r(e)}}}.bind(this))(n)}))},re=function(e){return new Promise((function(t,r){var n,o,i,u,c,s,a,l,h,f,d,p;return n=e.cacheName,o=e.request,i=e.event,u=e.matchOptions,s=void 0===(c=e.plugins)?[]:c,Promise.resolve(self.caches.open(n)).then(function(e){try{return a=e,Promise.resolve(te({plugins:s,request:o,mode:"read"})).then(function(e){try{return l=e,Promise.resolve(a.match(l,u)).then(function(e){try{{var o;function c(){if((d=f()).done)return[1];{if("cachedResponseWillBeUsed"in(p=d.value))return Promise.resolve(p.cachedResponseWillBeUsed.call(p,{cacheName:n,event:i,matchOptions:u,cachedResponse:h,request:l})).then(function(t){try{return h=t,e.call(this)}catch(e){return r(e)}}.bind(this),r);function e(){return c}return e.call(this)}}return h=e,f=v(s),(o=function(e){for(;e;){if(e.then)return void e.then(o,r);try{if(e.pop){if(e.length)return e.pop()?a.call(this):e;e=c}else e=e.call(this)}catch(e){return r(e)}}}.bind(this))(c);function a(){return t(h)}}}catch(e){return r(e)}}.bind(this),r)}catch(e){return r(e)}}.bind(this),r)}catch(e){return r(e)}}.bind(this),r)}))},ne=function(e){return new Promise((function(t,r){var n,o,i,u,c,s,a,l,h,f,d,y,m,g;return n=e.cacheName,o=e.response,i=e.event,c=void 0===(u=e.plugins)?[]:u,s=e.matchOptions,Promise.resolve(te({plugins:c,request:e.request,mode:"write"})).then(function(e){try{return a=e,o?Promise.resolve((u={event:i,plugins:c,response:o,request:a},new Promise((function(e,t){function r(){if((h=l()).done)return[1];{if("cacheWillUpdate"in(f=h.value))return a=!0,Promise.resolve(f.cacheWillUpdate.call(f,{request:o,response:s,event:i})).then(function(r){try{return(s=r)?e.call(this):[1]}catch(e){return t(e)}}.bind(this),t);function e(){return r}return e.call(this)}}function n(){return a||(s=s&&200===s.status?s:void 0),e(s||null)}var o,i,c,s,a,l,h,f,d;return o=u.request,i=u.event,s=u.response,a=!1,l=v(void 0===(c=u.plugins)?[]:c),(d=function(e){for(;e;){if(e.then)return void e.then(d,t);try{if(e.pop){if(e.length)return e.pop()?n.call(this):e;e=r}else e=e.call(this)}catch(e){return t(e)}}}.bind(this))(r)})))).then(function(e){try{return(l=e)?Promise.resolve(self.caches.open(n)).then(function(e){try{return h=e,f=ee(c,"cacheDidUpdate"),Promise.resolve(new Promise((function(e,t){return f.length>0?Promise.resolve(re({cacheName:n,matchOptions:s,request:a})).then(e,t):e(null)}))).then(function(e){try{d=e;var o=function(e){try{if("QuotaExceededError"===e.name)return Promise.resolve(new Promise((function(e,t){function r(){return(i=o()).done?[1]:Promise.resolve((0,i.value)()).then((function(){try{return r}catch(e){return t(e)}}),t)}function n(){return e()}var o,i,u;return o=p(Z),(u=function(e){for(;e;){if(e.then)return void e.then(u,t);try{if(e.pop){if(e.length)return e.pop()?n.call(this):e;e=r}else e=e.call(this)}catch(e){return t(e)}}}.bind(this))(r)}))).then(function(){try{return t.call(this)}catch(e){return r(e)}}.bind(this),r);function t(){throw e}return t.call(this)}catch(e){return r(e)}}.bind(this);try{return Promise.resolve(h.put(a,l)).then((function(){try{return function(){try{var e;function o(){return(m=y()).done?[1]:(g=m.value,Promise.resolve(g.cacheDidUpdate.call(g,{cacheName:n,event:i,oldResponse:d,newResponse:l,request:a})).then((function(){try{return o}catch(e){return r(e)}}),r))}return y=v(f),(e=function(t){for(;t;){if(t.then)return void t.then(e,r);try{if(t.pop){if(t.length)return t.pop()?u.call(this):t;t=o}else t=t.call(this)}catch(e){return r(e)}}}.bind(this))(o);function u(){return t()}}catch(e){return r(e)}}()}catch(e){return o(e)}}),o)}catch(e){o(e)}}catch(e){return r(e)}}.bind(this),r)}catch(e){return r(e)}}.bind(this),r):t()}catch(e){return r(e)}}.bind(this),r):r(new E("cache-put-with-no-response",{url:F(a.url)}))}catch(e){return r(e)}var u}.bind(this),r)}))},oe=re,ie=function(e){return new Promise((function(t,r){function n(){l=ee(s,"fetchDidFail"),h=l.length>0?o.clone():null;var e=function(e){try{throw new E("plugin-error-request-will-fetch",{thrownError:e})}catch(e){return r(e)}};try{var n;function c(){if((d=f()).done)return[1];{if("requestWillFetch"in(p=d.value))return y=p.requestWillFetch,v=o.clone(),Promise.resolve(y.call(p,{request:v,event:u})).then(function(r){try{return o=r,t.call(this)}catch(t){return e(t)}}.bind(this),e);function t(){return c}return t.call(this)}}return f=g(s),(n=function(t){for(;t;){if(t.then)return void t.then(n,e);try{if(t.pop){if(t.length)return t.pop()?a.call(this):t;t=c}else t=t.call(this)}catch(t){return e(t)}}}.bind(this))(c);function a(){return function(){try{m=o.clone();var e=function(e){try{{var t;function n(){return(S=R()).done?[1]:(A=S.value,Promise.resolve(A.fetchDidFail.call(A,{error:e,event:u,originalRequest:h.clone(),request:m.clone()})).then((function(){try{return n}catch(e){return r(e)}}),r))}return R=g(l),(t=function(e){for(;e;){if(e.then)return void e.then(t,r);try{if(e.pop){if(e.length)return e.pop()?o.call(this):e;e=n}else e=e.call(this)}catch(e){return r(e)}}}.bind(this))(n);function o(){throw e}}}catch(e){return r(e)}}.bind(this);try{return"navigate"===o.mode?Promise.resolve(fetch(o)).then(function(t){try{return b=t,n.call(this)}catch(t){return e(t)}}.bind(this),e):Promise.resolve(fetch(o,i)).then(function(t){try{return b=t,n.call(this)}catch(t){return e(t)}}.bind(this),e);function n(){function r(){if((_=w()).done)return[1];{if("fetchDidSucceed"in(P=_.value))return Promise.resolve(P.fetchDidSucceed.call(P,{event:u,request:m,response:b})).then(function(r){try{return b=r,t.call(this)}catch(t){return e(t)}}.bind(this),e);function t(){return r}return t.call(this)}}function n(){return t(b)}var o;return w=g(s),(o=function(t){for(;t;){if(t.then)return void t.then(o,e);try{if(t.pop){if(t.length)return t.pop()?n.call(this):t;t=r}else t=t.call(this)}catch(t){return e(t)}}}.bind(this))(r)}}catch(t){e(t)}}catch(e){return r(e)}}()}}catch(t){e(t)}}var o,i,u,c,s,a,l,h,f,d,p,y,v,m,b,w,_,P,R,S,A;return i=e.fetchOptions,u=e.event,s=void 0===(c=e.plugins)?[]:c,"string"==typeof(o=e.request)&&(o=new Request(o)),u instanceof FetchEvent&&u.preloadResponse?Promise.resolve(u.preloadResponse).then(function(e){try{return(a=e)?t(a):n.call(this)}catch(e){return r(e)}}.bind(this),r):n.call(this)}))},ue=function(){function e(e){this._cacheName=z(e),this._urlsToCacheKeys=new Map,this._urlsToCacheModes=new Map,this._cacheKeysToIntegrities=new Map}var t=e.prototype;return t.addToCacheList=function(e){for(var t,r=[],n=P(e);!(t=n()).done;){var o=t.value;"string"==typeof o?r.push(o):o&&void 0===o.revision&&r.push(o.url);var i=_(o),u=i.cacheKey,c=i.url,s="string"!=typeof o&&o.revision?"reload":"default";if(this._urlsToCacheKeys.has(c)&&this._urlsToCacheKeys.get(c)!==u)throw new E("add-to-cache-list-conflicting-entries",{firstEntry:this._urlsToCacheKeys.get(c),secondEntry:u});if("string"!=typeof o&&o.integrity){if(this._cacheKeysToIntegrities.has(u)&&this._cacheKeysToIntegrities.get(u)!==o.integrity)throw new E("add-to-cache-list-conflicting-integrities",{url:c});this._cacheKeysToIntegrities.set(u,o.integrity)}if(this._urlsToCacheKeys.set(c,u),this._urlsToCacheModes.set(c,s),r.length>0){var a="Workbox is precaching URLs without revision info: "+r.join(", ")+"\nThis is generally NOT safe. Learn more at https://bit.ly/wb-precache";console.warn(a)}}},t.install=function(e){return new Promise(function(t,r){var n,o,i,u,c,s,a,l,h,f,d,p,y,v;return n=this,i=(o=void 0===e?{}:e).event,u=o.plugins,c=[],s=[],Promise.resolve(self.caches.open(this._cacheName)).then(function(e){try{return Promise.resolve(e.keys()).then(function(e){try{for(a=new Set(e.map((function(e){return e.url}))),l=P(this._urlsToCacheKeys);!(h=l()).done;)d=(f=h.value)[0],a.has(p=f[1])?s.push(d):c.push({cacheKey:p,url:d});return y=c.map((function(e){var t=e.cacheKey,r=e.url,o=n._cacheKeysToIntegrities.get(t),c=n._urlsToCacheModes.get(r);return n._addURLToCache({cacheKey:t,cacheMode:c,event:i,integrity:o,plugins:u,url:r})})),Promise.resolve(Promise.all(y)).then((function(){try{return v=c.map((function(e){return e.url})),t({updatedURLs:v,notUpdatedURLs:s})}catch(e){return r(e)}}),r)}catch(e){return r(e)}}.bind(this),r)}catch(e){return r(e)}}.bind(this),r)}.bind(this))},t.activate=function(){return new Promise(function(e,t){var r,n,o,i,u,c,s;return Promise.resolve(self.caches.open(this._cacheName)).then(function(a){try{return r=a,Promise.resolve(r.keys()).then(function(a){try{{var l;function h(){if((c=u()).done)return[1];{if(!o.has((s=c.value).url))return Promise.resolve(r.delete(s)).then(function(){try{return i.push(s.url),e.call(this)}catch(e){return t(e)}}.bind(this),t);function e(){return h}return e.call(this)}}return n=a,o=new Set(this._urlsToCacheKeys.values()),i=[],u=P(n),(l=function(e){for(;e;){if(e.then)return void e.then(l,t);try{if(e.pop){if(e.length)return e.pop()?f.call(this):e;e=h}else e=e.call(this)}catch(e){return t(e)}}}.bind(this))(h);function f(){return e({deletedURLs:i})}}}catch(e){return t(e)}}.bind(this),t)}catch(e){return t(e)}}.bind(this),t)}.bind(this))},t._addURLToCache=function(e){return new Promise(function(t,r){var n,o,i,u,c,s,a,l,h,f;return n=e.cacheKey,o=e.url,i=e.event,u=e.plugins,c=new Request(o,{integrity:e.integrity,cache:e.cacheMode,credentials:"same-origin"}),Promise.resolve(ie({event:i,plugins:u,request:c})).then(function(e){try{for(s=e,l=P(u||[]);!(h=l()).done;)"cacheWillUpdate"in(f=h.value)&&(a=f);return Promise.resolve(new Promise((function(e,t){return a?Promise.resolve(a.cacheWillUpdate({event:i,request:c,response:s})).then(e,t):e(s.status<400)}))).then(function(e){try{if(!e)return r(new E("bad-precaching-response",{url:o,status:s.status}));if(s.redirected)return Promise.resolve(w(s)).then(function(e){try{return s=e,a.call(this)}catch(e){return r(e)}}.bind(this),r);function a(){return Promise.resolve(ne({event:i,plugins:u,response:s,request:n===o?c:new Request(n),cacheName:this._cacheName,matchOptions:{ignoreSearch:!0}})).then((function(){try{return t()}catch(e){return r(e)}}),r)}return a.call(this)}catch(e){return r(e)}}.bind(this),r)}catch(e){return r(e)}}.bind(this),r)}.bind(this))},t.getURLsToCacheKeys=function(){return this._urlsToCacheKeys},t.getCachedURLs=function(){return[].concat(this._urlsToCacheKeys.keys())},t.getCacheKeyForURL=function(e){var t=new URL(e,location.href);return this._urlsToCacheKeys.get(t.href)},t.matchPrecache=function(e){return new Promise(function(t,r){var n,o;return n=e instanceof Request?e.url:e,(o=this.getCacheKeyForURL(n))?Promise.resolve(self.caches.open(this._cacheName)).then((function(e){try{return t(e.match(o))}catch(e){return r(e)}}),r):t(void 0)}.bind(this))},t.createHandler=function(e){var t=this;return void 0===e&&(e=!0),function(r){return new Promise((function(n,o){var i,u;i=r.request;var c=function(t){try{if(e)return n(fetch(i));throw t}catch(e){return o(e)}};try{return Promise.resolve(t.matchPrecache(i)).then((function(e){try{if(u=e)return n(u);throw new E("missing-precache-entry",{cacheName:t._cacheName,url:i instanceof Request?i.url:i})}catch(e){return c(e)}}),c)}catch(e){c(e)}}))}},t.createHandlerBoundToURL=function(e,t){if(void 0===t&&(t=!0),!this.getCacheKeyForURL(e))throw new E("non-precached-url",{url:e});var r=this.createHandler(t),n=new Request(e);return function(){return r({request:n})}},e}(),ce=function(){return K||(K=new ue),K},se=!1,ae=function(e){var t=ce(),r=$();e.waitUntil(t.install({event:e,plugins:r}).catch((function(e){throw e})))},le=function(e){var t=ce();e.waitUntil(t.activate())},he=function(e){return"navigate"===e.request.mode},fe=(r("myed"),{cacheWillUpdate:function(e){return new Promise((function(t){var r=e.response;return t(200===r.status||0===r.status?r:null)}))}}),de=function(){function e(e){if(void 0===e&&(e={}),this._cacheName=V(e.cacheName),e.plugins){var t=e.plugins.some((function(e){return!!e.cacheWillUpdate}));this._plugins=t?e.plugins:[fe].concat(e.plugins)}else this._plugins=[fe];this._networkTimeoutSeconds=e.networkTimeoutSeconds||0,this._fetchOptions=e.fetchOptions,this._matchOptions=e.matchOptions}var t=e.prototype;return t.handle=function(e){return new Promise(function(t,r){var n,o,i,u,c,s,a,l;return n=e.event,i=[],"string"==typeof(o=e.request)&&(o=new Request(o)),u=[],this._networkTimeoutSeconds&&(c=(s=this._getTimeoutPromise({request:o,event:n,logs:i})).id,u.push(s.promise)),a=this._getNetworkPromise({timeoutId:c,request:o,event:n,logs:i}),u.push(a),Promise.resolve(Promise.race(u)).then(function(e){try{if(!(l=e))return Promise.resolve(a).then(function(e){try{return l=e,n.call(this)}catch(e){return r(e)}}.bind(this),r);function n(){return l?t(l):r(new E("no-response",{url:o.url}))}return n.call(this)}catch(e){return r(e)}}.bind(this),r)}.bind(this))},t._getTimeoutPromise=function(e){var t,r=this,n=e.request,o=e.event;return{promise:new Promise((function(e){t=setTimeout((function(){return new Promise((function(t,i){return Promise.resolve(r._respondFromCache({request:n,event:o})).then((function(r){try{return e(r),t()}catch(e){return i(e)}}),i)}))}),1e3*r._networkTimeoutSeconds)})),id:t}},t._getNetworkPromise=function(e){return new Promise(function(t,r){var n,o,i,u,c,s,a;n=e.timeoutId,o=e.request,i=e.event;var l=function(){try{if(n&&clearTimeout(n),u||!c)return Promise.resolve(this._respondFromCache({request:o,event:i})).then(function(t){try{return c=t,e.call(this)}catch(e){return r(e)}}.bind(this),r);if(s=c.clone(),a=ne({cacheName:this._cacheName,request:o,response:s,event:i,plugins:this._plugins}),i)try{i.waitUntil(a)}catch(e){0}return e.call(this);function e(){return t(c)}}catch(e){return r(e)}}.bind(this),h=function(e){try{return u=e,l()}catch(e){return r(e)}};try{return Promise.resolve(ie({request:o,event:i,fetchOptions:this._fetchOptions,plugins:this._plugins})).then((function(e){try{return c=e,l()}catch(e){return h(e)}}),h)}catch(e){h(e)}}.bind(this))},t._respondFromCache=function(e){return oe({cacheName:this._cacheName,request:e.request,event:e.event,matchOptions:this._matchOptions,plugins:this._plugins})},e}(),pe=function(){function e(e,t,r){var n=this,o=void 0===r?{}:r,i=o.onupgradeneeded,u=o.onversionchange;this._db=null,this._name=e,this._version=t,this._onupgradeneeded=i,this._onversionchange=u||function(){return n.close()}}var t,r,n,o=e.prototype;return o.open=function(){return new Promise(function(e,t){var r;return r=this,this._db?e():Promise.resolve(new Promise((function(e,t){var n=!1;setTimeout((function(){n=!0,t(new Error("The open request was blocked and timed out"))}),r.OPEN_TIMEOUT);var o=indexedDB.open(r._name,r._version);o.onerror=function(){return t(o.error)},o.onupgradeneeded=function(e){n?(o.transaction.abort(),o.result.close()):"function"==typeof r._onupgradeneeded&&r._onupgradeneeded(e)},o.onsuccess=function(){var t=o.result;n?t.close():(t.onversionchange=r._onversionchange.bind(r),e(t))}}))).then(function(r){try{return this._db=r,e(this)}catch(e){return t(e)}}.bind(this),t)}.bind(this))},o.getKey=function(e,t){return new Promise(function(r,n){return Promise.resolve(this.getAllKeys(e,t,1)).then((function(e){try{return r(e[0])}catch(e){return n(e)}}),n)}.bind(this))},o.getAll=function(e,t,r){return new Promise(function(n,o){return Promise.resolve(this.getAllMatching(e,{query:t,count:r})).then(n,o)}.bind(this))},o.getAllKeys=function(e,t,r){return new Promise(function(n,o){return Promise.resolve(this.getAllMatching(e,{query:t,count:r,includeKeys:!0})).then((function(e){try{return n(e.map((function(e){return e.key})))}catch(e){return o(e)}}),o)}.bind(this))},o.getAllMatching=function(e,t){return new Promise(function(r,n){var o,i,u,c,s,a,l,h,f;return i=(o=void 0===t?{}:t).index,c=void 0===(u=o.query)?null:u,a=void 0===(s=o.direction)?"next":s,l=o.count,f=void 0!==(h=o.includeKeys)&&h,Promise.resolve(this.transaction([e],"readonly",(function(t,r){var n=t.objectStore(e),o=i?n.index(i):n,u=[],s=o.openCursor(c,a);s.onsuccess=function(){var e=s.result;e?(u.push(f?e:e.value),l&&u.length>=l?r(u):e.continue()):r(u)}}))).then(r,n)}.bind(this))},o.transaction=function(e,t,r){return new Promise(function(n,o){var i;return i=this,Promise.resolve(this.open()).then((function(){try{return Promise.resolve(new Promise((function(n,o){var u=i._db.transaction(e,t);u.onabort=function(){return o(u.error)},u.oncomplete=function(){return n()},r(u,(function(e){return n(e)}))}))).then(n,o)}catch(e){return o(e)}}),o)}.bind(this))},o._call=function(e,t,r){var n=arguments;return new Promise(function(o,i){var u,c,s;for(u=n.length,c=new Array(u>3?u-3:0),s=3;s1?u-1:0),s=1;s} [options.ignoreURLParametersMatching=[/^utm_/]] An\n * array of regex's to remove search params when looking for a cache match.\n * @param {boolean} [options.cleanURLs=true] The `cleanURLs` option will\n * check the cache for the URL with a `.html` added to the end of the end.\n * @param {module:workbox-precaching~urlManipulation} [options.urlManipulation]\n * This is a function that should take a URL and return an array of\n * alternative URLs that should be checked for precache matches.\n *\n * @memberof module:workbox-precaching\n */\nfunction addRoute(options) {\n if (!listenerAdded) {\n addFetchListener(options);\n listenerAdded = true;\n }\n}\nexport { addRoute };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { getCacheKeyForURL } from './getCacheKeyForURL.js';\nimport '../_version.js';\n/**\n * Adds a `fetch` listener to the service worker that will\n * respond to\n * [network requests]{@link https://developer.mozilla.org/en-US/docs/Web/API/Service_Worker_API/Using_Service_Workers#Custom_responses_to_requests}\n * with precached assets.\n *\n * Requests for assets that aren't precached, the `FetchEvent` will not be\n * responded to, allowing the event to fall through to other `fetch` event\n * listeners.\n *\n * NOTE: when called more than once this method will replace the previously set\n * configuration options. Calling it more than once is not recommended outside\n * of tests.\n *\n * @private\n * @param {Object} [options]\n * @param {string} [options.directoryIndex=index.html] The `directoryIndex` will\n * check cache entries for a URLs ending with '/' to see if there is a hit when\n * appending the `directoryIndex` value.\n * @param {Array} [options.ignoreURLParametersMatching=[/^utm_/]] An\n * array of regex's to remove search params when looking for a cache match.\n * @param {boolean} [options.cleanURLs=true] The `cleanURLs` option will\n * check the cache for the URL with a `.html` added to the end of the end.\n * @param {workbox.precaching~urlManipulation} [options.urlManipulation]\n * This is a function that should take a URL and return an array of\n * alternative URLs that should be checked for precache matches.\n */\nexport const addFetchListener = ({ ignoreURLParametersMatching = [/^utm_/], directoryIndex = 'index.html', cleanURLs = true, urlManipulation, } = {}) => {\n const cacheName = cacheNames.getPrecacheName();\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('fetch', ((event) => {\n const precachedURL = getCacheKeyForURL(event.request.url, {\n cleanURLs,\n directoryIndex,\n ignoreURLParametersMatching,\n urlManipulation,\n });\n if (!precachedURL) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Precaching did not find a match for ` +\n getFriendlyURL(event.request.url));\n }\n return;\n }\n let responsePromise = self.caches.open(cacheName).then((cache) => {\n return cache.match(precachedURL);\n }).then((cachedResponse) => {\n if (cachedResponse) {\n return cachedResponse;\n }\n // Fall back to the network if we don't have a cached response\n // (perhaps due to manual cache cleanup).\n if (process.env.NODE_ENV !== 'production') {\n logger.warn(`The precached response for ` +\n `${getFriendlyURL(precachedURL)} in ${cacheName} was not found. ` +\n `Falling back to the network instead.`);\n }\n return fetch(precachedURL);\n });\n if (process.env.NODE_ENV !== 'production') {\n responsePromise = responsePromise.then((response) => {\n // Workbox is going to handle the route.\n // print the routing details to the console.\n logger.groupCollapsed(`Precaching is responding to: ` +\n getFriendlyURL(event.request.url));\n logger.log(`Serving the precached url: ${precachedURL}`);\n logger.groupCollapsed(`View request details here.`);\n logger.log(event.request);\n logger.groupEnd();\n logger.groupCollapsed(`View response details here.`);\n logger.log(response);\n logger.groupEnd();\n logger.groupEnd();\n return response;\n });\n }\n event.respondWith(responsePromise);\n }));\n};\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { getOrCreatePrecacheController } from './getOrCreatePrecacheController.js';\nimport { generateURLVariations } from './generateURLVariations.js';\nimport '../_version.js';\n/**\n * This function will take the request URL and manipulate it based on the\n * configuration options.\n *\n * @param {string} url\n * @param {Object} options\n * @return {string} Returns the URL in the cache that matches the request,\n * if possible.\n *\n * @private\n */\nexport const getCacheKeyForURL = (url, options) => {\n const precacheController = getOrCreatePrecacheController();\n const urlsToCacheKeys = precacheController.getURLsToCacheKeys();\n for (const possibleURL of generateURLVariations(url, options)) {\n const possibleCacheKey = urlsToCacheKeys.get(possibleURL);\n if (possibleCacheKey) {\n return possibleCacheKey;\n }\n }\n};\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { removeIgnoredSearchParams } from './removeIgnoredSearchParams.js';\nimport '../_version.js';\n/**\n * Generator function that yields possible variations on the original URL to\n * check, one at a time.\n *\n * @param {string} url\n * @param {Object} options\n *\n * @private\n * @memberof module:workbox-precaching\n */\nexport function* generateURLVariations(url, { ignoreURLParametersMatching, directoryIndex, cleanURLs, urlManipulation, } = {}) {\n const urlObject = new URL(url, location.href);\n urlObject.hash = '';\n yield urlObject.href;\n const urlWithoutIgnoredParams = removeIgnoredSearchParams(urlObject, ignoreURLParametersMatching);\n yield urlWithoutIgnoredParams.href;\n if (directoryIndex && urlWithoutIgnoredParams.pathname.endsWith('/')) {\n const directoryURL = new URL(urlWithoutIgnoredParams.href);\n directoryURL.pathname += directoryIndex;\n yield directoryURL.href;\n }\n if (cleanURLs) {\n const cleanURL = new URL(urlWithoutIgnoredParams.href);\n cleanURL.pathname += '.html';\n yield cleanURL.href;\n }\n if (urlManipulation) {\n const additionalURLs = urlManipulation({ url: urlObject });\n for (const urlToAttempt of additionalURLs) {\n yield urlToAttempt.href;\n }\n }\n}\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * Removes any URL search parameters that should be ignored.\n *\n * @param {URL} urlObject The original URL.\n * @param {Array} ignoreURLParametersMatching RegExps to test against\n * each search parameter name. Matches mean that the search parameter should be\n * ignored.\n * @return {URL} The URL with any ignored search parameters removed.\n *\n * @private\n * @memberof module:workbox-precaching\n */\nexport function removeIgnoredSearchParams(urlObject, ignoreURLParametersMatching = []) {\n // Convert the iterable into an array at the start of the loop to make sure\n // deletion doesn't mess up iteration.\n for (const paramName of [...urlObject.searchParams.keys()]) {\n if (ignoreURLParametersMatching.some((regExp) => regExp.test(paramName))) {\n urlObject.searchParams.delete(paramName);\n }\n }\n return urlObject;\n}\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { addRoute } from './addRoute.js';\nimport { precache } from './precache.js';\nimport './_version.js';\n/**\n * This method will add entries to the precache list and add a route to\n * respond to fetch events.\n *\n * This is a convenience method that will call\n * [precache()]{@link module:workbox-precaching.precache} and\n * [addRoute()]{@link module:workbox-precaching.addRoute} in a single call.\n *\n * @param {Array} entries Array of entries to precache.\n * @param {Object} [options] See\n * [addRoute() options]{@link module:workbox-precaching.addRoute}.\n *\n * @memberof module:workbox-precaching\n */\nfunction precacheAndRoute(entries, options) {\n precache(entries);\n addRoute(options);\n}\nexport { precacheAndRoute };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { getOrCreatePrecacheController } from './utils/getOrCreatePrecacheController.js';\nimport { precachePlugins } from './utils/precachePlugins.js';\nimport './_version.js';\nconst installListener = (event) => {\n const precacheController = getOrCreatePrecacheController();\n const plugins = precachePlugins.get();\n event.waitUntil(precacheController.install({ event, plugins })\n .catch((error) => {\n if (process.env.NODE_ENV !== 'production') {\n logger.error(`Service worker installation failed. It will ` +\n `be retried automatically during the next navigation.`);\n }\n // Re-throw the error to ensure installation fails.\n throw error;\n }));\n};\nconst activateListener = (event) => {\n const precacheController = getOrCreatePrecacheController();\n event.waitUntil(precacheController.activate());\n};\n/**\n * Adds items to the precache list, removing any duplicates and\n * stores the files in the\n * [\"precache cache\"]{@link module:workbox-core.cacheNames} when the service\n * worker installs.\n *\n * This method can be called multiple times.\n *\n * Please note: This method **will not** serve any of the cached files for you.\n * It only precaches files. To respond to a network request you call\n * [addRoute()]{@link module:workbox-precaching.addRoute}.\n *\n * If you have a single array of files to precache, you can just call\n * [precacheAndRoute()]{@link module:workbox-precaching.precacheAndRoute}.\n *\n * @param {Array} [entries=[]] Array of entries to precache.\n *\n * @memberof module:workbox-precaching\n */\nfunction precache(entries) {\n const precacheController = getOrCreatePrecacheController();\n precacheController.addToCacheList(entries);\n if (entries.length > 0) {\n // NOTE: these listeners will only be added once (even if the `precache()`\n // method is called multiple times) because event listeners are implemented\n // as a set, where each listener must be unique.\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('install', installListener);\n self.addEventListener('activate', activateListener);\n }\n}\nexport { precache };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { Router } from '../Router.js';\nimport '../_version.js';\nlet defaultRouter;\n/**\n * Creates a new, singleton Router instance if one does not exist. If one\n * does already exist, that instance is returned.\n *\n * @private\n * @return {Router}\n */\nexport const getOrCreateDefaultRouter = () => {\n if (!defaultRouter) {\n defaultRouter = new Router();\n // The helpers that use the default Router assume these listeners exist.\n defaultRouter.addFetchListener();\n defaultRouter.addCacheListener();\n }\n return defaultRouter;\n};\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { PrecacheController } from '../PrecacheController.js';\nimport '../_version.js';\nlet precacheController;\n/**\n * @return {PrecacheController}\n * @private\n */\nexport const getOrCreatePrecacheController = () => {\n if (!precacheController) {\n precacheController = new PrecacheController();\n }\n return precacheController;\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { messages } from './messages.js';\nimport '../../_version.js';\nconst fallback = (code, ...args) => {\n let msg = code;\n if (args.length > 0) {\n msg += ` :: ${JSON.stringify(args)}`;\n }\n return msg;\n};\nconst generatorFunction = (code, details = {}) => {\n const message = messages[code];\n if (!message) {\n throw new Error(`Unable to find message for code '${code}'.`);\n }\n return message(details);\n};\nexport const messageGenerator = (process.env.NODE_ENV === 'production') ?\n fallback : generatorFunction;\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { messageGenerator } from '../models/messages/messageGenerator.js';\nimport '../_version.js';\n/**\n * Workbox errors should be thrown with this class.\n * This allows use to ensure the type easily in tests,\n * helps developers identify errors from workbox\n * easily and allows use to optimise error\n * messages correctly.\n *\n * @private\n */\nclass WorkboxError extends Error {\n /**\n *\n * @param {string} errorCode The error code that\n * identifies this particular error.\n * @param {Object=} details Any relevant arguments\n * that will help developers identify issues should\n * be added as a key on the context object.\n */\n constructor(errorCode, details) {\n const message = messageGenerator(errorCode, details);\n super(message);\n this.name = errorCode;\n this.details = details;\n }\n}\nexport { WorkboxError };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport '../_version.js';\n/**\n * @param {function()|Object} handler Either a function, or an object with a\n * 'handle' method.\n * @return {Object} An object with a handle method.\n *\n * @private\n */\nexport const normalizeHandler = (handler) => {\n if (handler && typeof handler === 'object') {\n if (process.env.NODE_ENV !== 'production') {\n assert.hasMethod(handler, 'handle', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'handler',\n });\n }\n return handler;\n }\n else {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(handler, 'function', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'handler',\n });\n }\n return { handle: handler };\n }\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { defaultMethod, validMethods } from './utils/constants.js';\nimport { normalizeHandler } from './utils/normalizeHandler.js';\nimport './_version.js';\n/**\n * A `Route` consists of a pair of callback functions, \"match\" and \"handler\".\n * The \"match\" callback determine if a route should be used to \"handle\" a\n * request by returning a non-falsy value if it can. The \"handler\" callback\n * is called when there is a match and should return a Promise that resolves\n * to a `Response`.\n *\n * @memberof module:workbox-routing\n */\nclass Route {\n /**\n * Constructor for Route class.\n *\n * @param {module:workbox-routing~matchCallback} match\n * A callback function that determines whether the route matches a given\n * `fetch` event by returning a non-falsy value.\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resolving to a Response.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n */\n constructor(match, handler, method = defaultMethod) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(match, 'function', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'match',\n });\n if (method) {\n assert.isOneOf(method, validMethods, { paramName: 'method' });\n }\n }\n // These values are referenced directly by Router so cannot be\n // altered by minificaton.\n this.handler = normalizeHandler(handler);\n this.match = match;\n this.method = method;\n }\n}\nexport { Route };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * The default HTTP method, 'GET', used when there's no specific method\n * configured for a route.\n *\n * @type {string}\n *\n * @private\n */\nexport const defaultMethod = 'GET';\n/**\n * The list of valid HTTP methods associated with requests that could be routed.\n *\n * @type {Array}\n *\n * @private\n */\nexport const validMethods = [\n 'DELETE',\n 'GET',\n 'HEAD',\n 'PATCH',\n 'POST',\n 'PUT',\n];\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { Route } from './Route.js';\nimport './_version.js';\n/**\n * RegExpRoute makes it easy to create a regular expression based\n * [Route]{@link module:workbox-routing.Route}.\n *\n * For same-origin requests the RegExp only needs to match part of the URL. For\n * requests against third-party servers, you must define a RegExp that matches\n * the start of the URL.\n *\n * [See the module docs for info.]{@link https://developers.google.com/web/tools/workbox/modules/workbox-routing}\n *\n * @memberof module:workbox-routing\n * @extends module:workbox-routing.Route\n */\nclass RegExpRoute extends Route {\n /**\n * If the regular expression contains\n * [capture groups]{@link https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/RegExp#grouping-back-references},\n * the captured values will be passed to the\n * [handler's]{@link module:workbox-routing~handlerCallback} `params`\n * argument.\n *\n * @param {RegExp} regExp The regular expression to match against URLs.\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n */\n constructor(regExp, handler, method) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(regExp, RegExp, {\n moduleName: 'workbox-routing',\n className: 'RegExpRoute',\n funcName: 'constructor',\n paramName: 'pattern',\n });\n }\n const match = ({ url }) => {\n const result = regExp.exec(url.href);\n // Return immediately if there's no match.\n if (!result) {\n return;\n }\n // Require that the match start at the first character in the URL string\n // if it's a cross-origin request.\n // See https://github.com/GoogleChrome/workbox/issues/281 for the context\n // behind this behavior.\n if ((url.origin !== location.origin) && (result.index !== 0)) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`The regular expression '${regExp}' only partially matched ` +\n `against the cross-origin URL '${url}'. RegExpRoute's will only ` +\n `handle cross-origin requests if they match the entire URL.`);\n }\n return;\n }\n // If the route matches, but there aren't any capture groups defined, then\n // this will return [], which is truthy and therefore sufficient to\n // indicate a match.\n // If there are capture groups, then it will return their values.\n return result.slice(1);\n };\n super(match, handler, method);\n }\n}\nexport { RegExpRoute };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst getFriendlyURL = (url) => {\n const urlObj = new URL(String(url), location.href);\n // See https://github.com/GoogleChrome/workbox/issues/2323\n // We want to include everything, except for the origin if it's same-origin.\n return urlObj.href.replace(new RegExp(`^${location.origin}`), '');\n};\nexport { getFriendlyURL };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { normalizeHandler } from './utils/normalizeHandler.js';\nimport './_version.js';\n/**\n * The Router can be used to process a FetchEvent through one or more\n * [Routes]{@link module:workbox-routing.Route} responding with a Request if\n * a matching route exists.\n *\n * If no route matches a given a request, the Router will use a \"default\"\n * handler if one is defined.\n *\n * Should the matching Route throw an error, the Router will use a \"catch\"\n * handler if one is defined to gracefully deal with issues and respond with a\n * Request.\n *\n * If a request matches multiple routes, the **earliest** registered route will\n * be used to respond to the request.\n *\n * @memberof module:workbox-routing\n */\nclass Router {\n /**\n * Initializes a new Router.\n */\n constructor() {\n this._routes = new Map();\n }\n /**\n * @return {Map>} routes A `Map` of HTTP\n * method name ('GET', etc.) to an array of all the corresponding `Route`\n * instances that are registered.\n */\n get routes() {\n return this._routes;\n }\n /**\n * Adds a fetch event listener to respond to events when a route matches\n * the event's request.\n */\n addFetchListener() {\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('fetch', ((event) => {\n const { request } = event;\n const responsePromise = this.handleRequest({ request, event });\n if (responsePromise) {\n event.respondWith(responsePromise);\n }\n }));\n }\n /**\n * Adds a message event listener for URLs to cache from the window.\n * This is useful to cache resources loaded on the page prior to when the\n * service worker started controlling it.\n *\n * The format of the message data sent from the window should be as follows.\n * Where the `urlsToCache` array may consist of URL strings or an array of\n * URL string + `requestInit` object (the same as you'd pass to `fetch()`).\n *\n * ```\n * {\n * type: 'CACHE_URLS',\n * payload: {\n * urlsToCache: [\n * './script1.js',\n * './script2.js',\n * ['./script3.js', {mode: 'no-cors'}],\n * ],\n * },\n * }\n * ```\n */\n addCacheListener() {\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('message', ((event) => {\n if (event.data && event.data.type === 'CACHE_URLS') {\n const { payload } = event.data;\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Caching URLs from the window`, payload.urlsToCache);\n }\n const requestPromises = Promise.all(payload.urlsToCache.map((entry) => {\n if (typeof entry === 'string') {\n entry = [entry];\n }\n const request = new Request(...entry);\n return this.handleRequest({ request });\n // TODO(philipwalton): TypeScript errors without this typecast for\n // some reason (probably a bug). The real type here should work but\n // doesn't: `Array | undefined>`.\n })); // TypeScript\n event.waitUntil(requestPromises);\n // If a MessageChannel was used, reply to the message on success.\n if (event.ports && event.ports[0]) {\n requestPromises.then(() => event.ports[0].postMessage(true));\n }\n }\n }));\n }\n /**\n * Apply the routing rules to a FetchEvent object to get a Response from an\n * appropriate Route's handler.\n *\n * @param {Object} options\n * @param {Request} options.request The request to handle (this is usually\n * from a fetch event, but it does not have to be).\n * @param {FetchEvent} [options.event] The event that triggered the request,\n * if applicable.\n * @return {Promise|undefined} A promise is returned if a\n * registered route can handle the request. If there is no matching\n * route and there's no `defaultHandler`, `undefined` is returned.\n */\n handleRequest({ request, event }) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(request, Request, {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'handleRequest',\n paramName: 'options.request',\n });\n }\n const url = new URL(request.url, location.href);\n if (!url.protocol.startsWith('http')) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Workbox Router only supports URLs that start with 'http'.`);\n }\n return;\n }\n const { params, route } = this.findMatchingRoute({ url, request, event });\n let handler = route && route.handler;\n const debugMessages = [];\n if (process.env.NODE_ENV !== 'production') {\n if (handler) {\n debugMessages.push([\n `Found a route to handle this request:`, route,\n ]);\n if (params) {\n debugMessages.push([\n `Passing the following params to the route's handler:`, params,\n ]);\n }\n }\n }\n // If we don't have a handler because there was no matching route, then\n // fall back to defaultHandler if that's defined.\n if (!handler && this._defaultHandler) {\n if (process.env.NODE_ENV !== 'production') {\n debugMessages.push(`Failed to find a matching route. Falling ` +\n `back to the default handler.`);\n }\n handler = this._defaultHandler;\n }\n if (!handler) {\n if (process.env.NODE_ENV !== 'production') {\n // No handler so Workbox will do nothing. If logs is set of debug\n // i.e. verbose, we should print out this information.\n logger.debug(`No route found for: ${getFriendlyURL(url)}`);\n }\n return;\n }\n if (process.env.NODE_ENV !== 'production') {\n // We have a handler, meaning Workbox is going to handle the route.\n // print the routing details to the console.\n logger.groupCollapsed(`Router is responding to: ${getFriendlyURL(url)}`);\n debugMessages.forEach((msg) => {\n if (Array.isArray(msg)) {\n logger.log(...msg);\n }\n else {\n logger.log(msg);\n }\n });\n logger.groupEnd();\n }\n // Wrap in try and catch in case the handle method throws a synchronous\n // error. It should still callback to the catch handler.\n let responsePromise;\n try {\n responsePromise = handler.handle({ url, request, event, params });\n }\n catch (err) {\n responsePromise = Promise.reject(err);\n }\n if (responsePromise instanceof Promise && this._catchHandler) {\n responsePromise = responsePromise.catch((err) => {\n if (process.env.NODE_ENV !== 'production') {\n // Still include URL here as it will be async from the console group\n // and may not make sense without the URL\n logger.groupCollapsed(`Error thrown when responding to: ` +\n ` ${getFriendlyURL(url)}. Falling back to Catch Handler.`);\n logger.error(`Error thrown by:`, route);\n logger.error(err);\n logger.groupEnd();\n }\n return this._catchHandler.handle({ url, request, event });\n });\n }\n return responsePromise;\n }\n /**\n * Checks a request and URL (and optionally an event) against the list of\n * registered routes, and if there's a match, returns the corresponding\n * route along with any params generated by the match.\n *\n * @param {Object} options\n * @param {URL} options.url\n * @param {Request} options.request The request to match.\n * @param {Event} [options.event] The corresponding event (unless N/A).\n * @return {Object} An object with `route` and `params` properties.\n * They are populated if a matching route was found or `undefined`\n * otherwise.\n */\n findMatchingRoute({ url, request, event }) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(url, URL, {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'findMatchingRoute',\n paramName: 'options.url',\n });\n assert.isInstance(request, Request, {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'findMatchingRoute',\n paramName: 'options.request',\n });\n }\n const routes = this._routes.get(request.method) || [];\n for (const route of routes) {\n let params;\n const matchResult = route.match({ url, request, event });\n if (matchResult) {\n // See https://github.com/GoogleChrome/workbox/issues/2079\n params = matchResult;\n if (Array.isArray(matchResult) && matchResult.length === 0) {\n // Instead of passing an empty array in as params, use undefined.\n params = undefined;\n }\n else if ((matchResult.constructor === Object &&\n Object.keys(matchResult).length === 0)) {\n // Instead of passing an empty object in as params, use undefined.\n params = undefined;\n }\n else if (typeof matchResult === 'boolean') {\n // For the boolean value true (rather than just something truth-y),\n // don't set params.\n // See https://github.com/GoogleChrome/workbox/pull/2134#issuecomment-513924353\n params = undefined;\n }\n // Return early if have a match.\n return { route, params };\n }\n }\n // If no match was found above, return and empty object.\n return {};\n }\n /**\n * Define a default `handler` that's called when no routes explicitly\n * match the incoming request.\n *\n * Without a default handler, unmatched requests will go against the\n * network as if there were no service worker present.\n *\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n */\n setDefaultHandler(handler) {\n this._defaultHandler = normalizeHandler(handler);\n }\n /**\n * If a Route throws an error while handling a request, this `handler`\n * will be called and given a chance to provide a response.\n *\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n */\n setCatchHandler(handler) {\n this._catchHandler = normalizeHandler(handler);\n }\n /**\n * Registers a route with the router.\n *\n * @param {module:workbox-routing.Route} route The route to register.\n */\n registerRoute(route) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(route, 'object', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.hasMethod(route, 'match', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.isType(route.handler, 'object', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.hasMethod(route.handler, 'handle', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route.handler',\n });\n assert.isType(route.method, 'string', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route.method',\n });\n }\n if (!this._routes.has(route.method)) {\n this._routes.set(route.method, []);\n }\n // Give precedence to all of the earlier routes by adding this additional\n // route to the end of the array.\n this._routes.get(route.method).push(route);\n }\n /**\n * Unregisters a route with the router.\n *\n * @param {module:workbox-routing.Route} route The route to unregister.\n */\n unregisterRoute(route) {\n if (!this._routes.has(route.method)) {\n throw new WorkboxError('unregister-route-but-not-found-with-method', {\n method: route.method,\n });\n }\n const routeIndex = this._routes.get(route.method).indexOf(route);\n if (routeIndex > -1) {\n this._routes.get(route.method).splice(routeIndex, 1);\n }\n else {\n throw new WorkboxError('unregister-route-route-not-registered');\n }\n }\n}\nexport { Router };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst plugins = [];\nexport const precachePlugins = {\n /*\n * @return {Array}\n * @private\n */\n get() {\n return plugins;\n },\n /*\n * @param {Array} newPlugins\n * @private\n */\n add(newPlugins) {\n plugins.push(...newPlugins);\n },\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst _cacheNameDetails = {\n googleAnalytics: 'googleAnalytics',\n precache: 'precache-v2',\n prefix: 'workbox',\n runtime: 'runtime',\n suffix: typeof registration !== 'undefined' ? registration.scope : '',\n};\nconst _createCacheName = (cacheName) => {\n return [_cacheNameDetails.prefix, cacheName, _cacheNameDetails.suffix]\n .filter((value) => value && value.length > 0)\n .join('-');\n};\nconst eachCacheNameDetail = (fn) => {\n for (const key of Object.keys(_cacheNameDetails)) {\n fn(key);\n }\n};\nexport const cacheNames = {\n updateDetails: (details) => {\n eachCacheNameDetail((key) => {\n if (typeof details[key] === 'string') {\n _cacheNameDetails[key] = details[key];\n }\n });\n },\n getGoogleAnalyticsName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.googleAnalytics);\n },\n getPrecacheName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.precache);\n },\n getPrefix: () => {\n return _cacheNameDetails.prefix;\n },\n getRuntimeName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.runtime);\n },\n getSuffix: () => {\n return _cacheNameDetails.suffix;\n },\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n// Callbacks to be executed whenever there's a quota error.\nconst quotaErrorCallbacks = new Set();\nexport { quotaErrorCallbacks };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nexport const pluginUtils = {\n filter: (plugins, callbackName) => {\n return plugins.filter((plugin) => callbackName in plugin);\n },\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from './assert.js';\nimport { executeQuotaErrorCallbacks } from './executeQuotaErrorCallbacks.js';\nimport { getFriendlyURL } from './getFriendlyURL.js';\nimport { logger } from './logger.js';\nimport { pluginUtils } from '../utils/pluginUtils.js';\nimport { WorkboxError } from './WorkboxError.js';\nimport '../_version.js';\n/**\n * Checks the list of plugins for the cacheKeyWillBeUsed callback, and\n * executes any of those callbacks found in sequence. The final `Request` object\n * returned by the last plugin is treated as the cache key for cache reads\n * and/or writes.\n *\n * @param {Object} options\n * @param {Request} options.request\n * @param {string} options.mode\n * @param {Array} [options.plugins=[]]\n * @return {Promise}\n *\n * @private\n * @memberof module:workbox-core\n */\nconst _getEffectiveRequest = async ({ request, mode, plugins = [], }) => {\n const cacheKeyWillBeUsedPlugins = pluginUtils.filter(plugins, \"cacheKeyWillBeUsed\" /* CACHE_KEY_WILL_BE_USED */);\n let effectiveRequest = request;\n for (const plugin of cacheKeyWillBeUsedPlugins) {\n effectiveRequest = await plugin[\"cacheKeyWillBeUsed\" /* CACHE_KEY_WILL_BE_USED */].call(plugin, { mode, request: effectiveRequest });\n if (typeof effectiveRequest === 'string') {\n effectiveRequest = new Request(effectiveRequest);\n }\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(effectiveRequest, Request, {\n moduleName: 'Plugin',\n funcName: \"cacheKeyWillBeUsed\" /* CACHE_KEY_WILL_BE_USED */,\n isReturnValueProblem: true,\n });\n }\n }\n return effectiveRequest;\n};\n/**\n * This method will call cacheWillUpdate on the available plugins (or use\n * status === 200) to determine if the Response is safe and valid to cache.\n *\n * @param {Object} options\n * @param {Request} options.request\n * @param {Response} options.response\n * @param {Event} [options.event]\n * @param {Array} [options.plugins=[]]\n * @return {Promise}\n *\n * @private\n * @memberof module:workbox-core\n */\nconst _isResponseSafeToCache = async ({ request, response, event, plugins = [], }) => {\n let responseToCache = response;\n let pluginsUsed = false;\n for (const plugin of plugins) {\n if (\"cacheWillUpdate\" /* CACHE_WILL_UPDATE */ in plugin) {\n pluginsUsed = true;\n const pluginMethod = plugin[\"cacheWillUpdate\" /* CACHE_WILL_UPDATE */];\n responseToCache = await pluginMethod.call(plugin, {\n request,\n response: responseToCache,\n event,\n });\n if (process.env.NODE_ENV !== 'production') {\n if (responseToCache) {\n assert.isInstance(responseToCache, Response, {\n moduleName: 'Plugin',\n funcName: \"cacheWillUpdate\" /* CACHE_WILL_UPDATE */,\n isReturnValueProblem: true,\n });\n }\n }\n if (!responseToCache) {\n break;\n }\n }\n }\n if (!pluginsUsed) {\n if (process.env.NODE_ENV !== 'production') {\n if (responseToCache) {\n if (responseToCache.status !== 200) {\n if (responseToCache.status === 0) {\n logger.warn(`The response for '${request.url}' is an opaque ` +\n `response. The caching strategy that you're using will not ` +\n `cache opaque responses by default.`);\n }\n else {\n logger.debug(`The response for '${request.url}' returned ` +\n `a status code of '${response.status}' and won't be cached as a ` +\n `result.`);\n }\n }\n }\n }\n responseToCache = responseToCache && responseToCache.status === 200 ?\n responseToCache : undefined;\n }\n return responseToCache ? responseToCache : null;\n};\n/**\n * This is a wrapper around cache.match().\n *\n * @param {Object} options\n * @param {string} options.cacheName Name of the cache to match against.\n * @param {Request} options.request The Request that will be used to look up\n * cache entries.\n * @param {Event} [options.event] The event that prompted the action.\n * @param {Object} [options.matchOptions] Options passed to cache.match().\n * @param {Array} [options.plugins=[]] Array of plugins.\n * @return {Response} A cached response if available.\n *\n * @private\n * @memberof module:workbox-core\n */\nconst matchWrapper = async ({ cacheName, request, event, matchOptions, plugins = [], }) => {\n const cache = await self.caches.open(cacheName);\n const effectiveRequest = await _getEffectiveRequest({\n plugins, request, mode: 'read'\n });\n let cachedResponse = await cache.match(effectiveRequest, matchOptions);\n if (process.env.NODE_ENV !== 'production') {\n if (cachedResponse) {\n logger.debug(`Found a cached response in '${cacheName}'.`);\n }\n else {\n logger.debug(`No cached response found in '${cacheName}'.`);\n }\n }\n for (const plugin of plugins) {\n if (\"cachedResponseWillBeUsed\" /* CACHED_RESPONSE_WILL_BE_USED */ in plugin) {\n const pluginMethod = plugin[\"cachedResponseWillBeUsed\" /* CACHED_RESPONSE_WILL_BE_USED */];\n cachedResponse = await pluginMethod.call(plugin, {\n cacheName,\n event,\n matchOptions,\n cachedResponse,\n request: effectiveRequest,\n });\n if (process.env.NODE_ENV !== 'production') {\n if (cachedResponse) {\n assert.isInstance(cachedResponse, Response, {\n moduleName: 'Plugin',\n funcName: \"cachedResponseWillBeUsed\" /* CACHED_RESPONSE_WILL_BE_USED */,\n isReturnValueProblem: true,\n });\n }\n }\n }\n }\n return cachedResponse;\n};\n/**\n * Wrapper around cache.put().\n *\n * Will call `cacheDidUpdate` on plugins if the cache was updated, using\n * `matchOptions` when determining what the old entry is.\n *\n * @param {Object} options\n * @param {string} options.cacheName\n * @param {Request} options.request\n * @param {Response} options.response\n * @param {Event} [options.event]\n * @param {Array} [options.plugins=[]]\n * @param {Object} [options.matchOptions]\n *\n * @private\n * @memberof module:workbox-core\n */\nconst putWrapper = async ({ cacheName, request, response, event, plugins = [], matchOptions, }) => {\n if (process.env.NODE_ENV !== 'production') {\n if (request.method && request.method !== 'GET') {\n throw new WorkboxError('attempt-to-cache-non-get-request', {\n url: getFriendlyURL(request.url),\n method: request.method,\n });\n }\n }\n const effectiveRequest = await _getEffectiveRequest({\n plugins, request, mode: 'write'\n });\n if (!response) {\n if (process.env.NODE_ENV !== 'production') {\n logger.error(`Cannot cache non-existent response for ` +\n `'${getFriendlyURL(effectiveRequest.url)}'.`);\n }\n throw new WorkboxError('cache-put-with-no-response', {\n url: getFriendlyURL(effectiveRequest.url),\n });\n }\n const responseToCache = await _isResponseSafeToCache({\n event,\n plugins,\n response,\n request: effectiveRequest,\n });\n if (!responseToCache) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Response '${getFriendlyURL(effectiveRequest.url)}' will ` +\n `not be cached.`, responseToCache);\n }\n return;\n }\n const cache = await self.caches.open(cacheName);\n const updatePlugins = pluginUtils.filter(plugins, \"cacheDidUpdate\" /* CACHE_DID_UPDATE */);\n const oldResponse = updatePlugins.length > 0 ?\n await matchWrapper({ cacheName, matchOptions, request: effectiveRequest }) :\n null;\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Updating the '${cacheName}' cache with a new Response for ` +\n `${getFriendlyURL(effectiveRequest.url)}.`);\n }\n try {\n await cache.put(effectiveRequest, responseToCache);\n }\n catch (error) {\n // See https://developer.mozilla.org/en-US/docs/Web/API/DOMException#exception-QuotaExceededError\n if (error.name === 'QuotaExceededError') {\n await executeQuotaErrorCallbacks();\n }\n throw error;\n }\n for (const plugin of updatePlugins) {\n await plugin[\"cacheDidUpdate\" /* CACHE_DID_UPDATE */].call(plugin, {\n cacheName,\n event,\n oldResponse,\n newResponse: responseToCache,\n request: effectiveRequest,\n });\n }\n};\nexport const cacheWrapper = {\n put: putWrapper,\n match: matchWrapper,\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from '../_private/logger.js';\nimport { quotaErrorCallbacks } from '../models/quotaErrorCallbacks.js';\nimport '../_version.js';\n/**\n * Runs all of the callback functions, one at a time sequentially, in the order\n * in which they were registered.\n *\n * @memberof module:workbox-core\n * @private\n */\nasync function executeQuotaErrorCallbacks() {\n if (process.env.NODE_ENV !== 'production') {\n logger.log(`About to run ${quotaErrorCallbacks.size} ` +\n `callbacks to clean up caches.`);\n }\n for (const callback of quotaErrorCallbacks) {\n await callback();\n if (process.env.NODE_ENV !== 'production') {\n logger.log(callback, 'is complete.');\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n logger.log('Finished running callbacks.');\n }\n}\nexport { executeQuotaErrorCallbacks };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { WorkboxError } from './WorkboxError.js';\nimport { logger } from './logger.js';\nimport { assert } from './assert.js';\nimport { getFriendlyURL } from '../_private/getFriendlyURL.js';\nimport { pluginUtils } from '../utils/pluginUtils.js';\nimport '../_version.js';\n/**\n * Wrapper around the fetch API.\n *\n * Will call requestWillFetch on available plugins.\n *\n * @param {Object} options\n * @param {Request|string} options.request\n * @param {Object} [options.fetchOptions]\n * @param {ExtendableEvent} [options.event]\n * @param {Array} [options.plugins=[]]\n * @return {Promise}\n *\n * @private\n * @memberof module:workbox-core\n */\nconst wrappedFetch = async ({ request, fetchOptions, event, plugins = [], }) => {\n if (typeof request === 'string') {\n request = new Request(request);\n }\n // We *should* be able to call `await event.preloadResponse` even if it's\n // undefined, but for some reason, doing so leads to errors in our Node unit\n // tests. To work around that, explicitly check preloadResponse's value first.\n if (event instanceof FetchEvent && event.preloadResponse) {\n const possiblePreloadResponse = await event.preloadResponse;\n if (possiblePreloadResponse) {\n if (process.env.NODE_ENV !== 'production') {\n logger.log(`Using a preloaded navigation response for ` +\n `'${getFriendlyURL(request.url)}'`);\n }\n return possiblePreloadResponse;\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(request, Request, {\n paramName: 'request',\n expectedClass: Request,\n moduleName: 'workbox-core',\n className: 'fetchWrapper',\n funcName: 'wrappedFetch',\n });\n }\n const failedFetchPlugins = pluginUtils.filter(plugins, \"fetchDidFail\" /* FETCH_DID_FAIL */);\n // If there is a fetchDidFail plugin, we need to save a clone of the\n // original request before it's either modified by a requestWillFetch\n // plugin or before the original request's body is consumed via fetch().\n const originalRequest = failedFetchPlugins.length > 0 ?\n request.clone() : null;\n try {\n for (const plugin of plugins) {\n if (\"requestWillFetch\" /* REQUEST_WILL_FETCH */ in plugin) {\n const pluginMethod = plugin[\"requestWillFetch\" /* REQUEST_WILL_FETCH */];\n const requestClone = request.clone();\n request = await pluginMethod.call(plugin, {\n request: requestClone,\n event,\n });\n if (process.env.NODE_ENV !== 'production') {\n if (request) {\n assert.isInstance(request, Request, {\n moduleName: 'Plugin',\n funcName: \"cachedResponseWillBeUsed\" /* CACHED_RESPONSE_WILL_BE_USED */,\n isReturnValueProblem: true,\n });\n }\n }\n }\n }\n }\n catch (err) {\n throw new WorkboxError('plugin-error-request-will-fetch', {\n thrownError: err,\n });\n }\n // The request can be altered by plugins with `requestWillFetch` making\n // the original request (Most likely from a `fetch` event) to be different\n // to the Request we make. Pass both to `fetchDidFail` to aid debugging.\n const pluginFilteredRequest = request.clone();\n try {\n let fetchResponse;\n // See https://github.com/GoogleChrome/workbox/issues/1796\n if (request.mode === 'navigate') {\n fetchResponse = await fetch(request);\n }\n else {\n fetchResponse = await fetch(request, fetchOptions);\n }\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Network request for ` +\n `'${getFriendlyURL(request.url)}' returned a response with ` +\n `status '${fetchResponse.status}'.`);\n }\n for (const plugin of plugins) {\n if (\"fetchDidSucceed\" /* FETCH_DID_SUCCEED */ in plugin) {\n fetchResponse = await plugin[\"fetchDidSucceed\" /* FETCH_DID_SUCCEED */]\n .call(plugin, {\n event,\n request: pluginFilteredRequest,\n response: fetchResponse,\n });\n if (process.env.NODE_ENV !== 'production') {\n if (fetchResponse) {\n assert.isInstance(fetchResponse, Response, {\n moduleName: 'Plugin',\n funcName: \"fetchDidSucceed\" /* FETCH_DID_SUCCEED */,\n isReturnValueProblem: true,\n });\n }\n }\n }\n }\n return fetchResponse;\n }\n catch (error) {\n if (process.env.NODE_ENV !== 'production') {\n logger.error(`Network request for ` +\n `'${getFriendlyURL(request.url)}' threw an error.`, error);\n }\n for (const plugin of failedFetchPlugins) {\n await plugin[\"fetchDidFail\" /* FETCH_DID_FAIL */].call(plugin, {\n error,\n event,\n originalRequest: originalRequest.clone(),\n request: pluginFilteredRequest.clone(),\n });\n }\n throw error;\n }\n};\nconst fetchWrapper = {\n fetch: wrappedFetch,\n};\nexport { fetchWrapper };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { cacheWrapper } from 'workbox-core/_private/cacheWrapper.js';\nimport { fetchWrapper } from 'workbox-core/_private/fetchWrapper.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { copyResponse } from 'workbox-core/copyResponse.js';\nimport { createCacheKey } from './utils/createCacheKey.js';\nimport { printCleanupDetails } from './utils/printCleanupDetails.js';\nimport { printInstallDetails } from './utils/printInstallDetails.js';\nimport './_version.js';\n/**\n * Performs efficient precaching of assets.\n *\n * @memberof module:workbox-precaching\n */\nclass PrecacheController {\n /**\n * Create a new PrecacheController.\n *\n * @param {string} [cacheName] An optional name for the cache, to override\n * the default precache name.\n */\n constructor(cacheName) {\n this._cacheName = cacheNames.getPrecacheName(cacheName);\n this._urlsToCacheKeys = new Map();\n this._urlsToCacheModes = new Map();\n this._cacheKeysToIntegrities = new Map();\n }\n /**\n * This method will add items to the precache list, removing duplicates\n * and ensuring the information is valid.\n *\n * @param {\n * Array\n * } entries Array of entries to precache.\n */\n addToCacheList(entries) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isArray(entries, {\n moduleName: 'workbox-precaching',\n className: 'PrecacheController',\n funcName: 'addToCacheList',\n paramName: 'entries',\n });\n }\n const urlsToWarnAbout = [];\n for (const entry of entries) {\n // See https://github.com/GoogleChrome/workbox/issues/2259\n if (typeof entry === 'string') {\n urlsToWarnAbout.push(entry);\n }\n else if (entry && entry.revision === undefined) {\n urlsToWarnAbout.push(entry.url);\n }\n const { cacheKey, url } = createCacheKey(entry);\n const cacheMode = (typeof entry !== 'string' && entry.revision) ?\n 'reload' : 'default';\n if (this._urlsToCacheKeys.has(url) &&\n this._urlsToCacheKeys.get(url) !== cacheKey) {\n throw new WorkboxError('add-to-cache-list-conflicting-entries', {\n firstEntry: this._urlsToCacheKeys.get(url),\n secondEntry: cacheKey,\n });\n }\n if (typeof entry !== 'string' && entry.integrity) {\n if (this._cacheKeysToIntegrities.has(cacheKey) &&\n this._cacheKeysToIntegrities.get(cacheKey) !== entry.integrity) {\n throw new WorkboxError('add-to-cache-list-conflicting-integrities', {\n url,\n });\n }\n this._cacheKeysToIntegrities.set(cacheKey, entry.integrity);\n }\n this._urlsToCacheKeys.set(url, cacheKey);\n this._urlsToCacheModes.set(url, cacheMode);\n if (urlsToWarnAbout.length > 0) {\n const warningMessage = `Workbox is precaching URLs without revision ` +\n `info: ${urlsToWarnAbout.join(', ')}\\nThis is generally NOT safe. ` +\n `Learn more at https://bit.ly/wb-precache`;\n if (process.env.NODE_ENV === 'production') {\n // Use console directly to display this warning without bloating\n // bundle sizes by pulling in all of the logger codebase in prod.\n console.warn(warningMessage);\n }\n else {\n logger.warn(warningMessage);\n }\n }\n }\n }\n /**\n * Precaches new and updated assets. Call this method from the service worker\n * install event.\n *\n * @param {Object} options\n * @param {Event} [options.event] The install event (if needed).\n * @param {Array} [options.plugins] Plugins to be used for fetching\n * and caching during install.\n * @return {Promise}\n */\n async install({ event, plugins } = {}) {\n if (process.env.NODE_ENV !== 'production') {\n if (plugins) {\n assert.isArray(plugins, {\n moduleName: 'workbox-precaching',\n className: 'PrecacheController',\n funcName: 'install',\n paramName: 'plugins',\n });\n }\n }\n const toBePrecached = [];\n const alreadyPrecached = [];\n const cache = await self.caches.open(this._cacheName);\n const alreadyCachedRequests = await cache.keys();\n const existingCacheKeys = new Set(alreadyCachedRequests.map((request) => request.url));\n for (const [url, cacheKey] of this._urlsToCacheKeys) {\n if (existingCacheKeys.has(cacheKey)) {\n alreadyPrecached.push(url);\n }\n else {\n toBePrecached.push({ cacheKey, url });\n }\n }\n const precacheRequests = toBePrecached.map(({ cacheKey, url }) => {\n const integrity = this._cacheKeysToIntegrities.get(cacheKey);\n const cacheMode = this._urlsToCacheModes.get(url);\n return this._addURLToCache({\n cacheKey,\n cacheMode,\n event,\n integrity,\n plugins,\n url,\n });\n });\n await Promise.all(precacheRequests);\n const updatedURLs = toBePrecached.map((item) => item.url);\n if (process.env.NODE_ENV !== 'production') {\n printInstallDetails(updatedURLs, alreadyPrecached);\n }\n return {\n updatedURLs,\n notUpdatedURLs: alreadyPrecached,\n };\n }\n /**\n * Deletes assets that are no longer present in the current precache manifest.\n * Call this method from the service worker activate event.\n *\n * @return {Promise}\n */\n async activate() {\n const cache = await self.caches.open(this._cacheName);\n const currentlyCachedRequests = await cache.keys();\n const expectedCacheKeys = new Set(this._urlsToCacheKeys.values());\n const deletedURLs = [];\n for (const request of currentlyCachedRequests) {\n if (!expectedCacheKeys.has(request.url)) {\n await cache.delete(request);\n deletedURLs.push(request.url);\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n printCleanupDetails(deletedURLs);\n }\n return { deletedURLs };\n }\n /**\n * Requests the entry and saves it to the cache if the response is valid.\n * By default, any response with a status code of less than 400 (including\n * opaque responses) is considered valid.\n *\n * If you need to use custom criteria to determine what's valid and what\n * isn't, then pass in an item in `options.plugins` that implements the\n * `cacheWillUpdate()` lifecycle event.\n *\n * @private\n * @param {Object} options\n * @param {string} options.cacheKey The string to use a cache key.\n * @param {string} options.url The URL to fetch and cache.\n * @param {string} [options.cacheMode] The cache mode for the network request.\n * @param {Event} [options.event] The install event (if passed).\n * @param {Array} [options.plugins] An array of plugins to apply to\n * fetch and caching.\n * @param {string} [options.integrity] The value to use for the `integrity`\n * field when making the request.\n */\n async _addURLToCache({ cacheKey, url, cacheMode, event, plugins, integrity }) {\n const request = new Request(url, {\n integrity,\n cache: cacheMode,\n credentials: 'same-origin',\n });\n let response = await fetchWrapper.fetch({\n event,\n plugins,\n request,\n });\n // Allow developers to override the default logic about what is and isn't\n // valid by passing in a plugin implementing cacheWillUpdate(), e.g.\n // a `CacheableResponsePlugin` instance.\n let cacheWillUpdatePlugin;\n for (const plugin of (plugins || [])) {\n if ('cacheWillUpdate' in plugin) {\n cacheWillUpdatePlugin = plugin;\n }\n }\n const isValidResponse = cacheWillUpdatePlugin ?\n // Use a callback if provided. It returns a truthy value if valid.\n // NOTE: invoke the method on the plugin instance so the `this` context\n // is correct.\n await cacheWillUpdatePlugin.cacheWillUpdate({ event, request, response }) :\n // Otherwise, default to considering any response status under 400 valid.\n // This includes, by default, considering opaque responses valid.\n response.status < 400;\n // Consider this a failure, leading to the `install` handler failing, if\n // we get back an invalid response.\n if (!isValidResponse) {\n throw new WorkboxError('bad-precaching-response', {\n url,\n status: response.status,\n });\n }\n // Redirected responses cannot be used to satisfy a navigation request, so\n // any redirected response must be \"copied\" rather than cloned, so the new\n // response doesn't contain the `redirected` flag. See:\n // https://bugs.chromium.org/p/chromium/issues/detail?id=669363&desc=2#c1\n if (response.redirected) {\n response = await copyResponse(response);\n }\n await cacheWrapper.put({\n event,\n plugins,\n response,\n // `request` already uses `url`. We may be able to reuse it.\n request: cacheKey === url ? request : new Request(cacheKey),\n cacheName: this._cacheName,\n matchOptions: {\n ignoreSearch: true,\n },\n });\n }\n /**\n * Returns a mapping of a precached URL to the corresponding cache key, taking\n * into account the revision information for the URL.\n *\n * @return {Map} A URL to cache key mapping.\n */\n getURLsToCacheKeys() {\n return this._urlsToCacheKeys;\n }\n /**\n * Returns a list of all the URLs that have been precached by the current\n * service worker.\n *\n * @return {Array} The precached URLs.\n */\n getCachedURLs() {\n return [...this._urlsToCacheKeys.keys()];\n }\n /**\n * Returns the cache key used for storing a given URL. If that URL is\n * unversioned, like `/index.html', then the cache key will be the original\n * URL with a search parameter appended to it.\n *\n * @param {string} url A URL whose cache key you want to look up.\n * @return {string} The versioned URL that corresponds to a cache key\n * for the original URL, or undefined if that URL isn't precached.\n */\n getCacheKeyForURL(url) {\n const urlObject = new URL(url, location.href);\n return this._urlsToCacheKeys.get(urlObject.href);\n }\n /**\n * This acts as a drop-in replacement for [`cache.match()`](https://developer.mozilla.org/en-US/docs/Web/API/Cache/match)\n * with the following differences:\n *\n * - It knows what the name of the precache is, and only checks in that cache.\n * - It allows you to pass in an \"original\" URL without versioning parameters,\n * and it will automatically look up the correct cache key for the currently\n * active revision of that URL.\n *\n * E.g., `matchPrecache('index.html')` will find the correct precached\n * response for the currently active service worker, even if the actual cache\n * key is `'/index.html?__WB_REVISION__=1234abcd'`.\n *\n * @param {string|Request} request The key (without revisioning parameters)\n * to look up in the precache.\n * @return {Promise}\n */\n async matchPrecache(request) {\n const url = request instanceof Request ? request.url : request;\n const cacheKey = this.getCacheKeyForURL(url);\n if (cacheKey) {\n const cache = await self.caches.open(this._cacheName);\n return cache.match(cacheKey);\n }\n return undefined;\n }\n /**\n * Returns a function that can be used within a\n * {@link module:workbox-routing.Route} that will find a response for the\n * incoming request against the precache.\n *\n * If for an unexpected reason there is a cache miss for the request,\n * this will fall back to retrieving the `Response` via `fetch()` when\n * `fallbackToNetwork` is `true`.\n *\n * @param {boolean} [fallbackToNetwork=true] Whether to attempt to get the\n * response from the network if there's a precache miss.\n * @return {module:workbox-routing~handlerCallback}\n */\n createHandler(fallbackToNetwork = true) {\n return async ({ request }) => {\n try {\n const response = await this.matchPrecache(request);\n if (response) {\n return response;\n }\n // This shouldn't normally happen, but there are edge cases:\n // https://github.com/GoogleChrome/workbox/issues/1441\n throw new WorkboxError('missing-precache-entry', {\n cacheName: this._cacheName,\n url: request instanceof Request ? request.url : request,\n });\n }\n catch (error) {\n if (fallbackToNetwork) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Unable to respond with precached response. ` +\n `Falling back to network.`, error);\n }\n return fetch(request);\n }\n throw error;\n }\n };\n }\n /**\n * Returns a function that looks up `url` in the precache (taking into\n * account revision information), and returns the corresponding `Response`.\n *\n * If for an unexpected reason there is a cache miss when looking up `url`,\n * this will fall back to retrieving the `Response` via `fetch()` when\n * `fallbackToNetwork` is `true`.\n *\n * @param {string} url The precached URL which will be used to lookup the\n * `Response`.\n * @param {boolean} [fallbackToNetwork=true] Whether to attempt to get the\n * response from the network if there's a precache miss.\n * @return {module:workbox-routing~handlerCallback}\n */\n createHandlerBoundToURL(url, fallbackToNetwork = true) {\n const cacheKey = this.getCacheKeyForURL(url);\n if (!cacheKey) {\n throw new WorkboxError('non-precached-url', { url });\n }\n const handler = this.createHandler(fallbackToNetwork);\n const request = new Request(url);\n return () => handler({ request });\n }\n}\nexport { PrecacheController };\n","export const isNav = event => event.request.mode === 'navigate';\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nexport const cacheOkAndOpaquePlugin = {\n /**\n * Returns a valid response (to allow caching) if the status is 200 (OK) or\n * 0 (opaque).\n *\n * @param {Object} options\n * @param {Response} options.response\n * @return {Response|null}\n *\n * @private\n */\n cacheWillUpdate: async ({ response }) => {\n if (response.status === 200 || response.status === 0) {\n return response;\n }\n return null;\n },\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { cacheWrapper } from 'workbox-core/_private/cacheWrapper.js';\nimport { fetchWrapper } from 'workbox-core/_private/fetchWrapper.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { messages } from './utils/messages.js';\nimport { cacheOkAndOpaquePlugin } from './plugins/cacheOkAndOpaquePlugin.js';\nimport './_version.js';\n/**\n * An implementation of a\n * [network first]{@link https://developers.google.com/web/fundamentals/instant-and-offline/offline-cookbook/#network-falling-back-to-cache}\n * request strategy.\n *\n * By default, this strategy will cache responses with a 200 status code as\n * well as [opaque responses]{@link https://developers.google.com/web/tools/workbox/guides/handle-third-party-requests}.\n * Opaque responses are are cross-origin requests where the response doesn't\n * support [CORS]{@link https://enable-cors.org/}.\n *\n * If the network request fails, and there is no cache match, this will throw\n * a `WorkboxError` exception.\n *\n * @memberof module:workbox-strategies\n */\nclass NetworkFirst {\n /**\n * @param {Object} options\n * @param {string} options.cacheName Cache name to store and retrieve\n * requests. Defaults to cache names provided by\n * [workbox-core]{@link module:workbox-core.cacheNames}.\n * @param {Array} options.plugins [Plugins]{@link https://developers.google.com/web/tools/workbox/guides/using-plugins}\n * to use in conjunction with this caching strategy.\n * @param {Object} options.fetchOptions Values passed along to the\n * [`init`](https://developer.mozilla.org/en-US/docs/Web/API/WindowOrWorkerGlobalScope/fetch#Parameters)\n * of all fetch() requests made by this strategy.\n * @param {Object} options.matchOptions [`CacheQueryOptions`](https://w3c.github.io/ServiceWorker/#dictdef-cachequeryoptions)\n * @param {number} options.networkTimeoutSeconds If set, any network requests\n * that fail to respond within the timeout will fallback to the cache.\n *\n * This option can be used to combat\n * \"[lie-fi]{@link https://developers.google.com/web/fundamentals/performance/poor-connectivity/#lie-fi}\"\n * scenarios.\n */\n constructor(options = {}) {\n this._cacheName = cacheNames.getRuntimeName(options.cacheName);\n if (options.plugins) {\n const isUsingCacheWillUpdate = options.plugins.some((plugin) => !!plugin.cacheWillUpdate);\n this._plugins = isUsingCacheWillUpdate ?\n options.plugins : [cacheOkAndOpaquePlugin, ...options.plugins];\n }\n else {\n // No plugins passed in, use the default plugin.\n this._plugins = [cacheOkAndOpaquePlugin];\n }\n this._networkTimeoutSeconds = options.networkTimeoutSeconds || 0;\n if (process.env.NODE_ENV !== 'production') {\n if (this._networkTimeoutSeconds) {\n assert.isType(this._networkTimeoutSeconds, 'number', {\n moduleName: 'workbox-strategies',\n className: 'NetworkFirst',\n funcName: 'constructor',\n paramName: 'networkTimeoutSeconds',\n });\n }\n }\n this._fetchOptions = options.fetchOptions;\n this._matchOptions = options.matchOptions;\n }\n /**\n * This method will perform a request strategy and follows an API that\n * will work with the\n * [Workbox Router]{@link module:workbox-routing.Router}.\n *\n * @param {Object} options\n * @param {Request|string} options.request A request to run this strategy for.\n * @param {Event} [options.event] The event that triggered the request.\n * @return {Promise}\n */\n async handle({ event, request }) {\n const logs = [];\n if (typeof request === 'string') {\n request = new Request(request);\n }\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(request, Request, {\n moduleName: 'workbox-strategies',\n className: 'NetworkFirst',\n funcName: 'handle',\n paramName: 'makeRequest',\n });\n }\n const promises = [];\n let timeoutId;\n if (this._networkTimeoutSeconds) {\n const { id, promise } = this._getTimeoutPromise({ request, event, logs });\n timeoutId = id;\n promises.push(promise);\n }\n const networkPromise = this._getNetworkPromise({ timeoutId, request, event, logs });\n promises.push(networkPromise);\n // Promise.race() will resolve as soon as the first promise resolves.\n let response = await Promise.race(promises);\n // If Promise.race() resolved with null, it might be due to a network\n // timeout + a cache miss. If that were to happen, we'd rather wait until\n // the networkPromise resolves instead of returning null.\n // Note that it's fine to await an already-resolved promise, so we don't\n // have to check to see if it's still \"in flight\".\n if (!response) {\n response = await networkPromise;\n }\n if (process.env.NODE_ENV !== 'production') {\n logger.groupCollapsed(messages.strategyStart('NetworkFirst', request));\n for (const log of logs) {\n logger.log(log);\n }\n messages.printFinalResponse(response);\n logger.groupEnd();\n }\n if (!response) {\n throw new WorkboxError('no-response', { url: request.url });\n }\n return response;\n }\n /**\n * @param {Object} options\n * @param {Request} options.request\n * @param {Array} options.logs A reference to the logs array\n * @param {Event} [options.event]\n * @return {Promise}\n *\n * @private\n */\n _getTimeoutPromise({ request, logs, event }) {\n let timeoutId;\n const timeoutPromise = new Promise((resolve) => {\n const onNetworkTimeout = async () => {\n if (process.env.NODE_ENV !== 'production') {\n logs.push(`Timing out the network response at ` +\n `${this._networkTimeoutSeconds} seconds.`);\n }\n resolve(await this._respondFromCache({ request, event }));\n };\n timeoutId = setTimeout(onNetworkTimeout, this._networkTimeoutSeconds * 1000);\n });\n return {\n promise: timeoutPromise,\n id: timeoutId,\n };\n }\n /**\n * @param {Object} options\n * @param {number|undefined} options.timeoutId\n * @param {Request} options.request\n * @param {Array} options.logs A reference to the logs Array.\n * @param {Event} [options.event]\n * @return {Promise}\n *\n * @private\n */\n async _getNetworkPromise({ timeoutId, request, logs, event }) {\n let error;\n let response;\n try {\n response = await fetchWrapper.fetch({\n request,\n event,\n fetchOptions: this._fetchOptions,\n plugins: this._plugins,\n });\n }\n catch (err) {\n error = err;\n }\n if (timeoutId) {\n clearTimeout(timeoutId);\n }\n if (process.env.NODE_ENV !== 'production') {\n if (response) {\n logs.push(`Got response from network.`);\n }\n else {\n logs.push(`Unable to get a response from the network. Will respond ` +\n `with a cached response.`);\n }\n }\n if (error || !response) {\n response = await this._respondFromCache({ request, event });\n if (process.env.NODE_ENV !== 'production') {\n if (response) {\n logs.push(`Found a cached response in the '${this._cacheName}'` +\n ` cache.`);\n }\n else {\n logs.push(`No response found in the '${this._cacheName}' cache.`);\n }\n }\n }\n else {\n // Keep the service worker alive while we put the request in the cache\n const responseClone = response.clone();\n const cachePut = cacheWrapper.put({\n cacheName: this._cacheName,\n request,\n response: responseClone,\n event,\n plugins: this._plugins,\n });\n if (event) {\n try {\n // The event has been responded to so we can keep the SW alive to\n // respond to the request\n event.waitUntil(cachePut);\n }\n catch (err) {\n if (process.env.NODE_ENV !== 'production') {\n logger.warn(`Unable to ensure service worker stays alive when ` +\n `updating cache for '${getFriendlyURL(request.url)}'.`);\n }\n }\n }\n }\n return response;\n }\n /**\n * Used if the network timeouts or fails to make the request.\n *\n * @param {Object} options\n * @param {Request} request The request to match in the cache\n * @param {Event} [options.event]\n * @return {Promise}\n *\n * @private\n */\n _respondFromCache({ event, request }) {\n return cacheWrapper.match({\n cacheName: this._cacheName,\n request,\n event,\n matchOptions: this._matchOptions,\n plugins: this._plugins,\n });\n }\n}\nexport { NetworkFirst };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * A class that wraps common IndexedDB functionality in a promise-based API.\n * It exposes all the underlying power and functionality of IndexedDB, but\n * wraps the most commonly used features in a way that's much simpler to use.\n *\n * @private\n */\nexport class DBWrapper {\n /**\n * @param {string} name\n * @param {number} version\n * @param {Object=} [callback]\n * @param {!Function} [callbacks.onupgradeneeded]\n * @param {!Function} [callbacks.onversionchange] Defaults to\n * DBWrapper.prototype._onversionchange when not specified.\n * @private\n */\n constructor(name, version, { onupgradeneeded, onversionchange, } = {}) {\n this._db = null;\n this._name = name;\n this._version = version;\n this._onupgradeneeded = onupgradeneeded;\n this._onversionchange = onversionchange || (() => this.close());\n }\n /**\n * Returns the IDBDatabase instance (not normally needed).\n * @return {IDBDatabase|undefined}\n *\n * @private\n */\n get db() {\n return this._db;\n }\n /**\n * Opens a connected to an IDBDatabase, invokes any onupgradedneeded\n * callback, and added an onversionchange callback to the database.\n *\n * @return {IDBDatabase}\n * @private\n */\n async open() {\n if (this._db)\n return;\n this._db = await new Promise((resolve, reject) => {\n // This flag is flipped to true if the timeout callback runs prior\n // to the request failing or succeeding. Note: we use a timeout instead\n // of an onblocked handler since there are cases where onblocked will\n // never never run. A timeout better handles all possible scenarios:\n // https://github.com/w3c/IndexedDB/issues/223\n let openRequestTimedOut = false;\n setTimeout(() => {\n openRequestTimedOut = true;\n reject(new Error('The open request was blocked and timed out'));\n }, this.OPEN_TIMEOUT);\n const openRequest = indexedDB.open(this._name, this._version);\n openRequest.onerror = () => reject(openRequest.error);\n openRequest.onupgradeneeded = (evt) => {\n if (openRequestTimedOut) {\n openRequest.transaction.abort();\n openRequest.result.close();\n }\n else if (typeof this._onupgradeneeded === 'function') {\n this._onupgradeneeded(evt);\n }\n };\n openRequest.onsuccess = () => {\n const db = openRequest.result;\n if (openRequestTimedOut) {\n db.close();\n }\n else {\n db.onversionchange = this._onversionchange.bind(this);\n resolve(db);\n }\n };\n });\n return this;\n }\n /**\n * Polyfills the native `getKey()` method. Note, this is overridden at\n * runtime if the browser supports the native method.\n *\n * @param {string} storeName\n * @param {*} query\n * @return {Array}\n * @private\n */\n async getKey(storeName, query) {\n return (await this.getAllKeys(storeName, query, 1))[0];\n }\n /**\n * Polyfills the native `getAll()` method. Note, this is overridden at\n * runtime if the browser supports the native method.\n *\n * @param {string} storeName\n * @param {*} query\n * @param {number} count\n * @return {Array}\n * @private\n */\n async getAll(storeName, query, count) {\n return await this.getAllMatching(storeName, { query, count });\n }\n /**\n * Polyfills the native `getAllKeys()` method. Note, this is overridden at\n * runtime if the browser supports the native method.\n *\n * @param {string} storeName\n * @param {*} query\n * @param {number} count\n * @return {Array}\n * @private\n */\n async getAllKeys(storeName, query, count) {\n const entries = await this.getAllMatching(storeName, { query, count, includeKeys: true });\n return entries.map((entry) => entry.key);\n }\n /**\n * Supports flexible lookup in an object store by specifying an index,\n * query, direction, and count. This method returns an array of objects\n * with the signature .\n *\n * @param {string} storeName\n * @param {Object} [opts]\n * @param {string} [opts.index] The index to use (if specified).\n * @param {*} [opts.query]\n * @param {IDBCursorDirection} [opts.direction]\n * @param {number} [opts.count] The max number of results to return.\n * @param {boolean} [opts.includeKeys] When true, the structure of the\n * returned objects is changed from an array of values to an array of\n * objects in the form {key, primaryKey, value}.\n * @return {Array}\n * @private\n */\n async getAllMatching(storeName, { index, query = null, // IE/Edge errors if query === `undefined`.\n direction = 'next', count, includeKeys = false, } = {}) {\n return await this.transaction([storeName], 'readonly', (txn, done) => {\n const store = txn.objectStore(storeName);\n const target = index ? store.index(index) : store;\n const results = [];\n const request = target.openCursor(query, direction);\n request.onsuccess = () => {\n const cursor = request.result;\n if (cursor) {\n results.push(includeKeys ? cursor : cursor.value);\n if (count && results.length >= count) {\n done(results);\n }\n else {\n cursor.continue();\n }\n }\n else {\n done(results);\n }\n };\n });\n }\n /**\n * Accepts a list of stores, a transaction type, and a callback and\n * performs a transaction. A promise is returned that resolves to whatever\n * value the callback chooses. The callback holds all the transaction logic\n * and is invoked with two arguments:\n * 1. The IDBTransaction object\n * 2. A `done` function, that's used to resolve the promise when\n * when the transaction is done, if passed a value, the promise is\n * resolved to that value.\n *\n * @param {Array} storeNames An array of object store names\n * involved in the transaction.\n * @param {string} type Can be `readonly` or `readwrite`.\n * @param {!Function} callback\n * @return {*} The result of the transaction ran by the callback.\n * @private\n */\n async transaction(storeNames, type, callback) {\n await this.open();\n return await new Promise((resolve, reject) => {\n const txn = this._db.transaction(storeNames, type);\n txn.onabort = () => reject(txn.error);\n txn.oncomplete = () => resolve();\n callback(txn, (value) => resolve(value));\n });\n }\n /**\n * Delegates async to a native IDBObjectStore method.\n *\n * @param {string} method The method name.\n * @param {string} storeName The object store name.\n * @param {string} type Can be `readonly` or `readwrite`.\n * @param {...*} args The list of args to pass to the native method.\n * @return {*} The result of the transaction.\n * @private\n */\n async _call(method, storeName, type, ...args) {\n const callback = (txn, done) => {\n const objStore = txn.objectStore(storeName);\n // TODO(philipwalton): Fix this underlying TS2684 error.\n // @ts-ignore\n const request = objStore[method].apply(objStore, args);\n request.onsuccess = () => done(request.result);\n };\n return await this.transaction([storeName], type, callback);\n }\n /**\n * Closes the connection opened by `DBWrapper.open()`. Generally this method\n * doesn't need to be called since:\n * 1. It's usually better to keep a connection open since opening\n * a new connection is somewhat slow.\n * 2. Connections are automatically closed when the reference is\n * garbage collected.\n * The primary use case for needing to close a connection is when another\n * reference (typically in another tab) needs to upgrade it and would be\n * blocked by the current, open connection.\n *\n * @private\n */\n close() {\n if (this._db) {\n this._db.close();\n this._db = null;\n }\n }\n}\n// Exposed on the prototype to let users modify the default timeout on a\n// per-instance or global basis.\nDBWrapper.prototype.OPEN_TIMEOUT = 2000;\n// Wrap native IDBObjectStore methods according to their mode.\nconst methodsToWrap = {\n readonly: ['get', 'count', 'getKey', 'getAll', 'getAllKeys'],\n readwrite: ['add', 'put', 'clear', 'delete'],\n};\nfor (const [mode, methods] of Object.entries(methodsToWrap)) {\n for (const method of methods) {\n if (method in IDBObjectStore.prototype) {\n // Don't use arrow functions here since we're outside of the class.\n DBWrapper.prototype[method] =\n async function (storeName, ...args) {\n return await this._call(method, storeName, mode, ...args);\n };\n }\n }\n}\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { getOrCreateDefaultRouter } from './utils/getOrCreateDefaultRouter.js';\nimport './_version.js';\n/**\n * If a Route throws an error while handling a request, this `handler`\n * will be called and given a chance to provide a response.\n *\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n *\n * @memberof module:workbox-routing\n */\nfunction setCatchHandler(handler) {\n const defaultRouter = getOrCreateDefaultRouter();\n defaultRouter.setCatchHandler(handler);\n}\nexport { setCatchHandler };\n","import { registerRoute, setCatchHandler } from 'workbox-routing';\nimport { precacheAndRoute, getCacheKeyForURL } from 'workbox-precaching';\nimport { isNav } from './utils';\nimport { NETWORK_HANDLER, PRECACHING_OPTIONS } from './contants';\n\nexport function getFiles() {\n\treturn self.__WB_MANIFEST;\n}\n\nexport function setupPrecaching(precacheFiles, precachingOptions) {\n\tprecacheAndRoute(precacheFiles, precachingOptions || PRECACHING_OPTIONS);\n}\n\nexport function setupRouting() {\n\t/**\n\t * Adding this before `precacheAndRoute` lets us handle all\n\t * the navigation requests even if they are in precache.\n\t */\n\tregisterRoute(({ event }) => isNav(event), NETWORK_HANDLER);\n\n\tsetCatchHandler(({ event }) => {\n\t\tif (isNav(event)) {\n\t\t\treturn caches.match(getCacheKeyForURL('/200.html'));\n\t\t}\n\t\treturn Response.error();\n\t});\n}\n\nexport { PRECACHING_OPTIONS };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { cacheNames as _cacheNames } from './_private/cacheNames.js';\nimport './_version.js';\n/**\n * Get the current cache names and prefix/suffix used by Workbox.\n *\n * `cacheNames.precache` is used for precached assets,\n * `cacheNames.googleAnalytics` is used by `workbox-google-analytics` to\n * store `analytics.js`, and `cacheNames.runtime` is used for everything else.\n *\n * `cacheNames.prefix` can be used to retrieve just the current prefix value.\n * `cacheNames.suffix` can be used to retrieve just the current suffix value.\n *\n * @return {Object} An object with `precache`, `runtime`, `prefix`, and\n * `googleAnalytics` properties.\n *\n * @memberof module:workbox-core\n */\nconst cacheNames = {\n get googleAnalytics() {\n return _cacheNames.getGoogleAnalyticsName();\n },\n get precache() {\n return _cacheNames.getPrecacheName();\n },\n get prefix() {\n return _cacheNames.getPrefix();\n },\n get runtime() {\n return _cacheNames.getRuntimeName();\n },\n get suffix() {\n return _cacheNames.getSuffix();\n },\n};\nexport { cacheNames };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport './_version.js';\n/**\n * This class allows you to set up rules determining what\n * status codes and/or headers need to be present in order for a\n * [`Response`](https://developer.mozilla.org/en-US/docs/Web/API/Response)\n * to be considered cacheable.\n *\n * @memberof module:workbox-cacheable-response\n */\nclass CacheableResponse {\n /**\n * To construct a new CacheableResponse instance you must provide at least\n * one of the `config` properties.\n *\n * If both `statuses` and `headers` are specified, then both conditions must\n * be met for the `Response` to be considered cacheable.\n *\n * @param {Object} config\n * @param {Array} [config.statuses] One or more status codes that a\n * `Response` can have and be considered cacheable.\n * @param {Object} [config.headers] A mapping of header names\n * and expected values that a `Response` can have and be considered cacheable.\n * If multiple headers are provided, only one needs to be present.\n */\n constructor(config = {}) {\n if (process.env.NODE_ENV !== 'production') {\n if (!(config.statuses || config.headers)) {\n throw new WorkboxError('statuses-or-headers-required', {\n moduleName: 'workbox-cacheable-response',\n className: 'CacheableResponse',\n funcName: 'constructor',\n });\n }\n if (config.statuses) {\n assert.isArray(config.statuses, {\n moduleName: 'workbox-cacheable-response',\n className: 'CacheableResponse',\n funcName: 'constructor',\n paramName: 'config.statuses',\n });\n }\n if (config.headers) {\n assert.isType(config.headers, 'object', {\n moduleName: 'workbox-cacheable-response',\n className: 'CacheableResponse',\n funcName: 'constructor',\n paramName: 'config.headers',\n });\n }\n }\n this._statuses = config.statuses;\n this._headers = config.headers;\n }\n /**\n * Checks a response to see whether it's cacheable or not, based on this\n * object's configuration.\n *\n * @param {Response} response The response whose cacheability is being\n * checked.\n * @return {boolean} `true` if the `Response` is cacheable, and `false`\n * otherwise.\n */\n isResponseCacheable(response) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(response, Response, {\n moduleName: 'workbox-cacheable-response',\n className: 'CacheableResponse',\n funcName: 'isResponseCacheable',\n paramName: 'response',\n });\n }\n let cacheable = true;\n if (this._statuses) {\n cacheable = this._statuses.includes(response.status);\n }\n if (this._headers && cacheable) {\n cacheable = Object.keys(this._headers).some((headerName) => {\n return response.headers.get(headerName) === this._headers[headerName];\n });\n }\n if (process.env.NODE_ENV !== 'production') {\n if (!cacheable) {\n logger.groupCollapsed(`The request for ` +\n `'${getFriendlyURL(response.url)}' returned a response that does ` +\n `not meet the criteria for being cached.`);\n logger.groupCollapsed(`View cacheability criteria here.`);\n logger.log(`Cacheable statuses: ` +\n JSON.stringify(this._statuses));\n logger.log(`Cacheable headers: ` +\n JSON.stringify(this._headers, null, 2));\n logger.groupEnd();\n const logFriendlyHeaders = {};\n response.headers.forEach((value, key) => {\n logFriendlyHeaders[key] = value;\n });\n logger.groupCollapsed(`View response status and headers here.`);\n logger.log(`Response status: ` + response.status);\n logger.log(`Response headers: ` +\n JSON.stringify(logFriendlyHeaders, null, 2));\n logger.groupEnd();\n logger.groupCollapsed(`View full response details here.`);\n logger.log(response.headers);\n logger.log(response);\n logger.groupEnd();\n logger.groupEnd();\n }\n }\n return cacheable;\n }\n}\nexport { CacheableResponse };\n","import { NetworkFirst } from 'workbox-strategies';\nimport { cacheNames } from 'workbox-core';\nimport { CacheableResponsePlugin } from 'workbox-cacheable-response';\n\nexport const PRECACHING_OPTIONS = {};\n\nexport const NETWORK_HANDLER = new NetworkFirst({\n\t// this cache is plunged with every new service worker deploy so we dont need to care about purging the cache.\n\tcacheName: cacheNames.precache,\n\tnetworkTimeoutSeconds: 5, // if u dont start getting headers within 5 sec fallback to cache.\n\tplugins: [\n\t\tnew CacheableResponsePlugin({\n\t\t\tstatuses: [200], // only cache valid responses, not opaque responses e.g. wifi portal.\n\t\t}),\n\t],\n});\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { Route } from './Route.js';\nimport { RegExpRoute } from './RegExpRoute.js';\nimport { getOrCreateDefaultRouter } from './utils/getOrCreateDefaultRouter.js';\nimport './_version.js';\n/**\n * Easily register a RegExp, string, or function with a caching\n * strategy to a singleton Router instance.\n *\n * This method will generate a Route for you if needed and\n * call [registerRoute()]{@link module:workbox-routing.Router#registerRoute}.\n *\n * @param {RegExp|string|module:workbox-routing.Route~matchCallback|module:workbox-routing.Route} capture\n * If the capture param is a `Route`, all other arguments will be ignored.\n * @param {module:workbox-routing~handlerCallback} [handler] A callback\n * function that returns a Promise resulting in a Response. This parameter\n * is required if `capture` is not a `Route` object.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n * @return {module:workbox-routing.Route} The generated `Route`(Useful for\n * unregistering).\n *\n * @memberof module:workbox-routing\n */\nfunction registerRoute(capture, handler, method) {\n let route;\n if (typeof capture === 'string') {\n const captureUrl = new URL(capture, location.href);\n if (process.env.NODE_ENV !== 'production') {\n if (!(capture.startsWith('/') || capture.startsWith('http'))) {\n throw new WorkboxError('invalid-string', {\n moduleName: 'workbox-routing',\n funcName: 'registerRoute',\n paramName: 'capture',\n });\n }\n // We want to check if Express-style wildcards are in the pathname only.\n // TODO: Remove this log message in v4.\n const valueToCheck = capture.startsWith('http') ?\n captureUrl.pathname : capture;\n // See https://github.com/pillarjs/path-to-regexp#parameters\n const wildcards = '[*:?+]';\n if ((new RegExp(`${wildcards}`)).exec(valueToCheck)) {\n logger.debug(`The '$capture' parameter contains an Express-style wildcard ` +\n `character (${wildcards}). Strings are now always interpreted as ` +\n `exact matches; use a RegExp for partial or wildcard matches.`);\n }\n }\n const matchCallback = ({ url }) => {\n if (process.env.NODE_ENV !== 'production') {\n if ((url.pathname === captureUrl.pathname) &&\n (url.origin !== captureUrl.origin)) {\n logger.debug(`${capture} only partially matches the cross-origin URL ` +\n `${url}. This route will only handle cross-origin requests ` +\n `if they match the entire URL.`);\n }\n }\n return url.href === captureUrl.href;\n };\n // If `capture` is a string then `handler` and `method` must be present.\n route = new Route(matchCallback, handler, method);\n }\n else if (capture instanceof RegExp) {\n // If `capture` is a `RegExp` then `handler` and `method` must be present.\n route = new RegExpRoute(capture, handler, method);\n }\n else if (typeof capture === 'function') {\n // If `capture` is a function then `handler` and `method` must be present.\n route = new Route(capture, handler, method);\n }\n else if (capture instanceof Route) {\n route = capture;\n }\n else {\n throw new WorkboxError('unsupported-route-type', {\n moduleName: 'workbox-routing',\n funcName: 'registerRoute',\n paramName: 'capture',\n });\n }\n const defaultRouter = getOrCreateDefaultRouter();\n defaultRouter.registerRoute(route);\n return route;\n}\nexport { registerRoute };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { CacheableResponse } from './CacheableResponse.js';\nimport './_version.js';\n/**\n * A class implementing the `cacheWillUpdate` lifecycle callback. This makes it\n * easier to add in cacheability checks to requests made via Workbox's built-in\n * strategies.\n *\n * @memberof module:workbox-cacheable-response\n */\nclass CacheableResponsePlugin {\n /**\n * To construct a new CacheableResponsePlugin instance you must provide at\n * least one of the `config` properties.\n *\n * If both `statuses` and `headers` are specified, then both conditions must\n * be met for the `Response` to be considered cacheable.\n *\n * @param {Object} config\n * @param {Array} [config.statuses] One or more status codes that a\n * `Response` can have and be considered cacheable.\n * @param {Object} [config.headers] A mapping of header names\n * and expected values that a `Response` can have and be considered cacheable.\n * If multiple headers are provided, only one needs to be present.\n */\n constructor(config) {\n /**\n * @param {Object} options\n * @param {Response} options.response\n * @return {Response|null}\n * @private\n */\n this.cacheWillUpdate = async ({ response }) => {\n if (this._cacheableResponse.isResponseCacheable(response)) {\n return response;\n }\n return null;\n };\n this._cacheableResponse = new CacheableResponse(config);\n }\n}\nexport { CacheableResponsePlugin };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { getOrCreatePrecacheController } from './utils/getOrCreatePrecacheController.js';\nimport './_version.js';\n/**\n * Takes in a URL, and returns the corresponding URL that could be used to\n * lookup the entry in the precache.\n *\n * If a relative URL is provided, the location of the service worker file will\n * be used as the base.\n *\n * For precached entries without revision information, the cache key will be the\n * same as the original URL.\n *\n * For precached entries with revision information, the cache key will be the\n * original URL with the addition of a query parameter used for keeping track of\n * the revision info.\n *\n * @param {string} url The URL whose cache key to look up.\n * @return {string} The cache key that corresponds to that URL.\n *\n * @memberof module:workbox-precaching\n */\nfunction getCacheKeyForURL(url) {\n const precacheController = getOrCreatePrecacheController();\n return precacheController.getCacheKeyForURL(url);\n}\nexport { getCacheKeyForURL };\n","\"use strict\";\n// @ts-ignore\ntry {\n self['workbox:core:5.1.4'] && _();\n}\ncatch (e) { }\n"]} \ No newline at end of file diff --git a/docs/sw.js b/docs/sw.js new file mode 100644 index 0000000..3637216 --- /dev/null +++ b/docs/sw.js @@ -0,0 +1,2 @@ +!function(e){function t(n){if(r[n])return r[n].exports;var o=r[n]={i:n,l:!1,exports:{}};return e[n].call(o.exports,o,o.exports,t),o.l=!0,o.exports}var r={};t.m=e,t.c=r,t.d=function(e,r,n){t.o(e,r)||Object.defineProperty(e,r,{enumerable:!0,get:n})},t.r=function(e){"undefined"!=typeof Symbol&&Symbol.toStringTag&&Object.defineProperty(e,Symbol.toStringTag,{value:"Module"}),Object.defineProperty(e,"__esModule",{value:!0})},t.t=function(e,r){if(1&r&&(e=t(e)),8&r)return e;if(4&r&&"object"==typeof e&&e&&e.__esModule)return e;var n=Object.create(null);if(t.r(n),Object.defineProperty(n,"default",{enumerable:!0,value:e}),2&r&&"string"!=typeof e)for(var o in e)t.d(n,o,function(t){return e[t]}.bind(null,o));return n},t.n=function(e){var r=e&&e.__esModule?function(){return e.default}:function(){return e};return t.d(r,"a",r),r},t.o=function(e,t){return Object.prototype.hasOwnProperty.call(e,t)},t.p="/",t(t.s="p5Qz")}({"2Gk3":function(){"use strict";try{self["workbox:cacheable-response:5.1.4"]&&_()}catch(e){}},Gpc1:function(){"use strict";try{self["workbox:precaching:5.1.4"]&&_()}catch(e){}},I3Xu:function(){"use strict";try{self["workbox:routing:5.1.4"]&&_()}catch(e){}},myed:function(){"use strict";try{self["workbox:strategies:5.1.4"]&&_()}catch(e){}},p5Qz:function(e,t,r){"use strict";function n(e){var t="function"==typeof Map?new Map:void 0;return(n=function(e){function r(){return o(e,arguments,c(this).constructor)}if(null===e||-1===Function.toString.call(e).indexOf("[native code]"))return e;if("function"!=typeof e)throw new TypeError("Super expression must either be null or a function");if(void 0!==t){if(t.has(e))return t.get(e);t.set(e,r)}return r.prototype=Object.create(e.prototype,{constructor:{value:r,enumerable:!1,writable:!0,configurable:!0}}),u(r,e)})(e)}function o(){return(o=i()?Reflect.construct:function(e,t,r){var n=[null];n.push.apply(n,t);var o=new(Function.bind.apply(e,n));return r&&u(o,r.prototype),o}).apply(null,arguments)}function i(){if("undefined"==typeof Reflect||!Reflect.construct)return!1;if(Reflect.construct.sham)return!1;if("function"==typeof Proxy)return!0;try{return Date.prototype.toString.call(Reflect.construct(Date,[],(function(){}))),!0}catch(e){return!1}}function u(e,t){return(u=Object.setPrototypeOf||function(e,t){return e.__proto__=t,e})(e,t)}function c(e){return(c=Object.setPrototypeOf?Object.getPrototypeOf:function(e){return e.__proto__||Object.getPrototypeOf(e)})(e)}function s(e,t){var r;if("undefined"==typeof Symbol||null==e[Symbol.iterator]){if(Array.isArray(e)||(r=function(e,t){if(!e)return;if("string"==typeof e)return a(e,t);var r=Object.prototype.toString.call(e).slice(8,-1);"Object"===r&&e.constructor&&(r=e.constructor.name);if("Map"===r||"Set"===r)return Array.from(e);if("Arguments"===r||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(r))return a(e,t)}(e))||t&&e&&"number"==typeof e.length){r&&(e=r);var n=0;return function(){return n>=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function a(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function y(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function m(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function b(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function R(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function A(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function q(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r0&&(self.addEventListener("install",ae),self.addEventListener("activate",le))}(e),U(t)}function x(e,t){var r;if("undefined"==typeof Symbol||null==e[Symbol.iterator]){if(Array.isArray(e)||(r=function(e,t){if(!e)return;if("string"==typeof e)return j(e,t);var r=Object.prototype.toString.call(e).slice(8,-1);"Object"===r&&e.constructor&&(r=e.constructor.name);if("Map"===r||"Set"===r)return Array.from(e);if("Arguments"===r||/^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(r))return j(e,t)}(e))||t&&e&&"number"==typeof e.length){r&&(e=r);var n=0;return function(){return n>=e.length?{done:!0}:{done:!1,value:e[n++]}}}throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.")}return(r=e[Symbol.iterator]()).next.bind(r)}function j(e,t){(null==t||t>e.length)&&(t=e.length);for(var r=0,n=new Array(t);r1?r-1:0),o=1;o0&&(t+=" :: "+JSON.stringify(n)),t},E=function(e){function t(t,r){var n,o=M(t,r);return(n=e.call(this,o)||this).name=t,n.details=r,n}var r,n;return n=e,(r=t).prototype=Object.create(n.prototype),r.prototype.constructor=r,r.__proto__=n,t}(n(Error)),N=(r("I3Xu"),function(e){return e&&"object"==typeof e?e:{handle:e}}),k=function(e,t,r){void 0===r&&(r="GET"),this.handler=N(t),this.match=e,this.method=r},W=function(e){function t(t,r,n){return e.call(this,(function(e){var r=e.url,n=t.exec(r.href);if(n&&(r.origin===location.origin||0===n.index))return n.slice(1)}),r,n)||this}var r,n;return n=e,(r=t).prototype=Object.create(n.prototype),r.prototype.constructor=r,r.__proto__=n,t}(k),F=function(e){return new URL(String(e),location.href).href.replace(new RegExp("^"+location.origin),"")},H=function(){function e(){this._routes=new Map}var t,r,n,o=e.prototype;return o.addFetchListener=function(){var e=this;self.addEventListener("fetch",(function(t){var r=e.handleRequest({request:t.request,event:t});r&&t.respondWith(r)}))},o.addCacheListener=function(){var e=this;self.addEventListener("message",(function(t){if(t.data&&"CACHE_URLS"===t.data.type){0;var r=Promise.all(t.data.payload.urlsToCache.map((function(t){"string"==typeof t&&(t=[t]);var r=l(Request,t);return e.handleRequest({request:r})})));t.waitUntil(r),t.ports&&t.ports[0]&&r.then((function(){return t.ports[0].postMessage(!0)}))}}))},o.handleRequest=function(e){var t=this,r=e.request,n=e.event;var o=new URL(r.url,location.href);if(o.protocol.startsWith("http")){var i=this.findMatchingRoute({url:o,request:r,event:n}),u=i.params,c=i.route,s=c&&c.handler;if(!s&&this._defaultHandler&&(s=this._defaultHandler),s){var a;0;try{a=s.handle({url:o,request:r,event:n,params:u})}catch(e){a=Promise.reject(e)}return a instanceof Promise&&this._catchHandler&&(a=a.catch((function(){return t._catchHandler.handle({url:o,request:r,event:n})}))),a}}},o.findMatchingRoute=function(e){var t=e.url,r=e.request,n=e.event;for(var o,i=s(this._routes.get(r.method)||[]);!(o=i()).done;){var u=o.value,c=void 0,a=u.match({url:t,request:r,event:n});if(a)return c=a,(Array.isArray(a)&&0===a.length||a.constructor===Object&&0===Object.keys(a).length||"boolean"==typeof a)&&(c=void 0),{route:u,params:c}}return{}},o.setDefaultHandler=function(e){this._defaultHandler=N(e)},o.setCatchHandler=function(e){this._catchHandler=N(e)},o.registerRoute=function(e){this._routes.has(e.method)||this._routes.set(e.method,[]),this._routes.get(e.method).push(e)},o.unregisterRoute=function(e){if(!this._routes.has(e.method))throw new E("unregister-route-but-not-found-with-method",{method:e.method});var t=this._routes.get(e.method).indexOf(e);if(!(t>-1))throw new E("unregister-route-route-not-registered");this._routes.get(e.method).splice(t,1)},t=e,(r=[{key:"routes",get:function(){return this._routes}}])&&d(t.prototype,r),n&&d(t,n),e}(),D=function(){return L||((L=new H).addFetchListener(),L.addCacheListener()),L},B=(r("Gpc1"),[]),$=function(){return B},G={googleAnalytics:"googleAnalytics",precache:"precache-v2",prefix:"workbox",runtime:"runtime",suffix:"undefined"!=typeof registration?registration.scope:""},X=function(e){return[G.prefix,e,G.suffix].filter((function(e){return e&&e.length>0})).join("-")},Q=function(e){return e||X(G.googleAnalytics)},z=function(e){return e||X(G.precache)},J=function(){return G.prefix},V=function(e){return e||X(G.runtime)},Y=function(){return G.suffix},Z=new Set,ee=function(e,t){return e.filter((function(e){return t in e}))},te=function(e){return new Promise((function(t,r){function n(){return(h=l()).done?[1]:(f=h.value,Promise.resolve(f.cacheKeyWillBeUsed.call(f,{mode:u,request:a})).then((function(e){try{return"string"==typeof(a=e)&&(a=new Request(a)),n}catch(e){return r(e)}}),r))}function o(){return t(a)}var i,u,c,s,a,l,h,f,d;return i=e.request,u=e.mode,s=ee(void 0===(c=e.plugins)?[]:c,"cacheKeyWillBeUsed"),a=i,l=v(s),(d=function(e){for(;e;){if(e.then)return void e.then(d,r);try{if(e.pop){if(e.length)return e.pop()?o.call(this):e;e=n}else e=e.call(this)}catch(e){return r(e)}}}.bind(this))(n)}))},re=function(e){return new Promise((function(t,r){var n,o,i,u,c,s,a,l,h,f,d,p;return n=e.cacheName,o=e.request,i=e.event,u=e.matchOptions,s=void 0===(c=e.plugins)?[]:c,Promise.resolve(self.caches.open(n)).then(function(e){try{return a=e,Promise.resolve(te({plugins:s,request:o,mode:"read"})).then(function(e){try{return l=e,Promise.resolve(a.match(l,u)).then(function(e){try{{var o;function c(){if((d=f()).done)return[1];{if("cachedResponseWillBeUsed"in(p=d.value))return Promise.resolve(p.cachedResponseWillBeUsed.call(p,{cacheName:n,event:i,matchOptions:u,cachedResponse:h,request:l})).then(function(t){try{return h=t,e.call(this)}catch(e){return r(e)}}.bind(this),r);function e(){return c}return e.call(this)}}return h=e,f=v(s),(o=function(e){for(;e;){if(e.then)return void e.then(o,r);try{if(e.pop){if(e.length)return e.pop()?a.call(this):e;e=c}else e=e.call(this)}catch(e){return r(e)}}}.bind(this))(c);function a(){return t(h)}}}catch(e){return r(e)}}.bind(this),r)}catch(e){return r(e)}}.bind(this),r)}catch(e){return r(e)}}.bind(this),r)}))},ne=function(e){return new Promise((function(t,r){var n,o,i,u,c,s,a,l,h,f,d,y,m,g;return n=e.cacheName,o=e.response,i=e.event,c=void 0===(u=e.plugins)?[]:u,s=e.matchOptions,Promise.resolve(te({plugins:c,request:e.request,mode:"write"})).then(function(e){try{return a=e,o?Promise.resolve((u={event:i,plugins:c,response:o,request:a},new Promise((function(e,t){function r(){if((h=l()).done)return[1];{if("cacheWillUpdate"in(f=h.value))return a=!0,Promise.resolve(f.cacheWillUpdate.call(f,{request:o,response:s,event:i})).then(function(r){try{return(s=r)?e.call(this):[1]}catch(e){return t(e)}}.bind(this),t);function e(){return r}return e.call(this)}}function n(){return a||(s=s&&200===s.status?s:void 0),e(s||null)}var o,i,c,s,a,l,h,f,d;return o=u.request,i=u.event,s=u.response,a=!1,l=v(void 0===(c=u.plugins)?[]:c),(d=function(e){for(;e;){if(e.then)return void e.then(d,t);try{if(e.pop){if(e.length)return e.pop()?n.call(this):e;e=r}else e=e.call(this)}catch(e){return t(e)}}}.bind(this))(r)})))).then(function(e){try{return(l=e)?Promise.resolve(self.caches.open(n)).then(function(e){try{return h=e,f=ee(c,"cacheDidUpdate"),Promise.resolve(new Promise((function(e,t){return f.length>0?Promise.resolve(re({cacheName:n,matchOptions:s,request:a})).then(e,t):e(null)}))).then(function(e){try{d=e;var o=function(e){try{if("QuotaExceededError"===e.name)return Promise.resolve(new Promise((function(e,t){function r(){return(i=o()).done?[1]:Promise.resolve((0,i.value)()).then((function(){try{return r}catch(e){return t(e)}}),t)}function n(){return e()}var o,i,u;return o=p(Z),(u=function(e){for(;e;){if(e.then)return void e.then(u,t);try{if(e.pop){if(e.length)return e.pop()?n.call(this):e;e=r}else e=e.call(this)}catch(e){return t(e)}}}.bind(this))(r)}))).then(function(){try{return t.call(this)}catch(e){return r(e)}}.bind(this),r);function t(){throw e}return t.call(this)}catch(e){return r(e)}}.bind(this);try{return Promise.resolve(h.put(a,l)).then((function(){try{return function(){try{var e;function o(){return(m=y()).done?[1]:(g=m.value,Promise.resolve(g.cacheDidUpdate.call(g,{cacheName:n,event:i,oldResponse:d,newResponse:l,request:a})).then((function(){try{return o}catch(e){return r(e)}}),r))}return y=v(f),(e=function(t){for(;t;){if(t.then)return void t.then(e,r);try{if(t.pop){if(t.length)return t.pop()?u.call(this):t;t=o}else t=t.call(this)}catch(e){return r(e)}}}.bind(this))(o);function u(){return t()}}catch(e){return r(e)}}()}catch(e){return o(e)}}),o)}catch(e){o(e)}}catch(e){return r(e)}}.bind(this),r)}catch(e){return r(e)}}.bind(this),r):t()}catch(e){return r(e)}}.bind(this),r):r(new E("cache-put-with-no-response",{url:F(a.url)}))}catch(e){return r(e)}var u}.bind(this),r)}))},oe=re,ie=function(e){return new Promise((function(t,r){function n(){l=ee(s,"fetchDidFail"),h=l.length>0?o.clone():null;var e=function(e){try{throw new E("plugin-error-request-will-fetch",{thrownError:e})}catch(e){return r(e)}};try{var n;function c(){if((d=f()).done)return[1];{if("requestWillFetch"in(p=d.value))return y=p.requestWillFetch,v=o.clone(),Promise.resolve(y.call(p,{request:v,event:u})).then(function(r){try{return o=r,t.call(this)}catch(t){return e(t)}}.bind(this),e);function t(){return c}return t.call(this)}}return f=g(s),(n=function(t){for(;t;){if(t.then)return void t.then(n,e);try{if(t.pop){if(t.length)return t.pop()?a.call(this):t;t=c}else t=t.call(this)}catch(t){return e(t)}}}.bind(this))(c);function a(){return function(){try{m=o.clone();var e=function(e){try{{var t;function n(){return(S=R()).done?[1]:(A=S.value,Promise.resolve(A.fetchDidFail.call(A,{error:e,event:u,originalRequest:h.clone(),request:m.clone()})).then((function(){try{return n}catch(e){return r(e)}}),r))}return R=g(l),(t=function(e){for(;e;){if(e.then)return void e.then(t,r);try{if(e.pop){if(e.length)return e.pop()?o.call(this):e;e=n}else e=e.call(this)}catch(e){return r(e)}}}.bind(this))(n);function o(){throw e}}}catch(e){return r(e)}}.bind(this);try{return"navigate"===o.mode?Promise.resolve(fetch(o)).then(function(t){try{return b=t,n.call(this)}catch(t){return e(t)}}.bind(this),e):Promise.resolve(fetch(o,i)).then(function(t){try{return b=t,n.call(this)}catch(t){return e(t)}}.bind(this),e);function n(){function r(){if((_=w()).done)return[1];{if("fetchDidSucceed"in(P=_.value))return Promise.resolve(P.fetchDidSucceed.call(P,{event:u,request:m,response:b})).then(function(r){try{return b=r,t.call(this)}catch(t){return e(t)}}.bind(this),e);function t(){return r}return t.call(this)}}function n(){return t(b)}var o;return w=g(s),(o=function(t){for(;t;){if(t.then)return void t.then(o,e);try{if(t.pop){if(t.length)return t.pop()?n.call(this):t;t=r}else t=t.call(this)}catch(t){return e(t)}}}.bind(this))(r)}}catch(t){e(t)}}catch(e){return r(e)}}()}}catch(t){e(t)}}var o,i,u,c,s,a,l,h,f,d,p,y,v,m,b,w,_,P,R,S,A;return i=e.fetchOptions,u=e.event,s=void 0===(c=e.plugins)?[]:c,"string"==typeof(o=e.request)&&(o=new Request(o)),u instanceof FetchEvent&&u.preloadResponse?Promise.resolve(u.preloadResponse).then(function(e){try{return(a=e)?t(a):n.call(this)}catch(e){return r(e)}}.bind(this),r):n.call(this)}))},ue=function(){function e(e){this._cacheName=z(e),this._urlsToCacheKeys=new Map,this._urlsToCacheModes=new Map,this._cacheKeysToIntegrities=new Map}var t=e.prototype;return t.addToCacheList=function(e){for(var t,r=[],n=P(e);!(t=n()).done;){var o=t.value;"string"==typeof o?r.push(o):o&&void 0===o.revision&&r.push(o.url);var i=_(o),u=i.cacheKey,c=i.url,s="string"!=typeof o&&o.revision?"reload":"default";if(this._urlsToCacheKeys.has(c)&&this._urlsToCacheKeys.get(c)!==u)throw new E("add-to-cache-list-conflicting-entries",{firstEntry:this._urlsToCacheKeys.get(c),secondEntry:u});if("string"!=typeof o&&o.integrity){if(this._cacheKeysToIntegrities.has(u)&&this._cacheKeysToIntegrities.get(u)!==o.integrity)throw new E("add-to-cache-list-conflicting-integrities",{url:c});this._cacheKeysToIntegrities.set(u,o.integrity)}if(this._urlsToCacheKeys.set(c,u),this._urlsToCacheModes.set(c,s),r.length>0){var a="Workbox is precaching URLs without revision info: "+r.join(", ")+"\nThis is generally NOT safe. Learn more at https://bit.ly/wb-precache";console.warn(a)}}},t.install=function(e){return new Promise(function(t,r){var n,o,i,u,c,s,a,l,h,f,d,p,y,v;return n=this,i=(o=void 0===e?{}:e).event,u=o.plugins,c=[],s=[],Promise.resolve(self.caches.open(this._cacheName)).then(function(e){try{return Promise.resolve(e.keys()).then(function(e){try{for(a=new Set(e.map((function(e){return e.url}))),l=P(this._urlsToCacheKeys);!(h=l()).done;)d=(f=h.value)[0],a.has(p=f[1])?s.push(d):c.push({cacheKey:p,url:d});return y=c.map((function(e){var t=e.cacheKey,r=e.url,o=n._cacheKeysToIntegrities.get(t),c=n._urlsToCacheModes.get(r);return n._addURLToCache({cacheKey:t,cacheMode:c,event:i,integrity:o,plugins:u,url:r})})),Promise.resolve(Promise.all(y)).then((function(){try{return v=c.map((function(e){return e.url})),t({updatedURLs:v,notUpdatedURLs:s})}catch(e){return r(e)}}),r)}catch(e){return r(e)}}.bind(this),r)}catch(e){return r(e)}}.bind(this),r)}.bind(this))},t.activate=function(){return new Promise(function(e,t){var r,n,o,i,u,c,s;return Promise.resolve(self.caches.open(this._cacheName)).then(function(a){try{return r=a,Promise.resolve(r.keys()).then(function(a){try{{var l;function h(){if((c=u()).done)return[1];{if(!o.has((s=c.value).url))return Promise.resolve(r.delete(s)).then(function(){try{return i.push(s.url),e.call(this)}catch(e){return t(e)}}.bind(this),t);function e(){return h}return e.call(this)}}return n=a,o=new Set(this._urlsToCacheKeys.values()),i=[],u=P(n),(l=function(e){for(;e;){if(e.then)return void e.then(l,t);try{if(e.pop){if(e.length)return e.pop()?f.call(this):e;e=h}else e=e.call(this)}catch(e){return t(e)}}}.bind(this))(h);function f(){return e({deletedURLs:i})}}}catch(e){return t(e)}}.bind(this),t)}catch(e){return t(e)}}.bind(this),t)}.bind(this))},t._addURLToCache=function(e){return new Promise(function(t,r){var n,o,i,u,c,s,a,l,h,f;return n=e.cacheKey,o=e.url,i=e.event,u=e.plugins,c=new Request(o,{integrity:e.integrity,cache:e.cacheMode,credentials:"same-origin"}),Promise.resolve(ie({event:i,plugins:u,request:c})).then(function(e){try{for(s=e,l=P(u||[]);!(h=l()).done;)"cacheWillUpdate"in(f=h.value)&&(a=f);return Promise.resolve(new Promise((function(e,t){return a?Promise.resolve(a.cacheWillUpdate({event:i,request:c,response:s})).then(e,t):e(s.status<400)}))).then(function(e){try{if(!e)return r(new E("bad-precaching-response",{url:o,status:s.status}));if(s.redirected)return Promise.resolve(w(s)).then(function(e){try{return s=e,a.call(this)}catch(e){return r(e)}}.bind(this),r);function a(){return Promise.resolve(ne({event:i,plugins:u,response:s,request:n===o?c:new Request(n),cacheName:this._cacheName,matchOptions:{ignoreSearch:!0}})).then((function(){try{return t()}catch(e){return r(e)}}),r)}return a.call(this)}catch(e){return r(e)}}.bind(this),r)}catch(e){return r(e)}}.bind(this),r)}.bind(this))},t.getURLsToCacheKeys=function(){return this._urlsToCacheKeys},t.getCachedURLs=function(){return[].concat(this._urlsToCacheKeys.keys())},t.getCacheKeyForURL=function(e){var t=new URL(e,location.href);return this._urlsToCacheKeys.get(t.href)},t.matchPrecache=function(e){return new Promise(function(t,r){var n,o;return n=e instanceof Request?e.url:e,(o=this.getCacheKeyForURL(n))?Promise.resolve(self.caches.open(this._cacheName)).then((function(e){try{return t(e.match(o))}catch(e){return r(e)}}),r):t(void 0)}.bind(this))},t.createHandler=function(e){var t=this;return void 0===e&&(e=!0),function(r){return new Promise((function(n,o){var i,u;i=r.request;var c=function(t){try{if(e)return n(fetch(i));throw t}catch(e){return o(e)}};try{return Promise.resolve(t.matchPrecache(i)).then((function(e){try{if(u=e)return n(u);throw new E("missing-precache-entry",{cacheName:t._cacheName,url:i instanceof Request?i.url:i})}catch(e){return c(e)}}),c)}catch(e){c(e)}}))}},t.createHandlerBoundToURL=function(e,t){if(void 0===t&&(t=!0),!this.getCacheKeyForURL(e))throw new E("non-precached-url",{url:e});var r=this.createHandler(t),n=new Request(e);return function(){return r({request:n})}},e}(),ce=function(){return K||(K=new ue),K},se=!1,ae=function(e){var t=ce(),r=$();e.waitUntil(t.install({event:e,plugins:r}).catch((function(e){throw e})))},le=function(e){var t=ce();e.waitUntil(t.activate())},he=function(e){return"navigate"===e.request.mode},fe=(r("myed"),{cacheWillUpdate:function(e){return new Promise((function(t){var r=e.response;return t(200===r.status||0===r.status?r:null)}))}}),de=function(){function e(e){if(void 0===e&&(e={}),this._cacheName=V(e.cacheName),e.plugins){var t=e.plugins.some((function(e){return!!e.cacheWillUpdate}));this._plugins=t?e.plugins:[fe].concat(e.plugins)}else this._plugins=[fe];this._networkTimeoutSeconds=e.networkTimeoutSeconds||0,this._fetchOptions=e.fetchOptions,this._matchOptions=e.matchOptions}var t=e.prototype;return t.handle=function(e){return new Promise(function(t,r){var n,o,i,u,c,s,a,l;return n=e.event,i=[],"string"==typeof(o=e.request)&&(o=new Request(o)),u=[],this._networkTimeoutSeconds&&(c=(s=this._getTimeoutPromise({request:o,event:n,logs:i})).id,u.push(s.promise)),a=this._getNetworkPromise({timeoutId:c,request:o,event:n,logs:i}),u.push(a),Promise.resolve(Promise.race(u)).then(function(e){try{if(!(l=e))return Promise.resolve(a).then(function(e){try{return l=e,n.call(this)}catch(e){return r(e)}}.bind(this),r);function n(){return l?t(l):r(new E("no-response",{url:o.url}))}return n.call(this)}catch(e){return r(e)}}.bind(this),r)}.bind(this))},t._getTimeoutPromise=function(e){var t,r=this,n=e.request,o=e.event;return{promise:new Promise((function(e){t=setTimeout((function(){return new Promise((function(t,i){return Promise.resolve(r._respondFromCache({request:n,event:o})).then((function(r){try{return e(r),t()}catch(e){return i(e)}}),i)}))}),1e3*r._networkTimeoutSeconds)})),id:t}},t._getNetworkPromise=function(e){return new Promise(function(t,r){var n,o,i,u,c,s,a;n=e.timeoutId,o=e.request,i=e.event;var l=function(){try{if(n&&clearTimeout(n),u||!c)return Promise.resolve(this._respondFromCache({request:o,event:i})).then(function(t){try{return c=t,e.call(this)}catch(e){return r(e)}}.bind(this),r);if(s=c.clone(),a=ne({cacheName:this._cacheName,request:o,response:s,event:i,plugins:this._plugins}),i)try{i.waitUntil(a)}catch(e){0}return e.call(this);function e(){return t(c)}}catch(e){return r(e)}}.bind(this),h=function(e){try{return u=e,l()}catch(e){return r(e)}};try{return Promise.resolve(ie({request:o,event:i,fetchOptions:this._fetchOptions,plugins:this._plugins})).then((function(e){try{return c=e,l()}catch(e){return h(e)}}),h)}catch(e){h(e)}}.bind(this))},t._respondFromCache=function(e){return oe({cacheName:this._cacheName,request:e.request,event:e.event,matchOptions:this._matchOptions,plugins:this._plugins})},e}(),pe=function(){function e(e,t,r){var n=this,o=void 0===r?{}:r,i=o.onupgradeneeded,u=o.onversionchange;this._db=null,this._name=e,this._version=t,this._onupgradeneeded=i,this._onversionchange=u||function(){return n.close()}}var t,r,n,o=e.prototype;return o.open=function(){return new Promise(function(e,t){var r;return r=this,this._db?e():Promise.resolve(new Promise((function(e,t){var n=!1;setTimeout((function(){n=!0,t(new Error("The open request was blocked and timed out"))}),r.OPEN_TIMEOUT);var o=indexedDB.open(r._name,r._version);o.onerror=function(){return t(o.error)},o.onupgradeneeded=function(e){n?(o.transaction.abort(),o.result.close()):"function"==typeof r._onupgradeneeded&&r._onupgradeneeded(e)},o.onsuccess=function(){var t=o.result;n?t.close():(t.onversionchange=r._onversionchange.bind(r),e(t))}}))).then(function(r){try{return this._db=r,e(this)}catch(e){return t(e)}}.bind(this),t)}.bind(this))},o.getKey=function(e,t){return new Promise(function(r,n){return Promise.resolve(this.getAllKeys(e,t,1)).then((function(e){try{return r(e[0])}catch(e){return n(e)}}),n)}.bind(this))},o.getAll=function(e,t,r){return new Promise(function(n,o){return Promise.resolve(this.getAllMatching(e,{query:t,count:r})).then(n,o)}.bind(this))},o.getAllKeys=function(e,t,r){return new Promise(function(n,o){return Promise.resolve(this.getAllMatching(e,{query:t,count:r,includeKeys:!0})).then((function(e){try{return n(e.map((function(e){return e.key})))}catch(e){return o(e)}}),o)}.bind(this))},o.getAllMatching=function(e,t){return new Promise(function(r,n){var o,i,u,c,s,a,l,h,f;return i=(o=void 0===t?{}:t).index,c=void 0===(u=o.query)?null:u,a=void 0===(s=o.direction)?"next":s,l=o.count,f=void 0!==(h=o.includeKeys)&&h,Promise.resolve(this.transaction([e],"readonly",(function(t,r){var n=t.objectStore(e),o=i?n.index(i):n,u=[],s=o.openCursor(c,a);s.onsuccess=function(){var e=s.result;e?(u.push(f?e:e.value),l&&u.length>=l?r(u):e.continue()):r(u)}}))).then(r,n)}.bind(this))},o.transaction=function(e,t,r){return new Promise(function(n,o){var i;return i=this,Promise.resolve(this.open()).then((function(){try{return Promise.resolve(new Promise((function(n,o){var u=i._db.transaction(e,t);u.onabort=function(){return o(u.error)},u.oncomplete=function(){return n()},r(u,(function(e){return n(e)}))}))).then(n,o)}catch(e){return o(e)}}),o)}.bind(this))},o._call=function(e,t,r){var n=arguments;return new Promise(function(o,i){var u,c,s;for(u=n.length,c=new Array(u>3?u-3:0),s=3;s1?u-1:0),s=1;s} [options.ignoreURLParametersMatching=[/^utm_/]] An\n * array of regex's to remove search params when looking for a cache match.\n * @param {boolean} [options.cleanURLs=true] The `cleanURLs` option will\n * check the cache for the URL with a `.html` added to the end of the end.\n * @param {module:workbox-precaching~urlManipulation} [options.urlManipulation]\n * This is a function that should take a URL and return an array of\n * alternative URLs that should be checked for precache matches.\n *\n * @memberof module:workbox-precaching\n */\nfunction addRoute(options) {\n if (!listenerAdded) {\n addFetchListener(options);\n listenerAdded = true;\n }\n}\nexport { addRoute };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { getCacheKeyForURL } from './getCacheKeyForURL.js';\nimport '../_version.js';\n/**\n * Adds a `fetch` listener to the service worker that will\n * respond to\n * [network requests]{@link https://developer.mozilla.org/en-US/docs/Web/API/Service_Worker_API/Using_Service_Workers#Custom_responses_to_requests}\n * with precached assets.\n *\n * Requests for assets that aren't precached, the `FetchEvent` will not be\n * responded to, allowing the event to fall through to other `fetch` event\n * listeners.\n *\n * NOTE: when called more than once this method will replace the previously set\n * configuration options. Calling it more than once is not recommended outside\n * of tests.\n *\n * @private\n * @param {Object} [options]\n * @param {string} [options.directoryIndex=index.html] The `directoryIndex` will\n * check cache entries for a URLs ending with '/' to see if there is a hit when\n * appending the `directoryIndex` value.\n * @param {Array} [options.ignoreURLParametersMatching=[/^utm_/]] An\n * array of regex's to remove search params when looking for a cache match.\n * @param {boolean} [options.cleanURLs=true] The `cleanURLs` option will\n * check the cache for the URL with a `.html` added to the end of the end.\n * @param {workbox.precaching~urlManipulation} [options.urlManipulation]\n * This is a function that should take a URL and return an array of\n * alternative URLs that should be checked for precache matches.\n */\nexport const addFetchListener = ({ ignoreURLParametersMatching = [/^utm_/], directoryIndex = 'index.html', cleanURLs = true, urlManipulation, } = {}) => {\n const cacheName = cacheNames.getPrecacheName();\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('fetch', ((event) => {\n const precachedURL = getCacheKeyForURL(event.request.url, {\n cleanURLs,\n directoryIndex,\n ignoreURLParametersMatching,\n urlManipulation,\n });\n if (!precachedURL) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Precaching did not find a match for ` +\n getFriendlyURL(event.request.url));\n }\n return;\n }\n let responsePromise = self.caches.open(cacheName).then((cache) => {\n return cache.match(precachedURL);\n }).then((cachedResponse) => {\n if (cachedResponse) {\n return cachedResponse;\n }\n // Fall back to the network if we don't have a cached response\n // (perhaps due to manual cache cleanup).\n if (process.env.NODE_ENV !== 'production') {\n logger.warn(`The precached response for ` +\n `${getFriendlyURL(precachedURL)} in ${cacheName} was not found. ` +\n `Falling back to the network instead.`);\n }\n return fetch(precachedURL);\n });\n if (process.env.NODE_ENV !== 'production') {\n responsePromise = responsePromise.then((response) => {\n // Workbox is going to handle the route.\n // print the routing details to the console.\n logger.groupCollapsed(`Precaching is responding to: ` +\n getFriendlyURL(event.request.url));\n logger.log(`Serving the precached url: ${precachedURL}`);\n logger.groupCollapsed(`View request details here.`);\n logger.log(event.request);\n logger.groupEnd();\n logger.groupCollapsed(`View response details here.`);\n logger.log(response);\n logger.groupEnd();\n logger.groupEnd();\n return response;\n });\n }\n event.respondWith(responsePromise);\n }));\n};\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { getOrCreatePrecacheController } from './getOrCreatePrecacheController.js';\nimport { generateURLVariations } from './generateURLVariations.js';\nimport '../_version.js';\n/**\n * This function will take the request URL and manipulate it based on the\n * configuration options.\n *\n * @param {string} url\n * @param {Object} options\n * @return {string} Returns the URL in the cache that matches the request,\n * if possible.\n *\n * @private\n */\nexport const getCacheKeyForURL = (url, options) => {\n const precacheController = getOrCreatePrecacheController();\n const urlsToCacheKeys = precacheController.getURLsToCacheKeys();\n for (const possibleURL of generateURLVariations(url, options)) {\n const possibleCacheKey = urlsToCacheKeys.get(possibleURL);\n if (possibleCacheKey) {\n return possibleCacheKey;\n }\n }\n};\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { removeIgnoredSearchParams } from './removeIgnoredSearchParams.js';\nimport '../_version.js';\n/**\n * Generator function that yields possible variations on the original URL to\n * check, one at a time.\n *\n * @param {string} url\n * @param {Object} options\n *\n * @private\n * @memberof module:workbox-precaching\n */\nexport function* generateURLVariations(url, { ignoreURLParametersMatching, directoryIndex, cleanURLs, urlManipulation, } = {}) {\n const urlObject = new URL(url, location.href);\n urlObject.hash = '';\n yield urlObject.href;\n const urlWithoutIgnoredParams = removeIgnoredSearchParams(urlObject, ignoreURLParametersMatching);\n yield urlWithoutIgnoredParams.href;\n if (directoryIndex && urlWithoutIgnoredParams.pathname.endsWith('/')) {\n const directoryURL = new URL(urlWithoutIgnoredParams.href);\n directoryURL.pathname += directoryIndex;\n yield directoryURL.href;\n }\n if (cleanURLs) {\n const cleanURL = new URL(urlWithoutIgnoredParams.href);\n cleanURL.pathname += '.html';\n yield cleanURL.href;\n }\n if (urlManipulation) {\n const additionalURLs = urlManipulation({ url: urlObject });\n for (const urlToAttempt of additionalURLs) {\n yield urlToAttempt.href;\n }\n }\n}\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * Removes any URL search parameters that should be ignored.\n *\n * @param {URL} urlObject The original URL.\n * @param {Array} ignoreURLParametersMatching RegExps to test against\n * each search parameter name. Matches mean that the search parameter should be\n * ignored.\n * @return {URL} The URL with any ignored search parameters removed.\n *\n * @private\n * @memberof module:workbox-precaching\n */\nexport function removeIgnoredSearchParams(urlObject, ignoreURLParametersMatching = []) {\n // Convert the iterable into an array at the start of the loop to make sure\n // deletion doesn't mess up iteration.\n for (const paramName of [...urlObject.searchParams.keys()]) {\n if (ignoreURLParametersMatching.some((regExp) => regExp.test(paramName))) {\n urlObject.searchParams.delete(paramName);\n }\n }\n return urlObject;\n}\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { addRoute } from './addRoute.js';\nimport { precache } from './precache.js';\nimport './_version.js';\n/**\n * This method will add entries to the precache list and add a route to\n * respond to fetch events.\n *\n * This is a convenience method that will call\n * [precache()]{@link module:workbox-precaching.precache} and\n * [addRoute()]{@link module:workbox-precaching.addRoute} in a single call.\n *\n * @param {Array} entries Array of entries to precache.\n * @param {Object} [options] See\n * [addRoute() options]{@link module:workbox-precaching.addRoute}.\n *\n * @memberof module:workbox-precaching\n */\nfunction precacheAndRoute(entries, options) {\n precache(entries);\n addRoute(options);\n}\nexport { precacheAndRoute };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { getOrCreatePrecacheController } from './utils/getOrCreatePrecacheController.js';\nimport { precachePlugins } from './utils/precachePlugins.js';\nimport './_version.js';\nconst installListener = (event) => {\n const precacheController = getOrCreatePrecacheController();\n const plugins = precachePlugins.get();\n event.waitUntil(precacheController.install({ event, plugins })\n .catch((error) => {\n if (process.env.NODE_ENV !== 'production') {\n logger.error(`Service worker installation failed. It will ` +\n `be retried automatically during the next navigation.`);\n }\n // Re-throw the error to ensure installation fails.\n throw error;\n }));\n};\nconst activateListener = (event) => {\n const precacheController = getOrCreatePrecacheController();\n event.waitUntil(precacheController.activate());\n};\n/**\n * Adds items to the precache list, removing any duplicates and\n * stores the files in the\n * [\"precache cache\"]{@link module:workbox-core.cacheNames} when the service\n * worker installs.\n *\n * This method can be called multiple times.\n *\n * Please note: This method **will not** serve any of the cached files for you.\n * It only precaches files. To respond to a network request you call\n * [addRoute()]{@link module:workbox-precaching.addRoute}.\n *\n * If you have a single array of files to precache, you can just call\n * [precacheAndRoute()]{@link module:workbox-precaching.precacheAndRoute}.\n *\n * @param {Array} [entries=[]] Array of entries to precache.\n *\n * @memberof module:workbox-precaching\n */\nfunction precache(entries) {\n const precacheController = getOrCreatePrecacheController();\n precacheController.addToCacheList(entries);\n if (entries.length > 0) {\n // NOTE: these listeners will only be added once (even if the `precache()`\n // method is called multiple times) because event listeners are implemented\n // as a set, where each listener must be unique.\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('install', installListener);\n self.addEventListener('activate', activateListener);\n }\n}\nexport { precache };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { Router } from '../Router.js';\nimport '../_version.js';\nlet defaultRouter;\n/**\n * Creates a new, singleton Router instance if one does not exist. If one\n * does already exist, that instance is returned.\n *\n * @private\n * @return {Router}\n */\nexport const getOrCreateDefaultRouter = () => {\n if (!defaultRouter) {\n defaultRouter = new Router();\n // The helpers that use the default Router assume these listeners exist.\n defaultRouter.addFetchListener();\n defaultRouter.addCacheListener();\n }\n return defaultRouter;\n};\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { PrecacheController } from '../PrecacheController.js';\nimport '../_version.js';\nlet precacheController;\n/**\n * @return {PrecacheController}\n * @private\n */\nexport const getOrCreatePrecacheController = () => {\n if (!precacheController) {\n precacheController = new PrecacheController();\n }\n return precacheController;\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { messages } from './messages.js';\nimport '../../_version.js';\nconst fallback = (code, ...args) => {\n let msg = code;\n if (args.length > 0) {\n msg += ` :: ${JSON.stringify(args)}`;\n }\n return msg;\n};\nconst generatorFunction = (code, details = {}) => {\n const message = messages[code];\n if (!message) {\n throw new Error(`Unable to find message for code '${code}'.`);\n }\n return message(details);\n};\nexport const messageGenerator = (process.env.NODE_ENV === 'production') ?\n fallback : generatorFunction;\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { messageGenerator } from '../models/messages/messageGenerator.js';\nimport '../_version.js';\n/**\n * Workbox errors should be thrown with this class.\n * This allows use to ensure the type easily in tests,\n * helps developers identify errors from workbox\n * easily and allows use to optimise error\n * messages correctly.\n *\n * @private\n */\nclass WorkboxError extends Error {\n /**\n *\n * @param {string} errorCode The error code that\n * identifies this particular error.\n * @param {Object=} details Any relevant arguments\n * that will help developers identify issues should\n * be added as a key on the context object.\n */\n constructor(errorCode, details) {\n const message = messageGenerator(errorCode, details);\n super(message);\n this.name = errorCode;\n this.details = details;\n }\n}\nexport { WorkboxError };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport '../_version.js';\n/**\n * @param {function()|Object} handler Either a function, or an object with a\n * 'handle' method.\n * @return {Object} An object with a handle method.\n *\n * @private\n */\nexport const normalizeHandler = (handler) => {\n if (handler && typeof handler === 'object') {\n if (process.env.NODE_ENV !== 'production') {\n assert.hasMethod(handler, 'handle', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'handler',\n });\n }\n return handler;\n }\n else {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(handler, 'function', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'handler',\n });\n }\n return { handle: handler };\n }\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { defaultMethod, validMethods } from './utils/constants.js';\nimport { normalizeHandler } from './utils/normalizeHandler.js';\nimport './_version.js';\n/**\n * A `Route` consists of a pair of callback functions, \"match\" and \"handler\".\n * The \"match\" callback determine if a route should be used to \"handle\" a\n * request by returning a non-falsy value if it can. The \"handler\" callback\n * is called when there is a match and should return a Promise that resolves\n * to a `Response`.\n *\n * @memberof module:workbox-routing\n */\nclass Route {\n /**\n * Constructor for Route class.\n *\n * @param {module:workbox-routing~matchCallback} match\n * A callback function that determines whether the route matches a given\n * `fetch` event by returning a non-falsy value.\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resolving to a Response.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n */\n constructor(match, handler, method = defaultMethod) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(match, 'function', {\n moduleName: 'workbox-routing',\n className: 'Route',\n funcName: 'constructor',\n paramName: 'match',\n });\n if (method) {\n assert.isOneOf(method, validMethods, { paramName: 'method' });\n }\n }\n // These values are referenced directly by Router so cannot be\n // altered by minificaton.\n this.handler = normalizeHandler(handler);\n this.match = match;\n this.method = method;\n }\n}\nexport { Route };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * The default HTTP method, 'GET', used when there's no specific method\n * configured for a route.\n *\n * @type {string}\n *\n * @private\n */\nexport const defaultMethod = 'GET';\n/**\n * The list of valid HTTP methods associated with requests that could be routed.\n *\n * @type {Array}\n *\n * @private\n */\nexport const validMethods = [\n 'DELETE',\n 'GET',\n 'HEAD',\n 'PATCH',\n 'POST',\n 'PUT',\n];\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { Route } from './Route.js';\nimport './_version.js';\n/**\n * RegExpRoute makes it easy to create a regular expression based\n * [Route]{@link module:workbox-routing.Route}.\n *\n * For same-origin requests the RegExp only needs to match part of the URL. For\n * requests against third-party servers, you must define a RegExp that matches\n * the start of the URL.\n *\n * [See the module docs for info.]{@link https://developers.google.com/web/tools/workbox/modules/workbox-routing}\n *\n * @memberof module:workbox-routing\n * @extends module:workbox-routing.Route\n */\nclass RegExpRoute extends Route {\n /**\n * If the regular expression contains\n * [capture groups]{@link https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/RegExp#grouping-back-references},\n * the captured values will be passed to the\n * [handler's]{@link module:workbox-routing~handlerCallback} `params`\n * argument.\n *\n * @param {RegExp} regExp The regular expression to match against URLs.\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n */\n constructor(regExp, handler, method) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(regExp, RegExp, {\n moduleName: 'workbox-routing',\n className: 'RegExpRoute',\n funcName: 'constructor',\n paramName: 'pattern',\n });\n }\n const match = ({ url }) => {\n const result = regExp.exec(url.href);\n // Return immediately if there's no match.\n if (!result) {\n return;\n }\n // Require that the match start at the first character in the URL string\n // if it's a cross-origin request.\n // See https://github.com/GoogleChrome/workbox/issues/281 for the context\n // behind this behavior.\n if ((url.origin !== location.origin) && (result.index !== 0)) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`The regular expression '${regExp}' only partially matched ` +\n `against the cross-origin URL '${url}'. RegExpRoute's will only ` +\n `handle cross-origin requests if they match the entire URL.`);\n }\n return;\n }\n // If the route matches, but there aren't any capture groups defined, then\n // this will return [], which is truthy and therefore sufficient to\n // indicate a match.\n // If there are capture groups, then it will return their values.\n return result.slice(1);\n };\n super(match, handler, method);\n }\n}\nexport { RegExpRoute };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst getFriendlyURL = (url) => {\n const urlObj = new URL(String(url), location.href);\n // See https://github.com/GoogleChrome/workbox/issues/2323\n // We want to include everything, except for the origin if it's same-origin.\n return urlObj.href.replace(new RegExp(`^${location.origin}`), '');\n};\nexport { getFriendlyURL };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { normalizeHandler } from './utils/normalizeHandler.js';\nimport './_version.js';\n/**\n * The Router can be used to process a FetchEvent through one or more\n * [Routes]{@link module:workbox-routing.Route} responding with a Request if\n * a matching route exists.\n *\n * If no route matches a given a request, the Router will use a \"default\"\n * handler if one is defined.\n *\n * Should the matching Route throw an error, the Router will use a \"catch\"\n * handler if one is defined to gracefully deal with issues and respond with a\n * Request.\n *\n * If a request matches multiple routes, the **earliest** registered route will\n * be used to respond to the request.\n *\n * @memberof module:workbox-routing\n */\nclass Router {\n /**\n * Initializes a new Router.\n */\n constructor() {\n this._routes = new Map();\n }\n /**\n * @return {Map>} routes A `Map` of HTTP\n * method name ('GET', etc.) to an array of all the corresponding `Route`\n * instances that are registered.\n */\n get routes() {\n return this._routes;\n }\n /**\n * Adds a fetch event listener to respond to events when a route matches\n * the event's request.\n */\n addFetchListener() {\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('fetch', ((event) => {\n const { request } = event;\n const responsePromise = this.handleRequest({ request, event });\n if (responsePromise) {\n event.respondWith(responsePromise);\n }\n }));\n }\n /**\n * Adds a message event listener for URLs to cache from the window.\n * This is useful to cache resources loaded on the page prior to when the\n * service worker started controlling it.\n *\n * The format of the message data sent from the window should be as follows.\n * Where the `urlsToCache` array may consist of URL strings or an array of\n * URL string + `requestInit` object (the same as you'd pass to `fetch()`).\n *\n * ```\n * {\n * type: 'CACHE_URLS',\n * payload: {\n * urlsToCache: [\n * './script1.js',\n * './script2.js',\n * ['./script3.js', {mode: 'no-cors'}],\n * ],\n * },\n * }\n * ```\n */\n addCacheListener() {\n // See https://github.com/Microsoft/TypeScript/issues/28357#issuecomment-436484705\n self.addEventListener('message', ((event) => {\n if (event.data && event.data.type === 'CACHE_URLS') {\n const { payload } = event.data;\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Caching URLs from the window`, payload.urlsToCache);\n }\n const requestPromises = Promise.all(payload.urlsToCache.map((entry) => {\n if (typeof entry === 'string') {\n entry = [entry];\n }\n const request = new Request(...entry);\n return this.handleRequest({ request });\n // TODO(philipwalton): TypeScript errors without this typecast for\n // some reason (probably a bug). The real type here should work but\n // doesn't: `Array | undefined>`.\n })); // TypeScript\n event.waitUntil(requestPromises);\n // If a MessageChannel was used, reply to the message on success.\n if (event.ports && event.ports[0]) {\n requestPromises.then(() => event.ports[0].postMessage(true));\n }\n }\n }));\n }\n /**\n * Apply the routing rules to a FetchEvent object to get a Response from an\n * appropriate Route's handler.\n *\n * @param {Object} options\n * @param {Request} options.request The request to handle (this is usually\n * from a fetch event, but it does not have to be).\n * @param {FetchEvent} [options.event] The event that triggered the request,\n * if applicable.\n * @return {Promise|undefined} A promise is returned if a\n * registered route can handle the request. If there is no matching\n * route and there's no `defaultHandler`, `undefined` is returned.\n */\n handleRequest({ request, event }) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(request, Request, {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'handleRequest',\n paramName: 'options.request',\n });\n }\n const url = new URL(request.url, location.href);\n if (!url.protocol.startsWith('http')) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Workbox Router only supports URLs that start with 'http'.`);\n }\n return;\n }\n const { params, route } = this.findMatchingRoute({ url, request, event });\n let handler = route && route.handler;\n const debugMessages = [];\n if (process.env.NODE_ENV !== 'production') {\n if (handler) {\n debugMessages.push([\n `Found a route to handle this request:`, route,\n ]);\n if (params) {\n debugMessages.push([\n `Passing the following params to the route's handler:`, params,\n ]);\n }\n }\n }\n // If we don't have a handler because there was no matching route, then\n // fall back to defaultHandler if that's defined.\n if (!handler && this._defaultHandler) {\n if (process.env.NODE_ENV !== 'production') {\n debugMessages.push(`Failed to find a matching route. Falling ` +\n `back to the default handler.`);\n }\n handler = this._defaultHandler;\n }\n if (!handler) {\n if (process.env.NODE_ENV !== 'production') {\n // No handler so Workbox will do nothing. If logs is set of debug\n // i.e. verbose, we should print out this information.\n logger.debug(`No route found for: ${getFriendlyURL(url)}`);\n }\n return;\n }\n if (process.env.NODE_ENV !== 'production') {\n // We have a handler, meaning Workbox is going to handle the route.\n // print the routing details to the console.\n logger.groupCollapsed(`Router is responding to: ${getFriendlyURL(url)}`);\n debugMessages.forEach((msg) => {\n if (Array.isArray(msg)) {\n logger.log(...msg);\n }\n else {\n logger.log(msg);\n }\n });\n logger.groupEnd();\n }\n // Wrap in try and catch in case the handle method throws a synchronous\n // error. It should still callback to the catch handler.\n let responsePromise;\n try {\n responsePromise = handler.handle({ url, request, event, params });\n }\n catch (err) {\n responsePromise = Promise.reject(err);\n }\n if (responsePromise instanceof Promise && this._catchHandler) {\n responsePromise = responsePromise.catch((err) => {\n if (process.env.NODE_ENV !== 'production') {\n // Still include URL here as it will be async from the console group\n // and may not make sense without the URL\n logger.groupCollapsed(`Error thrown when responding to: ` +\n ` ${getFriendlyURL(url)}. Falling back to Catch Handler.`);\n logger.error(`Error thrown by:`, route);\n logger.error(err);\n logger.groupEnd();\n }\n return this._catchHandler.handle({ url, request, event });\n });\n }\n return responsePromise;\n }\n /**\n * Checks a request and URL (and optionally an event) against the list of\n * registered routes, and if there's a match, returns the corresponding\n * route along with any params generated by the match.\n *\n * @param {Object} options\n * @param {URL} options.url\n * @param {Request} options.request The request to match.\n * @param {Event} [options.event] The corresponding event (unless N/A).\n * @return {Object} An object with `route` and `params` properties.\n * They are populated if a matching route was found or `undefined`\n * otherwise.\n */\n findMatchingRoute({ url, request, event }) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(url, URL, {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'findMatchingRoute',\n paramName: 'options.url',\n });\n assert.isInstance(request, Request, {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'findMatchingRoute',\n paramName: 'options.request',\n });\n }\n const routes = this._routes.get(request.method) || [];\n for (const route of routes) {\n let params;\n const matchResult = route.match({ url, request, event });\n if (matchResult) {\n // See https://github.com/GoogleChrome/workbox/issues/2079\n params = matchResult;\n if (Array.isArray(matchResult) && matchResult.length === 0) {\n // Instead of passing an empty array in as params, use undefined.\n params = undefined;\n }\n else if ((matchResult.constructor === Object &&\n Object.keys(matchResult).length === 0)) {\n // Instead of passing an empty object in as params, use undefined.\n params = undefined;\n }\n else if (typeof matchResult === 'boolean') {\n // For the boolean value true (rather than just something truth-y),\n // don't set params.\n // See https://github.com/GoogleChrome/workbox/pull/2134#issuecomment-513924353\n params = undefined;\n }\n // Return early if have a match.\n return { route, params };\n }\n }\n // If no match was found above, return and empty object.\n return {};\n }\n /**\n * Define a default `handler` that's called when no routes explicitly\n * match the incoming request.\n *\n * Without a default handler, unmatched requests will go against the\n * network as if there were no service worker present.\n *\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n */\n setDefaultHandler(handler) {\n this._defaultHandler = normalizeHandler(handler);\n }\n /**\n * If a Route throws an error while handling a request, this `handler`\n * will be called and given a chance to provide a response.\n *\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n */\n setCatchHandler(handler) {\n this._catchHandler = normalizeHandler(handler);\n }\n /**\n * Registers a route with the router.\n *\n * @param {module:workbox-routing.Route} route The route to register.\n */\n registerRoute(route) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isType(route, 'object', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.hasMethod(route, 'match', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.isType(route.handler, 'object', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route',\n });\n assert.hasMethod(route.handler, 'handle', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route.handler',\n });\n assert.isType(route.method, 'string', {\n moduleName: 'workbox-routing',\n className: 'Router',\n funcName: 'registerRoute',\n paramName: 'route.method',\n });\n }\n if (!this._routes.has(route.method)) {\n this._routes.set(route.method, []);\n }\n // Give precedence to all of the earlier routes by adding this additional\n // route to the end of the array.\n this._routes.get(route.method).push(route);\n }\n /**\n * Unregisters a route with the router.\n *\n * @param {module:workbox-routing.Route} route The route to unregister.\n */\n unregisterRoute(route) {\n if (!this._routes.has(route.method)) {\n throw new WorkboxError('unregister-route-but-not-found-with-method', {\n method: route.method,\n });\n }\n const routeIndex = this._routes.get(route.method).indexOf(route);\n if (routeIndex > -1) {\n this._routes.get(route.method).splice(routeIndex, 1);\n }\n else {\n throw new WorkboxError('unregister-route-route-not-registered');\n }\n }\n}\nexport { Router };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst plugins = [];\nexport const precachePlugins = {\n /*\n * @return {Array}\n * @private\n */\n get() {\n return plugins;\n },\n /*\n * @param {Array} newPlugins\n * @private\n */\n add(newPlugins) {\n plugins.push(...newPlugins);\n },\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nconst _cacheNameDetails = {\n googleAnalytics: 'googleAnalytics',\n precache: 'precache-v2',\n prefix: 'workbox',\n runtime: 'runtime',\n suffix: typeof registration !== 'undefined' ? registration.scope : '',\n};\nconst _createCacheName = (cacheName) => {\n return [_cacheNameDetails.prefix, cacheName, _cacheNameDetails.suffix]\n .filter((value) => value && value.length > 0)\n .join('-');\n};\nconst eachCacheNameDetail = (fn) => {\n for (const key of Object.keys(_cacheNameDetails)) {\n fn(key);\n }\n};\nexport const cacheNames = {\n updateDetails: (details) => {\n eachCacheNameDetail((key) => {\n if (typeof details[key] === 'string') {\n _cacheNameDetails[key] = details[key];\n }\n });\n },\n getGoogleAnalyticsName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.googleAnalytics);\n },\n getPrecacheName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.precache);\n },\n getPrefix: () => {\n return _cacheNameDetails.prefix;\n },\n getRuntimeName: (userCacheName) => {\n return userCacheName || _createCacheName(_cacheNameDetails.runtime);\n },\n getSuffix: () => {\n return _cacheNameDetails.suffix;\n },\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n// Callbacks to be executed whenever there's a quota error.\nconst quotaErrorCallbacks = new Set();\nexport { quotaErrorCallbacks };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nexport const pluginUtils = {\n filter: (plugins, callbackName) => {\n return plugins.filter((plugin) => callbackName in plugin);\n },\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from './assert.js';\nimport { executeQuotaErrorCallbacks } from './executeQuotaErrorCallbacks.js';\nimport { getFriendlyURL } from './getFriendlyURL.js';\nimport { logger } from './logger.js';\nimport { pluginUtils } from '../utils/pluginUtils.js';\nimport { WorkboxError } from './WorkboxError.js';\nimport '../_version.js';\n/**\n * Checks the list of plugins for the cacheKeyWillBeUsed callback, and\n * executes any of those callbacks found in sequence. The final `Request` object\n * returned by the last plugin is treated as the cache key for cache reads\n * and/or writes.\n *\n * @param {Object} options\n * @param {Request} options.request\n * @param {string} options.mode\n * @param {Array} [options.plugins=[]]\n * @return {Promise}\n *\n * @private\n * @memberof module:workbox-core\n */\nconst _getEffectiveRequest = async ({ request, mode, plugins = [], }) => {\n const cacheKeyWillBeUsedPlugins = pluginUtils.filter(plugins, \"cacheKeyWillBeUsed\" /* CACHE_KEY_WILL_BE_USED */);\n let effectiveRequest = request;\n for (const plugin of cacheKeyWillBeUsedPlugins) {\n effectiveRequest = await plugin[\"cacheKeyWillBeUsed\" /* CACHE_KEY_WILL_BE_USED */].call(plugin, { mode, request: effectiveRequest });\n if (typeof effectiveRequest === 'string') {\n effectiveRequest = new Request(effectiveRequest);\n }\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(effectiveRequest, Request, {\n moduleName: 'Plugin',\n funcName: \"cacheKeyWillBeUsed\" /* CACHE_KEY_WILL_BE_USED */,\n isReturnValueProblem: true,\n });\n }\n }\n return effectiveRequest;\n};\n/**\n * This method will call cacheWillUpdate on the available plugins (or use\n * status === 200) to determine if the Response is safe and valid to cache.\n *\n * @param {Object} options\n * @param {Request} options.request\n * @param {Response} options.response\n * @param {Event} [options.event]\n * @param {Array} [options.plugins=[]]\n * @return {Promise}\n *\n * @private\n * @memberof module:workbox-core\n */\nconst _isResponseSafeToCache = async ({ request, response, event, plugins = [], }) => {\n let responseToCache = response;\n let pluginsUsed = false;\n for (const plugin of plugins) {\n if (\"cacheWillUpdate\" /* CACHE_WILL_UPDATE */ in plugin) {\n pluginsUsed = true;\n const pluginMethod = plugin[\"cacheWillUpdate\" /* CACHE_WILL_UPDATE */];\n responseToCache = await pluginMethod.call(plugin, {\n request,\n response: responseToCache,\n event,\n });\n if (process.env.NODE_ENV !== 'production') {\n if (responseToCache) {\n assert.isInstance(responseToCache, Response, {\n moduleName: 'Plugin',\n funcName: \"cacheWillUpdate\" /* CACHE_WILL_UPDATE */,\n isReturnValueProblem: true,\n });\n }\n }\n if (!responseToCache) {\n break;\n }\n }\n }\n if (!pluginsUsed) {\n if (process.env.NODE_ENV !== 'production') {\n if (responseToCache) {\n if (responseToCache.status !== 200) {\n if (responseToCache.status === 0) {\n logger.warn(`The response for '${request.url}' is an opaque ` +\n `response. The caching strategy that you're using will not ` +\n `cache opaque responses by default.`);\n }\n else {\n logger.debug(`The response for '${request.url}' returned ` +\n `a status code of '${response.status}' and won't be cached as a ` +\n `result.`);\n }\n }\n }\n }\n responseToCache = responseToCache && responseToCache.status === 200 ?\n responseToCache : undefined;\n }\n return responseToCache ? responseToCache : null;\n};\n/**\n * This is a wrapper around cache.match().\n *\n * @param {Object} options\n * @param {string} options.cacheName Name of the cache to match against.\n * @param {Request} options.request The Request that will be used to look up\n * cache entries.\n * @param {Event} [options.event] The event that prompted the action.\n * @param {Object} [options.matchOptions] Options passed to cache.match().\n * @param {Array} [options.plugins=[]] Array of plugins.\n * @return {Response} A cached response if available.\n *\n * @private\n * @memberof module:workbox-core\n */\nconst matchWrapper = async ({ cacheName, request, event, matchOptions, plugins = [], }) => {\n const cache = await self.caches.open(cacheName);\n const effectiveRequest = await _getEffectiveRequest({\n plugins, request, mode: 'read'\n });\n let cachedResponse = await cache.match(effectiveRequest, matchOptions);\n if (process.env.NODE_ENV !== 'production') {\n if (cachedResponse) {\n logger.debug(`Found a cached response in '${cacheName}'.`);\n }\n else {\n logger.debug(`No cached response found in '${cacheName}'.`);\n }\n }\n for (const plugin of plugins) {\n if (\"cachedResponseWillBeUsed\" /* CACHED_RESPONSE_WILL_BE_USED */ in plugin) {\n const pluginMethod = plugin[\"cachedResponseWillBeUsed\" /* CACHED_RESPONSE_WILL_BE_USED */];\n cachedResponse = await pluginMethod.call(plugin, {\n cacheName,\n event,\n matchOptions,\n cachedResponse,\n request: effectiveRequest,\n });\n if (process.env.NODE_ENV !== 'production') {\n if (cachedResponse) {\n assert.isInstance(cachedResponse, Response, {\n moduleName: 'Plugin',\n funcName: \"cachedResponseWillBeUsed\" /* CACHED_RESPONSE_WILL_BE_USED */,\n isReturnValueProblem: true,\n });\n }\n }\n }\n }\n return cachedResponse;\n};\n/**\n * Wrapper around cache.put().\n *\n * Will call `cacheDidUpdate` on plugins if the cache was updated, using\n * `matchOptions` when determining what the old entry is.\n *\n * @param {Object} options\n * @param {string} options.cacheName\n * @param {Request} options.request\n * @param {Response} options.response\n * @param {Event} [options.event]\n * @param {Array} [options.plugins=[]]\n * @param {Object} [options.matchOptions]\n *\n * @private\n * @memberof module:workbox-core\n */\nconst putWrapper = async ({ cacheName, request, response, event, plugins = [], matchOptions, }) => {\n if (process.env.NODE_ENV !== 'production') {\n if (request.method && request.method !== 'GET') {\n throw new WorkboxError('attempt-to-cache-non-get-request', {\n url: getFriendlyURL(request.url),\n method: request.method,\n });\n }\n }\n const effectiveRequest = await _getEffectiveRequest({\n plugins, request, mode: 'write'\n });\n if (!response) {\n if (process.env.NODE_ENV !== 'production') {\n logger.error(`Cannot cache non-existent response for ` +\n `'${getFriendlyURL(effectiveRequest.url)}'.`);\n }\n throw new WorkboxError('cache-put-with-no-response', {\n url: getFriendlyURL(effectiveRequest.url),\n });\n }\n const responseToCache = await _isResponseSafeToCache({\n event,\n plugins,\n response,\n request: effectiveRequest,\n });\n if (!responseToCache) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Response '${getFriendlyURL(effectiveRequest.url)}' will ` +\n `not be cached.`, responseToCache);\n }\n return;\n }\n const cache = await self.caches.open(cacheName);\n const updatePlugins = pluginUtils.filter(plugins, \"cacheDidUpdate\" /* CACHE_DID_UPDATE */);\n const oldResponse = updatePlugins.length > 0 ?\n await matchWrapper({ cacheName, matchOptions, request: effectiveRequest }) :\n null;\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Updating the '${cacheName}' cache with a new Response for ` +\n `${getFriendlyURL(effectiveRequest.url)}.`);\n }\n try {\n await cache.put(effectiveRequest, responseToCache);\n }\n catch (error) {\n // See https://developer.mozilla.org/en-US/docs/Web/API/DOMException#exception-QuotaExceededError\n if (error.name === 'QuotaExceededError') {\n await executeQuotaErrorCallbacks();\n }\n throw error;\n }\n for (const plugin of updatePlugins) {\n await plugin[\"cacheDidUpdate\" /* CACHE_DID_UPDATE */].call(plugin, {\n cacheName,\n event,\n oldResponse,\n newResponse: responseToCache,\n request: effectiveRequest,\n });\n }\n};\nexport const cacheWrapper = {\n put: putWrapper,\n match: matchWrapper,\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from '../_private/logger.js';\nimport { quotaErrorCallbacks } from '../models/quotaErrorCallbacks.js';\nimport '../_version.js';\n/**\n * Runs all of the callback functions, one at a time sequentially, in the order\n * in which they were registered.\n *\n * @memberof module:workbox-core\n * @private\n */\nasync function executeQuotaErrorCallbacks() {\n if (process.env.NODE_ENV !== 'production') {\n logger.log(`About to run ${quotaErrorCallbacks.size} ` +\n `callbacks to clean up caches.`);\n }\n for (const callback of quotaErrorCallbacks) {\n await callback();\n if (process.env.NODE_ENV !== 'production') {\n logger.log(callback, 'is complete.');\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n logger.log('Finished running callbacks.');\n }\n}\nexport { executeQuotaErrorCallbacks };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { WorkboxError } from './WorkboxError.js';\nimport { logger } from './logger.js';\nimport { assert } from './assert.js';\nimport { getFriendlyURL } from '../_private/getFriendlyURL.js';\nimport { pluginUtils } from '../utils/pluginUtils.js';\nimport '../_version.js';\n/**\n * Wrapper around the fetch API.\n *\n * Will call requestWillFetch on available plugins.\n *\n * @param {Object} options\n * @param {Request|string} options.request\n * @param {Object} [options.fetchOptions]\n * @param {ExtendableEvent} [options.event]\n * @param {Array} [options.plugins=[]]\n * @return {Promise}\n *\n * @private\n * @memberof module:workbox-core\n */\nconst wrappedFetch = async ({ request, fetchOptions, event, plugins = [], }) => {\n if (typeof request === 'string') {\n request = new Request(request);\n }\n // We *should* be able to call `await event.preloadResponse` even if it's\n // undefined, but for some reason, doing so leads to errors in our Node unit\n // tests. To work around that, explicitly check preloadResponse's value first.\n if (event instanceof FetchEvent && event.preloadResponse) {\n const possiblePreloadResponse = await event.preloadResponse;\n if (possiblePreloadResponse) {\n if (process.env.NODE_ENV !== 'production') {\n logger.log(`Using a preloaded navigation response for ` +\n `'${getFriendlyURL(request.url)}'`);\n }\n return possiblePreloadResponse;\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(request, Request, {\n paramName: 'request',\n expectedClass: Request,\n moduleName: 'workbox-core',\n className: 'fetchWrapper',\n funcName: 'wrappedFetch',\n });\n }\n const failedFetchPlugins = pluginUtils.filter(plugins, \"fetchDidFail\" /* FETCH_DID_FAIL */);\n // If there is a fetchDidFail plugin, we need to save a clone of the\n // original request before it's either modified by a requestWillFetch\n // plugin or before the original request's body is consumed via fetch().\n const originalRequest = failedFetchPlugins.length > 0 ?\n request.clone() : null;\n try {\n for (const plugin of plugins) {\n if (\"requestWillFetch\" /* REQUEST_WILL_FETCH */ in plugin) {\n const pluginMethod = plugin[\"requestWillFetch\" /* REQUEST_WILL_FETCH */];\n const requestClone = request.clone();\n request = await pluginMethod.call(plugin, {\n request: requestClone,\n event,\n });\n if (process.env.NODE_ENV !== 'production') {\n if (request) {\n assert.isInstance(request, Request, {\n moduleName: 'Plugin',\n funcName: \"cachedResponseWillBeUsed\" /* CACHED_RESPONSE_WILL_BE_USED */,\n isReturnValueProblem: true,\n });\n }\n }\n }\n }\n }\n catch (err) {\n throw new WorkboxError('plugin-error-request-will-fetch', {\n thrownError: err,\n });\n }\n // The request can be altered by plugins with `requestWillFetch` making\n // the original request (Most likely from a `fetch` event) to be different\n // to the Request we make. Pass both to `fetchDidFail` to aid debugging.\n const pluginFilteredRequest = request.clone();\n try {\n let fetchResponse;\n // See https://github.com/GoogleChrome/workbox/issues/1796\n if (request.mode === 'navigate') {\n fetchResponse = await fetch(request);\n }\n else {\n fetchResponse = await fetch(request, fetchOptions);\n }\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Network request for ` +\n `'${getFriendlyURL(request.url)}' returned a response with ` +\n `status '${fetchResponse.status}'.`);\n }\n for (const plugin of plugins) {\n if (\"fetchDidSucceed\" /* FETCH_DID_SUCCEED */ in plugin) {\n fetchResponse = await plugin[\"fetchDidSucceed\" /* FETCH_DID_SUCCEED */]\n .call(plugin, {\n event,\n request: pluginFilteredRequest,\n response: fetchResponse,\n });\n if (process.env.NODE_ENV !== 'production') {\n if (fetchResponse) {\n assert.isInstance(fetchResponse, Response, {\n moduleName: 'Plugin',\n funcName: \"fetchDidSucceed\" /* FETCH_DID_SUCCEED */,\n isReturnValueProblem: true,\n });\n }\n }\n }\n }\n return fetchResponse;\n }\n catch (error) {\n if (process.env.NODE_ENV !== 'production') {\n logger.error(`Network request for ` +\n `'${getFriendlyURL(request.url)}' threw an error.`, error);\n }\n for (const plugin of failedFetchPlugins) {\n await plugin[\"fetchDidFail\" /* FETCH_DID_FAIL */].call(plugin, {\n error,\n event,\n originalRequest: originalRequest.clone(),\n request: pluginFilteredRequest.clone(),\n });\n }\n throw error;\n }\n};\nconst fetchWrapper = {\n fetch: wrappedFetch,\n};\nexport { fetchWrapper };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { cacheWrapper } from 'workbox-core/_private/cacheWrapper.js';\nimport { fetchWrapper } from 'workbox-core/_private/fetchWrapper.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { copyResponse } from 'workbox-core/copyResponse.js';\nimport { createCacheKey } from './utils/createCacheKey.js';\nimport { printCleanupDetails } from './utils/printCleanupDetails.js';\nimport { printInstallDetails } from './utils/printInstallDetails.js';\nimport './_version.js';\n/**\n * Performs efficient precaching of assets.\n *\n * @memberof module:workbox-precaching\n */\nclass PrecacheController {\n /**\n * Create a new PrecacheController.\n *\n * @param {string} [cacheName] An optional name for the cache, to override\n * the default precache name.\n */\n constructor(cacheName) {\n this._cacheName = cacheNames.getPrecacheName(cacheName);\n this._urlsToCacheKeys = new Map();\n this._urlsToCacheModes = new Map();\n this._cacheKeysToIntegrities = new Map();\n }\n /**\n * This method will add items to the precache list, removing duplicates\n * and ensuring the information is valid.\n *\n * @param {\n * Array\n * } entries Array of entries to precache.\n */\n addToCacheList(entries) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isArray(entries, {\n moduleName: 'workbox-precaching',\n className: 'PrecacheController',\n funcName: 'addToCacheList',\n paramName: 'entries',\n });\n }\n const urlsToWarnAbout = [];\n for (const entry of entries) {\n // See https://github.com/GoogleChrome/workbox/issues/2259\n if (typeof entry === 'string') {\n urlsToWarnAbout.push(entry);\n }\n else if (entry && entry.revision === undefined) {\n urlsToWarnAbout.push(entry.url);\n }\n const { cacheKey, url } = createCacheKey(entry);\n const cacheMode = (typeof entry !== 'string' && entry.revision) ?\n 'reload' : 'default';\n if (this._urlsToCacheKeys.has(url) &&\n this._urlsToCacheKeys.get(url) !== cacheKey) {\n throw new WorkboxError('add-to-cache-list-conflicting-entries', {\n firstEntry: this._urlsToCacheKeys.get(url),\n secondEntry: cacheKey,\n });\n }\n if (typeof entry !== 'string' && entry.integrity) {\n if (this._cacheKeysToIntegrities.has(cacheKey) &&\n this._cacheKeysToIntegrities.get(cacheKey) !== entry.integrity) {\n throw new WorkboxError('add-to-cache-list-conflicting-integrities', {\n url,\n });\n }\n this._cacheKeysToIntegrities.set(cacheKey, entry.integrity);\n }\n this._urlsToCacheKeys.set(url, cacheKey);\n this._urlsToCacheModes.set(url, cacheMode);\n if (urlsToWarnAbout.length > 0) {\n const warningMessage = `Workbox is precaching URLs without revision ` +\n `info: ${urlsToWarnAbout.join(', ')}\\nThis is generally NOT safe. ` +\n `Learn more at https://bit.ly/wb-precache`;\n if (process.env.NODE_ENV === 'production') {\n // Use console directly to display this warning without bloating\n // bundle sizes by pulling in all of the logger codebase in prod.\n console.warn(warningMessage);\n }\n else {\n logger.warn(warningMessage);\n }\n }\n }\n }\n /**\n * Precaches new and updated assets. Call this method from the service worker\n * install event.\n *\n * @param {Object} options\n * @param {Event} [options.event] The install event (if needed).\n * @param {Array} [options.plugins] Plugins to be used for fetching\n * and caching during install.\n * @return {Promise}\n */\n async install({ event, plugins } = {}) {\n if (process.env.NODE_ENV !== 'production') {\n if (plugins) {\n assert.isArray(plugins, {\n moduleName: 'workbox-precaching',\n className: 'PrecacheController',\n funcName: 'install',\n paramName: 'plugins',\n });\n }\n }\n const toBePrecached = [];\n const alreadyPrecached = [];\n const cache = await self.caches.open(this._cacheName);\n const alreadyCachedRequests = await cache.keys();\n const existingCacheKeys = new Set(alreadyCachedRequests.map((request) => request.url));\n for (const [url, cacheKey] of this._urlsToCacheKeys) {\n if (existingCacheKeys.has(cacheKey)) {\n alreadyPrecached.push(url);\n }\n else {\n toBePrecached.push({ cacheKey, url });\n }\n }\n const precacheRequests = toBePrecached.map(({ cacheKey, url }) => {\n const integrity = this._cacheKeysToIntegrities.get(cacheKey);\n const cacheMode = this._urlsToCacheModes.get(url);\n return this._addURLToCache({\n cacheKey,\n cacheMode,\n event,\n integrity,\n plugins,\n url,\n });\n });\n await Promise.all(precacheRequests);\n const updatedURLs = toBePrecached.map((item) => item.url);\n if (process.env.NODE_ENV !== 'production') {\n printInstallDetails(updatedURLs, alreadyPrecached);\n }\n return {\n updatedURLs,\n notUpdatedURLs: alreadyPrecached,\n };\n }\n /**\n * Deletes assets that are no longer present in the current precache manifest.\n * Call this method from the service worker activate event.\n *\n * @return {Promise}\n */\n async activate() {\n const cache = await self.caches.open(this._cacheName);\n const currentlyCachedRequests = await cache.keys();\n const expectedCacheKeys = new Set(this._urlsToCacheKeys.values());\n const deletedURLs = [];\n for (const request of currentlyCachedRequests) {\n if (!expectedCacheKeys.has(request.url)) {\n await cache.delete(request);\n deletedURLs.push(request.url);\n }\n }\n if (process.env.NODE_ENV !== 'production') {\n printCleanupDetails(deletedURLs);\n }\n return { deletedURLs };\n }\n /**\n * Requests the entry and saves it to the cache if the response is valid.\n * By default, any response with a status code of less than 400 (including\n * opaque responses) is considered valid.\n *\n * If you need to use custom criteria to determine what's valid and what\n * isn't, then pass in an item in `options.plugins` that implements the\n * `cacheWillUpdate()` lifecycle event.\n *\n * @private\n * @param {Object} options\n * @param {string} options.cacheKey The string to use a cache key.\n * @param {string} options.url The URL to fetch and cache.\n * @param {string} [options.cacheMode] The cache mode for the network request.\n * @param {Event} [options.event] The install event (if passed).\n * @param {Array} [options.plugins] An array of plugins to apply to\n * fetch and caching.\n * @param {string} [options.integrity] The value to use for the `integrity`\n * field when making the request.\n */\n async _addURLToCache({ cacheKey, url, cacheMode, event, plugins, integrity }) {\n const request = new Request(url, {\n integrity,\n cache: cacheMode,\n credentials: 'same-origin',\n });\n let response = await fetchWrapper.fetch({\n event,\n plugins,\n request,\n });\n // Allow developers to override the default logic about what is and isn't\n // valid by passing in a plugin implementing cacheWillUpdate(), e.g.\n // a `CacheableResponsePlugin` instance.\n let cacheWillUpdatePlugin;\n for (const plugin of (plugins || [])) {\n if ('cacheWillUpdate' in plugin) {\n cacheWillUpdatePlugin = plugin;\n }\n }\n const isValidResponse = cacheWillUpdatePlugin ?\n // Use a callback if provided. It returns a truthy value if valid.\n // NOTE: invoke the method on the plugin instance so the `this` context\n // is correct.\n await cacheWillUpdatePlugin.cacheWillUpdate({ event, request, response }) :\n // Otherwise, default to considering any response status under 400 valid.\n // This includes, by default, considering opaque responses valid.\n response.status < 400;\n // Consider this a failure, leading to the `install` handler failing, if\n // we get back an invalid response.\n if (!isValidResponse) {\n throw new WorkboxError('bad-precaching-response', {\n url,\n status: response.status,\n });\n }\n // Redirected responses cannot be used to satisfy a navigation request, so\n // any redirected response must be \"copied\" rather than cloned, so the new\n // response doesn't contain the `redirected` flag. See:\n // https://bugs.chromium.org/p/chromium/issues/detail?id=669363&desc=2#c1\n if (response.redirected) {\n response = await copyResponse(response);\n }\n await cacheWrapper.put({\n event,\n plugins,\n response,\n // `request` already uses `url`. We may be able to reuse it.\n request: cacheKey === url ? request : new Request(cacheKey),\n cacheName: this._cacheName,\n matchOptions: {\n ignoreSearch: true,\n },\n });\n }\n /**\n * Returns a mapping of a precached URL to the corresponding cache key, taking\n * into account the revision information for the URL.\n *\n * @return {Map} A URL to cache key mapping.\n */\n getURLsToCacheKeys() {\n return this._urlsToCacheKeys;\n }\n /**\n * Returns a list of all the URLs that have been precached by the current\n * service worker.\n *\n * @return {Array} The precached URLs.\n */\n getCachedURLs() {\n return [...this._urlsToCacheKeys.keys()];\n }\n /**\n * Returns the cache key used for storing a given URL. If that URL is\n * unversioned, like `/index.html', then the cache key will be the original\n * URL with a search parameter appended to it.\n *\n * @param {string} url A URL whose cache key you want to look up.\n * @return {string} The versioned URL that corresponds to a cache key\n * for the original URL, or undefined if that URL isn't precached.\n */\n getCacheKeyForURL(url) {\n const urlObject = new URL(url, location.href);\n return this._urlsToCacheKeys.get(urlObject.href);\n }\n /**\n * This acts as a drop-in replacement for [`cache.match()`](https://developer.mozilla.org/en-US/docs/Web/API/Cache/match)\n * with the following differences:\n *\n * - It knows what the name of the precache is, and only checks in that cache.\n * - It allows you to pass in an \"original\" URL without versioning parameters,\n * and it will automatically look up the correct cache key for the currently\n * active revision of that URL.\n *\n * E.g., `matchPrecache('index.html')` will find the correct precached\n * response for the currently active service worker, even if the actual cache\n * key is `'/index.html?__WB_REVISION__=1234abcd'`.\n *\n * @param {string|Request} request The key (without revisioning parameters)\n * to look up in the precache.\n * @return {Promise}\n */\n async matchPrecache(request) {\n const url = request instanceof Request ? request.url : request;\n const cacheKey = this.getCacheKeyForURL(url);\n if (cacheKey) {\n const cache = await self.caches.open(this._cacheName);\n return cache.match(cacheKey);\n }\n return undefined;\n }\n /**\n * Returns a function that can be used within a\n * {@link module:workbox-routing.Route} that will find a response for the\n * incoming request against the precache.\n *\n * If for an unexpected reason there is a cache miss for the request,\n * this will fall back to retrieving the `Response` via `fetch()` when\n * `fallbackToNetwork` is `true`.\n *\n * @param {boolean} [fallbackToNetwork=true] Whether to attempt to get the\n * response from the network if there's a precache miss.\n * @return {module:workbox-routing~handlerCallback}\n */\n createHandler(fallbackToNetwork = true) {\n return async ({ request }) => {\n try {\n const response = await this.matchPrecache(request);\n if (response) {\n return response;\n }\n // This shouldn't normally happen, but there are edge cases:\n // https://github.com/GoogleChrome/workbox/issues/1441\n throw new WorkboxError('missing-precache-entry', {\n cacheName: this._cacheName,\n url: request instanceof Request ? request.url : request,\n });\n }\n catch (error) {\n if (fallbackToNetwork) {\n if (process.env.NODE_ENV !== 'production') {\n logger.debug(`Unable to respond with precached response. ` +\n `Falling back to network.`, error);\n }\n return fetch(request);\n }\n throw error;\n }\n };\n }\n /**\n * Returns a function that looks up `url` in the precache (taking into\n * account revision information), and returns the corresponding `Response`.\n *\n * If for an unexpected reason there is a cache miss when looking up `url`,\n * this will fall back to retrieving the `Response` via `fetch()` when\n * `fallbackToNetwork` is `true`.\n *\n * @param {string} url The precached URL which will be used to lookup the\n * `Response`.\n * @param {boolean} [fallbackToNetwork=true] Whether to attempt to get the\n * response from the network if there's a precache miss.\n * @return {module:workbox-routing~handlerCallback}\n */\n createHandlerBoundToURL(url, fallbackToNetwork = true) {\n const cacheKey = this.getCacheKeyForURL(url);\n if (!cacheKey) {\n throw new WorkboxError('non-precached-url', { url });\n }\n const handler = this.createHandler(fallbackToNetwork);\n const request = new Request(url);\n return () => handler({ request });\n }\n}\nexport { PrecacheController };\n","export const isNav = event => event.request.mode === 'navigate';\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\nexport const cacheOkAndOpaquePlugin = {\n /**\n * Returns a valid response (to allow caching) if the status is 200 (OK) or\n * 0 (opaque).\n *\n * @param {Object} options\n * @param {Response} options.response\n * @return {Response|null}\n *\n * @private\n */\n cacheWillUpdate: async ({ response }) => {\n if (response.status === 200 || response.status === 0) {\n return response;\n }\n return null;\n },\n};\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { cacheNames } from 'workbox-core/_private/cacheNames.js';\nimport { cacheWrapper } from 'workbox-core/_private/cacheWrapper.js';\nimport { fetchWrapper } from 'workbox-core/_private/fetchWrapper.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { messages } from './utils/messages.js';\nimport { cacheOkAndOpaquePlugin } from './plugins/cacheOkAndOpaquePlugin.js';\nimport './_version.js';\n/**\n * An implementation of a\n * [network first]{@link https://developers.google.com/web/fundamentals/instant-and-offline/offline-cookbook/#network-falling-back-to-cache}\n * request strategy.\n *\n * By default, this strategy will cache responses with a 200 status code as\n * well as [opaque responses]{@link https://developers.google.com/web/tools/workbox/guides/handle-third-party-requests}.\n * Opaque responses are are cross-origin requests where the response doesn't\n * support [CORS]{@link https://enable-cors.org/}.\n *\n * If the network request fails, and there is no cache match, this will throw\n * a `WorkboxError` exception.\n *\n * @memberof module:workbox-strategies\n */\nclass NetworkFirst {\n /**\n * @param {Object} options\n * @param {string} options.cacheName Cache name to store and retrieve\n * requests. Defaults to cache names provided by\n * [workbox-core]{@link module:workbox-core.cacheNames}.\n * @param {Array} options.plugins [Plugins]{@link https://developers.google.com/web/tools/workbox/guides/using-plugins}\n * to use in conjunction with this caching strategy.\n * @param {Object} options.fetchOptions Values passed along to the\n * [`init`](https://developer.mozilla.org/en-US/docs/Web/API/WindowOrWorkerGlobalScope/fetch#Parameters)\n * of all fetch() requests made by this strategy.\n * @param {Object} options.matchOptions [`CacheQueryOptions`](https://w3c.github.io/ServiceWorker/#dictdef-cachequeryoptions)\n * @param {number} options.networkTimeoutSeconds If set, any network requests\n * that fail to respond within the timeout will fallback to the cache.\n *\n * This option can be used to combat\n * \"[lie-fi]{@link https://developers.google.com/web/fundamentals/performance/poor-connectivity/#lie-fi}\"\n * scenarios.\n */\n constructor(options = {}) {\n this._cacheName = cacheNames.getRuntimeName(options.cacheName);\n if (options.plugins) {\n const isUsingCacheWillUpdate = options.plugins.some((plugin) => !!plugin.cacheWillUpdate);\n this._plugins = isUsingCacheWillUpdate ?\n options.plugins : [cacheOkAndOpaquePlugin, ...options.plugins];\n }\n else {\n // No plugins passed in, use the default plugin.\n this._plugins = [cacheOkAndOpaquePlugin];\n }\n this._networkTimeoutSeconds = options.networkTimeoutSeconds || 0;\n if (process.env.NODE_ENV !== 'production') {\n if (this._networkTimeoutSeconds) {\n assert.isType(this._networkTimeoutSeconds, 'number', {\n moduleName: 'workbox-strategies',\n className: 'NetworkFirst',\n funcName: 'constructor',\n paramName: 'networkTimeoutSeconds',\n });\n }\n }\n this._fetchOptions = options.fetchOptions;\n this._matchOptions = options.matchOptions;\n }\n /**\n * This method will perform a request strategy and follows an API that\n * will work with the\n * [Workbox Router]{@link module:workbox-routing.Router}.\n *\n * @param {Object} options\n * @param {Request|string} options.request A request to run this strategy for.\n * @param {Event} [options.event] The event that triggered the request.\n * @return {Promise}\n */\n async handle({ event, request }) {\n const logs = [];\n if (typeof request === 'string') {\n request = new Request(request);\n }\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(request, Request, {\n moduleName: 'workbox-strategies',\n className: 'NetworkFirst',\n funcName: 'handle',\n paramName: 'makeRequest',\n });\n }\n const promises = [];\n let timeoutId;\n if (this._networkTimeoutSeconds) {\n const { id, promise } = this._getTimeoutPromise({ request, event, logs });\n timeoutId = id;\n promises.push(promise);\n }\n const networkPromise = this._getNetworkPromise({ timeoutId, request, event, logs });\n promises.push(networkPromise);\n // Promise.race() will resolve as soon as the first promise resolves.\n let response = await Promise.race(promises);\n // If Promise.race() resolved with null, it might be due to a network\n // timeout + a cache miss. If that were to happen, we'd rather wait until\n // the networkPromise resolves instead of returning null.\n // Note that it's fine to await an already-resolved promise, so we don't\n // have to check to see if it's still \"in flight\".\n if (!response) {\n response = await networkPromise;\n }\n if (process.env.NODE_ENV !== 'production') {\n logger.groupCollapsed(messages.strategyStart('NetworkFirst', request));\n for (const log of logs) {\n logger.log(log);\n }\n messages.printFinalResponse(response);\n logger.groupEnd();\n }\n if (!response) {\n throw new WorkboxError('no-response', { url: request.url });\n }\n return response;\n }\n /**\n * @param {Object} options\n * @param {Request} options.request\n * @param {Array} options.logs A reference to the logs array\n * @param {Event} [options.event]\n * @return {Promise}\n *\n * @private\n */\n _getTimeoutPromise({ request, logs, event }) {\n let timeoutId;\n const timeoutPromise = new Promise((resolve) => {\n const onNetworkTimeout = async () => {\n if (process.env.NODE_ENV !== 'production') {\n logs.push(`Timing out the network response at ` +\n `${this._networkTimeoutSeconds} seconds.`);\n }\n resolve(await this._respondFromCache({ request, event }));\n };\n timeoutId = setTimeout(onNetworkTimeout, this._networkTimeoutSeconds * 1000);\n });\n return {\n promise: timeoutPromise,\n id: timeoutId,\n };\n }\n /**\n * @param {Object} options\n * @param {number|undefined} options.timeoutId\n * @param {Request} options.request\n * @param {Array} options.logs A reference to the logs Array.\n * @param {Event} [options.event]\n * @return {Promise}\n *\n * @private\n */\n async _getNetworkPromise({ timeoutId, request, logs, event }) {\n let error;\n let response;\n try {\n response = await fetchWrapper.fetch({\n request,\n event,\n fetchOptions: this._fetchOptions,\n plugins: this._plugins,\n });\n }\n catch (err) {\n error = err;\n }\n if (timeoutId) {\n clearTimeout(timeoutId);\n }\n if (process.env.NODE_ENV !== 'production') {\n if (response) {\n logs.push(`Got response from network.`);\n }\n else {\n logs.push(`Unable to get a response from the network. Will respond ` +\n `with a cached response.`);\n }\n }\n if (error || !response) {\n response = await this._respondFromCache({ request, event });\n if (process.env.NODE_ENV !== 'production') {\n if (response) {\n logs.push(`Found a cached response in the '${this._cacheName}'` +\n ` cache.`);\n }\n else {\n logs.push(`No response found in the '${this._cacheName}' cache.`);\n }\n }\n }\n else {\n // Keep the service worker alive while we put the request in the cache\n const responseClone = response.clone();\n const cachePut = cacheWrapper.put({\n cacheName: this._cacheName,\n request,\n response: responseClone,\n event,\n plugins: this._plugins,\n });\n if (event) {\n try {\n // The event has been responded to so we can keep the SW alive to\n // respond to the request\n event.waitUntil(cachePut);\n }\n catch (err) {\n if (process.env.NODE_ENV !== 'production') {\n logger.warn(`Unable to ensure service worker stays alive when ` +\n `updating cache for '${getFriendlyURL(request.url)}'.`);\n }\n }\n }\n }\n return response;\n }\n /**\n * Used if the network timeouts or fails to make the request.\n *\n * @param {Object} options\n * @param {Request} request The request to match in the cache\n * @param {Event} [options.event]\n * @return {Promise}\n *\n * @private\n */\n _respondFromCache({ event, request }) {\n return cacheWrapper.match({\n cacheName: this._cacheName,\n request,\n event,\n matchOptions: this._matchOptions,\n plugins: this._plugins,\n });\n }\n}\nexport { NetworkFirst };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport '../_version.js';\n/**\n * A class that wraps common IndexedDB functionality in a promise-based API.\n * It exposes all the underlying power and functionality of IndexedDB, but\n * wraps the most commonly used features in a way that's much simpler to use.\n *\n * @private\n */\nexport class DBWrapper {\n /**\n * @param {string} name\n * @param {number} version\n * @param {Object=} [callback]\n * @param {!Function} [callbacks.onupgradeneeded]\n * @param {!Function} [callbacks.onversionchange] Defaults to\n * DBWrapper.prototype._onversionchange when not specified.\n * @private\n */\n constructor(name, version, { onupgradeneeded, onversionchange, } = {}) {\n this._db = null;\n this._name = name;\n this._version = version;\n this._onupgradeneeded = onupgradeneeded;\n this._onversionchange = onversionchange || (() => this.close());\n }\n /**\n * Returns the IDBDatabase instance (not normally needed).\n * @return {IDBDatabase|undefined}\n *\n * @private\n */\n get db() {\n return this._db;\n }\n /**\n * Opens a connected to an IDBDatabase, invokes any onupgradedneeded\n * callback, and added an onversionchange callback to the database.\n *\n * @return {IDBDatabase}\n * @private\n */\n async open() {\n if (this._db)\n return;\n this._db = await new Promise((resolve, reject) => {\n // This flag is flipped to true if the timeout callback runs prior\n // to the request failing or succeeding. Note: we use a timeout instead\n // of an onblocked handler since there are cases where onblocked will\n // never never run. A timeout better handles all possible scenarios:\n // https://github.com/w3c/IndexedDB/issues/223\n let openRequestTimedOut = false;\n setTimeout(() => {\n openRequestTimedOut = true;\n reject(new Error('The open request was blocked and timed out'));\n }, this.OPEN_TIMEOUT);\n const openRequest = indexedDB.open(this._name, this._version);\n openRequest.onerror = () => reject(openRequest.error);\n openRequest.onupgradeneeded = (evt) => {\n if (openRequestTimedOut) {\n openRequest.transaction.abort();\n openRequest.result.close();\n }\n else if (typeof this._onupgradeneeded === 'function') {\n this._onupgradeneeded(evt);\n }\n };\n openRequest.onsuccess = () => {\n const db = openRequest.result;\n if (openRequestTimedOut) {\n db.close();\n }\n else {\n db.onversionchange = this._onversionchange.bind(this);\n resolve(db);\n }\n };\n });\n return this;\n }\n /**\n * Polyfills the native `getKey()` method. Note, this is overridden at\n * runtime if the browser supports the native method.\n *\n * @param {string} storeName\n * @param {*} query\n * @return {Array}\n * @private\n */\n async getKey(storeName, query) {\n return (await this.getAllKeys(storeName, query, 1))[0];\n }\n /**\n * Polyfills the native `getAll()` method. Note, this is overridden at\n * runtime if the browser supports the native method.\n *\n * @param {string} storeName\n * @param {*} query\n * @param {number} count\n * @return {Array}\n * @private\n */\n async getAll(storeName, query, count) {\n return await this.getAllMatching(storeName, { query, count });\n }\n /**\n * Polyfills the native `getAllKeys()` method. Note, this is overridden at\n * runtime if the browser supports the native method.\n *\n * @param {string} storeName\n * @param {*} query\n * @param {number} count\n * @return {Array}\n * @private\n */\n async getAllKeys(storeName, query, count) {\n const entries = await this.getAllMatching(storeName, { query, count, includeKeys: true });\n return entries.map((entry) => entry.key);\n }\n /**\n * Supports flexible lookup in an object store by specifying an index,\n * query, direction, and count. This method returns an array of objects\n * with the signature .\n *\n * @param {string} storeName\n * @param {Object} [opts]\n * @param {string} [opts.index] The index to use (if specified).\n * @param {*} [opts.query]\n * @param {IDBCursorDirection} [opts.direction]\n * @param {number} [opts.count] The max number of results to return.\n * @param {boolean} [opts.includeKeys] When true, the structure of the\n * returned objects is changed from an array of values to an array of\n * objects in the form {key, primaryKey, value}.\n * @return {Array}\n * @private\n */\n async getAllMatching(storeName, { index, query = null, // IE/Edge errors if query === `undefined`.\n direction = 'next', count, includeKeys = false, } = {}) {\n return await this.transaction([storeName], 'readonly', (txn, done) => {\n const store = txn.objectStore(storeName);\n const target = index ? store.index(index) : store;\n const results = [];\n const request = target.openCursor(query, direction);\n request.onsuccess = () => {\n const cursor = request.result;\n if (cursor) {\n results.push(includeKeys ? cursor : cursor.value);\n if (count && results.length >= count) {\n done(results);\n }\n else {\n cursor.continue();\n }\n }\n else {\n done(results);\n }\n };\n });\n }\n /**\n * Accepts a list of stores, a transaction type, and a callback and\n * performs a transaction. A promise is returned that resolves to whatever\n * value the callback chooses. The callback holds all the transaction logic\n * and is invoked with two arguments:\n * 1. The IDBTransaction object\n * 2. A `done` function, that's used to resolve the promise when\n * when the transaction is done, if passed a value, the promise is\n * resolved to that value.\n *\n * @param {Array} storeNames An array of object store names\n * involved in the transaction.\n * @param {string} type Can be `readonly` or `readwrite`.\n * @param {!Function} callback\n * @return {*} The result of the transaction ran by the callback.\n * @private\n */\n async transaction(storeNames, type, callback) {\n await this.open();\n return await new Promise((resolve, reject) => {\n const txn = this._db.transaction(storeNames, type);\n txn.onabort = () => reject(txn.error);\n txn.oncomplete = () => resolve();\n callback(txn, (value) => resolve(value));\n });\n }\n /**\n * Delegates async to a native IDBObjectStore method.\n *\n * @param {string} method The method name.\n * @param {string} storeName The object store name.\n * @param {string} type Can be `readonly` or `readwrite`.\n * @param {...*} args The list of args to pass to the native method.\n * @return {*} The result of the transaction.\n * @private\n */\n async _call(method, storeName, type, ...args) {\n const callback = (txn, done) => {\n const objStore = txn.objectStore(storeName);\n // TODO(philipwalton): Fix this underlying TS2684 error.\n // @ts-ignore\n const request = objStore[method].apply(objStore, args);\n request.onsuccess = () => done(request.result);\n };\n return await this.transaction([storeName], type, callback);\n }\n /**\n * Closes the connection opened by `DBWrapper.open()`. Generally this method\n * doesn't need to be called since:\n * 1. It's usually better to keep a connection open since opening\n * a new connection is somewhat slow.\n * 2. Connections are automatically closed when the reference is\n * garbage collected.\n * The primary use case for needing to close a connection is when another\n * reference (typically in another tab) needs to upgrade it and would be\n * blocked by the current, open connection.\n *\n * @private\n */\n close() {\n if (this._db) {\n this._db.close();\n this._db = null;\n }\n }\n}\n// Exposed on the prototype to let users modify the default timeout on a\n// per-instance or global basis.\nDBWrapper.prototype.OPEN_TIMEOUT = 2000;\n// Wrap native IDBObjectStore methods according to their mode.\nconst methodsToWrap = {\n readonly: ['get', 'count', 'getKey', 'getAll', 'getAllKeys'],\n readwrite: ['add', 'put', 'clear', 'delete'],\n};\nfor (const [mode, methods] of Object.entries(methodsToWrap)) {\n for (const method of methods) {\n if (method in IDBObjectStore.prototype) {\n // Don't use arrow functions here since we're outside of the class.\n DBWrapper.prototype[method] =\n async function (storeName, ...args) {\n return await this._call(method, storeName, mode, ...args);\n };\n }\n }\n}\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { getOrCreateDefaultRouter } from './utils/getOrCreateDefaultRouter.js';\nimport './_version.js';\n/**\n * If a Route throws an error while handling a request, this `handler`\n * will be called and given a chance to provide a response.\n *\n * @param {module:workbox-routing~handlerCallback} handler A callback\n * function that returns a Promise resulting in a Response.\n *\n * @memberof module:workbox-routing\n */\nfunction setCatchHandler(handler) {\n const defaultRouter = getOrCreateDefaultRouter();\n defaultRouter.setCatchHandler(handler);\n}\nexport { setCatchHandler };\n","import { registerRoute, setCatchHandler } from 'workbox-routing';\nimport { precacheAndRoute, getCacheKeyForURL } from 'workbox-precaching';\nimport { isNav } from './utils';\nimport { NETWORK_HANDLER, PRECACHING_OPTIONS } from './contants';\n\nexport function getFiles() {\n\treturn self.__WB_MANIFEST;\n}\n\nexport function setupPrecaching(precacheFiles, precachingOptions) {\n\tprecacheAndRoute(precacheFiles, precachingOptions || PRECACHING_OPTIONS);\n}\n\nexport function setupRouting() {\n\t/**\n\t * Adding this before `precacheAndRoute` lets us handle all\n\t * the navigation requests even if they are in precache.\n\t */\n\tregisterRoute(({ event }) => isNav(event), NETWORK_HANDLER);\n\n\tsetCatchHandler(({ event }) => {\n\t\tif (isNav(event)) {\n\t\t\treturn caches.match(getCacheKeyForURL('/200.html'));\n\t\t}\n\t\treturn Response.error();\n\t});\n}\n\nexport { PRECACHING_OPTIONS };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { cacheNames as _cacheNames } from './_private/cacheNames.js';\nimport './_version.js';\n/**\n * Get the current cache names and prefix/suffix used by Workbox.\n *\n * `cacheNames.precache` is used for precached assets,\n * `cacheNames.googleAnalytics` is used by `workbox-google-analytics` to\n * store `analytics.js`, and `cacheNames.runtime` is used for everything else.\n *\n * `cacheNames.prefix` can be used to retrieve just the current prefix value.\n * `cacheNames.suffix` can be used to retrieve just the current suffix value.\n *\n * @return {Object} An object with `precache`, `runtime`, `prefix`, and\n * `googleAnalytics` properties.\n *\n * @memberof module:workbox-core\n */\nconst cacheNames = {\n get googleAnalytics() {\n return _cacheNames.getGoogleAnalyticsName();\n },\n get precache() {\n return _cacheNames.getPrecacheName();\n },\n get prefix() {\n return _cacheNames.getPrefix();\n },\n get runtime() {\n return _cacheNames.getRuntimeName();\n },\n get suffix() {\n return _cacheNames.getSuffix();\n },\n};\nexport { cacheNames };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { assert } from 'workbox-core/_private/assert.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { getFriendlyURL } from 'workbox-core/_private/getFriendlyURL.js';\nimport { logger } from 'workbox-core/_private/logger.js';\nimport './_version.js';\n/**\n * This class allows you to set up rules determining what\n * status codes and/or headers need to be present in order for a\n * [`Response`](https://developer.mozilla.org/en-US/docs/Web/API/Response)\n * to be considered cacheable.\n *\n * @memberof module:workbox-cacheable-response\n */\nclass CacheableResponse {\n /**\n * To construct a new CacheableResponse instance you must provide at least\n * one of the `config` properties.\n *\n * If both `statuses` and `headers` are specified, then both conditions must\n * be met for the `Response` to be considered cacheable.\n *\n * @param {Object} config\n * @param {Array} [config.statuses] One or more status codes that a\n * `Response` can have and be considered cacheable.\n * @param {Object} [config.headers] A mapping of header names\n * and expected values that a `Response` can have and be considered cacheable.\n * If multiple headers are provided, only one needs to be present.\n */\n constructor(config = {}) {\n if (process.env.NODE_ENV !== 'production') {\n if (!(config.statuses || config.headers)) {\n throw new WorkboxError('statuses-or-headers-required', {\n moduleName: 'workbox-cacheable-response',\n className: 'CacheableResponse',\n funcName: 'constructor',\n });\n }\n if (config.statuses) {\n assert.isArray(config.statuses, {\n moduleName: 'workbox-cacheable-response',\n className: 'CacheableResponse',\n funcName: 'constructor',\n paramName: 'config.statuses',\n });\n }\n if (config.headers) {\n assert.isType(config.headers, 'object', {\n moduleName: 'workbox-cacheable-response',\n className: 'CacheableResponse',\n funcName: 'constructor',\n paramName: 'config.headers',\n });\n }\n }\n this._statuses = config.statuses;\n this._headers = config.headers;\n }\n /**\n * Checks a response to see whether it's cacheable or not, based on this\n * object's configuration.\n *\n * @param {Response} response The response whose cacheability is being\n * checked.\n * @return {boolean} `true` if the `Response` is cacheable, and `false`\n * otherwise.\n */\n isResponseCacheable(response) {\n if (process.env.NODE_ENV !== 'production') {\n assert.isInstance(response, Response, {\n moduleName: 'workbox-cacheable-response',\n className: 'CacheableResponse',\n funcName: 'isResponseCacheable',\n paramName: 'response',\n });\n }\n let cacheable = true;\n if (this._statuses) {\n cacheable = this._statuses.includes(response.status);\n }\n if (this._headers && cacheable) {\n cacheable = Object.keys(this._headers).some((headerName) => {\n return response.headers.get(headerName) === this._headers[headerName];\n });\n }\n if (process.env.NODE_ENV !== 'production') {\n if (!cacheable) {\n logger.groupCollapsed(`The request for ` +\n `'${getFriendlyURL(response.url)}' returned a response that does ` +\n `not meet the criteria for being cached.`);\n logger.groupCollapsed(`View cacheability criteria here.`);\n logger.log(`Cacheable statuses: ` +\n JSON.stringify(this._statuses));\n logger.log(`Cacheable headers: ` +\n JSON.stringify(this._headers, null, 2));\n logger.groupEnd();\n const logFriendlyHeaders = {};\n response.headers.forEach((value, key) => {\n logFriendlyHeaders[key] = value;\n });\n logger.groupCollapsed(`View response status and headers here.`);\n logger.log(`Response status: ` + response.status);\n logger.log(`Response headers: ` +\n JSON.stringify(logFriendlyHeaders, null, 2));\n logger.groupEnd();\n logger.groupCollapsed(`View full response details here.`);\n logger.log(response.headers);\n logger.log(response);\n logger.groupEnd();\n logger.groupEnd();\n }\n }\n return cacheable;\n }\n}\nexport { CacheableResponse };\n","import { NetworkFirst } from 'workbox-strategies';\nimport { cacheNames } from 'workbox-core';\nimport { CacheableResponsePlugin } from 'workbox-cacheable-response';\n\nexport const PRECACHING_OPTIONS = {};\n\nexport const NETWORK_HANDLER = new NetworkFirst({\n\t// this cache is plunged with every new service worker deploy so we dont need to care about purging the cache.\n\tcacheName: cacheNames.precache,\n\tnetworkTimeoutSeconds: 5, // if u dont start getting headers within 5 sec fallback to cache.\n\tplugins: [\n\t\tnew CacheableResponsePlugin({\n\t\t\tstatuses: [200], // only cache valid responses, not opaque responses e.g. wifi portal.\n\t\t}),\n\t],\n});\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { logger } from 'workbox-core/_private/logger.js';\nimport { WorkboxError } from 'workbox-core/_private/WorkboxError.js';\nimport { Route } from './Route.js';\nimport { RegExpRoute } from './RegExpRoute.js';\nimport { getOrCreateDefaultRouter } from './utils/getOrCreateDefaultRouter.js';\nimport './_version.js';\n/**\n * Easily register a RegExp, string, or function with a caching\n * strategy to a singleton Router instance.\n *\n * This method will generate a Route for you if needed and\n * call [registerRoute()]{@link module:workbox-routing.Router#registerRoute}.\n *\n * @param {RegExp|string|module:workbox-routing.Route~matchCallback|module:workbox-routing.Route} capture\n * If the capture param is a `Route`, all other arguments will be ignored.\n * @param {module:workbox-routing~handlerCallback} [handler] A callback\n * function that returns a Promise resulting in a Response. This parameter\n * is required if `capture` is not a `Route` object.\n * @param {string} [method='GET'] The HTTP method to match the Route\n * against.\n * @return {module:workbox-routing.Route} The generated `Route`(Useful for\n * unregistering).\n *\n * @memberof module:workbox-routing\n */\nfunction registerRoute(capture, handler, method) {\n let route;\n if (typeof capture === 'string') {\n const captureUrl = new URL(capture, location.href);\n if (process.env.NODE_ENV !== 'production') {\n if (!(capture.startsWith('/') || capture.startsWith('http'))) {\n throw new WorkboxError('invalid-string', {\n moduleName: 'workbox-routing',\n funcName: 'registerRoute',\n paramName: 'capture',\n });\n }\n // We want to check if Express-style wildcards are in the pathname only.\n // TODO: Remove this log message in v4.\n const valueToCheck = capture.startsWith('http') ?\n captureUrl.pathname : capture;\n // See https://github.com/pillarjs/path-to-regexp#parameters\n const wildcards = '[*:?+]';\n if ((new RegExp(`${wildcards}`)).exec(valueToCheck)) {\n logger.debug(`The '$capture' parameter contains an Express-style wildcard ` +\n `character (${wildcards}). Strings are now always interpreted as ` +\n `exact matches; use a RegExp for partial or wildcard matches.`);\n }\n }\n const matchCallback = ({ url }) => {\n if (process.env.NODE_ENV !== 'production') {\n if ((url.pathname === captureUrl.pathname) &&\n (url.origin !== captureUrl.origin)) {\n logger.debug(`${capture} only partially matches the cross-origin URL ` +\n `${url}. This route will only handle cross-origin requests ` +\n `if they match the entire URL.`);\n }\n }\n return url.href === captureUrl.href;\n };\n // If `capture` is a string then `handler` and `method` must be present.\n route = new Route(matchCallback, handler, method);\n }\n else if (capture instanceof RegExp) {\n // If `capture` is a `RegExp` then `handler` and `method` must be present.\n route = new RegExpRoute(capture, handler, method);\n }\n else if (typeof capture === 'function') {\n // If `capture` is a function then `handler` and `method` must be present.\n route = new Route(capture, handler, method);\n }\n else if (capture instanceof Route) {\n route = capture;\n }\n else {\n throw new WorkboxError('unsupported-route-type', {\n moduleName: 'workbox-routing',\n funcName: 'registerRoute',\n paramName: 'capture',\n });\n }\n const defaultRouter = getOrCreateDefaultRouter();\n defaultRouter.registerRoute(route);\n return route;\n}\nexport { registerRoute };\n","/*\n Copyright 2018 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { CacheableResponse } from './CacheableResponse.js';\nimport './_version.js';\n/**\n * A class implementing the `cacheWillUpdate` lifecycle callback. This makes it\n * easier to add in cacheability checks to requests made via Workbox's built-in\n * strategies.\n *\n * @memberof module:workbox-cacheable-response\n */\nclass CacheableResponsePlugin {\n /**\n * To construct a new CacheableResponsePlugin instance you must provide at\n * least one of the `config` properties.\n *\n * If both `statuses` and `headers` are specified, then both conditions must\n * be met for the `Response` to be considered cacheable.\n *\n * @param {Object} config\n * @param {Array} [config.statuses] One or more status codes that a\n * `Response` can have and be considered cacheable.\n * @param {Object} [config.headers] A mapping of header names\n * and expected values that a `Response` can have and be considered cacheable.\n * If multiple headers are provided, only one needs to be present.\n */\n constructor(config) {\n /**\n * @param {Object} options\n * @param {Response} options.response\n * @return {Response|null}\n * @private\n */\n this.cacheWillUpdate = async ({ response }) => {\n if (this._cacheableResponse.isResponseCacheable(response)) {\n return response;\n }\n return null;\n };\n this._cacheableResponse = new CacheableResponse(config);\n }\n}\nexport { CacheableResponsePlugin };\n","/*\n Copyright 2019 Google LLC\n\n Use of this source code is governed by an MIT-style\n license that can be found in the LICENSE file or at\n https://opensource.org/licenses/MIT.\n*/\nimport { getOrCreatePrecacheController } from './utils/getOrCreatePrecacheController.js';\nimport './_version.js';\n/**\n * Takes in a URL, and returns the corresponding URL that could be used to\n * lookup the entry in the precache.\n *\n * If a relative URL is provided, the location of the service worker file will\n * be used as the base.\n *\n * For precached entries without revision information, the cache key will be the\n * same as the original URL.\n *\n * For precached entries with revision information, the cache key will be the\n * original URL with the addition of a query parameter used for keeping track of\n * the revision info.\n *\n * @param {string} url The URL whose cache key to look up.\n * @return {string} The cache key that corresponds to that URL.\n *\n * @memberof module:workbox-precaching\n */\nfunction getCacheKeyForURL(url) {\n const precacheController = getOrCreatePrecacheController();\n return precacheController.getCacheKeyForURL(url);\n}\nexport { getCacheKeyForURL };\n","\"use strict\";\n// @ts-ignore\ntry {\n self['workbox:core:5.1.4'] && _();\n}\ncatch (e) { }\n"]} \ No newline at end of file diff --git a/preact.config.js b/preact.config.js index 2de3c4b..450ecbf 100644 --- a/preact.config.js +++ b/preact.config.js @@ -49,9 +49,9 @@ export default function (config, env, helpers) { ); if (env.production) { - config.plugins[15].patterns.shift(); - config.plugins[15].patterns.shift(); - config.plugins[15].patterns.push({ + config.plugins[17].patterns.shift(); + config.plugins[17].patterns.shift(); + config.plugins[17].patterns.push({ from: "assets", to: "" }); diff --git a/size-plugin.json b/size-plugin.json index 66a2e1b..c3c3d8d 100644 --- a/size-plugin.json +++ b/size-plugin.json @@ -1 +1 @@ -[{"timestamp":1606059921864,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8479,"size":8479,"diff":0},{"filename":"bundle.*****.esm.js","previous":376964,"size":376962,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2093,"size":2092,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2736,"size":2736,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14558,"size":14558,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1295,"size":1295,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15355,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1685,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":705,"size":705,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":360,"size":360,"diff":0},{"filename":"bundle.aa383.css","previous":2423,"size":2423,"diff":0},{"filename":"index.html","previous":727,"size":727,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":7057,"size":8535,"diff":1478},{"filename":"route-AlgoritmiEStruttureDati.chunk.c3842.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dbb2.js","previous":8164,"size":8164,"diff":0},{"filename":"route-BasiDiDati.chunk.4b080.js","previous":2987,"size":2987,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ac864.js","previous":17571,"size":17571,"diff":0},{"filename":"route-Fisica.chunk.70f91.js","previous":11823,"size":11823,"diff":0},{"filename":"route-Home.chunk.ab68a.js","previous":1293,"size":1293,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.738ae.js","previous":700,"size":700,"diff":0},{"filename":"route-MingwInstall.chunk.fba30.js","previous":1526,"size":1526,"diff":0},{"filename":"route-NetLogo.chunk.4f23b.js","previous":1742,"size":1742,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.9e631.js","previous":10689,"size":10689,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.fd640.js","previous":358,"size":358,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.2346f.js","previous":2890,"size":2890,"diff":0},{"filename":"route-Statistica.chunk.cc05b.js","previous":17700,"size":17700,"diff":0},{"filename":"route-VlDiGeometria.chunk.06e35.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.86fdd.js","previous":377444,"size":0,"diff":-377444},{"filename":"polyfills.44e61.js","previous":2089,"size":0,"diff":-2089},{"filename":"route-GestioneDellInformazione.chunk.e4bbf.js","previous":7379,"size":0,"diff":-7379},{"filename":"bundle.b48aa.js","previous":0,"size":377442,"diff":377442},{"filename":"polyfills.fcf38.js","previous":0,"size":2089,"diff":2089},{"filename":"route-GestioneDellInformazione.chunk.e4be8.js","previous":0,"size":8960,"diff":8960}]},{"timestamp":1605893295430,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8479,"size":8479,"diff":0},{"filename":"bundle.*****.esm.js","previous":376966,"size":376964,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2093,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2736,"size":2736,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14558,"size":14558,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1295,"size":1295,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15355,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1685,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":705,"size":705,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":360,"size":360,"diff":0},{"filename":"bundle.aa383.css","previous":2423,"size":2423,"diff":0},{"filename":"index.html","previous":728,"size":727,"diff":-1},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":5134,"size":7057,"diff":1923},{"filename":"route-AlgoritmiEStruttureDati.chunk.c3842.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dbb2.js","previous":8164,"size":8164,"diff":0},{"filename":"route-BasiDiDati.chunk.4b080.js","previous":2987,"size":2987,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ac864.js","previous":17571,"size":17571,"diff":0},{"filename":"route-Fisica.chunk.70f91.js","previous":11823,"size":11823,"diff":0},{"filename":"route-Home.chunk.ab68a.js","previous":1293,"size":1293,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.738ae.js","previous":700,"size":700,"diff":0},{"filename":"route-MingwInstall.chunk.fba30.js","previous":1526,"size":1526,"diff":0},{"filename":"route-NetLogo.chunk.4f23b.js","previous":1742,"size":1742,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.9e631.js","previous":10689,"size":10689,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.fd640.js","previous":358,"size":358,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.2346f.js","previous":2890,"size":2890,"diff":0},{"filename":"route-Statistica.chunk.cc05b.js","previous":17700,"size":17700,"diff":0},{"filename":"route-VlDiGeometria.chunk.06e35.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.0e929.js","previous":377444,"size":0,"diff":-377444},{"filename":"polyfills.a1e95.js","previous":2089,"size":0,"diff":-2089},{"filename":"route-GestioneDellInformazione.chunk.e4dd5.js","previous":5312,"size":0,"diff":-5312},{"filename":"bundle.86fdd.js","previous":0,"size":377444,"diff":377444},{"filename":"polyfills.44e61.js","previous":0,"size":2089,"diff":2089},{"filename":"route-GestioneDellInformazione.chunk.e4bbf.js","previous":0,"size":7379,"diff":7379}]},{"timestamp":1605751277812,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8479,"size":8479,"diff":0},{"filename":"bundle.*****.esm.js","previous":376964,"size":376966,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2092,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2736,"size":2736,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14558,"size":14558,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1295,"size":1295,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15355,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1685,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":705,"size":705,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":360,"size":360,"diff":0},{"filename":"bundle.aa383.css","previous":2423,"size":2423,"diff":0},{"filename":"index.html","previous":729,"size":728,"diff":-1},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":5109,"size":5134,"diff":25},{"filename":"bundle.8b106.js","previous":377445,"size":0,"diff":-377445},{"filename":"polyfills.425c4.js","previous":2089,"size":0,"diff":-2089},{"filename":"route-AlgoritmiEStruttureDati.chunk.c3842.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dbb2.js","previous":8164,"size":8164,"diff":0},{"filename":"route-BasiDiDati.chunk.4b080.js","previous":2987,"size":2987,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ac864.js","previous":17571,"size":17571,"diff":0},{"filename":"route-Fisica.chunk.70f91.js","previous":11823,"size":11823,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.87774.js","previous":5290,"size":0,"diff":-5290},{"filename":"route-Home.chunk.ab68a.js","previous":1293,"size":1293,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.738ae.js","previous":700,"size":700,"diff":0},{"filename":"route-MingwInstall.chunk.fba30.js","previous":1526,"size":1526,"diff":0},{"filename":"route-NetLogo.chunk.4f23b.js","previous":1742,"size":1742,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.9e631.js","previous":10689,"size":10689,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.fd640.js","previous":358,"size":358,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.2346f.js","previous":2890,"size":2890,"diff":0},{"filename":"route-Statistica.chunk.cc05b.js","previous":17700,"size":17700,"diff":0},{"filename":"route-VlDiGeometria.chunk.06e35.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.0e929.js","previous":0,"size":377444,"diff":377444},{"filename":"polyfills.a1e95.js","previous":0,"size":2089,"diff":2089},{"filename":"route-GestioneDellInformazione.chunk.e4dd5.js","previous":0,"size":5312,"diff":5312}]},{"timestamp":1605636736191,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8479,"size":8479,"diff":0},{"filename":"bundle.*****.esm.js","previous":376970,"size":376964,"diff":-6},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2092,"diff":2},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2736,"diff":-70},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14557,"size":14558,"diff":1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10729,"size":10728,"diff":-1},{"filename":"route-Home.chunk.*****.esm.js","previous":1295,"size":1295,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1530,"size":1528,"diff":-2},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15355,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1417,"size":1416,"diff":-1},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1684,"size":1685,"diff":1},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2472,"size":2473,"diff":1},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":707,"size":705,"diff":-2},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":359,"size":360,"diff":1},{"filename":"bundle.aa383.css","previous":2423,"size":2423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.c6441.js","previous":28863,"size":0,"diff":-28863},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.e1913.js","previous":8165,"size":0,"diff":-8165},{"filename":"route-BasiDiDati.chunk.6f89e.js","previous":3060,"size":0,"diff":-3060},{"filename":"route-CalcoloNumerico.chunk.b0163.js","previous":17570,"size":0,"diff":-17570},{"filename":"route-Fisica.chunk.ac518.js","previous":11823,"size":0,"diff":-11823},{"filename":"index.html","previous":727,"size":729,"diff":2},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":4216,"size":5109,"diff":893},{"filename":"bundle.bea55.js","previous":377447,"size":0,"diff":-377447},{"filename":"polyfills.73edb.js","previous":2087,"size":0,"diff":-2087},{"filename":"route-GestioneDellInformazione.chunk.2c0b9.js","previous":4367,"size":0,"diff":-4367},{"filename":"route-Home.chunk.1bafb.js","previous":1292,"size":0,"diff":-1292},{"filename":"route-LinguaggiDinamici.chunk.48f21.js","previous":701,"size":0,"diff":-701},{"filename":"route-MingwInstall.chunk.13431.js","previous":1527,"size":0,"diff":-1527},{"filename":"route-NetLogo.chunk.ff085.js","previous":1743,"size":0,"diff":-1743},{"filename":"route-OttimizzazioneLineare.chunk.45e2f.js","previous":10689,"size":0,"diff":-10689},{"filename":"route-ProtocolliDiRete.chunk.a9f52.js","previous":358,"size":0,"diff":-358},{"filename":"route-RipassoDiAlgebraLineare.chunk.321ed.js","previous":2888,"size":0,"diff":-2888},{"filename":"route-Statistica.chunk.b428b.js","previous":17701,"size":0,"diff":-17701},{"filename":"route-VlDiGeometria.chunk.58768.js","previous":1449,"size":0,"diff":-1449},{"filename":"bundle.8b106.js","previous":0,"size":377445,"diff":377445},{"filename":"polyfills.425c4.js","previous":0,"size":2089,"diff":2089},{"filename":"route-AlgoritmiEStruttureDati.chunk.c3842.js","previous":0,"size":28863,"diff":28863},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dbb2.js","previous":0,"size":8164,"diff":8164},{"filename":"route-BasiDiDati.chunk.4b080.js","previous":0,"size":2987,"diff":2987},{"filename":"route-CalcoloNumerico.chunk.ac864.js","previous":0,"size":17571,"diff":17571},{"filename":"route-Fisica.chunk.70f91.js","previous":0,"size":11823,"diff":11823},{"filename":"route-GestioneDellInformazione.chunk.87774.js","previous":0,"size":5290,"diff":5290},{"filename":"route-Home.chunk.ab68a.js","previous":0,"size":1293,"diff":1293},{"filename":"route-LinguaggiDinamici.chunk.738ae.js","previous":0,"size":700,"diff":700},{"filename":"route-MingwInstall.chunk.fba30.js","previous":0,"size":1526,"diff":1526},{"filename":"route-NetLogo.chunk.4f23b.js","previous":0,"size":1742,"diff":1742},{"filename":"route-OttimizzazioneLineare.chunk.9e631.js","previous":0,"size":10689,"diff":10689},{"filename":"route-ProtocolliDiRete.chunk.fd640.js","previous":0,"size":358,"diff":358},{"filename":"route-RipassoDiAlgebraLineare.chunk.2346f.js","previous":0,"size":2890,"diff":2890},{"filename":"route-Statistica.chunk.cc05b.js","previous":0,"size":17700,"diff":17700},{"filename":"route-VlDiGeometria.chunk.06e35.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1605544515560,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8479,"size":8479,"diff":0},{"filename":"bundle.*****.esm.js","previous":375377,"size":376970,"diff":1593},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2090,"diff":-2},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14557,"size":14557,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10729,"size":10729,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1272,"size":1295,"diff":23},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1527,"size":1530,"diff":3},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15355,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1417,"size":1417,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1684,"diff":-1},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2472,"size":2472,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":1546,"size":707,"diff":-839},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":348,"size":359,"diff":11},{"filename":"bundle.aa383.css","previous":2423,"size":2423,"diff":0},{"filename":"bundle.f1ffc.js","previous":375856,"size":0,"diff":-375856},{"filename":"polyfills.93c39.js","previous":2089,"size":0,"diff":-2089},{"filename":"route-AlgoritmiEStruttureDati.chunk.c6441.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.e1913.js","previous":8165,"size":8165,"diff":0},{"filename":"route-BasiDiDati.chunk.6f89e.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.b0163.js","previous":17570,"size":17570,"diff":0},{"filename":"route-Fisica.chunk.ac518.js","previous":11823,"size":11823,"diff":0},{"filename":"route-Home.chunk.58f85.js","previous":1270,"size":0,"diff":-1270},{"filename":"route-LinguaggiDinamici.chunk.023fa.js","previous":1683,"size":0,"diff":-1683},{"filename":"route-MingwInstall.chunk.caa61.js","previous":1524,"size":0,"diff":-1524},{"filename":"route-NetLogo.chunk.98c52.js","previous":1743,"size":0,"diff":-1743},{"filename":"route-OttimizzazioneLineare.chunk.db7b8.js","previous":10687,"size":0,"diff":-10687},{"filename":"route-ProtocolliDiRete.chunk.efc6b.js","previous":345,"size":0,"diff":-345},{"filename":"route-RipassoDiAlgebraLineare.chunk.313d4.js","previous":2889,"size":0,"diff":-2889},{"filename":"route-Statistica.chunk.aa389.js","previous":17701,"size":0,"diff":-17701},{"filename":"route-VlDiGeometria.chunk.53a99.js","previous":1449,"size":0,"diff":-1449},{"filename":"index.html","previous":727,"size":727,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":0,"size":310,"diff":310},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":0,"size":4216,"diff":4216},{"filename":"bundle.bea55.js","previous":0,"size":377447,"diff":377447},{"filename":"polyfills.73edb.js","previous":0,"size":2087,"diff":2087},{"filename":"route-GestioneDellInformazione.chunk.2c0b9.js","previous":0,"size":4367,"diff":4367},{"filename":"route-Home.chunk.1bafb.js","previous":0,"size":1292,"diff":1292},{"filename":"route-LinguaggiDinamici.chunk.48f21.js","previous":0,"size":701,"diff":701},{"filename":"route-MingwInstall.chunk.13431.js","previous":0,"size":1527,"diff":1527},{"filename":"route-NetLogo.chunk.ff085.js","previous":0,"size":1743,"diff":1743},{"filename":"route-OttimizzazioneLineare.chunk.45e2f.js","previous":0,"size":10689,"diff":10689},{"filename":"route-ProtocolliDiRete.chunk.a9f52.js","previous":0,"size":358,"diff":358},{"filename":"route-RipassoDiAlgebraLineare.chunk.321ed.js","previous":0,"size":2888,"diff":2888},{"filename":"route-Statistica.chunk.b428b.js","previous":0,"size":17701,"diff":17701},{"filename":"route-VlDiGeometria.chunk.58768.js","previous":0,"size":1449,"diff":1449}]},{"timestamp":1602640429630,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8479,"diff":1},{"filename":"bundle.*****.esm.js","previous":373889,"size":375377,"diff":1488},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2092,"diff":3},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9679,"size":9678,"diff":-1},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7910,"size":7912,"diff":2},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14559,"size":14557,"diff":-2},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10729,"diff":1},{"filename":"route-Home.chunk.*****.esm.js","previous":1272,"size":1272,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1529,"size":1527,"diff":-2},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15357,"size":15355,"diff":-2},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1417,"size":1417,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1685,"diff":-1},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2474,"size":2472,"diff":-2},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":0,"diff":-11822},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":0,"diff":-3060},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":0,"diff":-28863},{"filename":"bundle.724d1.css","previous":2416,"size":0,"diff":-2416},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":8165,"size":0,"diff":-8165},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":17572,"size":0,"diff":-17572},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":366,"size":1546,"diff":1180},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":349,"size":348,"diff":-1},{"filename":"bundle.ebedc.js","previous":374607,"size":0,"diff":-374607},{"filename":"polyfills.73f42.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-Home.chunk.c19a6.js","previous":1270,"size":0,"diff":-1270},{"filename":"route-LinguaggiDinamici.chunk.18e87.js","previous":365,"size":0,"diff":-365},{"filename":"route-MingwInstall.chunk.21061.js","previous":1526,"size":0,"diff":-1526},{"filename":"route-NetLogo.chunk.c8ff5.js","previous":1744,"size":0,"diff":-1744},{"filename":"route-OttimizzazioneLineare.chunk.38899.js","previous":10690,"size":0,"diff":-10690},{"filename":"route-ProtocolliDiRete.chunk.bb41d.js","previous":345,"size":0,"diff":-345},{"filename":"route-RipassoDiAlgebraLineare.chunk.bcf44.js","previous":2890,"size":0,"diff":-2890},{"filename":"route-Statistica.chunk.a96c5.js","previous":17703,"size":0,"diff":-17703},{"filename":"route-VlDiGeometria.chunk.ec9a6.js","previous":1449,"size":0,"diff":-1449},{"filename":"bundle.aa383.css","previous":0,"size":2423,"diff":2423},{"filename":"bundle.f1ffc.js","previous":0,"size":375856,"diff":375856},{"filename":"polyfills.93c39.js","previous":0,"size":2089,"diff":2089},{"filename":"route-AlgoritmiEStruttureDati.chunk.c6441.js","previous":0,"size":28863,"diff":28863},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.e1913.js","previous":0,"size":8165,"diff":8165},{"filename":"route-BasiDiDati.chunk.6f89e.js","previous":0,"size":3060,"diff":3060},{"filename":"route-CalcoloNumerico.chunk.b0163.js","previous":0,"size":17570,"diff":17570},{"filename":"route-Fisica.chunk.ac518.js","previous":0,"size":11823,"diff":11823},{"filename":"route-Home.chunk.58f85.js","previous":0,"size":1270,"diff":1270},{"filename":"route-LinguaggiDinamici.chunk.023fa.js","previous":0,"size":1683,"diff":1683},{"filename":"route-MingwInstall.chunk.caa61.js","previous":0,"size":1524,"diff":1524},{"filename":"route-NetLogo.chunk.98c52.js","previous":0,"size":1743,"diff":1743},{"filename":"route-OttimizzazioneLineare.chunk.db7b8.js","previous":0,"size":10687,"diff":10687},{"filename":"route-ProtocolliDiRete.chunk.efc6b.js","previous":0,"size":345,"diff":345},{"filename":"route-RipassoDiAlgebraLineare.chunk.313d4.js","previous":0,"size":2889,"diff":2889},{"filename":"route-Statistica.chunk.aa389.js","previous":0,"size":17701,"diff":17701},{"filename":"route-VlDiGeometria.chunk.53a99.js","previous":0,"size":1449,"diff":1449},{"filename":"index.html","previous":0,"size":727,"diff":727}]},{"timestamp":1601172669127,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373714,"size":373889,"diff":175},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2089,"diff":-3},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9679,"diff":1},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7910,"size":7910,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14559,"size":14559,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1283,"size":1272,"diff":-11},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1529,"diff":1},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15357,"diff":1},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1417,"diff":1},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2474,"diff":1},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":0,"diff":-1525},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":0,"diff":-1450},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":0,"diff":-1743},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":0,"diff":-17700},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":8165,"size":8165,"diff":0},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":17572,"size":17572,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.025a8.js","previous":10687,"size":0,"diff":-10687},{"filename":"route-RipassoDiAlgebraLineare.chunk.c11b8.js","previous":2890,"size":0,"diff":-2890},{"filename":"bundle.0bc8c.js","previous":374440,"size":0,"diff":-374440},{"filename":"polyfills.229ae.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-Home.chunk.734ee.js","previous":1281,"size":0,"diff":-1281},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":0,"size":366,"diff":366},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":0,"size":349,"diff":349},{"filename":"bundle.ebedc.js","previous":0,"size":374607,"diff":374607},{"filename":"polyfills.73f42.js","previous":0,"size":2092,"diff":2092},{"filename":"route-Home.chunk.c19a6.js","previous":0,"size":1270,"diff":1270},{"filename":"route-LinguaggiDinamici.chunk.18e87.js","previous":0,"size":365,"diff":365},{"filename":"route-MingwInstall.chunk.21061.js","previous":0,"size":1526,"diff":1526},{"filename":"route-NetLogo.chunk.c8ff5.js","previous":0,"size":1744,"diff":1744},{"filename":"route-OttimizzazioneLineare.chunk.38899.js","previous":0,"size":10690,"diff":10690},{"filename":"route-ProtocolliDiRete.chunk.bb41d.js","previous":0,"size":345,"diff":345},{"filename":"route-RipassoDiAlgebraLineare.chunk.bcf44.js","previous":0,"size":2890,"diff":2890},{"filename":"route-Statistica.chunk.a96c5.js","previous":0,"size":17703,"diff":17703},{"filename":"route-VlDiGeometria.chunk.ec9a6.js","previous":0,"size":1449,"diff":1449}]},{"timestamp":1599950731267,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373709,"size":373714,"diff":5},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2092,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7910,"size":7910,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14559,"size":14559,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1278,"size":1283,"diff":5},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":8165,"size":8165,"diff":0},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":17572,"size":17572,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.025a8.js","previous":10687,"size":10687,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.c11b8.js","previous":2890,"size":2890,"diff":0},{"filename":"bundle.889d9.js","previous":374432,"size":0,"diff":-374432},{"filename":"polyfills.1fdfe.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-Home.chunk.edaa4.js","previous":1276,"size":0,"diff":-1276},{"filename":"bundle.0bc8c.js","previous":0,"size":374440,"diff":374440},{"filename":"polyfills.229ae.js","previous":0,"size":2092,"diff":2092},{"filename":"route-Home.chunk.734ee.js","previous":0,"size":1281,"diff":1281}]},{"timestamp":1599876610403,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373709,"size":373709,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7910,"size":7910,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14559,"size":14559,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1278,"diff":-53},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":0,"diff":-1329},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":8165,"size":8165,"diff":0},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":17572,"size":17572,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.025a8.js","previous":10687,"size":10687,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.c11b8.js","previous":2890,"size":2890,"diff":0},{"filename":"bundle.b0077.js","previous":374433,"size":0,"diff":-374433},{"filename":"polyfills.f55b2.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.889d9.js","previous":0,"size":374432,"diff":374432},{"filename":"polyfills.1fdfe.js","previous":0,"size":2092,"diff":2092},{"filename":"route-Home.chunk.edaa4.js","previous":0,"size":1276,"diff":1276}]},{"timestamp":1599581662409,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373708,"size":373709,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7910,"size":7910,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14559,"size":14559,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"polyfills.9ed50.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"bundle.e2712.js","previous":374432,"size":0,"diff":-374432},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":8165,"size":8165,"diff":0},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":17572,"size":17572,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.025a8.js","previous":10687,"size":10687,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.c11b8.js","previous":2890,"size":2890,"diff":0},{"filename":"bundle.b0077.js","previous":0,"size":374433,"diff":374433},{"filename":"polyfills.f55b2.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1599581584772,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372956,"size":373708,"diff":752},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9678,"diff":-35},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7910,"diff":-57},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14559,"diff":-305},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2473,"diff":-24},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":0,"diff":-612},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":0,"diff":-346},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":0,"diff":-2914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":0,"diff":-8222},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":0,"diff":-10328},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"bundle.08bdb.js","previous":373519,"size":0,"diff":-373519},{"filename":"polyfills.9ed50.js","previous":2092,"size":2092,"diff":0},{"filename":"route-CalcoloNumerico.chunk.b8571.js","previous":18468,"size":0,"diff":-18468},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":0,"size":346,"diff":346},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":0,"size":649,"diff":649},{"filename":"bundle.e2712.js","previous":0,"size":374432,"diff":374432},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":0,"size":8165,"diff":8165},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":0,"size":17572,"diff":17572},{"filename":"route-OttimizzazioneLineare.chunk.025a8.js","previous":0,"size":10687,"diff":10687},{"filename":"route-RipassoDiAlgebraLineare.chunk.c11b8.js","previous":0,"size":2890,"diff":2890}]},{"timestamp":1598979421643,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372945,"size":372956,"diff":11},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14865,"size":14864,"diff":-1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.c2b0b.css","previous":260,"size":0,"diff":-260},{"filename":"bundle.4999b.js","previous":373506,"size":0,"diff":-373506},{"filename":"polyfills.b28c2.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.ce660.js","previous":18468,"size":0,"diff":-18468},{"filename":"bundle.724d1.css","previous":0,"size":2416,"diff":2416},{"filename":"bundle.08bdb.js","previous":0,"size":373519,"diff":373519},{"filename":"polyfills.9ed50.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.b8571.js","previous":0,"size":18468,"diff":18468}]},{"timestamp":1598978504739,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372946,"size":372945,"diff":-1},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2091,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14865,"diff":1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.c2b0b.css","previous":260,"size":260,"diff":0},{"filename":"bundle.a6185.js","previous":373505,"size":0,"diff":-373505},{"filename":"polyfills.43299.js","previous":2093,"size":0,"diff":-2093},{"filename":"route-CalcoloNumerico.chunk.4f0a1.js","previous":18467,"size":0,"diff":-18467},{"filename":"bundle.4999b.js","previous":0,"size":373506,"diff":373506},{"filename":"polyfills.b28c2.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.ce660.js","previous":0,"size":18468,"diff":18468}]},{"timestamp":1598976882214,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373066,"size":372946,"diff":-120},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2092,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14864,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":0,"diff":-2416},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"polyfills.0b674.js","previous":2093,"size":0,"diff":-2093},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-CalcoloNumerico.chunk.11c5e.js","previous":18467,"size":0,"diff":-18467},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.f3b31.js","previous":373644,"size":0,"diff":-373644},{"filename":"bundle.c2b0b.css","previous":0,"size":260,"diff":260},{"filename":"bundle.a6185.js","previous":0,"size":373505,"diff":373505},{"filename":"polyfills.43299.js","previous":0,"size":2093,"diff":2093},{"filename":"route-CalcoloNumerico.chunk.4f0a1.js","previous":0,"size":18467,"diff":18467}]},{"timestamp":1598975912075,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373060,"size":373066,"diff":6},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14864,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"polyfills.0b674.js","previous":2093,"size":2093,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-CalcoloNumerico.chunk.11c5e.js","previous":18467,"size":18467,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.6cecd.js","previous":373635,"size":0,"diff":-373635},{"filename":"bundle.f3b31.js","previous":0,"size":373644,"diff":373644}]},{"timestamp":1598975286064,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373058,"size":373060,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14864,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"polyfills.0b674.js","previous":2093,"size":2093,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-CalcoloNumerico.chunk.11c5e.js","previous":18467,"size":18467,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.4193d.js","previous":373637,"size":0,"diff":-373637},{"filename":"bundle.6cecd.js","previous":0,"size":373635,"diff":373635}]},{"timestamp":1598974413703,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373043,"size":373058,"diff":15},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14864,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"polyfills.0b674.js","previous":2093,"size":2093,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"bundle.e037d.js","previous":373619,"size":0,"diff":-373619},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-CalcoloNumerico.chunk.11c5e.js","previous":18467,"size":18467,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.4193d.js","previous":0,"size":373637,"diff":373637}]},{"timestamp":1598972154533,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373041,"size":373043,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9713,"diff":-171},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28832,"diff":-55},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":7967,"diff":-145},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":15075,"size":14864,"diff":-211},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1331,"diff":-35},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":0,"diff":-374},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":0,"diff":-28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":0,"diff":-8370},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":0,"diff":-10493},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":0,"diff":-1363},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"bundle.e7978.js","previous":373621,"size":0,"diff":-373621},{"filename":"polyfills.0b674.js","previous":2093,"size":2093,"diff":0},{"filename":"route-CalcoloNumerico.chunk.0eeb7.js","previous":18672,"size":0,"diff":-18672},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":0,"size":408,"diff":408},{"filename":"bundle.e037d.js","previous":0,"size":373619,"diff":373619},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":0,"size":28863,"diff":28863},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":0,"size":8222,"diff":8222},{"filename":"route-CalcoloNumerico.chunk.11c5e.js","previous":0,"size":18467,"diff":18467},{"filename":"route-Home.chunk.ab1d1.js","previous":0,"size":1329,"diff":1329},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":0,"size":10328,"diff":10328}]},{"timestamp":1598827081520,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373040,"size":373041,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":15075,"size":15075,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"bundle.b2c46.js","previous":373620,"size":0,"diff":-373620},{"filename":"polyfills.21065.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.0b50e.js","previous":18673,"size":0,"diff":-18673},{"filename":"bundle.e7978.js","previous":0,"size":373621,"diff":373621},{"filename":"polyfills.0b674.js","previous":0,"size":2093,"diff":2093},{"filename":"route-CalcoloNumerico.chunk.0eeb7.js","previous":0,"size":18672,"diff":18672}]},{"timestamp":1598669261412,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372995,"size":373040,"diff":45},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":15075,"size":15075,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"bundle.49acc.js","previous":373556,"size":0,"diff":-373556},{"filename":"polyfills.7db06.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.1f66a.js","previous":18673,"size":0,"diff":-18673},{"filename":"bundle.b2c46.js","previous":0,"size":373620,"diff":373620},{"filename":"polyfills.21065.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.0b50e.js","previous":0,"size":18673,"diff":18673}]},{"timestamp":1598668499024,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372991,"size":372995,"diff":4},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":15076,"size":15075,"diff":-1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"bundle.edc5a.js","previous":373549,"size":0,"diff":-373549},{"filename":"polyfills.f5d13.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-CalcoloNumerico.chunk.72715.js","previous":18674,"size":0,"diff":-18674},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"bundle.49acc.js","previous":0,"size":373556,"diff":373556},{"filename":"polyfills.7db06.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.1f66a.js","previous":0,"size":18673,"diff":18673}]},{"timestamp":1598668153349,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372921,"size":372991,"diff":70},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14403,"size":15076,"diff":673},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2287,"size":2497,"diff":210},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.fec5b.js","previous":2697,"size":0,"diff":-2697},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"polyfills.29a91.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.05b8f.js","previous":373481,"size":0,"diff":-373481},{"filename":"route-CalcoloNumerico.chunk.e14ba.js","previous":17865,"size":0,"diff":-17865},{"filename":"bundle.edc5a.js","previous":0,"size":373549,"diff":373549},{"filename":"polyfills.f5d13.js","previous":0,"size":2091,"diff":2091},{"filename":"route-CalcoloNumerico.chunk.72715.js","previous":0,"size":18674,"diff":18674},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":0,"size":2914,"diff":2914}]},{"timestamp":1598543005796,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372700,"size":372921,"diff":221},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":13625,"size":14403,"diff":778},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2287,"size":2287,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.fec5b.js","previous":2697,"size":2697,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"bundle.44838.js","previous":373272,"size":0,"diff":-373272},{"filename":"polyfills.29a91.js","previous":2092,"size":2092,"diff":0},{"filename":"route-CalcoloNumerico.chunk.b3074.js","previous":16341,"size":0,"diff":-16341},{"filename":"bundle.05b8f.js","previous":0,"size":373481,"diff":373481},{"filename":"route-CalcoloNumerico.chunk.e14ba.js","previous":0,"size":17865,"diff":17865}]},{"timestamp":1598458543006,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372700,"size":372700,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":12173,"size":13625,"diff":1452},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2287,"size":2287,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.fec5b.js","previous":2697,"size":2697,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"bundle.73dc6.js","previous":373269,"size":0,"diff":-373269},{"filename":"polyfills.7d9f3.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.af112.js","previous":14305,"size":0,"diff":-14305},{"filename":"bundle.44838.js","previous":0,"size":373272,"diff":373272},{"filename":"polyfills.29a91.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.b3074.js","previous":0,"size":16341,"diff":16341}]},{"timestamp":1598373392120,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372699,"size":372700,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":10488,"size":12173,"diff":1685},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2287,"size":2287,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.782c4.css","previous":345,"size":0,"diff":-345},{"filename":"polyfills.8f3b5.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"bundle.cdee3.js","previous":373269,"size":0,"diff":-373269},{"filename":"route-CalcoloNumerico.chunk.3812b.js","previous":12072,"size":0,"diff":-12072},{"filename":"route-RipassoDiAlgebraLineare.chunk.fec5b.js","previous":2697,"size":2697,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":0,"size":346,"diff":346},{"filename":"bundle.73dc6.js","previous":0,"size":373269,"diff":373269},{"filename":"polyfills.7d9f3.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.af112.js","previous":0,"size":14305,"diff":14305}]},{"timestamp":1598304917221,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372700,"size":372699,"diff":-1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":8413,"size":10488,"diff":2075},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2132,"size":2287,"diff":155},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.9c21e.js","previous":2520,"size":0,"diff":-2520},{"filename":"route-CalcoloNumerico.chunk.782c4.css","previous":345,"size":345,"diff":0},{"filename":"bundle.d92d2.js","previous":373269,"size":0,"diff":-373269},{"filename":"polyfills.8f3b5.js","previous":2091,"size":2091,"diff":0},{"filename":"route-CalcoloNumerico.chunk.2108a.js","previous":9550,"size":0,"diff":-9550},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"bundle.cdee3.js","previous":0,"size":373269,"diff":373269},{"filename":"route-CalcoloNumerico.chunk.3812b.js","previous":0,"size":12072,"diff":12072},{"filename":"route-RipassoDiAlgebraLineare.chunk.fec5b.js","previous":0,"size":2697,"diff":2697}]},{"timestamp":1598230407749,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372699,"size":372700,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":8254,"size":8413,"diff":159},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1389,"size":1366,"diff":-23},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2132,"size":2132,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.c5859.js","previous":1386,"size":0,"diff":-1386},{"filename":"route-RipassoDiAlgebraLineare.chunk.9c21e.js","previous":2520,"size":2520,"diff":0},{"filename":"route-CalcoloNumerico.chunk.782c4.css","previous":345,"size":345,"diff":0},{"filename":"bundle.21b77.js","previous":373269,"size":0,"diff":-373269},{"filename":"polyfills.5753d.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.561d9.js","previous":9433,"size":0,"diff":-9433},{"filename":"bundle.d92d2.js","previous":0,"size":373269,"diff":373269},{"filename":"polyfills.8f3b5.js","previous":0,"size":2091,"diff":2091},{"filename":"route-CalcoloNumerico.chunk.2108a.js","previous":0,"size":9550,"diff":9550},{"filename":"route-Home.chunk.d3981.js","previous":0,"size":1363,"diff":1363}]},{"timestamp":1598204204595,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372660,"size":372699,"diff":39},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5462,"size":8254,"diff":2792},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1389,"size":1389,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2132,"size":2132,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-CalcoloNumerico.chunk.f441c.css","previous":345,"size":0,"diff":-345},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.c5859.js","previous":1386,"size":1386,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.9c21e.js","previous":2520,"size":2520,"diff":0},{"filename":"bundle.225bf.js","previous":373229,"size":0,"diff":-373229},{"filename":"polyfills.9434d.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.d6300.js","previous":6053,"size":0,"diff":-6053},{"filename":"route-CalcoloNumerico.chunk.782c4.css","previous":0,"size":345,"diff":345},{"filename":"bundle.21b77.js","previous":0,"size":373269,"diff":373269},{"filename":"polyfills.5753d.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.561d9.js","previous":0,"size":9433,"diff":9433}]},{"timestamp":1598148200737,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372658,"size":372660,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3528,"size":5462,"diff":1934},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1389,"size":1389,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2132,"size":2132,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-CalcoloNumerico.chunk.f441c.css","previous":345,"size":345,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"bundle.1fa68.js","previous":373225,"size":0,"diff":-373225},{"filename":"polyfills.b1839.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.b23aa.js","previous":3760,"size":0,"diff":-3760},{"filename":"route-Home.chunk.c5859.js","previous":1386,"size":1386,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.9c21e.js","previous":2520,"size":2520,"diff":0},{"filename":"bundle.225bf.js","previous":0,"size":373229,"diff":373229},{"filename":"polyfills.9434d.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.d6300.js","previous":0,"size":6053,"diff":6053}]},{"timestamp":1598108552830,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":370483,"size":372658,"diff":2175},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2937,"size":2806,"diff":-131},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3392,"size":3528,"diff":136},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1786,"size":1389,"diff":-397},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":1846,"size":2132,"diff":286},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.cc3bf.css","previous":2403,"size":0,"diff":-2403},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.1d0a7.css","previous":310,"size":0,"diff":-310},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-BasiDiDati.chunk.881af.js","previous":3189,"size":0,"diff":-3189},{"filename":"route-CalcoloNumerico.chunk.780e7.js","previous":3657,"size":0,"diff":-3657},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-Home.chunk.2d180.js","previous":1783,"size":0,"diff":-1783},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.77c78.js","previous":2191,"size":0,"diff":-2191},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.30a5f.js","previous":370649,"size":0,"diff":-370649},{"filename":"polyfills.1d717.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.724d1.css","previous":0,"size":2416,"diff":2416},{"filename":"route-CalcoloNumerico.chunk.f441c.css","previous":0,"size":345,"diff":345},{"filename":"route-Home.chunk.b342d.css","previous":0,"size":67,"diff":67},{"filename":"bundle.1fa68.js","previous":0,"size":373225,"diff":373225},{"filename":"polyfills.b1839.js","previous":0,"size":2092,"diff":2092},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":0,"size":3060,"diff":3060},{"filename":"route-CalcoloNumerico.chunk.b23aa.js","previous":0,"size":3760,"diff":3760},{"filename":"route-Home.chunk.c5859.js","previous":0,"size":1386,"diff":1386},{"filename":"route-RipassoDiAlgebraLineare.chunk.9c21e.js","previous":0,"size":2520,"diff":2520}]},{"timestamp":1598054311475,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":370480,"size":370483,"diff":3},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2937,"size":2937,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3392,"size":3392,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1786,"size":1786,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":1846,"size":1846,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.cc3bf.css","previous":2403,"size":2403,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-BasiDiDati.chunk.881af.js","previous":3189,"size":3189,"diff":0},{"filename":"route-CalcoloNumerico.chunk.780e7.js","previous":3657,"size":3657,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-Home.chunk.2d180.js","previous":1783,"size":1783,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.77c78.js","previous":2191,"size":2191,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.842f4.js","previous":370650,"size":0,"diff":-370650},{"filename":"polyfills.56a52.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.30a5f.js","previous":0,"size":370649,"diff":370649},{"filename":"polyfills.1d717.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1598027545735,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":370480,"size":370480,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2937,"size":2937,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3392,"size":3392,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1786,"size":1786,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":1846,"size":1846,"diff":0},{"filename":"polyfills.b178c.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.cc3bf.css","previous":2403,"size":2403,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"bundle.dd180.js","previous":370646,"size":0,"diff":-370646},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-BasiDiDati.chunk.881af.js","previous":3189,"size":3189,"diff":0},{"filename":"route-CalcoloNumerico.chunk.780e7.js","previous":3657,"size":3657,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-Home.chunk.2d180.js","previous":1783,"size":1783,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.77c78.js","previous":2191,"size":2191,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.842f4.js","previous":0,"size":370650,"diff":370650},{"filename":"polyfills.56a52.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1598027256853,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":375374,"size":370480,"diff":-4894},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9890,"size":9884,"diff":-6},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2938,"size":2937,"diff":-1},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3391,"size":3392,"diff":1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10729,"size":10728,"diff":-1},{"filename":"route-Home.chunk.*****.esm.js","previous":1789,"size":1786,"diff":-3},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15349,"size":15356,"diff":7},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1684,"size":1686,"diff":2},{"filename":"bundle.1a7e4.css","previous":2403,"size":0,"diff":-2403},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b8140.css","previous":374,"size":0,"diff":-374},{"filename":"route-BasiDiDati.chunk.6f446.css","previous":310,"size":0,"diff":-310},{"filename":"route-CalcoloNumerico.chunk.6f446.css","previous":310,"size":0,"diff":-310},{"filename":"route-Fisica.chunk.baa0a.css","previous":214,"size":0,"diff":-214},{"filename":"route-NetLogo.chunk.6f446.css","previous":310,"size":0,"diff":-310},{"filename":"route-OttimizzazioneLineare.chunk.877e9.css","previous":612,"size":0,"diff":-612},{"filename":"route-RipassoDiAlgebraLineare.chunk.6f446.css","previous":310,"size":0,"diff":-310},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":1846,"size":1846,"diff":0},{"filename":"route-Statistica.chunk.0cd3b.css","previous":427,"size":0,"diff":-427},{"filename":"polyfills.b178c.js","previous":2092,"size":2092,"diff":0},{"filename":"bundle.64f38.js","previous":375547,"size":0,"diff":-375547},{"filename":"route-AlgoritmiEStruttureDati.chunk.037b7.js","previous":28914,"size":0,"diff":-28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2d567.js","previous":8371,"size":0,"diff":-8371},{"filename":"route-BasiDiDati.chunk.6af30.js","previous":3190,"size":0,"diff":-3190},{"filename":"route-CalcoloNumerico.chunk.d133b.js","previous":3655,"size":0,"diff":-3655},{"filename":"route-Fisica.chunk.0641f.js","previous":11824,"size":0,"diff":-11824},{"filename":"route-Home.chunk.5961d.js","previous":1786,"size":0,"diff":-1786},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.daff9.js","previous":1742,"size":0,"diff":-1742},{"filename":"route-OttimizzazioneLineare.chunk.d3b60.js","previous":10499,"size":0,"diff":-10499},{"filename":"route-RipassoDiAlgebraLineare.chunk.9cbcc.js","previous":2190,"size":0,"diff":-2190},{"filename":"route-Statistica.chunk.72919.js","previous":17698,"size":0,"diff":-17698},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.cc3bf.css","previous":0,"size":2403,"diff":2403},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":0,"size":374,"diff":374},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":0,"size":310,"diff":310},{"filename":"route-CalcoloNumerico.chunk.1d0a7.css","previous":0,"size":310,"diff":310},{"filename":"route-Fisica.chunk.ed9a8.css","previous":0,"size":214,"diff":214},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":0,"size":310,"diff":310},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":0,"size":612,"diff":612},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":0,"size":310,"diff":310},{"filename":"route-Statistica.chunk.9d494.css","previous":0,"size":427,"diff":427},{"filename":"bundle.dd180.js","previous":0,"size":370646,"diff":370646},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":0,"size":28914,"diff":28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":0,"size":8370,"diff":8370},{"filename":"route-BasiDiDati.chunk.881af.js","previous":0,"size":3189,"diff":3189},{"filename":"route-CalcoloNumerico.chunk.780e7.js","previous":0,"size":3657,"diff":3657},{"filename":"route-Fisica.chunk.7d8a5.js","previous":0,"size":11822,"diff":11822},{"filename":"route-Home.chunk.2d180.js","previous":0,"size":1783,"diff":1783},{"filename":"route-NetLogo.chunk.dd436.js","previous":0,"size":1743,"diff":1743},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":0,"size":10493,"diff":10493},{"filename":"route-RipassoDiAlgebraLineare.chunk.77c78.js","previous":0,"size":2191,"diff":2191},{"filename":"route-Statistica.chunk.6a6af.js","previous":0,"size":17700,"diff":17700}]},{"timestamp":1598026985425,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":375149,"size":375374,"diff":225},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9892,"size":9890,"diff":-2},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28886,"size":28887,"diff":1},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8112,"diff":-1},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2938,"size":2938,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3392,"size":3391,"diff":-1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10729,"diff":-1},{"filename":"route-Home.chunk.*****.esm.js","previous":1789,"size":1789,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15349,"diff":-2},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1684,"diff":-1},{"filename":"bundle.1a7e4.css","previous":2403,"size":2403,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b8140.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.6f446.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.6f446.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.baa0a.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.6f446.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.877e9.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.6f446.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":1847,"size":1846,"diff":-1},{"filename":"route-Statistica.chunk.0cd3b.css","previous":427,"size":427,"diff":0},{"filename":"bundle.4c79e.js","previous":375316,"size":0,"diff":-375316},{"filename":"polyfills.b178c.js","previous":2092,"size":2092,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.56b0d.js","previous":28914,"size":0,"diff":-28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.9b6ce.js","previous":8370,"size":0,"diff":-8370},{"filename":"route-BasiDiDati.chunk.5c5d7.js","previous":3189,"size":0,"diff":-3189},{"filename":"route-CalcoloNumerico.chunk.960c1.js","previous":3655,"size":0,"diff":-3655},{"filename":"route-Fisica.chunk.3a9c2.js","previous":11824,"size":0,"diff":-11824},{"filename":"route-Home.chunk.005a2.js","previous":1786,"size":0,"diff":-1786},{"filename":"route-MingwInstall.chunk.cb2f5.js","previous":1525,"size":0,"diff":-1525},{"filename":"route-NetLogo.chunk.8847d.js","previous":1743,"size":0,"diff":-1743},{"filename":"route-OttimizzazioneLineare.chunk.735e9.js","previous":10500,"size":0,"diff":-10500},{"filename":"route-RipassoDiAlgebraLineare.chunk.fa8f9.js","previous":2191,"size":0,"diff":-2191},{"filename":"route-Statistica.chunk.6a8b4.js","previous":17698,"size":0,"diff":-17698},{"filename":"route-VlDiGeometria.chunk.615ff.js","previous":1450,"size":0,"diff":-1450},{"filename":"bundle.64f38.js","previous":0,"size":375547,"diff":375547},{"filename":"route-AlgoritmiEStruttureDati.chunk.037b7.js","previous":0,"size":28914,"diff":28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2d567.js","previous":0,"size":8371,"diff":8371},{"filename":"route-BasiDiDati.chunk.6af30.js","previous":0,"size":3190,"diff":3190},{"filename":"route-CalcoloNumerico.chunk.d133b.js","previous":0,"size":3655,"diff":3655},{"filename":"route-Fisica.chunk.0641f.js","previous":0,"size":11824,"diff":11824},{"filename":"route-Home.chunk.5961d.js","previous":0,"size":1786,"diff":1786},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":0,"size":1525,"diff":1525},{"filename":"route-NetLogo.chunk.daff9.js","previous":0,"size":1742,"diff":1742},{"filename":"route-OttimizzazioneLineare.chunk.d3b60.js","previous":0,"size":10499,"diff":10499},{"filename":"route-RipassoDiAlgebraLineare.chunk.9cbcc.js","previous":0,"size":2190,"diff":2190},{"filename":"route-Statistica.chunk.72919.js","previous":0,"size":17698,"diff":17698},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1597772188567,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":375067,"size":375149,"diff":82},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9889,"size":9892,"diff":3},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28886,"diff":-1},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8111,"size":8113,"diff":2},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2938,"size":2938,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3323,"size":3392,"diff":69},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10729,"size":10730,"diff":1},{"filename":"route-Home.chunk.*****.esm.js","previous":1788,"size":1789,"diff":1},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15350,"size":15351,"diff":1},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1417,"size":1416,"diff":-1},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1684,"size":1685,"diff":1},{"filename":"bundle.aa325.css","previous":2306,"size":0,"diff":-2306},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.82e5f.css","previous":374,"size":0,"diff":-374},{"filename":"route-BasiDiDati.chunk.15069.css","previous":310,"size":0,"diff":-310},{"filename":"route-CalcoloNumerico.chunk.15069.css","previous":310,"size":0,"diff":-310},{"filename":"route-Fisica.chunk.19284.css","previous":214,"size":0,"diff":-214},{"filename":"route-NetLogo.chunk.15069.css","previous":310,"size":0,"diff":-310},{"filename":"route-Statistica.chunk.28f43.css","previous":427,"size":0,"diff":-427},{"filename":"route-OttimizzazioneLineare.chunk.f1a43.css","previous":612,"size":0,"diff":-612},{"filename":"bundle.736c0.js","previous":375252,"size":0,"diff":-375252},{"filename":"polyfills.ad64f.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.d1ce1.js","previous":28914,"size":0,"diff":-28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.3fbcf.js","previous":8370,"size":0,"diff":-8370},{"filename":"route-BasiDiDati.chunk.c6d18.js","previous":3189,"size":0,"diff":-3189},{"filename":"route-CalcoloNumerico.chunk.a7ae3.js","previous":3571,"size":0,"diff":-3571},{"filename":"route-Fisica.chunk.6c155.js","previous":11824,"size":0,"diff":-11824},{"filename":"route-Home.chunk.f25c8.js","previous":1785,"size":0,"diff":-1785},{"filename":"route-MingwInstall.chunk.60e4f.js","previous":1525,"size":0,"diff":-1525},{"filename":"route-NetLogo.chunk.cf93b.js","previous":1741,"size":0,"diff":-1741},{"filename":"route-OttimizzazioneLineare.chunk.9b24e.js","previous":10500,"size":0,"diff":-10500},{"filename":"route-Statistica.chunk.a6da0.js","previous":17696,"size":0,"diff":-17696},{"filename":"route-VlDiGeometria.chunk.b1428.js","previous":1450,"size":0,"diff":-1450},{"filename":"bundle.1a7e4.css","previous":0,"size":2403,"diff":2403},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b8140.css","previous":0,"size":374,"diff":374},{"filename":"route-BasiDiDati.chunk.6f446.css","previous":0,"size":310,"diff":310},{"filename":"route-CalcoloNumerico.chunk.6f446.css","previous":0,"size":310,"diff":310},{"filename":"route-Fisica.chunk.baa0a.css","previous":0,"size":214,"diff":214},{"filename":"route-NetLogo.chunk.6f446.css","previous":0,"size":310,"diff":310},{"filename":"route-OttimizzazioneLineare.chunk.877e9.css","previous":0,"size":612,"diff":612},{"filename":"route-RipassoDiAlgebraLineare.chunk.6f446.css","previous":0,"size":310,"diff":310},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":0,"size":1847,"diff":1847},{"filename":"route-Statistica.chunk.0cd3b.css","previous":0,"size":427,"diff":427},{"filename":"bundle.4c79e.js","previous":0,"size":375316,"diff":375316},{"filename":"polyfills.b178c.js","previous":0,"size":2092,"diff":2092},{"filename":"route-AlgoritmiEStruttureDati.chunk.56b0d.js","previous":0,"size":28914,"diff":28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.9b6ce.js","previous":0,"size":8370,"diff":8370},{"filename":"route-BasiDiDati.chunk.5c5d7.js","previous":0,"size":3189,"diff":3189},{"filename":"route-CalcoloNumerico.chunk.960c1.js","previous":0,"size":3655,"diff":3655},{"filename":"route-Fisica.chunk.3a9c2.js","previous":0,"size":11824,"diff":11824},{"filename":"route-Home.chunk.005a2.js","previous":0,"size":1786,"diff":1786},{"filename":"route-MingwInstall.chunk.cb2f5.js","previous":0,"size":1525,"diff":1525},{"filename":"route-NetLogo.chunk.8847d.js","previous":0,"size":1743,"diff":1743},{"filename":"route-OttimizzazioneLineare.chunk.735e9.js","previous":0,"size":10500,"diff":10500},{"filename":"route-RipassoDiAlgebraLineare.chunk.fa8f9.js","previous":0,"size":2191,"diff":2191},{"filename":"route-Statistica.chunk.6a8b4.js","previous":0,"size":17698,"diff":17698},{"filename":"route-VlDiGeometria.chunk.615ff.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1594735477165,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":375024,"size":375067,"diff":43},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8633,"size":9889,"diff":1256},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8111,"diff":-2},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2939,"size":2938,"diff":-1},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3323,"size":3323,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10729,"diff":-1},{"filename":"route-Home.chunk.*****.esm.js","previous":1788,"size":1788,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15353,"size":15350,"diff":-3},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1417,"diff":1},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1683,"size":1684,"diff":1},{"filename":"bundle.aa325.css","previous":2306,"size":2306,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.82e5f.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.19284.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.28f43.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.2efca.js","previous":28913,"size":0,"diff":-28913},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.32224.js","previous":8371,"size":0,"diff":-8371},{"filename":"route-BasiDiDati.chunk.6658e.js","previous":3190,"size":0,"diff":-3190},{"filename":"route-CalcoloNumerico.chunk.ac980.js","previous":3572,"size":0,"diff":-3572},{"filename":"route-Fisica.chunk.5dce1.js","previous":11823,"size":0,"diff":-11823},{"filename":"route-Home.chunk.a0405.js","previous":1786,"size":0,"diff":-1786},{"filename":"route-MingwInstall.chunk.60ba6.js","previous":1525,"size":0,"diff":-1525},{"filename":"route-NetLogo.chunk.3fc3a.js","previous":1741,"size":0,"diff":-1741},{"filename":"route-Statistica.chunk.dbf21.js","previous":17697,"size":0,"diff":-17697},{"filename":"route-VlDiGeometria.chunk.61eb3.js","previous":1450,"size":0,"diff":-1450},{"filename":"route-OttimizzazioneLineare.chunk.f1a43.css","previous":612,"size":612,"diff":0},{"filename":"bundle.8c1d9.js","previous":375204,"size":0,"diff":-375204},{"filename":"polyfills.bd396.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-OttimizzazioneLineare.chunk.6e7b4.js","previous":9369,"size":0,"diff":-9369},{"filename":"bundle.736c0.js","previous":0,"size":375252,"diff":375252},{"filename":"polyfills.ad64f.js","previous":0,"size":2091,"diff":2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.d1ce1.js","previous":0,"size":28914,"diff":28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.3fbcf.js","previous":0,"size":8370,"diff":8370},{"filename":"route-BasiDiDati.chunk.c6d18.js","previous":0,"size":3189,"diff":3189},{"filename":"route-CalcoloNumerico.chunk.a7ae3.js","previous":0,"size":3571,"diff":3571},{"filename":"route-Fisica.chunk.6c155.js","previous":0,"size":11824,"diff":11824},{"filename":"route-Home.chunk.f25c8.js","previous":0,"size":1785,"diff":1785},{"filename":"route-MingwInstall.chunk.60e4f.js","previous":0,"size":1525,"diff":1525},{"filename":"route-NetLogo.chunk.cf93b.js","previous":0,"size":1741,"diff":1741},{"filename":"route-OttimizzazioneLineare.chunk.9b24e.js","previous":0,"size":10500,"diff":10500},{"filename":"route-Statistica.chunk.a6da0.js","previous":0,"size":17696,"diff":17696},{"filename":"route-VlDiGeometria.chunk.b1428.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1594651444380,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":375022,"size":375024,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":7606,"size":8633,"diff":1027},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2939,"size":2939,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3323,"size":3323,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1788,"size":1788,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15353,"size":15353,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1683,"size":1683,"diff":0},{"filename":"bundle.aa325.css","previous":2306,"size":2306,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.82e5f.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.19284.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.c062e.css","previous":420,"size":0,"diff":-420},{"filename":"route-Statistica.chunk.28f43.css","previous":427,"size":427,"diff":0},{"filename":"bundle.5b1dd.js","previous":375206,"size":0,"diff":-375206},{"filename":"polyfills.be97c.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-AlgoritmiEStruttureDati.chunk.2efca.js","previous":28913,"size":28913,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.32224.js","previous":8371,"size":8371,"diff":0},{"filename":"route-BasiDiDati.chunk.6658e.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ac980.js","previous":3572,"size":3572,"diff":0},{"filename":"route-Fisica.chunk.5dce1.js","previous":11823,"size":11823,"diff":0},{"filename":"route-Home.chunk.a0405.js","previous":1786,"size":1786,"diff":0},{"filename":"route-MingwInstall.chunk.60ba6.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.3fc3a.js","previous":1741,"size":1741,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.abf33.js","previous":8315,"size":0,"diff":-8315},{"filename":"route-Statistica.chunk.dbf21.js","previous":17697,"size":17697,"diff":0},{"filename":"route-VlDiGeometria.chunk.61eb3.js","previous":1450,"size":1450,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f1a43.css","previous":0,"size":612,"diff":612},{"filename":"bundle.8c1d9.js","previous":0,"size":375204,"diff":375204},{"filename":"polyfills.bd396.js","previous":0,"size":2092,"diff":2092},{"filename":"route-OttimizzazioneLineare.chunk.6e7b4.js","previous":0,"size":9369,"diff":9369}]},{"timestamp":1593788990156,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373640,"size":375022,"diff":1382},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":7606,"diff":1396},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2939,"diff":-1},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3323,"diff":7},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1788,"diff":-8},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15353,"diff":2},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1416,"diff":-2},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1683,"diff":-3},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":0,"diff":-374},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":0,"diff":-310},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":0,"diff":-310},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":0,"diff":-214},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":0,"diff":-310},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":0,"diff":-420},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":0,"diff":-427},{"filename":"bundle.85659.css","previous":2240,"size":0,"diff":-2240},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":0,"diff":-28915},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":0,"diff":-8369},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":0,"diff":-3190},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":0,"diff":-3564},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":0,"diff":-11824},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":0,"diff":-1793},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":0,"diff":-1525},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":0,"diff":-1743},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":0,"diff":-6733},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":0,"diff":-17696},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":0,"diff":-1450},{"filename":"bundle.19b6d.js","previous":373791,"size":0,"diff":-373791},{"filename":"polyfills.e17be.js","previous":2090,"size":0,"diff":-2090},{"filename":"bundle.aa325.css","previous":0,"size":2306,"diff":2306},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.82e5f.css","previous":0,"size":374,"diff":374},{"filename":"route-BasiDiDati.chunk.15069.css","previous":0,"size":310,"diff":310},{"filename":"route-CalcoloNumerico.chunk.15069.css","previous":0,"size":310,"diff":310},{"filename":"route-Fisica.chunk.19284.css","previous":0,"size":214,"diff":214},{"filename":"route-NetLogo.chunk.15069.css","previous":0,"size":310,"diff":310},{"filename":"route-OttimizzazioneLineare.chunk.c062e.css","previous":0,"size":420,"diff":420},{"filename":"route-Statistica.chunk.28f43.css","previous":0,"size":427,"diff":427},{"filename":"bundle.5b1dd.js","previous":0,"size":375206,"diff":375206},{"filename":"polyfills.be97c.js","previous":0,"size":2092,"diff":2092},{"filename":"route-AlgoritmiEStruttureDati.chunk.2efca.js","previous":0,"size":28913,"diff":28913},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.32224.js","previous":0,"size":8371,"diff":8371},{"filename":"route-BasiDiDati.chunk.6658e.js","previous":0,"size":3190,"diff":3190},{"filename":"route-CalcoloNumerico.chunk.ac980.js","previous":0,"size":3572,"diff":3572},{"filename":"route-Fisica.chunk.5dce1.js","previous":0,"size":11823,"diff":11823},{"filename":"route-Home.chunk.a0405.js","previous":0,"size":1786,"diff":1786},{"filename":"route-MingwInstall.chunk.60ba6.js","previous":0,"size":1525,"diff":1525},{"filename":"route-NetLogo.chunk.3fc3a.js","previous":0,"size":1741,"diff":1741},{"filename":"route-OttimizzazioneLineare.chunk.abf33.js","previous":0,"size":8315,"diff":8315},{"filename":"route-Statistica.chunk.dbf21.js","previous":0,"size":17697,"diff":17697},{"filename":"route-VlDiGeometria.chunk.61eb3.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1593443025170,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373363,"size":373640,"diff":277},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":6210,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2940,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1796,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15351,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.85659.css","previous":2240,"size":2240,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":28915,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":8369,"diff":0},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":3564,"diff":0},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":11824,"diff":0},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":1793,"diff":0},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":6733,"diff":0},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":17696,"diff":0},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.210dd.js","previous":373519,"size":0,"diff":-373519},{"filename":"polyfills.9560f.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.19b6d.js","previous":0,"size":373791,"diff":373791},{"filename":"polyfills.e17be.js","previous":0,"size":2090,"diff":2090}]},{"timestamp":1593442579085,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373363,"size":373363,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":6210,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2940,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1796,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15351,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.85659.css","previous":2240,"size":2240,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":28915,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":8369,"diff":0},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":3564,"diff":0},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":11824,"diff":0},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":1793,"diff":0},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":6733,"diff":0},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":17696,"diff":0},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.a421b.js","previous":373530,"size":0,"diff":-373530},{"filename":"polyfills.a35a2.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.210dd.js","previous":0,"size":373519,"diff":373519},{"filename":"polyfills.9560f.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1593438716874,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373365,"size":373363,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":6210,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2940,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1796,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15351,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.85659.css","previous":2240,"size":2240,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":28915,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":8369,"diff":0},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":3564,"diff":0},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":11824,"diff":0},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":1793,"diff":0},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":6733,"diff":0},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":17696,"diff":0},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.d417a.js","previous":373533,"size":0,"diff":-373533},{"filename":"polyfills.144f9.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.a421b.js","previous":0,"size":373530,"diff":373530},{"filename":"polyfills.a35a2.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1593438300298,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372712,"size":373365,"diff":653},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":6210,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2940,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1796,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15351,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.85659.css","previous":2240,"size":2240,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":28915,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":8369,"diff":0},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":3564,"diff":0},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":11824,"diff":0},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":1793,"diff":0},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":6733,"diff":0},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":17696,"diff":0},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.fbe03.js","previous":372916,"size":0,"diff":-372916},{"filename":"polyfills.dd53b.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.d417a.js","previous":0,"size":373533,"diff":373533},{"filename":"polyfills.144f9.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1593437386082,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372711,"size":372712,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":6210,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2940,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1796,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15351,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.85659.css","previous":2240,"size":2240,"diff":0},{"filename":"bundle.5f8b2.js","previous":372915,"size":0,"diff":-372915},{"filename":"polyfills.f5781.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":28915,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":8369,"diff":0},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":3564,"diff":0},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":11824,"diff":0},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":1793,"diff":0},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":6733,"diff":0},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":17696,"diff":0},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.fbe03.js","previous":0,"size":372916,"diff":372916},{"filename":"polyfills.dd53b.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1593363893344,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":352738,"size":372711,"diff":19973},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6209,"size":6210,"diff":1},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2944,"size":2940,"diff":-4},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10731,"size":10730,"diff":-1},{"filename":"route-Home.chunk.*****.esm.js","previous":13447,"size":1796,"diff":-11651},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1529,"size":1528,"diff":-1},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15325,"size":15351,"diff":26},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"bundle.fc548.css","previous":1414,"size":0,"diff":-1414},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.0c6de.js","previous":352879,"size":0,"diff":-352879},{"filename":"polyfills.5185b.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.ac53b.js","previous":28915,"size":0,"diff":-28915},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.095f1.js","previous":8371,"size":0,"diff":-8371},{"filename":"route-BasiDiDati.chunk.f0641.js","previous":3194,"size":0,"diff":-3194},{"filename":"route-CalcoloNumerico.chunk.23083.js","previous":3565,"size":0,"diff":-3565},{"filename":"route-Fisica.chunk.7ced6.js","previous":11824,"size":0,"diff":-11824},{"filename":"route-Home.chunk.964ac.js","previous":13492,"size":0,"diff":-13492},{"filename":"route-MingwInstall.chunk.ff67c.js","previous":1526,"size":0,"diff":-1526},{"filename":"route-NetLogo.chunk.82609.js","previous":1744,"size":0,"diff":-1744},{"filename":"route-OttimizzazioneLineare.chunk.2c6f8.js","previous":6732,"size":0,"diff":-6732},{"filename":"route-Statistica.chunk.3f5ba.js","previous":17655,"size":0,"diff":-17655},{"filename":"route-VlDiGeometria.chunk.66746.js","previous":1450,"size":0,"diff":-1450},{"filename":"bundle.85659.css","previous":0,"size":2240,"diff":2240},{"filename":"bundle.5f8b2.js","previous":0,"size":372915,"diff":372915},{"filename":"polyfills.f5781.js","previous":0,"size":2091,"diff":2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":0,"size":28915,"diff":28915},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":0,"size":8369,"diff":8369},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":0,"size":3190,"diff":3190},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":0,"size":3564,"diff":3564},{"filename":"route-Fisica.chunk.9f1d6.js","previous":0,"size":11824,"diff":11824},{"filename":"route-Home.chunk.91520.js","previous":0,"size":1793,"diff":1793},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":0,"size":1525,"diff":1525},{"filename":"route-NetLogo.chunk.814dd.js","previous":0,"size":1743,"diff":1743},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":0,"size":6733,"diff":6733},{"filename":"route-Statistica.chunk.1e0e7.js","previous":0,"size":17696,"diff":17696},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1592502385882,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":32077,"size":352738,"diff":320661},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2089,"diff":-2},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8922,"size":6209,"diff":-2713},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":25085,"size":0,"diff":-25085},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31306,"size":28887,"diff":-2419},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":10847,"size":8113,"diff":-2734},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5546,"size":2944,"diff":-2602},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5835,"size":3316,"diff":-2519},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12730,"size":10731,"diff":-1999},{"filename":"route-Home.chunk.*****.esm.js","previous":17825,"size":13447,"diff":-4378},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":2011,"size":1529,"diff":-482},{"filename":"route-Statistica.chunk.*****.esm.js","previous":17209,"size":15325,"diff":-1884},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1418,"diff":-5},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293937,"size":1686,"diff":-292251},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":0,"diff":-1455},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4491b.css","previous":526,"size":0,"diff":-526},{"filename":"bundle.ada58.css","previous":858,"size":0,"diff":-858},{"filename":"route-AlgoritmiEStruttureDati.chunk.47fcb.css","previous":194,"size":0,"diff":-194},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b1d4e.css","previous":1304,"size":0,"diff":-1304},{"filename":"route-BasiDiDati.chunk.ad0db.css","previous":1177,"size":0,"diff":-1177},{"filename":"route-CalcoloNumerico.chunk.7cd41.css","previous":1188,"size":0,"diff":-1188},{"filename":"route-Fisica.chunk.53df9.css","previous":860,"size":0,"diff":-860},{"filename":"route-Home.chunk.c578b.css","previous":654,"size":0,"diff":-654},{"filename":"route-MingwInstall.chunk.ca122.css","previous":414,"size":0,"diff":-414},{"filename":"route-NetLogo.chunk.a76e0.css","previous":724,"size":0,"diff":-724},{"filename":"route-OttimizzazioneLineare.chunk.2747e.css","previous":1356,"size":0,"diff":-1356},{"filename":"route-Statistica.chunk.1abdd.css","previous":934,"size":0,"diff":-934},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.f2d9a.js","previous":25083,"size":0,"diff":-25083},{"filename":"route-AlgoritmiEStruttureDati.chunk.c5c9a.js","previous":31323,"size":0,"diff":-31323},{"filename":"route-BasiDiDati.chunk.e38b0.js","previous":5939,"size":0,"diff":-5939},{"filename":"route-CalcoloNumerico.chunk.8f2ac.js","previous":6147,"size":0,"diff":-6147},{"filename":"route-Fisica.chunk.579e0.js","previous":13820,"size":0,"diff":-13820},{"filename":"route-Home.chunk.cc37e.js","previous":17846,"size":0,"diff":-17846},{"filename":"route-MingwInstall.chunk.b868e.js","previous":2074,"size":0,"diff":-2074},{"filename":"route-OttimizzazioneLineare.chunk.5567c.js","previous":9551,"size":0,"diff":-9551},{"filename":"route-Statistica.chunk.91742.js","previous":19615,"size":0,"diff":-19615},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.08fa6.js","previous":11188,"size":0,"diff":-11188},{"filename":"route-NetLogo.chunk.398de.js","previous":294024,"size":0,"diff":-294024},{"filename":"bundle.f038a.js","previous":32099,"size":0,"diff":-32099},{"filename":"polyfills.62fb5.js","previous":2093,"size":0,"diff":-2093},{"filename":"bundle.fc548.css","previous":0,"size":1414,"diff":1414},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":0,"size":374,"diff":374},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":0,"size":310,"diff":310},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":0,"size":310,"diff":310},{"filename":"route-Fisica.chunk.5fecb.css","previous":0,"size":214,"diff":214},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":0,"size":310,"diff":310},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":0,"size":420,"diff":420},{"filename":"route-Statistica.chunk.5f938.css","previous":0,"size":427,"diff":427},{"filename":"bundle.0c6de.js","previous":0,"size":352879,"diff":352879},{"filename":"polyfills.5185b.js","previous":0,"size":2091,"diff":2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.ac53b.js","previous":0,"size":28915,"diff":28915},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.095f1.js","previous":0,"size":8371,"diff":8371},{"filename":"route-BasiDiDati.chunk.f0641.js","previous":0,"size":3194,"diff":3194},{"filename":"route-CalcoloNumerico.chunk.23083.js","previous":0,"size":3565,"diff":3565},{"filename":"route-Fisica.chunk.7ced6.js","previous":0,"size":11824,"diff":11824},{"filename":"route-Home.chunk.964ac.js","previous":0,"size":13492,"diff":13492},{"filename":"route-MingwInstall.chunk.ff67c.js","previous":0,"size":1526,"diff":1526},{"filename":"route-NetLogo.chunk.82609.js","previous":0,"size":1744,"diff":1744},{"filename":"route-OttimizzazioneLineare.chunk.2c6f8.js","previous":0,"size":6732,"diff":6732},{"filename":"route-Statistica.chunk.3f5ba.js","previous":0,"size":17655,"diff":17655},{"filename":"route-VlDiGeometria.chunk.66746.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1592409542794,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":32075,"size":32077,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8922,"size":8922,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":25085,"size":25085,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31306,"size":31306,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":10847,"size":10847,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5546,"size":5546,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5835,"size":5835,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12730,"size":12730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17825,"size":17825,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":17209,"size":17209,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293937,"size":293937,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4491b.css","previous":526,"size":526,"diff":0},{"filename":"bundle.ada58.css","previous":858,"size":858,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.47fcb.css","previous":194,"size":194,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b1d4e.css","previous":1304,"size":1304,"diff":0},{"filename":"route-BasiDiDati.chunk.ad0db.css","previous":1177,"size":1177,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7cd41.css","previous":1188,"size":1188,"diff":0},{"filename":"route-Fisica.chunk.53df9.css","previous":860,"size":860,"diff":0},{"filename":"route-Home.chunk.c578b.css","previous":654,"size":654,"diff":0},{"filename":"route-MingwInstall.chunk.ca122.css","previous":414,"size":414,"diff":0},{"filename":"route-NetLogo.chunk.a76e0.css","previous":724,"size":724,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.2747e.css","previous":1356,"size":1356,"diff":0},{"filename":"route-Statistica.chunk.1abdd.css","previous":934,"size":934,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.f2d9a.js","previous":25083,"size":25083,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.c5c9a.js","previous":31323,"size":31323,"diff":0},{"filename":"route-BasiDiDati.chunk.e38b0.js","previous":5939,"size":5939,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f2ac.js","previous":6147,"size":6147,"diff":0},{"filename":"route-Fisica.chunk.579e0.js","previous":13820,"size":13820,"diff":0},{"filename":"route-Home.chunk.cc37e.js","previous":17846,"size":17846,"diff":0},{"filename":"route-MingwInstall.chunk.b868e.js","previous":2074,"size":2074,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.5567c.js","previous":9551,"size":9551,"diff":0},{"filename":"route-Statistica.chunk.91742.js","previous":19615,"size":19615,"diff":0},{"filename":"polyfills.d7884.js","previous":2093,"size":0,"diff":-2093},{"filename":"bundle.50bc5.js","previous":32098,"size":0,"diff":-32098},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.08fa6.js","previous":11188,"size":11188,"diff":0},{"filename":"route-NetLogo.chunk.398de.js","previous":294024,"size":294024,"diff":0},{"filename":"bundle.f038a.js","previous":0,"size":32099,"diff":32099},{"filename":"polyfills.62fb5.js","previous":0,"size":2093,"diff":2093}]},{"timestamp":1592408673415,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":32079,"size":32075,"diff":-4},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8922,"size":8922,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":25085,"size":25085,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31306,"size":31306,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":10718,"size":10847,"diff":129},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5546,"size":5546,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5835,"size":5835,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12730,"size":12730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17825,"size":17825,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":17209,"size":17209,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293983,"size":293937,"diff":-46},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4491b.css","previous":526,"size":526,"diff":0},{"filename":"bundle.ada58.css","previous":858,"size":858,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.47fcb.css","previous":194,"size":194,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b1d4e.css","previous":1304,"size":1304,"diff":0},{"filename":"route-BasiDiDati.chunk.ad0db.css","previous":1177,"size":1177,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7cd41.css","previous":1188,"size":1188,"diff":0},{"filename":"route-Fisica.chunk.53df9.css","previous":860,"size":860,"diff":0},{"filename":"route-Home.chunk.c578b.css","previous":654,"size":654,"diff":0},{"filename":"route-MingwInstall.chunk.ca122.css","previous":414,"size":414,"diff":0},{"filename":"route-NetLogo.chunk.a76e0.css","previous":724,"size":724,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.2747e.css","previous":1356,"size":1356,"diff":0},{"filename":"route-Statistica.chunk.1abdd.css","previous":934,"size":934,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.f2d9a.js","previous":25083,"size":25083,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.c5c9a.js","previous":31323,"size":31323,"diff":0},{"filename":"route-BasiDiDati.chunk.e38b0.js","previous":5939,"size":5939,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f2ac.js","previous":6147,"size":6147,"diff":0},{"filename":"route-Fisica.chunk.579e0.js","previous":13820,"size":13820,"diff":0},{"filename":"route-Home.chunk.cc37e.js","previous":17846,"size":17846,"diff":0},{"filename":"route-MingwInstall.chunk.b868e.js","previous":2074,"size":2074,"diff":0},{"filename":"route-NetLogo.chunk.43a58.js","previous":294075,"size":0,"diff":-294075},{"filename":"route-OttimizzazioneLineare.chunk.5567c.js","previous":9551,"size":9551,"diff":0},{"filename":"route-Statistica.chunk.91742.js","previous":19615,"size":19615,"diff":0},{"filename":"bundle.1df6c.js","previous":32099,"size":0,"diff":-32099},{"filename":"polyfills.d7884.js","previous":2093,"size":2093,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.48ccc.js","previous":11053,"size":0,"diff":-11053},{"filename":"bundle.50bc5.js","previous":0,"size":32098,"diff":32098},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.08fa6.js","previous":0,"size":11188,"diff":11188},{"filename":"route-NetLogo.chunk.398de.js","previous":0,"size":294024,"diff":294024}]},{"timestamp":1592350149337,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":32077,"size":32079,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8922,"size":8922,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":25085,"size":25085,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31306,"size":31306,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":10529,"size":10718,"diff":189},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5546,"size":5546,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5835,"size":5835,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12730,"size":12730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17825,"size":17825,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":17209,"size":17209,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293983,"size":293983,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4491b.css","previous":526,"size":526,"diff":0},{"filename":"bundle.ada58.css","previous":858,"size":858,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.47fcb.css","previous":194,"size":194,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b1d4e.css","previous":1304,"size":1304,"diff":0},{"filename":"route-BasiDiDati.chunk.ad0db.css","previous":1177,"size":1177,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7cd41.css","previous":1188,"size":1188,"diff":0},{"filename":"route-Fisica.chunk.53df9.css","previous":860,"size":860,"diff":0},{"filename":"route-Home.chunk.c578b.css","previous":654,"size":654,"diff":0},{"filename":"route-MingwInstall.chunk.ca122.css","previous":414,"size":414,"diff":0},{"filename":"route-NetLogo.chunk.a76e0.css","previous":724,"size":724,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.2747e.css","previous":1356,"size":1356,"diff":0},{"filename":"route-Statistica.chunk.1abdd.css","previous":934,"size":934,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.f2d9a.js","previous":25083,"size":25083,"diff":0},{"filename":"bundle.425d0.js","previous":32098,"size":0,"diff":-32098},{"filename":"polyfills.821ab.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-AlgoritmiEStruttureDati.chunk.c5c9a.js","previous":31323,"size":31323,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.a7b98.js","previous":10824,"size":0,"diff":-10824},{"filename":"route-BasiDiDati.chunk.e38b0.js","previous":5939,"size":5939,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f2ac.js","previous":6147,"size":6147,"diff":0},{"filename":"route-Fisica.chunk.579e0.js","previous":13820,"size":13820,"diff":0},{"filename":"route-Home.chunk.cc37e.js","previous":17846,"size":17846,"diff":0},{"filename":"route-MingwInstall.chunk.b868e.js","previous":2074,"size":2074,"diff":0},{"filename":"route-NetLogo.chunk.43a58.js","previous":294075,"size":294075,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.5567c.js","previous":9551,"size":9551,"diff":0},{"filename":"route-Statistica.chunk.91742.js","previous":19615,"size":19615,"diff":0},{"filename":"bundle.1df6c.js","previous":0,"size":32099,"diff":32099},{"filename":"polyfills.d7884.js","previous":0,"size":2093,"diff":2093},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.48ccc.js","previous":0,"size":11053,"diff":11053}]},{"timestamp":1592337779257,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31975,"size":32077,"diff":102},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8546,"size":8922,"diff":376},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":25085,"diff":147},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31197,"size":31306,"diff":109},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":9064,"size":10529,"diff":1465},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5268,"size":5546,"diff":278},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5835,"diff":288},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":0,"diff":-573},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12730,"diff":279},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":0,"diff":-502},{"filename":"route-Home.chunk.*****.esm.js","previous":17644,"size":17825,"diff":181},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":0,"diff":-355},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":2011,"diff":44},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":0,"diff":-649},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16869,"size":17209,"diff":340},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":0,"diff":-427},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293741,"size":293983,"diff":242},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":0,"diff":-24941},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":88,"size":0,"diff":-88},{"filename":"route-NetLogo.chunk.282b5.css","previous":573,"size":0,"diff":-573},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":31214,"size":0,"diff":-31214},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":0,"diff":-13539},{"filename":"route-Home.chunk.e5f0e.js","previous":17668,"size":0,"diff":-17668},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":0,"diff":-2028},{"filename":"route-NetLogo.chunk.e0820.js","previous":293844,"size":0,"diff":-293844},{"filename":"route-Statistica.chunk.d9d85.js","previous":19264,"size":0,"diff":-19264},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-BasiDiDati.chunk.2e824.css","previous":889,"size":0,"diff":-889},{"filename":"route-CalcoloNumerico.chunk.65e35.css","previous":905,"size":0,"diff":-905},{"filename":"route-OttimizzazioneLineare.chunk.2ae9f.css","previous":990,"size":0,"diff":-990},{"filename":"route-BasiDiDati.chunk.4f988.js","previous":5662,"size":0,"diff":-5662},{"filename":"route-CalcoloNumerico.chunk.5b6cf.js","previous":5861,"size":0,"diff":-5861},{"filename":"route-OttimizzazioneLineare.chunk.60a71.js","previous":9168,"size":0,"diff":-9168},{"filename":"bundle.dd130.css","previous":731,"size":0,"diff":-731},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ab3d3.css","previous":935,"size":0,"diff":-935},{"filename":"bundle.b3b87.js","previous":32005,"size":0,"diff":-32005},{"filename":"polyfills.cceb9.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ba9f7.js","previous":9344,"size":0,"diff":-9344},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4491b.css","previous":0,"size":526,"diff":526},{"filename":"bundle.ada58.css","previous":0,"size":858,"diff":858},{"filename":"route-AlgoritmiEStruttureDati.chunk.47fcb.css","previous":0,"size":194,"diff":194},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b1d4e.css","previous":0,"size":1304,"diff":1304},{"filename":"route-BasiDiDati.chunk.ad0db.css","previous":0,"size":1177,"diff":1177},{"filename":"route-CalcoloNumerico.chunk.7cd41.css","previous":0,"size":1188,"diff":1188},{"filename":"route-Fisica.chunk.53df9.css","previous":0,"size":860,"diff":860},{"filename":"route-Home.chunk.c578b.css","previous":0,"size":654,"diff":654},{"filename":"route-MingwInstall.chunk.ca122.css","previous":0,"size":414,"diff":414},{"filename":"route-NetLogo.chunk.a76e0.css","previous":0,"size":724,"diff":724},{"filename":"route-OttimizzazioneLineare.chunk.2747e.css","previous":0,"size":1356,"diff":1356},{"filename":"route-Statistica.chunk.1abdd.css","previous":0,"size":934,"diff":934},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.f2d9a.js","previous":0,"size":25083,"diff":25083},{"filename":"bundle.425d0.js","previous":0,"size":32098,"diff":32098},{"filename":"polyfills.821ab.js","previous":0,"size":2092,"diff":2092},{"filename":"route-AlgoritmiEStruttureDati.chunk.c5c9a.js","previous":0,"size":31323,"diff":31323},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.a7b98.js","previous":0,"size":10824,"diff":10824},{"filename":"route-BasiDiDati.chunk.e38b0.js","previous":0,"size":5939,"diff":5939},{"filename":"route-CalcoloNumerico.chunk.8f2ac.js","previous":0,"size":6147,"diff":6147},{"filename":"route-Fisica.chunk.579e0.js","previous":0,"size":13820,"diff":13820},{"filename":"route-Home.chunk.cc37e.js","previous":0,"size":17846,"diff":17846},{"filename":"route-MingwInstall.chunk.b868e.js","previous":0,"size":2074,"diff":2074},{"filename":"route-NetLogo.chunk.43a58.js","previous":0,"size":294075,"diff":294075},{"filename":"route-OttimizzazioneLineare.chunk.5567c.js","previous":0,"size":9551,"diff":9551},{"filename":"route-Statistica.chunk.91742.js","previous":0,"size":19615,"diff":19615}]},{"timestamp":1592270587327,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31975,"size":31975,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8546,"size":8546,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":0,"diff":-726},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31197,"size":31197,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8454,"size":9064,"diff":610},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5268,"size":5268,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5547,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17644,"size":17644,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16869,"size":16869,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293741,"size":293741,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":88,"size":88,"diff":0},{"filename":"route-NetLogo.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":31214,"size":31214,"diff":0},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":13539,"diff":0},{"filename":"route-Home.chunk.e5f0e.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-NetLogo.chunk.e0820.js","previous":293844,"size":293844,"diff":0},{"filename":"route-Statistica.chunk.d9d85.js","previous":19264,"size":19264,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.77832.css","previous":926,"size":0,"diff":-926},{"filename":"route-BasiDiDati.chunk.2e824.css","previous":889,"size":889,"diff":0},{"filename":"route-CalcoloNumerico.chunk.65e35.css","previous":905,"size":905,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.2ae9f.css","previous":990,"size":990,"diff":0},{"filename":"route-BasiDiDati.chunk.4f988.js","previous":5662,"size":5662,"diff":0},{"filename":"route-CalcoloNumerico.chunk.5b6cf.js","previous":5861,"size":5861,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.60a71.js","previous":9168,"size":9168,"diff":0},{"filename":"bundle.31a3a.js","previous":32005,"size":0,"diff":-32005},{"filename":"polyfills.f9ea8.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ff515.js","previous":8692,"size":0,"diff":-8692},{"filename":"bundle.dd130.css","previous":0,"size":731,"diff":731},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ab3d3.css","previous":0,"size":935,"diff":935},{"filename":"bundle.b3b87.js","previous":0,"size":32005,"diff":32005},{"filename":"polyfills.cceb9.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ba9f7.js","previous":0,"size":9344,"diff":9344}]},{"timestamp":1592239659680,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31971,"size":31975,"diff":4},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8546,"size":8546,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31197,"size":31197,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8068,"size":8454,"diff":386},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5268,"size":5268,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5547,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17644,"size":17644,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16869,"size":16869,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293741,"size":293741,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":88,"size":88,"diff":0},{"filename":"route-NetLogo.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":31214,"size":31214,"diff":0},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":13539,"diff":0},{"filename":"route-Home.chunk.e5f0e.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-NetLogo.chunk.e0820.js","previous":293844,"size":293844,"diff":0},{"filename":"route-Statistica.chunk.d9d85.js","previous":19264,"size":19264,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.77832.css","previous":926,"size":926,"diff":0},{"filename":"route-BasiDiDati.chunk.2e824.css","previous":889,"size":889,"diff":0},{"filename":"route-CalcoloNumerico.chunk.65e35.css","previous":905,"size":905,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.2ae9f.css","previous":990,"size":990,"diff":0},{"filename":"bundle.9f3db.js","previous":32005,"size":0,"diff":-32005},{"filename":"polyfills.d1990.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ab15b.js","previous":8272,"size":0,"diff":-8272},{"filename":"route-BasiDiDati.chunk.4f988.js","previous":5662,"size":5662,"diff":0},{"filename":"route-CalcoloNumerico.chunk.5b6cf.js","previous":5861,"size":5861,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.60a71.js","previous":9168,"size":9168,"diff":0},{"filename":"bundle.31a3a.js","previous":0,"size":32005,"diff":32005},{"filename":"polyfills.f9ea8.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ff515.js","previous":0,"size":8692,"diff":8692}]},{"timestamp":1592153763575,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31974,"size":31971,"diff":-3},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8549,"size":8546,"diff":-3},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31197,"size":31197,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8067,"size":8068,"diff":1},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":0,"diff":-700},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1943,"size":5268,"diff":3325},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":0,"diff":-888},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5546,"size":5547,"diff":1},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17644,"size":17644,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":0,"diff":-971},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16869,"size":16869,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293741,"size":293741,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":88,"size":88,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b2468.css","previous":907,"size":0,"diff":-907},{"filename":"route-NetLogo.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":31214,"size":31214,"diff":0},{"filename":"route-BasiDiDati.chunk.48ff2.js","previous":2046,"size":0,"diff":-2046},{"filename":"route-CalcoloNumerico.chunk.9d0a2.js","previous":5863,"size":0,"diff":-5863},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":13539,"diff":0},{"filename":"route-Home.chunk.e5f0e.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-NetLogo.chunk.e0820.js","previous":293844,"size":293844,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.60b21.js","previous":9168,"size":0,"diff":-9168},{"filename":"route-Statistica.chunk.d9d85.js","previous":19264,"size":19264,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.2ef69.js","previous":32003,"size":0,"diff":-32003},{"filename":"polyfills.b70a1.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b52e7.js","previous":8273,"size":0,"diff":-8273},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.77832.css","previous":0,"size":926,"diff":926},{"filename":"route-BasiDiDati.chunk.2e824.css","previous":0,"size":889,"diff":889},{"filename":"route-CalcoloNumerico.chunk.65e35.css","previous":0,"size":905,"diff":905},{"filename":"route-OttimizzazioneLineare.chunk.2ae9f.css","previous":0,"size":990,"diff":990},{"filename":"bundle.9f3db.js","previous":0,"size":32005,"diff":32005},{"filename":"polyfills.d1990.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ab15b.js","previous":0,"size":8272,"diff":8272},{"filename":"route-BasiDiDati.chunk.4f988.js","previous":0,"size":5662,"diff":5662},{"filename":"route-CalcoloNumerico.chunk.5b6cf.js","previous":0,"size":5861,"diff":5861},{"filename":"route-OttimizzazioneLineare.chunk.60a71.js","previous":0,"size":9168,"diff":9168}]},{"timestamp":1591982344342,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31972,"size":31974,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8549,"size":8549,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31197,"size":31197,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7797,"size":8067,"diff":270},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1943,"size":1943,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5546,"size":5546,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17644,"size":17644,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16869,"size":16869,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293741,"size":293741,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":88,"size":88,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b2468.css","previous":907,"size":907,"diff":0},{"filename":"route-NetLogo.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"bundle.49259.js","previous":32004,"size":0,"diff":-32004},{"filename":"polyfills.98048.js","previous":2093,"size":0,"diff":-2093},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":31214,"size":31214,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.59fc1.js","previous":7984,"size":0,"diff":-7984},{"filename":"route-BasiDiDati.chunk.48ff2.js","previous":2046,"size":2046,"diff":0},{"filename":"route-CalcoloNumerico.chunk.9d0a2.js","previous":5863,"size":5863,"diff":0},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":13539,"diff":0},{"filename":"route-Home.chunk.e5f0e.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-NetLogo.chunk.e0820.js","previous":293844,"size":293844,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.60b21.js","previous":9168,"size":9168,"diff":0},{"filename":"route-Statistica.chunk.d9d85.js","previous":19264,"size":19264,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.2ef69.js","previous":0,"size":32003,"diff":32003},{"filename":"polyfills.b70a1.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b52e7.js","previous":0,"size":8273,"diff":8273}]},{"timestamp":1591893334475,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31991,"size":31972,"diff":-19},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8547,"size":8549,"diff":2},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29775,"size":31197,"diff":1422},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":4275,"size":7797,"diff":3522},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1870,"size":1943,"diff":73},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5546,"diff":-1},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17646,"size":17644,"diff":-2},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16870,"size":16869,"diff":-1},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.dfc01.css","previous":573,"size":0,"diff":-573},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.*****.esm.js","previous":292404,"size":0,"diff":-292404},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1577,"size":293741,"diff":292164},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.5e6b9.js","previous":292467,"size":0,"diff":-292467},{"filename":"route-AlgoritmiEStruttureDati.chunk.65c03.js","previous":29794,"size":0,"diff":-29794},{"filename":"route-BasiDiDati.chunk.46e52.js","previous":1968,"size":0,"diff":-1968},{"filename":"route-CalcoloNumerico.chunk.51f3f.js","previous":5861,"size":0,"diff":-5861},{"filename":"route-Fisica.chunk.09542.js","previous":13540,"size":0,"diff":-13540},{"filename":"route-Home.chunk.8f69b.js","previous":17668,"size":0,"diff":-17668},{"filename":"route-MingwInstall.chunk.09674.js","previous":2030,"size":0,"diff":-2030},{"filename":"route-NetLogo.chunk.68448.js","previous":1630,"size":0,"diff":-1630},{"filename":"route-OttimizzazioneLineare.chunk.a2100.js","previous":9168,"size":0,"diff":-9168},{"filename":"route-Statistica.chunk.6c374.js","previous":19262,"size":0,"diff":-19262},{"filename":"route-VlDiGeometria.chunk.35555.js","previous":1454,"size":0,"diff":-1454},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dd2a.css","previous":392,"size":0,"diff":-392},{"filename":"bundle.f5a79.js","previous":32016,"size":0,"diff":-32016},{"filename":"polyfills.8a537.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.23a10.js","previous":4349,"size":0,"diff":-4349},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":0,"size":88,"diff":88},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b2468.css","previous":0,"size":907,"diff":907},{"filename":"route-NetLogo.chunk.282b5.css","previous":0,"size":573,"diff":573},{"filename":"bundle.49259.js","previous":0,"size":32004,"diff":32004},{"filename":"polyfills.98048.js","previous":0,"size":2093,"diff":2093},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":0,"size":31214,"diff":31214},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.59fc1.js","previous":0,"size":7984,"diff":7984},{"filename":"route-BasiDiDati.chunk.48ff2.js","previous":0,"size":2046,"diff":2046},{"filename":"route-CalcoloNumerico.chunk.9d0a2.js","previous":0,"size":5863,"diff":5863},{"filename":"route-Fisica.chunk.e9b30.js","previous":0,"size":13539,"diff":13539},{"filename":"route-Home.chunk.e5f0e.js","previous":0,"size":17668,"diff":17668},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":0,"size":2028,"diff":2028},{"filename":"route-NetLogo.chunk.e0820.js","previous":0,"size":293844,"diff":293844},{"filename":"route-OttimizzazioneLineare.chunk.60b21.js","previous":0,"size":9168,"diff":9168},{"filename":"route-Statistica.chunk.d9d85.js","previous":0,"size":19264,"diff":19264},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":0,"size":1455,"diff":1455}]},{"timestamp":1591801855445,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31993,"size":31991,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8547,"size":8547,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29775,"size":29775,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":3462,"size":4275,"diff":813},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1870,"size":1870,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5547,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17646,"size":17646,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16870,"size":16870,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.dfc01.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.*****.esm.js","previous":292404,"size":292404,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.48995.css","previous":349,"size":0,"diff":-349},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1577,"size":1577,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.5e6b9.js","previous":292467,"size":292467,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.65c03.js","previous":29794,"size":29794,"diff":0},{"filename":"route-BasiDiDati.chunk.46e52.js","previous":1968,"size":1968,"diff":0},{"filename":"route-CalcoloNumerico.chunk.51f3f.js","previous":5861,"size":5861,"diff":0},{"filename":"route-Fisica.chunk.09542.js","previous":13540,"size":13540,"diff":0},{"filename":"route-Home.chunk.8f69b.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.09674.js","previous":2030,"size":2030,"diff":0},{"filename":"route-NetLogo.chunk.68448.js","previous":1630,"size":1630,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a2100.js","previous":9168,"size":9168,"diff":0},{"filename":"route-Statistica.chunk.6c374.js","previous":19262,"size":19262,"diff":0},{"filename":"route-VlDiGeometria.chunk.35555.js","previous":1454,"size":1454,"diff":0},{"filename":"bundle.388f9.js","previous":32018,"size":0,"diff":-32018},{"filename":"polyfills.69383.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.051da.js","previous":3540,"size":0,"diff":-3540},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dd2a.css","previous":0,"size":392,"diff":392},{"filename":"bundle.f5a79.js","previous":0,"size":32016,"diff":32016},{"filename":"polyfills.8a537.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.23a10.js","previous":0,"size":4349,"diff":4349}]},{"timestamp":1591781288233,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31995,"size":31993,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8547,"size":8547,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29775,"size":29775,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":2531,"size":3462,"diff":931},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1870,"size":1870,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5547,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17646,"size":17646,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16870,"size":16870,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.dfc01.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.*****.esm.js","previous":292404,"size":292404,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.48995.css","previous":349,"size":349,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1577,"size":1577,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.5e6b9.js","previous":292467,"size":292467,"diff":0},{"filename":"bundle.45400.js","previous":32019,"size":0,"diff":-32019},{"filename":"polyfills.7ef81.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.65c03.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.e2598.js","previous":2608,"size":0,"diff":-2608},{"filename":"route-BasiDiDati.chunk.46e52.js","previous":1968,"size":1968,"diff":0},{"filename":"route-CalcoloNumerico.chunk.51f3f.js","previous":5861,"size":5861,"diff":0},{"filename":"route-Fisica.chunk.09542.js","previous":13540,"size":13540,"diff":0},{"filename":"route-Home.chunk.8f69b.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.09674.js","previous":2030,"size":2030,"diff":0},{"filename":"route-NetLogo.chunk.68448.js","previous":1630,"size":1630,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a2100.js","previous":9168,"size":9168,"diff":0},{"filename":"route-Statistica.chunk.6c374.js","previous":19262,"size":19262,"diff":0},{"filename":"route-VlDiGeometria.chunk.35555.js","previous":1454,"size":1454,"diff":0},{"filename":"bundle.388f9.js","previous":0,"size":32018,"diff":32018},{"filename":"polyfills.69383.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.051da.js","previous":0,"size":3540,"diff":3540}]},{"timestamp":1591719584036,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31912,"size":31995,"diff":83},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8419,"size":8547,"diff":128},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":0,"diff":-427},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24938,"diff":2},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29775,"diff":1},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":0,"diff":-573},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":2531,"diff":-291409},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1870,"diff":103},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5460,"size":5547,"diff":87},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17646,"diff":64},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16870,"size":16870,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":0,"diff":-24938},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":0,"diff":-29794},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":0,"diff":-294017},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":0,"diff":-1867},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":0,"diff":-17603},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":0,"diff":-2028},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":0,"diff":-1455},{"filename":"route-CalcoloNumerico.chunk.3644c.js","previous":5779,"size":0,"diff":-5779},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":0,"diff":-13539},{"filename":"route-OttimizzazioneLineare.chunk.b3b17.js","previous":9040,"size":0,"diff":-9040},{"filename":"route-Statistica.chunk.94f25.js","previous":19264,"size":0,"diff":-19264},{"filename":"bundle.6b729.js","previous":31956,"size":0,"diff":-31956},{"filename":"polyfills.f78ad.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":0,"size":427,"diff":427},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.dfc01.css","previous":0,"size":573,"diff":573},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.*****.esm.js","previous":0,"size":292404,"diff":292404},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.48995.css","previous":0,"size":349,"diff":349},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":0,"size":1577,"diff":1577},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":0,"size":24941,"diff":24941},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.5e6b9.js","previous":0,"size":292467,"diff":292467},{"filename":"bundle.45400.js","previous":0,"size":32019,"diff":32019},{"filename":"polyfills.7ef81.js","previous":0,"size":2091,"diff":2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.65c03.js","previous":0,"size":29794,"diff":29794},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.e2598.js","previous":0,"size":2608,"diff":2608},{"filename":"route-BasiDiDati.chunk.46e52.js","previous":0,"size":1968,"diff":1968},{"filename":"route-CalcoloNumerico.chunk.51f3f.js","previous":0,"size":5861,"diff":5861},{"filename":"route-Fisica.chunk.09542.js","previous":0,"size":13540,"diff":13540},{"filename":"route-Home.chunk.8f69b.js","previous":0,"size":17668,"diff":17668},{"filename":"route-MingwInstall.chunk.09674.js","previous":0,"size":2030,"diff":2030},{"filename":"route-NetLogo.chunk.68448.js","previous":0,"size":1630,"diff":1630},{"filename":"route-OttimizzazioneLineare.chunk.a2100.js","previous":0,"size":9168,"diff":9168},{"filename":"route-Statistica.chunk.6c374.js","previous":0,"size":19262,"diff":19262},{"filename":"route-VlDiGeometria.chunk.35555.js","previous":0,"size":1454,"diff":1454}]},{"timestamp":1591642677298,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31913,"size":31912,"diff":-1},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8419,"size":8419,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5460,"size":5460,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16870,"size":16870,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"polyfills.ff6a1.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.08358.js","previous":31955,"size":0,"diff":-31955},{"filename":"route-CalcoloNumerico.chunk.3644c.js","previous":5779,"size":5779,"diff":0},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":13539,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.b3b17.js","previous":9040,"size":9040,"diff":0},{"filename":"route-Statistica.chunk.94f25.js","previous":19264,"size":19264,"diff":0},{"filename":"bundle.6b729.js","previous":0,"size":31956,"diff":31956},{"filename":"polyfills.f78ad.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1591642459427,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31911,"size":31913,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8419,"diff":82},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5460,"diff":77},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12451,"diff":102},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16870,"diff":103},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":0,"diff":-5696},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":0,"diff":-13445},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":0,"diff":-8938},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":0,"diff":-19144},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.fe00b.js","previous":31951,"size":0,"diff":-31951},{"filename":"polyfills.ff6a1.js","previous":2091,"size":2091,"diff":0},{"filename":"bundle.08358.js","previous":0,"size":31955,"diff":31955},{"filename":"route-CalcoloNumerico.chunk.3644c.js","previous":0,"size":5779,"diff":5779},{"filename":"route-Fisica.chunk.e9b30.js","previous":0,"size":13539,"diff":13539},{"filename":"route-OttimizzazioneLineare.chunk.b3b17.js","previous":0,"size":9040,"diff":9040},{"filename":"route-Statistica.chunk.94f25.js","previous":0,"size":19264,"diff":19264}]},{"timestamp":1590689680436,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31910,"size":31911,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8337,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5383,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12349,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16767,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":5696,"diff":0},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":13445,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":8938,"diff":0},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":19144,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.f12f6.js","previous":31953,"size":0,"diff":-31953},{"filename":"polyfills.473e4.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.fe00b.js","previous":0,"size":31951,"diff":31951},{"filename":"polyfills.ff6a1.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590689551945,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31910,"size":31910,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8337,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5383,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12349,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16767,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":5696,"diff":0},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":13445,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":8938,"diff":0},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":19144,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.f0e08.js","previous":31952,"size":0,"diff":-31952},{"filename":"polyfills.39e0a.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.f12f6.js","previous":0,"size":31953,"diff":31953},{"filename":"polyfills.473e4.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590689262512,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31912,"size":31910,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8337,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5383,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12349,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16767,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":5696,"diff":0},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":13445,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":8938,"diff":0},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":19144,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.f5907.js","previous":31954,"size":0,"diff":-31954},{"filename":"polyfills.cd68d.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.f0e08.js","previous":0,"size":31952,"diff":31952},{"filename":"polyfills.39e0a.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590689033785,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31911,"size":31912,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8337,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5383,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12349,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16767,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":5696,"diff":0},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":13445,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":8938,"diff":0},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":19144,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.b041c.js","previous":31952,"size":0,"diff":-31952},{"filename":"polyfills.8651d.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.f5907.js","previous":0,"size":31954,"diff":31954},{"filename":"polyfills.cd68d.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590688838445,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31910,"size":31911,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8337,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5383,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12349,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16767,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.ecc3b.js","previous":31951,"size":0,"diff":-31951},{"filename":"polyfills.0a76c.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":5696,"diff":0},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":13445,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":8938,"diff":0},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":19144,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.b041c.js","previous":0,"size":31952,"diff":31952},{"filename":"polyfills.8651d.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590688707620,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":0,"diff":-727},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":0,"diff":-981},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":0,"diff":-576},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":0,"diff":-715},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":0,"diff":-898},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":0,"diff":-557},{"filename":"route-home.chunk.0d277.css","previous":503,"size":0,"diff":-503},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":0,"diff":-355},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":0,"diff":-634},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":0,"diff":-355},{"filename":"bundle.*****.esm.js","previous":31761,"size":31910,"diff":149},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8337,"diff":37},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":0,"diff":-294149},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":0,"diff":-1781},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":0,"diff":-5426},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":0,"diff":-12490},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":0,"diff":-2468},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":0,"diff":-1978},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":0,"diff":-16733},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":0,"diff":-26232},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":0,"diff":-9014},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":0,"diff":-294436},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":0,"diff":-1900},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":0,"diff":-5815},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":0,"diff":-13725},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":0,"diff":-2547},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":0,"diff":-2041},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":0,"diff":-19298},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":0,"diff":-26404},{"filename":"bundle.badd0.js","previous":31808,"size":0,"diff":-31808},{"filename":"polyfills.72266.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":0,"size":427,"diff":427},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":0,"size":24936,"diff":24936},{"filename":"bundle.0c633.css","previous":0,"size":726,"diff":726},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":0,"size":29774,"diff":29774},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":0,"size":573,"diff":573},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":0,"size":293940,"diff":293940},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":0,"size":700,"diff":700},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":0,"size":1767,"diff":1767},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":0,"size":888,"diff":888},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":0,"size":5383,"diff":5383},{"filename":"route-Fisica.chunk.40f37.css","previous":0,"size":573,"diff":573},{"filename":"route-Fisica.chunk.*****.esm.js","previous":0,"size":12349,"diff":12349},{"filename":"route-Home.chunk.8001a.css","previous":0,"size":502,"diff":502},{"filename":"route-Home.chunk.*****.esm.js","previous":0,"size":17582,"diff":17582},{"filename":"route-MingwInstall.chunk.d169e.css","previous":0,"size":355,"diff":355},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":0,"size":1967,"diff":1967},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":0,"size":971,"diff":971},{"filename":"route-Statistica.chunk.25487.css","previous":0,"size":649,"diff":649},{"filename":"route-Statistica.chunk.*****.esm.js","previous":0,"size":16767,"diff":16767},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":0,"size":1423,"diff":1423},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":0,"size":24938,"diff":24938},{"filename":"bundle.ecc3b.js","previous":0,"size":31951,"diff":31951},{"filename":"polyfills.0a76c.js","previous":0,"size":2091,"diff":2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":0,"size":29794,"diff":29794},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":0,"size":294017,"diff":294017},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":0,"size":1867,"diff":1867},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":0,"size":5696,"diff":5696},{"filename":"route-Fisica.chunk.613f1.js","previous":0,"size":13445,"diff":13445},{"filename":"route-Home.chunk.771c5.js","previous":0,"size":17603,"diff":17603},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":0,"size":2028,"diff":2028},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":0,"size":8938,"diff":8938},{"filename":"route-Statistica.chunk.af2a2.js","previous":0,"size":19144,"diff":19144},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":0,"size":1455,"diff":1455}]},{"timestamp":1590676597694,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":31579,"size":31761,"diff":182},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.9d08a.js","previous":31627,"size":0,"diff":-31627},{"filename":"polyfills.43438.js","previous":2093,"size":0,"diff":-2093},{"filename":"bundle.badd0.js","previous":0,"size":31808,"diff":31808},{"filename":"polyfills.72266.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590676346596,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":31543,"size":31579,"diff":36},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.b89f2.js","previous":31590,"size":0,"diff":-31590},{"filename":"polyfills.cd477.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.9d08a.js","previous":0,"size":31627,"diff":31627},{"filename":"polyfills.43438.js","previous":0,"size":2093,"diff":2093}]},{"timestamp":1590676029898,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":31592,"size":31543,"diff":-49},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.8c067.js","previous":31636,"size":0,"diff":-31636},{"filename":"polyfills.a6a36.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.b89f2.js","previous":0,"size":31590,"diff":31590},{"filename":"polyfills.cd477.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590675635647,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":31592,"size":31592,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.394dd.js","previous":31638,"size":0,"diff":-31638},{"filename":"polyfills.bff96.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.8c067.js","previous":0,"size":31636,"diff":31636},{"filename":"polyfills.a6a36.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590675346057,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":31568,"size":31592,"diff":24},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.39711.js","previous":31610,"size":0,"diff":-31610},{"filename":"polyfills.b78cb.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.394dd.js","previous":0,"size":31638,"diff":31638},{"filename":"polyfills.bff96.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590674512124,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":27953,"size":31568,"diff":3615},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.71d0f.js","previous":27924,"size":0,"diff":-27924},{"filename":"polyfills.1f181.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.39711.js","previous":0,"size":31610,"diff":31610},{"filename":"polyfills.b78cb.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590673890011,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":27951,"size":27953,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.81735.js","previous":27926,"size":0,"diff":-27926},{"filename":"polyfills.4a295.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.71d0f.js","previous":0,"size":27924,"diff":27924},{"filename":"polyfills.1f181.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590673442355,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":27950,"size":27951,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.ff3e5.js","previous":27923,"size":0,"diff":-27923},{"filename":"polyfills.364a5.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.81735.js","previous":0,"size":27926,"diff":27926},{"filename":"polyfills.4a295.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590672514547,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":27953,"size":27950,"diff":-3},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"bundle.61268.js","previous":27925,"size":0,"diff":-27925},{"filename":"polyfills.a4b2d.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.ff3e5.js","previous":0,"size":27923,"diff":27923},{"filename":"polyfills.364a5.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590672340251,"files":[{"filename":"sw-esm.js","previous":741,"size":8482,"diff":7741},{"filename":"sw.js","previous":738,"size":8478,"diff":7740},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":0,"diff":-8277},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":0,"diff":-294078},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":0,"diff":-1781},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":0,"diff":-5403},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":0,"diff":-12463},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":0,"diff":-2469},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":0,"diff":-1979},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":0,"diff":-16709},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":0,"diff":-26236},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":0,"diff":-8977},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":0,"diff":-294365},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":0,"diff":-1900},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":0,"diff":-5788},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":0,"diff":-13689},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":0,"diff":-2547},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":0,"diff":-2042},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":0,"diff":-19265},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":0,"diff":-26404},{"filename":"bundle.460b1.esm.js","previous":27861,"size":0,"diff":-27861},{"filename":"polyfills.113ce.esm.js","previous":2089,"size":0,"diff":-2089},{"filename":"bundle.23733.js","previous":27829,"size":0,"diff":-27829},{"filename":"polyfills.c7441.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.*****.esm.js","previous":0,"size":27953,"diff":27953},{"filename":"polyfills.*****.esm.js","previous":0,"size":2091,"diff":2091},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":0,"size":8300,"diff":8300},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":0,"size":294149,"diff":294149},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":0,"size":1781,"diff":1781},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":0,"size":5426,"diff":5426},{"filename":"route-fisica.chunk.*****.esm.js","previous":0,"size":12490,"diff":12490},{"filename":"route-home.chunk.*****.esm.js","previous":0,"size":2468,"diff":2468},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":0,"size":1978,"diff":1978},{"filename":"route-statistica.chunk.*****.esm.js","previous":0,"size":16733,"diff":16733},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":0,"size":26232,"diff":26232},{"filename":"bundle.61268.js","previous":0,"size":27925,"diff":27925},{"filename":"polyfills.a4b2d.js","previous":0,"size":2091,"diff":2091},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":0,"size":9014,"diff":9014},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":0,"size":294436,"diff":294436},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":0,"size":1900,"diff":1900},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":0,"size":5815,"diff":5815},{"filename":"route-fisica.chunk.d0513.js","previous":0,"size":13725,"diff":13725},{"filename":"route-home.chunk.1c295.js","previous":0,"size":2547,"diff":2547},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":0,"size":2041,"diff":2041},{"filename":"route-statistica.chunk.fb627.js","previous":0,"size":19298,"diff":19298},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":0,"size":26404,"diff":26404}]},{"timestamp":1590671968347,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"polyfills.80125.esm.js","previous":2090,"size":0,"diff":-2090},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"polyfills.664ac.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.d7605.esm.js","previous":27844,"size":0,"diff":-27844},{"filename":"bundle.c462c.js","previous":27812,"size":0,"diff":-27812},{"filename":"bundle.460b1.esm.js","previous":0,"size":27861,"diff":27861},{"filename":"polyfills.113ce.esm.js","previous":0,"size":2089,"diff":2089},{"filename":"bundle.23733.js","previous":0,"size":27829,"diff":27829},{"filename":"polyfills.c7441.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590671483917,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"bundle.69cf3.esm.js","previous":27895,"size":0,"diff":-27895},{"filename":"polyfills.80125.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"bundle.a89a5.js","previous":27851,"size":0,"diff":-27851},{"filename":"polyfills.664ac.js","previous":2092,"size":2092,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.d7605.esm.js","previous":0,"size":27844,"diff":27844},{"filename":"bundle.c462c.js","previous":0,"size":27812,"diff":27812}]},{"timestamp":1590671316129,"files":[{"filename":"ssr-bundle.5a952.css","previous":1717,"size":0,"diff":-1717},{"filename":"ssr-bundle.js","previous":389738,"size":0,"diff":-389738},{"filename":"sw-esm.js","previous":0,"size":741,"diff":741},{"filename":"sw.js","previous":0,"size":738,"diff":738},{"filename":"bundle.24404.css","previous":0,"size":727,"diff":727},{"filename":"bundle.69cf3.esm.js","previous":0,"size":27895,"diff":27895},{"filename":"polyfills.80125.esm.js","previous":0,"size":2090,"diff":2090},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":0,"size":981,"diff":981},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":0,"size":8277,"diff":8277},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":0,"size":576,"diff":576},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":0,"size":294078,"diff":294078},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":0,"size":715,"diff":715},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":0,"size":1781,"diff":1781},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":0,"size":898,"diff":898},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":0,"size":5403,"diff":5403},{"filename":"route-fisica.chunk.6a691.css","previous":0,"size":557,"diff":557},{"filename":"route-fisica.chunk.a8186.esm.js","previous":0,"size":12463,"diff":12463},{"filename":"route-home.chunk.0d277.css","previous":0,"size":503,"diff":503},{"filename":"route-home.chunk.c7f13.esm.js","previous":0,"size":2469,"diff":2469},{"filename":"route-mingwinstall.chunk.d169e.css","previous":0,"size":355,"diff":355},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":0,"size":1979,"diff":1979},{"filename":"route-statistica.chunk.0b8c5.css","previous":0,"size":634,"diff":634},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":0,"size":16709,"diff":16709},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":0,"size":355,"diff":355},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":0,"size":26236,"diff":26236},{"filename":"bundle.a89a5.js","previous":0,"size":27851,"diff":27851},{"filename":"polyfills.664ac.js","previous":0,"size":2092,"diff":2092},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":0,"size":8977,"diff":8977},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":0,"size":294365,"diff":294365},{"filename":"route-basiDiDati.chunk.34329.js","previous":0,"size":1900,"diff":1900},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":0,"size":5788,"diff":5788},{"filename":"route-fisica.chunk.5cab8.js","previous":0,"size":13689,"diff":13689},{"filename":"route-home.chunk.a14d6.js","previous":0,"size":2547,"diff":2547},{"filename":"route-mingwinstall.chunk.d712b.js","previous":0,"size":2042,"diff":2042},{"filename":"route-statistica.chunk.49197.js","previous":0,"size":19265,"diff":19265},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":0,"size":26404,"diff":26404}]},{"timestamp":1590671272971,"files":[{"filename":"sw-esm.js","previous":741,"size":0,"diff":-741},{"filename":"sw.js","previous":738,"size":0,"diff":-738},{"filename":"bundle.24404.css","previous":727,"size":0,"diff":-727},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":0,"diff":-981},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":0,"diff":-8277},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":0,"diff":-576},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":0,"diff":-294078},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":0,"diff":-715},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":0,"diff":-1781},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":0,"diff":-898},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":0,"diff":-5403},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":0,"diff":-557},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":0,"diff":-12463},{"filename":"route-home.chunk.0d277.css","previous":503,"size":0,"diff":-503},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":0,"diff":-2469},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":0,"diff":-355},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":0,"diff":-1979},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":0,"diff":-634},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":0,"diff":-16709},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":0,"diff":-355},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":0,"diff":-26236},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":0,"diff":-8977},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":0,"diff":-294365},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":0,"diff":-1900},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":0,"diff":-5788},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":0,"diff":-13689},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":0,"diff":-2547},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":0,"diff":-2042},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":0,"diff":-19265},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":0,"diff":-26404},{"filename":"bundle.f018b.esm.js","previous":27843,"size":0,"diff":-27843},{"filename":"polyfills.4393a.esm.js","previous":2090,"size":0,"diff":-2090},{"filename":"bundle.521a9.js","previous":27812,"size":0,"diff":-27812},{"filename":"polyfills.51ef0.js","previous":2090,"size":0,"diff":-2090},{"filename":"ssr-bundle.5a952.css","previous":0,"size":1717,"diff":1717},{"filename":"ssr-bundle.js","previous":0,"size":389738,"diff":389738}]},{"timestamp":1590670409758,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"polyfills.7e697.esm.js","previous":2091,"size":0,"diff":-2091},{"filename":"polyfills.c6faf.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.b22fa.esm.js","previous":27843,"size":0,"diff":-27843},{"filename":"bundle.f6fba.js","previous":27811,"size":0,"diff":-27811},{"filename":"bundle.f018b.esm.js","previous":0,"size":27843,"diff":27843},{"filename":"polyfills.4393a.esm.js","previous":0,"size":2090,"diff":2090},{"filename":"bundle.521a9.js","previous":0,"size":27812,"diff":27812},{"filename":"polyfills.51ef0.js","previous":0,"size":2090,"diff":2090}]},{"timestamp":1590628233873,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.d1506.esm.js","previous":28022,"size":0,"diff":-28022},{"filename":"polyfills.7e697.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"bundle.f984c.js","previous":27997,"size":0,"diff":-27997},{"filename":"polyfills.c6faf.js","previous":2091,"size":2091,"diff":0},{"filename":"bundle.b22fa.esm.js","previous":0,"size":27843,"diff":27843},{"filename":"bundle.f6fba.js","previous":0,"size":27811,"diff":27811}]},{"timestamp":1590628098083,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.efdd6.esm.js","previous":27882,"size":0,"diff":-27882},{"filename":"polyfills.e0558.esm.js","previous":2125,"size":0,"diff":-2125},{"filename":"bundle.ef46b.js","previous":27851,"size":0,"diff":-27851},{"filename":"polyfills.ddae6.js","previous":2125,"size":0,"diff":-2125},{"filename":"bundle.d1506.esm.js","previous":0,"size":28022,"diff":28022},{"filename":"polyfills.7e697.esm.js","previous":0,"size":2091,"diff":2091},{"filename":"bundle.f984c.js","previous":0,"size":27997,"diff":27997},{"filename":"polyfills.c6faf.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590625783500,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.94d3b.esm.js","previous":27882,"size":0,"diff":-27882},{"filename":"polyfills.83a9b.esm.js","previous":2122,"size":0,"diff":-2122},{"filename":"bundle.b5375.js","previous":27850,"size":0,"diff":-27850},{"filename":"polyfills.9d3e9.js","previous":2123,"size":0,"diff":-2123},{"filename":"bundle.efdd6.esm.js","previous":0,"size":27882,"diff":27882},{"filename":"polyfills.e0558.esm.js","previous":0,"size":2125,"diff":2125},{"filename":"bundle.ef46b.js","previous":0,"size":27851,"diff":27851},{"filename":"polyfills.ddae6.js","previous":0,"size":2125,"diff":2125}]},{"timestamp":1590625571899,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":0,"diff":-2012},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":0,"diff":-2013},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.6578c.esm.js","previous":27771,"size":0,"diff":-27771},{"filename":"bundle.f51bf.js","previous":27743,"size":0,"diff":-27743},{"filename":"bundle.94d3b.esm.js","previous":0,"size":27882,"diff":27882},{"filename":"polyfills.83a9b.esm.js","previous":0,"size":2122,"diff":2122},{"filename":"bundle.b5375.js","previous":0,"size":27850,"diff":27850},{"filename":"polyfills.9d3e9.js","previous":0,"size":2123,"diff":2123}]},{"timestamp":1590598402493,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.bc132.esm.js","previous":27951,"size":0,"diff":-27951},{"filename":"bundle.359c0.js","previous":27926,"size":0,"diff":-27926},{"filename":"bundle.6578c.esm.js","previous":0,"size":27771,"diff":27771},{"filename":"bundle.f51bf.js","previous":0,"size":27743,"diff":27743}]},{"timestamp":1590598070225,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"bundle.3c959.esm.js","previous":31166,"size":0,"diff":-31166},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"bundle.4037e.js","previous":31139,"size":0,"diff":-31139},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.bc132.esm.js","previous":0,"size":27951,"diff":27951},{"filename":"bundle.359c0.js","previous":0,"size":27926,"diff":27926}]},{"timestamp":1590597065136,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"polyfills.f506c.esm.js","previous":2011,"size":0,"diff":-2011},{"filename":"polyfills.700d1.js","previous":2012,"size":0,"diff":-2012},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.2ca12.css","previous":375,"size":0,"diff":-375},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.bea71.esm.js","previous":292108,"size":0,"diff":-292108},{"filename":"route-apprendimentoSistemiArtificiali.chunk.8dc12.esm.js","previous":1826,"size":0,"diff":-1826},{"filename":"route-basiDiDati.chunk.e409b.css","previous":521,"size":0,"diff":-521},{"filename":"route-basiDiDati.chunk.1c7f7.esm.js","previous":1491,"size":0,"diff":-1491},{"filename":"route-mingwinstall.chunk.5a95a.css","previous":144,"size":0,"diff":-144},{"filename":"route-mingwinstall.chunk.24a27.esm.js","previous":1723,"size":0,"diff":-1723},{"filename":"route-statistica.chunk.4bfa5.css","previous":440,"size":0,"diff":-440},{"filename":"route-statistica.chunk.8a057.esm.js","previous":16443,"size":0,"diff":-16443},{"filename":"route-vldigeometria.chunk.96070.css","previous":144,"size":0,"diff":-144},{"filename":"route-vldigeometria.chunk.76957.esm.js","previous":25984,"size":0,"diff":-25984},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.0ad22.js","previous":292382,"size":0,"diff":-292382},{"filename":"route-apprendimentoSistemiArtificiali.chunk.d0fa4.js","previous":1962,"size":0,"diff":-1962},{"filename":"route-basiDiDati.chunk.0e8d8.js","previous":1634,"size":0,"diff":-1634},{"filename":"route-mingwinstall.chunk.22ffb.js","previous":1816,"size":0,"diff":-1816},{"filename":"route-statistica.chunk.67526.js","previous":19017,"size":0,"diff":-19017},{"filename":"route-vldigeometria.chunk.ddac8.js","previous":26208,"size":0,"diff":-26208},{"filename":"route-calcoloNumerico.chunk.4d04d.css","previous":709,"size":0,"diff":-709},{"filename":"route-fisica.chunk.598fe.css","previous":363,"size":0,"diff":-363},{"filename":"route-fisica.chunk.953ff.esm.js","previous":12195,"size":0,"diff":-12195},{"filename":"route-home.chunk.81f93.css","previous":296,"size":0,"diff":-296},{"filename":"route-home.chunk.008cd.esm.js","previous":2182,"size":0,"diff":-2182},{"filename":"route-fisica.chunk.9892b.js","previous":13443,"size":0,"diff":-13443},{"filename":"route-home.chunk.6edcf.js","previous":2291,"size":0,"diff":-2291},{"filename":"route-calcoloNumerico.chunk.d6955.esm.js","previous":5125,"size":0,"diff":-5125},{"filename":"route-calcoloNumerico.chunk.67eea.js","previous":5523,"size":0,"diff":-5523},{"filename":"bundle.1e4c7.css","previous":725,"size":0,"diff":-725},{"filename":"bundle.5531a.esm.js","previous":12689,"size":0,"diff":-12689},{"filename":"route-ottimizzazioneLineare.chunk.88bb6.css","previous":558,"size":0,"diff":-558},{"filename":"route-ottimizzazioneLineare.chunk.9a772.esm.js","previous":6591,"size":0,"diff":-6591},{"filename":"bundle.c81be.js","previous":12727,"size":0,"diff":-12727},{"filename":"route-ottimizzazioneLineare.chunk.de78c.js","previous":7196,"size":0,"diff":-7196},{"filename":"bundle.24404.css","previous":0,"size":727,"diff":727},{"filename":"bundle.3c959.esm.js","previous":0,"size":31166,"diff":31166},{"filename":"polyfills.7484f.esm.js","previous":0,"size":2012,"diff":2012},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":0,"size":981,"diff":981},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":0,"size":8277,"diff":8277},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":0,"size":576,"diff":576},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":0,"size":294078,"diff":294078},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":0,"size":715,"diff":715},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":0,"size":1781,"diff":1781},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":0,"size":898,"diff":898},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":0,"size":5403,"diff":5403},{"filename":"route-fisica.chunk.6a691.css","previous":0,"size":557,"diff":557},{"filename":"route-fisica.chunk.a8186.esm.js","previous":0,"size":12463,"diff":12463},{"filename":"route-home.chunk.0d277.css","previous":0,"size":503,"diff":503},{"filename":"route-home.chunk.c7f13.esm.js","previous":0,"size":2469,"diff":2469},{"filename":"route-mingwinstall.chunk.d169e.css","previous":0,"size":355,"diff":355},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":0,"size":1979,"diff":1979},{"filename":"route-statistica.chunk.0b8c5.css","previous":0,"size":634,"diff":634},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":0,"size":16709,"diff":16709},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":0,"size":355,"diff":355},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":0,"size":26236,"diff":26236},{"filename":"bundle.4037e.js","previous":0,"size":31139,"diff":31139},{"filename":"polyfills.b96b2.js","previous":0,"size":2013,"diff":2013},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":0,"size":8977,"diff":8977},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":0,"size":294365,"diff":294365},{"filename":"route-basiDiDati.chunk.34329.js","previous":0,"size":1900,"diff":1900},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":0,"size":5788,"diff":5788},{"filename":"route-fisica.chunk.5cab8.js","previous":0,"size":13689,"diff":13689},{"filename":"route-home.chunk.a14d6.js","previous":0,"size":2547,"diff":2547},{"filename":"route-mingwinstall.chunk.d712b.js","previous":0,"size":2042,"diff":2042},{"filename":"route-statistica.chunk.49197.js","previous":0,"size":19265,"diff":19265},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":0,"size":26404,"diff":26404}]},{"timestamp":1590510445598,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"polyfills.f506c.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"polyfills.700d1.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.2ca12.css","previous":375,"size":375,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.bea71.esm.js","previous":292108,"size":292108,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.8dc12.esm.js","previous":1826,"size":1826,"diff":0},{"filename":"route-basiDiDati.chunk.e409b.css","previous":521,"size":521,"diff":0},{"filename":"route-basiDiDati.chunk.1c7f7.esm.js","previous":1491,"size":1491,"diff":0},{"filename":"route-mingwinstall.chunk.5a95a.css","previous":144,"size":144,"diff":0},{"filename":"route-mingwinstall.chunk.24a27.esm.js","previous":1723,"size":1723,"diff":0},{"filename":"route-statistica.chunk.4bfa5.css","previous":440,"size":440,"diff":0},{"filename":"route-statistica.chunk.8a057.esm.js","previous":16443,"size":16443,"diff":0},{"filename":"route-vldigeometria.chunk.96070.css","previous":144,"size":144,"diff":0},{"filename":"route-vldigeometria.chunk.76957.esm.js","previous":25984,"size":25984,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.0ad22.js","previous":292382,"size":292382,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.d0fa4.js","previous":1962,"size":1962,"diff":0},{"filename":"route-basiDiDati.chunk.0e8d8.js","previous":1634,"size":1634,"diff":0},{"filename":"route-mingwinstall.chunk.22ffb.js","previous":1816,"size":1816,"diff":0},{"filename":"route-statistica.chunk.67526.js","previous":19017,"size":19017,"diff":0},{"filename":"route-vldigeometria.chunk.ddac8.js","previous":26208,"size":26208,"diff":0},{"filename":"bundle.b01bd.css","previous":694,"size":0,"diff":-694},{"filename":"route-calcoloNumerico.chunk.4d04d.css","previous":709,"size":709,"diff":0},{"filename":"route-fisica.chunk.598fe.css","previous":363,"size":363,"diff":0},{"filename":"route-fisica.chunk.953ff.esm.js","previous":12195,"size":12195,"diff":0},{"filename":"route-home.chunk.81f93.css","previous":296,"size":296,"diff":0},{"filename":"route-home.chunk.008cd.esm.js","previous":2182,"size":2182,"diff":0},{"filename":"route-fisica.chunk.9892b.js","previous":13443,"size":13443,"diff":0},{"filename":"route-home.chunk.6edcf.js","previous":2291,"size":2291,"diff":0},{"filename":"bundle.ca0cc.esm.js","previous":12687,"size":0,"diff":-12687},{"filename":"route-calcoloNumerico.chunk.d6955.esm.js","previous":5125,"size":5125,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.ce59d.css","previous":508,"size":0,"diff":-508},{"filename":"route-ottimizzazioneLineare.chunk.f48cc.esm.js","previous":5295,"size":0,"diff":-5295},{"filename":"bundle.f6a31.js","previous":12727,"size":0,"diff":-12727},{"filename":"route-calcoloNumerico.chunk.67eea.js","previous":5523,"size":5523,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.0d083.js","previous":5640,"size":0,"diff":-5640},{"filename":"bundle.1e4c7.css","previous":0,"size":725,"diff":725},{"filename":"bundle.5531a.esm.js","previous":0,"size":12689,"diff":12689},{"filename":"route-ottimizzazioneLineare.chunk.88bb6.css","previous":0,"size":558,"diff":558},{"filename":"route-ottimizzazioneLineare.chunk.9a772.esm.js","previous":0,"size":6591,"diff":6591},{"filename":"bundle.c81be.js","previous":0,"size":12727,"diff":12727},{"filename":"route-ottimizzazioneLineare.chunk.de78c.js","previous":0,"size":7196,"diff":7196}]},{"timestamp":1590425768834,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"polyfills.f506c.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"polyfills.700d1.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.2ca12.css","previous":375,"size":375,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.bea71.esm.js","previous":292108,"size":292108,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.8dc12.esm.js","previous":1826,"size":1826,"diff":0},{"filename":"route-basiDiDati.chunk.e409b.css","previous":521,"size":521,"diff":0},{"filename":"route-basiDiDati.chunk.1c7f7.esm.js","previous":1491,"size":1491,"diff":0},{"filename":"route-mingwinstall.chunk.5a95a.css","previous":144,"size":144,"diff":0},{"filename":"route-mingwinstall.chunk.24a27.esm.js","previous":1723,"size":1723,"diff":0},{"filename":"route-statistica.chunk.4bfa5.css","previous":440,"size":440,"diff":0},{"filename":"route-statistica.chunk.8a057.esm.js","previous":16443,"size":16443,"diff":0},{"filename":"route-vldigeometria.chunk.96070.css","previous":144,"size":144,"diff":0},{"filename":"route-vldigeometria.chunk.76957.esm.js","previous":25984,"size":25984,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.0ad22.js","previous":292382,"size":292382,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.d0fa4.js","previous":1962,"size":1962,"diff":0},{"filename":"route-basiDiDati.chunk.0e8d8.js","previous":1634,"size":1634,"diff":0},{"filename":"route-mingwinstall.chunk.22ffb.js","previous":1816,"size":1816,"diff":0},{"filename":"route-statistica.chunk.67526.js","previous":19017,"size":19017,"diff":0},{"filename":"route-vldigeometria.chunk.ddac8.js","previous":26208,"size":26208,"diff":0},{"filename":"bundle.b01bd.css","previous":694,"size":694,"diff":0},{"filename":"bundle.74134.esm.js","previous":12689,"size":0,"diff":-12689},{"filename":"route-calcoloNumerico.chunk.4d04d.css","previous":709,"size":709,"diff":0},{"filename":"route-calcoloNumerico.chunk.abaa3.esm.js","previous":5099,"size":0,"diff":-5099},{"filename":"route-fisica.chunk.598fe.css","previous":363,"size":363,"diff":0},{"filename":"route-fisica.chunk.953ff.esm.js","previous":12195,"size":12195,"diff":0},{"filename":"route-home.chunk.81f93.css","previous":296,"size":296,"diff":0},{"filename":"route-home.chunk.008cd.esm.js","previous":2182,"size":2182,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.9a20b.css","previous":489,"size":0,"diff":-489},{"filename":"route-ottimizzazioneLineare.chunk.353b8.esm.js","previous":4417,"size":0,"diff":-4417},{"filename":"bundle.fb716.js","previous":12727,"size":0,"diff":-12727},{"filename":"route-calcoloNumerico.chunk.b64db.js","previous":5502,"size":0,"diff":-5502},{"filename":"route-fisica.chunk.9892b.js","previous":13443,"size":13443,"diff":0},{"filename":"route-home.chunk.6edcf.js","previous":2291,"size":2291,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.762b1.js","previous":4735,"size":0,"diff":-4735},{"filename":"bundle.ca0cc.esm.js","previous":0,"size":12687,"diff":12687},{"filename":"route-calcoloNumerico.chunk.d6955.esm.js","previous":0,"size":5125,"diff":5125},{"filename":"route-ottimizzazioneLineare.chunk.ce59d.css","previous":0,"size":508,"diff":508},{"filename":"route-ottimizzazioneLineare.chunk.f48cc.esm.js","previous":0,"size":5295,"diff":5295},{"filename":"bundle.f6a31.js","previous":0,"size":12727,"diff":12727},{"filename":"route-calcoloNumerico.chunk.67eea.js","previous":0,"size":5523,"diff":5523},{"filename":"route-ottimizzazioneLineare.chunk.0d083.js","previous":0,"size":5640,"diff":5640}]},{"timestamp":1590339134182,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"polyfills.f506c.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"polyfills.700d1.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.2ca12.css","previous":375,"size":375,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.bea71.esm.js","previous":292108,"size":292108,"diff":0},{"filename":"bundle.a2f8e.css","previous":691,"size":0,"diff":-691},{"filename":"bundle.87dc2.esm.js","previous":12689,"size":0,"diff":-12689},{"filename":"route-apprendimentoSistemiArtificiali.chunk.8dc12.esm.js","previous":1826,"size":1826,"diff":0},{"filename":"route-basiDiDati.chunk.e409b.css","previous":521,"size":521,"diff":0},{"filename":"route-basiDiDati.chunk.1c7f7.esm.js","previous":1491,"size":1491,"diff":0},{"filename":"route-calcoloNumerico.chunk.c6691.css","previous":710,"size":0,"diff":-710},{"filename":"route-calcoloNumerico.chunk.073a6.esm.js","previous":5100,"size":0,"diff":-5100},{"filename":"route-fisica.chunk.31dee.css","previous":361,"size":0,"diff":-361},{"filename":"route-fisica.chunk.1ad2c.esm.js","previous":12194,"size":0,"diff":-12194},{"filename":"route-home.chunk.b0630.css","previous":293,"size":0,"diff":-293},{"filename":"route-home.chunk.a4a02.esm.js","previous":2182,"size":0,"diff":-2182},{"filename":"route-mingwinstall.chunk.5a95a.css","previous":144,"size":144,"diff":0},{"filename":"route-mingwinstall.chunk.24a27.esm.js","previous":1723,"size":1723,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.eb9a0.css","previous":455,"size":0,"diff":-455},{"filename":"route-ottimizzazioneLineare.chunk.192fc.esm.js","previous":3751,"size":0,"diff":-3751},{"filename":"route-statistica.chunk.4bfa5.css","previous":440,"size":440,"diff":0},{"filename":"route-statistica.chunk.8a057.esm.js","previous":16443,"size":16443,"diff":0},{"filename":"route-vldigeometria.chunk.96070.css","previous":144,"size":144,"diff":0},{"filename":"route-vldigeometria.chunk.76957.esm.js","previous":25984,"size":25984,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.0ad22.js","previous":292382,"size":292382,"diff":0},{"filename":"bundle.cdffd.js","previous":12724,"size":0,"diff":-12724},{"filename":"route-apprendimentoSistemiArtificiali.chunk.d0fa4.js","previous":1962,"size":1962,"diff":0},{"filename":"route-basiDiDati.chunk.0e8d8.js","previous":1634,"size":1634,"diff":0},{"filename":"route-calcoloNumerico.chunk.b5b36.js","previous":5503,"size":0,"diff":-5503},{"filename":"route-fisica.chunk.b6e43.js","previous":13442,"size":0,"diff":-13442},{"filename":"route-home.chunk.0540f.js","previous":2292,"size":0,"diff":-2292},{"filename":"route-mingwinstall.chunk.22ffb.js","previous":1816,"size":1816,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.9e341.js","previous":4057,"size":0,"diff":-4057},{"filename":"route-statistica.chunk.67526.js","previous":19017,"size":19017,"diff":0},{"filename":"route-vldigeometria.chunk.ddac8.js","previous":26208,"size":26208,"diff":0},{"filename":"bundle.b01bd.css","previous":0,"size":694,"diff":694},{"filename":"bundle.74134.esm.js","previous":0,"size":12689,"diff":12689},{"filename":"route-calcoloNumerico.chunk.4d04d.css","previous":0,"size":709,"diff":709},{"filename":"route-calcoloNumerico.chunk.abaa3.esm.js","previous":0,"size":5099,"diff":5099},{"filename":"route-fisica.chunk.598fe.css","previous":0,"size":363,"diff":363},{"filename":"route-fisica.chunk.953ff.esm.js","previous":0,"size":12195,"diff":12195},{"filename":"route-home.chunk.81f93.css","previous":0,"size":296,"diff":296},{"filename":"route-home.chunk.008cd.esm.js","previous":0,"size":2182,"diff":2182},{"filename":"route-ottimizzazioneLineare.chunk.9a20b.css","previous":0,"size":489,"diff":489},{"filename":"route-ottimizzazioneLineare.chunk.353b8.esm.js","previous":0,"size":4417,"diff":4417},{"filename":"bundle.fb716.js","previous":0,"size":12727,"diff":12727},{"filename":"route-calcoloNumerico.chunk.b64db.js","previous":0,"size":5502,"diff":5502},{"filename":"route-fisica.chunk.9892b.js","previous":0,"size":13443,"diff":13443},{"filename":"route-home.chunk.6edcf.js","previous":0,"size":2291,"diff":2291},{"filename":"route-ottimizzazioneLineare.chunk.762b1.js","previous":0,"size":4735,"diff":4735}]},{"timestamp":1590274454081,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":0,"diff":-137},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.20404.css","previous":388,"size":0,"diff":-388},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.a9cdb.esm.js","previous":292084,"size":0,"diff":-292084},{"filename":"bundle.0096a.css","previous":627,"size":0,"diff":-627},{"filename":"bundle.0adff.esm.js","previous":12648,"size":0,"diff":-12648},{"filename":"polyfills.f506c.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.09043.esm.js","previous":1848,"size":0,"diff":-1848},{"filename":"route-basiDiDati.chunk.ef885.css","previous":647,"size":0,"diff":-647},{"filename":"route-basiDiDati.chunk.1507c.esm.js","previous":1722,"size":0,"diff":-1722},{"filename":"route-calcoloNumerico.chunk.ef885.css","previous":647,"size":0,"diff":-647},{"filename":"route-calcoloNumerico.chunk.12a0d.esm.js","previous":4123,"size":0,"diff":-4123},{"filename":"route-fisica.chunk.6cdb9.css","previous":354,"size":0,"diff":-354},{"filename":"route-fisica.chunk.6a099.esm.js","previous":11150,"size":0,"diff":-11150},{"filename":"route-home.chunk.a50aa.css","previous":287,"size":0,"diff":-287},{"filename":"route-home.chunk.8d038.esm.js","previous":2176,"size":0,"diff":-2176},{"filename":"route-mingwinstall.chunk.111c3.esm.js","previous":1722,"size":0,"diff":-1722},{"filename":"route-ottimizzazioneLineare.chunk.1b1e4.css","previous":63,"size":0,"diff":-63},{"filename":"route-ottimizzazioneLineare.chunk.cbdc2.esm.js","previous":2489,"size":0,"diff":-2489},{"filename":"route-statistica.chunk.2600b.css","previous":444,"size":0,"diff":-444},{"filename":"route-statistica.chunk.34cdf.esm.js","previous":15566,"size":0,"diff":-15566},{"filename":"route-vldigeometria.chunk.e95fc.css","previous":137,"size":0,"diff":-137},{"filename":"route-vldigeometria.chunk.1a7b6.esm.js","previous":25899,"size":0,"diff":-25899},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.1207d.js","previous":292360,"size":0,"diff":-292360},{"filename":"bundle.978dc.js","previous":12704,"size":0,"diff":-12704},{"filename":"polyfills.700d1.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c8ca0.js","previous":1981,"size":0,"diff":-1981},{"filename":"route-basiDiDati.chunk.7695b.js","previous":1858,"size":0,"diff":-1858},{"filename":"route-calcoloNumerico.chunk.dc993.js","previous":4531,"size":0,"diff":-4531},{"filename":"route-fisica.chunk.0ea3c.js","previous":12399,"size":0,"diff":-12399},{"filename":"route-home.chunk.70ddb.js","previous":2287,"size":0,"diff":-2287},{"filename":"route-mingwinstall.chunk.0e2f4.js","previous":1812,"size":0,"diff":-1812},{"filename":"route-ottimizzazioneLineare.chunk.8fb86.js","previous":2754,"size":0,"diff":-2754},{"filename":"route-statistica.chunk.71281.js","previous":18160,"size":0,"diff":-18160},{"filename":"route-vldigeometria.chunk.4b46b.js","previous":26055,"size":0,"diff":-26055},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.2ca12.css","previous":0,"size":375,"diff":375},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.bea71.esm.js","previous":0,"size":292108,"diff":292108},{"filename":"bundle.a2f8e.css","previous":0,"size":691,"diff":691},{"filename":"bundle.87dc2.esm.js","previous":0,"size":12689,"diff":12689},{"filename":"route-apprendimentoSistemiArtificiali.chunk.8dc12.esm.js","previous":0,"size":1826,"diff":1826},{"filename":"route-basiDiDati.chunk.e409b.css","previous":0,"size":521,"diff":521},{"filename":"route-basiDiDati.chunk.1c7f7.esm.js","previous":0,"size":1491,"diff":1491},{"filename":"route-calcoloNumerico.chunk.c6691.css","previous":0,"size":710,"diff":710},{"filename":"route-calcoloNumerico.chunk.073a6.esm.js","previous":0,"size":5100,"diff":5100},{"filename":"route-fisica.chunk.31dee.css","previous":0,"size":361,"diff":361},{"filename":"route-fisica.chunk.1ad2c.esm.js","previous":0,"size":12194,"diff":12194},{"filename":"route-home.chunk.b0630.css","previous":0,"size":293,"diff":293},{"filename":"route-home.chunk.a4a02.esm.js","previous":0,"size":2182,"diff":2182},{"filename":"route-mingwinstall.chunk.5a95a.css","previous":0,"size":144,"diff":144},{"filename":"route-mingwinstall.chunk.24a27.esm.js","previous":0,"size":1723,"diff":1723},{"filename":"route-ottimizzazioneLineare.chunk.eb9a0.css","previous":0,"size":455,"diff":455},{"filename":"route-ottimizzazioneLineare.chunk.192fc.esm.js","previous":0,"size":3751,"diff":3751},{"filename":"route-statistica.chunk.4bfa5.css","previous":0,"size":440,"diff":440},{"filename":"route-statistica.chunk.8a057.esm.js","previous":0,"size":16443,"diff":16443},{"filename":"route-vldigeometria.chunk.96070.css","previous":0,"size":144,"diff":144},{"filename":"route-vldigeometria.chunk.76957.esm.js","previous":0,"size":25984,"diff":25984},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.0ad22.js","previous":0,"size":292382,"diff":292382},{"filename":"bundle.cdffd.js","previous":0,"size":12724,"diff":12724},{"filename":"route-apprendimentoSistemiArtificiali.chunk.d0fa4.js","previous":0,"size":1962,"diff":1962},{"filename":"route-basiDiDati.chunk.0e8d8.js","previous":0,"size":1634,"diff":1634},{"filename":"route-calcoloNumerico.chunk.b5b36.js","previous":0,"size":5503,"diff":5503},{"filename":"route-fisica.chunk.b6e43.js","previous":0,"size":13442,"diff":13442},{"filename":"route-home.chunk.0540f.js","previous":0,"size":2292,"diff":2292},{"filename":"route-mingwinstall.chunk.22ffb.js","previous":0,"size":1816,"diff":1816},{"filename":"route-ottimizzazioneLineare.chunk.9e341.js","previous":0,"size":4057,"diff":4057},{"filename":"route-statistica.chunk.67526.js","previous":0,"size":19017,"diff":19017},{"filename":"route-vldigeometria.chunk.ddac8.js","previous":0,"size":26208,"diff":26208}]},{"timestamp":1590212195065,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":0,"diff":-618},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":0,"diff":-2012},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":0,"diff":-388},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":0,"diff":-354},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":0,"diff":-11150},{"filename":"route-home.chunk.deccf.css","previous":287,"size":0,"diff":-287},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":0,"diff":-2176},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":0,"diff":-1721},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":0,"diff":-444},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":0,"diff":-15566},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":0,"diff":-137},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":0,"diff":-25899},{"filename":"polyfills.b96b2.js","previous":2013,"size":0,"diff":-2013},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":0,"diff":-12401},{"filename":"route-home.chunk.65775.js","previous":2288,"size":0,"diff":-2288},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":0,"diff":-1812},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":0,"diff":-18159},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":0,"diff":-26055},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":0,"diff":-647},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":647,"size":0,"diff":-647},{"filename":"route-basiDiDati.chunk.fad1f.esm.js","previous":1721,"size":0,"diff":-1721},{"filename":"route-basiDiDati.chunk.8a7fd.js","previous":1857,"size":0,"diff":-1857},{"filename":"route-ottimizzazioneLineare.chunk.ab1d9.css","previous":420,"size":0,"diff":-420},{"filename":"route-ottimizzazioneLineare.chunk.050ec.esm.js","previous":2606,"size":0,"diff":-2606},{"filename":"route-ottimizzazioneLineare.chunk.5ecfe.js","previous":2900,"size":0,"diff":-2900},{"filename":"route-apprendimentoSistemiArtificiali.chunk.bcba4.esm.js","previous":293849,"size":0,"diff":-293849},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e631f.js","previous":294260,"size":0,"diff":-294260},{"filename":"bundle.cad64.esm.js","previous":12604,"size":0,"diff":-12604},{"filename":"route-calcoloNumerico.chunk.32e83.esm.js","previous":4123,"size":0,"diff":-4123},{"filename":"bundle.e705d.js","previous":12663,"size":0,"diff":-12663},{"filename":"route-calcoloNumerico.chunk.5e3f8.js","previous":4531,"size":0,"diff":-4531},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.20404.css","previous":0,"size":388,"diff":388},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.a9cdb.esm.js","previous":0,"size":292084,"diff":292084},{"filename":"bundle.0096a.css","previous":0,"size":627,"diff":627},{"filename":"bundle.0adff.esm.js","previous":0,"size":12648,"diff":12648},{"filename":"polyfills.f506c.esm.js","previous":0,"size":2011,"diff":2011},{"filename":"route-apprendimentoSistemiArtificiali.chunk.09043.esm.js","previous":0,"size":1848,"diff":1848},{"filename":"route-basiDiDati.chunk.ef885.css","previous":0,"size":647,"diff":647},{"filename":"route-basiDiDati.chunk.1507c.esm.js","previous":0,"size":1722,"diff":1722},{"filename":"route-calcoloNumerico.chunk.ef885.css","previous":0,"size":647,"diff":647},{"filename":"route-calcoloNumerico.chunk.12a0d.esm.js","previous":0,"size":4123,"diff":4123},{"filename":"route-fisica.chunk.6cdb9.css","previous":0,"size":354,"diff":354},{"filename":"route-fisica.chunk.6a099.esm.js","previous":0,"size":11150,"diff":11150},{"filename":"route-home.chunk.a50aa.css","previous":0,"size":287,"diff":287},{"filename":"route-home.chunk.8d038.esm.js","previous":0,"size":2176,"diff":2176},{"filename":"route-mingwinstall.chunk.111c3.esm.js","previous":0,"size":1722,"diff":1722},{"filename":"route-ottimizzazioneLineare.chunk.1b1e4.css","previous":0,"size":63,"diff":63},{"filename":"route-ottimizzazioneLineare.chunk.cbdc2.esm.js","previous":0,"size":2489,"diff":2489},{"filename":"route-statistica.chunk.2600b.css","previous":0,"size":444,"diff":444},{"filename":"route-statistica.chunk.34cdf.esm.js","previous":0,"size":15566,"diff":15566},{"filename":"route-vldigeometria.chunk.e95fc.css","previous":0,"size":137,"diff":137},{"filename":"route-vldigeometria.chunk.1a7b6.esm.js","previous":0,"size":25899,"diff":25899},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.1207d.js","previous":0,"size":292360,"diff":292360},{"filename":"bundle.978dc.js","previous":0,"size":12704,"diff":12704},{"filename":"polyfills.700d1.js","previous":0,"size":2012,"diff":2012},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c8ca0.js","previous":0,"size":1981,"diff":1981},{"filename":"route-basiDiDati.chunk.7695b.js","previous":0,"size":1858,"diff":1858},{"filename":"route-calcoloNumerico.chunk.dc993.js","previous":0,"size":4531,"diff":4531},{"filename":"route-fisica.chunk.0ea3c.js","previous":0,"size":12399,"diff":12399},{"filename":"route-home.chunk.70ddb.js","previous":0,"size":2287,"diff":2287},{"filename":"route-mingwinstall.chunk.0e2f4.js","previous":0,"size":1812,"diff":1812},{"filename":"route-ottimizzazioneLineare.chunk.8fb86.js","previous":0,"size":2754,"diff":2754},{"filename":"route-statistica.chunk.71281.js","previous":0,"size":18160,"diff":18160},{"filename":"route-vldigeometria.chunk.4b46b.js","previous":0,"size":26055,"diff":26055}]},{"timestamp":1588346470900,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-basiDiDati.chunk.fad1f.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-calcoloNumerico.chunk.9d1fa.esm.js","previous":3170,"size":0,"diff":-3170},{"filename":"route-basiDiDati.chunk.8a7fd.js","previous":1857,"size":1857,"diff":0},{"filename":"route-calcoloNumerico.chunk.f5c66.js","previous":3478,"size":0,"diff":-3478},{"filename":"route-ottimizzazioneLineare.chunk.ab1d9.css","previous":420,"size":420,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.050ec.esm.js","previous":2606,"size":2606,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.5ecfe.js","previous":2900,"size":2900,"diff":0},{"filename":"bundle.6b8a3.esm.js","previous":12584,"size":0,"diff":-12584},{"filename":"route-apprendimentoSistemiArtificiali.chunk.bcba4.esm.js","previous":293849,"size":293849,"diff":0},{"filename":"bundle.109db.js","previous":12644,"size":0,"diff":-12644},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e631f.js","previous":294260,"size":294260,"diff":0},{"filename":"bundle.cad64.esm.js","previous":0,"size":12604,"diff":12604},{"filename":"route-calcoloNumerico.chunk.32e83.esm.js","previous":0,"size":4123,"diff":4123},{"filename":"bundle.e705d.js","previous":0,"size":12663,"diff":12663},{"filename":"route-calcoloNumerico.chunk.5e3f8.js","previous":0,"size":4531,"diff":4531}]},{"timestamp":1587574375733,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.201bc.esm.js","previous":822,"size":0,"diff":-822},{"filename":"route-basiDiDati.chunk.fad1f.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-calcoloNumerico.chunk.9d1fa.esm.js","previous":3170,"size":3170,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.1258f.js","previous":919,"size":0,"diff":-919},{"filename":"route-basiDiDati.chunk.8a7fd.js","previous":1857,"size":1857,"diff":0},{"filename":"route-calcoloNumerico.chunk.f5c66.js","previous":3478,"size":3478,"diff":0},{"filename":"bundle.e26ae.esm.js","previous":12583,"size":0,"diff":-12583},{"filename":"route-ottimizzazioneLineare.chunk.ab1d9.css","previous":420,"size":420,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.050ec.esm.js","previous":2606,"size":2606,"diff":0},{"filename":"bundle.bf05e.js","previous":12645,"size":0,"diff":-12645},{"filename":"route-ottimizzazioneLineare.chunk.5ecfe.js","previous":2900,"size":2900,"diff":0},{"filename":"bundle.6b8a3.esm.js","previous":0,"size":12584,"diff":12584},{"filename":"route-apprendimentoSistemiArtificiali.chunk.bcba4.esm.js","previous":0,"size":293849,"diff":293849},{"filename":"bundle.109db.js","previous":0,"size":12644,"diff":12644},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e631f.js","previous":0,"size":294260,"diff":294260}]},{"timestamp":1587085125307,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.c2edb.css","previous":388,"size":0,"diff":-388},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"bundle.f7171.esm.js","previous":12514,"size":0,"diff":-12514},{"filename":"route-apprendimentoSistemiArtificiali.chunk.201bc.esm.js","previous":822,"size":822,"diff":0},{"filename":"route-basiDiDati.chunk.fad1f.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-calcoloNumerico.chunk.9d1fa.esm.js","previous":3170,"size":3170,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.af4fb.esm.js","previous":1952,"size":0,"diff":-1952},{"filename":"bundle.2942c.js","previous":12576,"size":0,"diff":-12576},{"filename":"route-apprendimentoSistemiArtificiali.chunk.1258f.js","previous":919,"size":919,"diff":0},{"filename":"route-basiDiDati.chunk.8a7fd.js","previous":1857,"size":1857,"diff":0},{"filename":"route-calcoloNumerico.chunk.f5c66.js","previous":3478,"size":3478,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.d8829.js","previous":2185,"size":0,"diff":-2185},{"filename":"bundle.e26ae.esm.js","previous":0,"size":12583,"diff":12583},{"filename":"route-ottimizzazioneLineare.chunk.ab1d9.css","previous":0,"size":420,"diff":420},{"filename":"route-ottimizzazioneLineare.chunk.050ec.esm.js","previous":0,"size":2606,"diff":2606},{"filename":"bundle.bf05e.js","previous":0,"size":12645,"diff":12645},{"filename":"route-ottimizzazioneLineare.chunk.5ecfe.js","previous":0,"size":2900,"diff":2900}]},{"timestamp":1584974769267,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.fdc4f.esm.js","previous":1004,"size":0,"diff":-1004},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.b1ca4.js","previous":1120,"size":0,"diff":-1120},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-basiDiDati.chunk.ee3b7.esm.js","previous":2032,"size":0,"diff":-2032},{"filename":"route-ottimizzazioneLineare.chunk.96c0e.esm.js","previous":2149,"size":0,"diff":-2149},{"filename":"route-basiDiDati.chunk.eb3c5.js","previous":2169,"size":0,"diff":-2169},{"filename":"route-ottimizzazioneLineare.chunk.e117d.js","previous":2386,"size":0,"diff":-2386},{"filename":"bundle.85ae2.esm.js","previous":12517,"size":0,"diff":-12517},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-calcoloNumerico.chunk.b8d1f.esm.js","previous":3201,"size":0,"diff":-3201},{"filename":"bundle.0cb08.js","previous":12572,"size":0,"diff":-12572},{"filename":"route-calcoloNumerico.chunk.726a6.js","previous":3450,"size":0,"diff":-3450},{"filename":"bundle.f7171.esm.js","previous":0,"size":12514,"diff":12514},{"filename":"route-apprendimentoSistemiArtificiali.chunk.201bc.esm.js","previous":0,"size":822,"diff":822},{"filename":"route-basiDiDati.chunk.fad1f.esm.js","previous":0,"size":1721,"diff":1721},{"filename":"route-calcoloNumerico.chunk.9d1fa.esm.js","previous":0,"size":3170,"diff":3170},{"filename":"route-ottimizzazioneLineare.chunk.af4fb.esm.js","previous":0,"size":1952,"diff":1952},{"filename":"bundle.2942c.js","previous":0,"size":12576,"diff":12576},{"filename":"route-apprendimentoSistemiArtificiali.chunk.1258f.js","previous":0,"size":919,"diff":919},{"filename":"route-basiDiDati.chunk.8a7fd.js","previous":0,"size":1857,"diff":1857},{"filename":"route-calcoloNumerico.chunk.f5c66.js","previous":0,"size":3478,"diff":3478},{"filename":"route-ottimizzazioneLineare.chunk.d8829.js","previous":0,"size":2185,"diff":2185}]},{"timestamp":1584373363140,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.fdc4f.esm.js","previous":1004,"size":1004,"diff":0},{"filename":"route-calcoloNumerico.chunk.c2edb.css","previous":388,"size":0,"diff":-388},{"filename":"route-calcoloNumerico.chunk.5f4f3.esm.js","previous":1563,"size":0,"diff":-1563},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.b1ca4.js","previous":1120,"size":1120,"diff":0},{"filename":"route-calcoloNumerico.chunk.a852d.js","previous":1677,"size":0,"diff":-1677},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"bundle.1c866.esm.js","previous":12517,"size":0,"diff":-12517},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-basiDiDati.chunk.ee3b7.esm.js","previous":2032,"size":2032,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.96c0e.esm.js","previous":2149,"size":2149,"diff":0},{"filename":"bundle.7b35a.js","previous":12574,"size":0,"diff":-12574},{"filename":"route-basiDiDati.chunk.eb3c5.js","previous":2169,"size":2169,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.e117d.js","previous":2386,"size":2386,"diff":0},{"filename":"bundle.85ae2.esm.js","previous":0,"size":12517,"diff":12517},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":0,"size":647,"diff":647},{"filename":"route-calcoloNumerico.chunk.b8d1f.esm.js","previous":0,"size":3201,"diff":3201},{"filename":"bundle.0cb08.js","previous":0,"size":12572,"diff":12572},{"filename":"route-calcoloNumerico.chunk.726a6.js","previous":0,"size":3450,"diff":3450}]},{"timestamp":1584117678940,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"bundle.5f7c2.esm.js","previous":9835,"size":0,"diff":-9835},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.fdc4f.esm.js","previous":1004,"size":1004,"diff":0},{"filename":"route-basiDiDati.chunk.c2edb.css","previous":388,"size":0,"diff":-388},{"filename":"route-basiDiDati.chunk.ac797.esm.js","previous":938,"size":0,"diff":-938},{"filename":"route-calcoloNumerico.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-calcoloNumerico.chunk.5f4f3.esm.js","previous":1563,"size":1563,"diff":0},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.d97a3.esm.js","previous":2149,"size":0,"diff":-2149},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"bundle.c755a.js","previous":9889,"size":0,"diff":-9889},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.b1ca4.js","previous":1120,"size":1120,"diff":0},{"filename":"route-basiDiDati.chunk.d1ab5.js","previous":1052,"size":0,"diff":-1052},{"filename":"route-calcoloNumerico.chunk.a852d.js","previous":1677,"size":1677,"diff":0},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.56a70.js","previous":2387,"size":0,"diff":-2387},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"bundle.1c866.esm.js","previous":0,"size":12517,"diff":12517},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":0,"size":647,"diff":647},{"filename":"route-basiDiDati.chunk.ee3b7.esm.js","previous":0,"size":2032,"diff":2032},{"filename":"route-ottimizzazioneLineare.chunk.96c0e.esm.js","previous":0,"size":2149,"diff":2149},{"filename":"bundle.7b35a.js","previous":0,"size":12574,"diff":12574},{"filename":"route-basiDiDati.chunk.eb3c5.js","previous":0,"size":2169,"diff":2169},{"filename":"route-ottimizzazioneLineare.chunk.e117d.js","previous":0,"size":2386,"diff":2386}]},{"timestamp":1583950901344,"files":[{"filename":"sw-esm.js","previous":0,"size":741,"diff":741},{"filename":"sw.js","previous":0,"size":738,"diff":738},{"filename":"bundle.69171.css","previous":0,"size":618,"diff":618},{"filename":"bundle.5f7c2.esm.js","previous":0,"size":9835,"diff":9835},{"filename":"polyfills.7484f.esm.js","previous":0,"size":2012,"diff":2012},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":0,"size":388,"diff":388},{"filename":"route-apprendimentoSistemiArtificiali.chunk.fdc4f.esm.js","previous":0,"size":1004,"diff":1004},{"filename":"route-basiDiDati.chunk.c2edb.css","previous":0,"size":388,"diff":388},{"filename":"route-basiDiDati.chunk.ac797.esm.js","previous":0,"size":938,"diff":938},{"filename":"route-calcoloNumerico.chunk.c2edb.css","previous":0,"size":388,"diff":388},{"filename":"route-calcoloNumerico.chunk.5f4f3.esm.js","previous":0,"size":1563,"diff":1563},{"filename":"route-fisica.chunk.0b01a.css","previous":0,"size":354,"diff":354},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":0,"size":11150,"diff":11150},{"filename":"route-home.chunk.deccf.css","previous":0,"size":287,"diff":287},{"filename":"route-home.chunk.86a07.esm.js","previous":0,"size":2176,"diff":2176},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":0,"size":137,"diff":137},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":0,"size":1721,"diff":1721},{"filename":"route-ottimizzazioneLineare.chunk.c2edb.css","previous":0,"size":388,"diff":388},{"filename":"route-ottimizzazioneLineare.chunk.d97a3.esm.js","previous":0,"size":2149,"diff":2149},{"filename":"route-statistica.chunk.025c9.css","previous":0,"size":444,"diff":444},{"filename":"route-statistica.chunk.26925.esm.js","previous":0,"size":15566,"diff":15566},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":0,"size":137,"diff":137},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":0,"size":25899,"diff":25899},{"filename":"bundle.c755a.js","previous":0,"size":9889,"diff":9889},{"filename":"polyfills.b96b2.js","previous":0,"size":2013,"diff":2013},{"filename":"route-apprendimentoSistemiArtificiali.chunk.b1ca4.js","previous":0,"size":1120,"diff":1120},{"filename":"route-basiDiDati.chunk.d1ab5.js","previous":0,"size":1052,"diff":1052},{"filename":"route-calcoloNumerico.chunk.a852d.js","previous":0,"size":1677,"diff":1677},{"filename":"route-fisica.chunk.3f6c6.js","previous":0,"size":12401,"diff":12401},{"filename":"route-home.chunk.65775.js","previous":0,"size":2288,"diff":2288},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":0,"size":1812,"diff":1812},{"filename":"route-ottimizzazioneLineare.chunk.56a70.js","previous":0,"size":2387,"diff":2387},{"filename":"route-statistica.chunk.fe1f8.js","previous":0,"size":18159,"diff":18159},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":0,"size":26055,"diff":26055}]}] +[{"timestamp":1612235288766,"files":[{"filename":"sw-esm.js","previous":8482,"size":8483,"diff":1},{"filename":"sw.js","previous":8479,"size":8480,"diff":1},{"filename":"bundle.*****.esm.js","previous":376962,"size":377266,"diff":304},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2255,"diff":163},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2736,"size":2736,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14558,"size":14557,"diff":-1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10729,"diff":1},{"filename":"route-Home.chunk.*****.esm.js","previous":1295,"size":1333,"diff":38},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15354,"diff":-1},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1684,"diff":-1},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":0,"diff":-310},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":0,"diff":-214},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":0,"diff":-310},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":0,"diff":-310},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":0,"diff":-427},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":0,"diff":-67},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":0,"diff":-408},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":0,"diff":-346},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":0,"diff":-649},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":705,"size":705,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":360,"size":360,"diff":0},{"filename":"bundle.aa383.css","previous":2423,"size":0,"diff":-2423},{"filename":"index.html","previous":727,"size":729,"diff":2},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":310,"size":0,"diff":-310},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":8535,"size":8534,"diff":-1},{"filename":"route-AlgoritmiEStruttureDati.chunk.c3842.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dbb2.js","previous":8164,"size":0,"diff":-8164},{"filename":"route-BasiDiDati.chunk.4b080.js","previous":2987,"size":0,"diff":-2987},{"filename":"route-CalcoloNumerico.chunk.ac864.js","previous":17571,"size":0,"diff":-17571},{"filename":"route-Fisica.chunk.70f91.js","previous":11823,"size":0,"diff":-11823},{"filename":"route-Home.chunk.ab68a.js","previous":1293,"size":0,"diff":-1293},{"filename":"route-LinguaggiDinamici.chunk.738ae.js","previous":700,"size":700,"diff":0},{"filename":"route-MingwInstall.chunk.fba30.js","previous":1526,"size":1526,"diff":0},{"filename":"route-NetLogo.chunk.4f23b.js","previous":1742,"size":0,"diff":-1742},{"filename":"route-OttimizzazioneLineare.chunk.9e631.js","previous":10689,"size":0,"diff":-10689},{"filename":"route-ProtocolliDiRete.chunk.fd640.js","previous":358,"size":358,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.2346f.js","previous":2890,"size":0,"diff":-2890},{"filename":"route-Statistica.chunk.cc05b.js","previous":17700,"size":0,"diff":-17700},{"filename":"route-VlDiGeometria.chunk.06e35.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.b48aa.js","previous":377442,"size":0,"diff":-377442},{"filename":"polyfills.fcf38.js","previous":2089,"size":0,"diff":-2089},{"filename":"route-GestioneDellInformazione.chunk.e4be8.js","previous":8960,"size":0,"diff":-8960},{"filename":"bundle.0fffc.css","previous":0,"size":2423,"diff":2423},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.91139.css","previous":0,"size":408,"diff":408},{"filename":"route-BasiDiDati.chunk.a1161.css","previous":0,"size":310,"diff":310},{"filename":"route-CalcoloNumerico.chunk.34a40.css","previous":0,"size":346,"diff":346},{"filename":"route-Fisica.chunk.94df5.css","previous":0,"size":214,"diff":214},{"filename":"route-GestioneDellInformazione.chunk.a1161.css","previous":0,"size":310,"diff":310},{"filename":"route-Home.chunk.1743e.css","previous":0,"size":67,"diff":67},{"filename":"route-NetLogo.chunk.a1161.css","previous":0,"size":310,"diff":310},{"filename":"route-OttimizzazioneLineare.chunk.08977.css","previous":0,"size":649,"diff":649},{"filename":"route-RipassoDiAlgebraLineare.chunk.a1161.css","previous":0,"size":310,"diff":310},{"filename":"route-Statistica.chunk.9151b.css","previous":0,"size":427,"diff":427},{"filename":"bundle.90e6b.js","previous":0,"size":377741,"diff":377741},{"filename":"polyfills.60541.js","previous":0,"size":2253,"diff":2253},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.8ecb1.js","previous":0,"size":8164,"diff":8164},{"filename":"route-BasiDiDati.chunk.f63cb.js","previous":0,"size":2986,"diff":2986},{"filename":"route-CalcoloNumerico.chunk.cf22a.js","previous":0,"size":17569,"diff":17569},{"filename":"route-Fisica.chunk.1e51d.js","previous":0,"size":11822,"diff":11822},{"filename":"route-GestioneDellInformazione.chunk.122eb.js","previous":0,"size":8960,"diff":8960},{"filename":"route-Home.chunk.9c5d6.js","previous":0,"size":1330,"diff":1330},{"filename":"route-NetLogo.chunk.afaa4.js","previous":0,"size":1741,"diff":1741},{"filename":"route-OttimizzazioneLineare.chunk.254bc.js","previous":0,"size":10689,"diff":10689},{"filename":"route-RipassoDiAlgebraLineare.chunk.2200e.js","previous":0,"size":2889,"diff":2889},{"filename":"route-Statistica.chunk.ea22b.js","previous":0,"size":17699,"diff":17699},{"filename":"200.html","previous":0,"size":735,"diff":735}]},{"timestamp":1606059921864,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8479,"size":8479,"diff":0},{"filename":"bundle.*****.esm.js","previous":376964,"size":376962,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2093,"size":2092,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2736,"size":2736,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14558,"size":14558,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1295,"size":1295,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15355,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1685,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":705,"size":705,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":360,"size":360,"diff":0},{"filename":"bundle.aa383.css","previous":2423,"size":2423,"diff":0},{"filename":"index.html","previous":727,"size":727,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":7057,"size":8535,"diff":1478},{"filename":"route-AlgoritmiEStruttureDati.chunk.c3842.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dbb2.js","previous":8164,"size":8164,"diff":0},{"filename":"route-BasiDiDati.chunk.4b080.js","previous":2987,"size":2987,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ac864.js","previous":17571,"size":17571,"diff":0},{"filename":"route-Fisica.chunk.70f91.js","previous":11823,"size":11823,"diff":0},{"filename":"route-Home.chunk.ab68a.js","previous":1293,"size":1293,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.738ae.js","previous":700,"size":700,"diff":0},{"filename":"route-MingwInstall.chunk.fba30.js","previous":1526,"size":1526,"diff":0},{"filename":"route-NetLogo.chunk.4f23b.js","previous":1742,"size":1742,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.9e631.js","previous":10689,"size":10689,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.fd640.js","previous":358,"size":358,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.2346f.js","previous":2890,"size":2890,"diff":0},{"filename":"route-Statistica.chunk.cc05b.js","previous":17700,"size":17700,"diff":0},{"filename":"route-VlDiGeometria.chunk.06e35.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.86fdd.js","previous":377444,"size":0,"diff":-377444},{"filename":"polyfills.44e61.js","previous":2089,"size":0,"diff":-2089},{"filename":"route-GestioneDellInformazione.chunk.e4bbf.js","previous":7379,"size":0,"diff":-7379},{"filename":"bundle.b48aa.js","previous":0,"size":377442,"diff":377442},{"filename":"polyfills.fcf38.js","previous":0,"size":2089,"diff":2089},{"filename":"route-GestioneDellInformazione.chunk.e4be8.js","previous":0,"size":8960,"diff":8960}]},{"timestamp":1605893295430,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8479,"size":8479,"diff":0},{"filename":"bundle.*****.esm.js","previous":376966,"size":376964,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2093,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2736,"size":2736,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14558,"size":14558,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1295,"size":1295,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15355,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1685,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":705,"size":705,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":360,"size":360,"diff":0},{"filename":"bundle.aa383.css","previous":2423,"size":2423,"diff":0},{"filename":"index.html","previous":728,"size":727,"diff":-1},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":5134,"size":7057,"diff":1923},{"filename":"route-AlgoritmiEStruttureDati.chunk.c3842.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dbb2.js","previous":8164,"size":8164,"diff":0},{"filename":"route-BasiDiDati.chunk.4b080.js","previous":2987,"size":2987,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ac864.js","previous":17571,"size":17571,"diff":0},{"filename":"route-Fisica.chunk.70f91.js","previous":11823,"size":11823,"diff":0},{"filename":"route-Home.chunk.ab68a.js","previous":1293,"size":1293,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.738ae.js","previous":700,"size":700,"diff":0},{"filename":"route-MingwInstall.chunk.fba30.js","previous":1526,"size":1526,"diff":0},{"filename":"route-NetLogo.chunk.4f23b.js","previous":1742,"size":1742,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.9e631.js","previous":10689,"size":10689,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.fd640.js","previous":358,"size":358,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.2346f.js","previous":2890,"size":2890,"diff":0},{"filename":"route-Statistica.chunk.cc05b.js","previous":17700,"size":17700,"diff":0},{"filename":"route-VlDiGeometria.chunk.06e35.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.0e929.js","previous":377444,"size":0,"diff":-377444},{"filename":"polyfills.a1e95.js","previous":2089,"size":0,"diff":-2089},{"filename":"route-GestioneDellInformazione.chunk.e4dd5.js","previous":5312,"size":0,"diff":-5312},{"filename":"bundle.86fdd.js","previous":0,"size":377444,"diff":377444},{"filename":"polyfills.44e61.js","previous":0,"size":2089,"diff":2089},{"filename":"route-GestioneDellInformazione.chunk.e4bbf.js","previous":0,"size":7379,"diff":7379}]},{"timestamp":1605751277812,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8479,"size":8479,"diff":0},{"filename":"bundle.*****.esm.js","previous":376964,"size":376966,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2092,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2736,"size":2736,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14558,"size":14558,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1295,"size":1295,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15355,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1685,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":705,"size":705,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":360,"size":360,"diff":0},{"filename":"bundle.aa383.css","previous":2423,"size":2423,"diff":0},{"filename":"index.html","previous":729,"size":728,"diff":-1},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":5109,"size":5134,"diff":25},{"filename":"bundle.8b106.js","previous":377445,"size":0,"diff":-377445},{"filename":"polyfills.425c4.js","previous":2089,"size":0,"diff":-2089},{"filename":"route-AlgoritmiEStruttureDati.chunk.c3842.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dbb2.js","previous":8164,"size":8164,"diff":0},{"filename":"route-BasiDiDati.chunk.4b080.js","previous":2987,"size":2987,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ac864.js","previous":17571,"size":17571,"diff":0},{"filename":"route-Fisica.chunk.70f91.js","previous":11823,"size":11823,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.87774.js","previous":5290,"size":0,"diff":-5290},{"filename":"route-Home.chunk.ab68a.js","previous":1293,"size":1293,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.738ae.js","previous":700,"size":700,"diff":0},{"filename":"route-MingwInstall.chunk.fba30.js","previous":1526,"size":1526,"diff":0},{"filename":"route-NetLogo.chunk.4f23b.js","previous":1742,"size":1742,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.9e631.js","previous":10689,"size":10689,"diff":0},{"filename":"route-ProtocolliDiRete.chunk.fd640.js","previous":358,"size":358,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.2346f.js","previous":2890,"size":2890,"diff":0},{"filename":"route-Statistica.chunk.cc05b.js","previous":17700,"size":17700,"diff":0},{"filename":"route-VlDiGeometria.chunk.06e35.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.0e929.js","previous":0,"size":377444,"diff":377444},{"filename":"polyfills.a1e95.js","previous":0,"size":2089,"diff":2089},{"filename":"route-GestioneDellInformazione.chunk.e4dd5.js","previous":0,"size":5312,"diff":5312}]},{"timestamp":1605636736191,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8479,"size":8479,"diff":0},{"filename":"bundle.*****.esm.js","previous":376970,"size":376964,"diff":-6},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2092,"diff":2},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2736,"diff":-70},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14557,"size":14558,"diff":1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10729,"size":10728,"diff":-1},{"filename":"route-Home.chunk.*****.esm.js","previous":1295,"size":1295,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1530,"size":1528,"diff":-2},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15355,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1417,"size":1416,"diff":-1},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1684,"size":1685,"diff":1},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2472,"size":2473,"diff":1},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":707,"size":705,"diff":-2},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":359,"size":360,"diff":1},{"filename":"bundle.aa383.css","previous":2423,"size":2423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.c6441.js","previous":28863,"size":0,"diff":-28863},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.e1913.js","previous":8165,"size":0,"diff":-8165},{"filename":"route-BasiDiDati.chunk.6f89e.js","previous":3060,"size":0,"diff":-3060},{"filename":"route-CalcoloNumerico.chunk.b0163.js","previous":17570,"size":0,"diff":-17570},{"filename":"route-Fisica.chunk.ac518.js","previous":11823,"size":0,"diff":-11823},{"filename":"index.html","previous":727,"size":729,"diff":2},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":4216,"size":5109,"diff":893},{"filename":"bundle.bea55.js","previous":377447,"size":0,"diff":-377447},{"filename":"polyfills.73edb.js","previous":2087,"size":0,"diff":-2087},{"filename":"route-GestioneDellInformazione.chunk.2c0b9.js","previous":4367,"size":0,"diff":-4367},{"filename":"route-Home.chunk.1bafb.js","previous":1292,"size":0,"diff":-1292},{"filename":"route-LinguaggiDinamici.chunk.48f21.js","previous":701,"size":0,"diff":-701},{"filename":"route-MingwInstall.chunk.13431.js","previous":1527,"size":0,"diff":-1527},{"filename":"route-NetLogo.chunk.ff085.js","previous":1743,"size":0,"diff":-1743},{"filename":"route-OttimizzazioneLineare.chunk.45e2f.js","previous":10689,"size":0,"diff":-10689},{"filename":"route-ProtocolliDiRete.chunk.a9f52.js","previous":358,"size":0,"diff":-358},{"filename":"route-RipassoDiAlgebraLineare.chunk.321ed.js","previous":2888,"size":0,"diff":-2888},{"filename":"route-Statistica.chunk.b428b.js","previous":17701,"size":0,"diff":-17701},{"filename":"route-VlDiGeometria.chunk.58768.js","previous":1449,"size":0,"diff":-1449},{"filename":"bundle.8b106.js","previous":0,"size":377445,"diff":377445},{"filename":"polyfills.425c4.js","previous":0,"size":2089,"diff":2089},{"filename":"route-AlgoritmiEStruttureDati.chunk.c3842.js","previous":0,"size":28863,"diff":28863},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dbb2.js","previous":0,"size":8164,"diff":8164},{"filename":"route-BasiDiDati.chunk.4b080.js","previous":0,"size":2987,"diff":2987},{"filename":"route-CalcoloNumerico.chunk.ac864.js","previous":0,"size":17571,"diff":17571},{"filename":"route-Fisica.chunk.70f91.js","previous":0,"size":11823,"diff":11823},{"filename":"route-GestioneDellInformazione.chunk.87774.js","previous":0,"size":5290,"diff":5290},{"filename":"route-Home.chunk.ab68a.js","previous":0,"size":1293,"diff":1293},{"filename":"route-LinguaggiDinamici.chunk.738ae.js","previous":0,"size":700,"diff":700},{"filename":"route-MingwInstall.chunk.fba30.js","previous":0,"size":1526,"diff":1526},{"filename":"route-NetLogo.chunk.4f23b.js","previous":0,"size":1742,"diff":1742},{"filename":"route-OttimizzazioneLineare.chunk.9e631.js","previous":0,"size":10689,"diff":10689},{"filename":"route-ProtocolliDiRete.chunk.fd640.js","previous":0,"size":358,"diff":358},{"filename":"route-RipassoDiAlgebraLineare.chunk.2346f.js","previous":0,"size":2890,"diff":2890},{"filename":"route-Statistica.chunk.cc05b.js","previous":0,"size":17700,"diff":17700},{"filename":"route-VlDiGeometria.chunk.06e35.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1605544515560,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8479,"size":8479,"diff":0},{"filename":"bundle.*****.esm.js","previous":375377,"size":376970,"diff":1593},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2090,"diff":-2},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7912,"size":7912,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14557,"size":14557,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10729,"size":10729,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1272,"size":1295,"diff":23},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1527,"size":1530,"diff":3},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15355,"size":15355,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1417,"size":1417,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1684,"diff":-1},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2472,"size":2472,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":1546,"size":707,"diff":-839},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":348,"size":359,"diff":11},{"filename":"bundle.aa383.css","previous":2423,"size":2423,"diff":0},{"filename":"bundle.f1ffc.js","previous":375856,"size":0,"diff":-375856},{"filename":"polyfills.93c39.js","previous":2089,"size":0,"diff":-2089},{"filename":"route-AlgoritmiEStruttureDati.chunk.c6441.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.e1913.js","previous":8165,"size":8165,"diff":0},{"filename":"route-BasiDiDati.chunk.6f89e.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.b0163.js","previous":17570,"size":17570,"diff":0},{"filename":"route-Fisica.chunk.ac518.js","previous":11823,"size":11823,"diff":0},{"filename":"route-Home.chunk.58f85.js","previous":1270,"size":0,"diff":-1270},{"filename":"route-LinguaggiDinamici.chunk.023fa.js","previous":1683,"size":0,"diff":-1683},{"filename":"route-MingwInstall.chunk.caa61.js","previous":1524,"size":0,"diff":-1524},{"filename":"route-NetLogo.chunk.98c52.js","previous":1743,"size":0,"diff":-1743},{"filename":"route-OttimizzazioneLineare.chunk.db7b8.js","previous":10687,"size":0,"diff":-10687},{"filename":"route-ProtocolliDiRete.chunk.efc6b.js","previous":345,"size":0,"diff":-345},{"filename":"route-RipassoDiAlgebraLineare.chunk.313d4.js","previous":2889,"size":0,"diff":-2889},{"filename":"route-Statistica.chunk.aa389.js","previous":17701,"size":0,"diff":-17701},{"filename":"route-VlDiGeometria.chunk.53a99.js","previous":1449,"size":0,"diff":-1449},{"filename":"index.html","previous":727,"size":727,"diff":0},{"filename":"route-GestioneDellInformazione.chunk.1d0a7.css","previous":0,"size":310,"diff":310},{"filename":"route-GestioneDellInformazione.chunk.*****.esm.js","previous":0,"size":4216,"diff":4216},{"filename":"bundle.bea55.js","previous":0,"size":377447,"diff":377447},{"filename":"polyfills.73edb.js","previous":0,"size":2087,"diff":2087},{"filename":"route-GestioneDellInformazione.chunk.2c0b9.js","previous":0,"size":4367,"diff":4367},{"filename":"route-Home.chunk.1bafb.js","previous":0,"size":1292,"diff":1292},{"filename":"route-LinguaggiDinamici.chunk.48f21.js","previous":0,"size":701,"diff":701},{"filename":"route-MingwInstall.chunk.13431.js","previous":0,"size":1527,"diff":1527},{"filename":"route-NetLogo.chunk.ff085.js","previous":0,"size":1743,"diff":1743},{"filename":"route-OttimizzazioneLineare.chunk.45e2f.js","previous":0,"size":10689,"diff":10689},{"filename":"route-ProtocolliDiRete.chunk.a9f52.js","previous":0,"size":358,"diff":358},{"filename":"route-RipassoDiAlgebraLineare.chunk.321ed.js","previous":0,"size":2888,"diff":2888},{"filename":"route-Statistica.chunk.b428b.js","previous":0,"size":17701,"diff":17701},{"filename":"route-VlDiGeometria.chunk.58768.js","previous":0,"size":1449,"diff":1449}]},{"timestamp":1602640429630,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8479,"diff":1},{"filename":"bundle.*****.esm.js","previous":373889,"size":375377,"diff":1488},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2092,"diff":3},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9679,"size":9678,"diff":-1},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7910,"size":7912,"diff":2},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14559,"size":14557,"diff":-2},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10729,"diff":1},{"filename":"route-Home.chunk.*****.esm.js","previous":1272,"size":1272,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1529,"size":1527,"diff":-2},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15357,"size":15355,"diff":-2},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1417,"size":1417,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1685,"diff":-1},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2474,"size":2472,"diff":-2},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":0,"diff":-11822},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":0,"diff":-3060},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":0,"diff":-28863},{"filename":"bundle.724d1.css","previous":2416,"size":0,"diff":-2416},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":8165,"size":0,"diff":-8165},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":17572,"size":0,"diff":-17572},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":366,"size":1546,"diff":1180},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":349,"size":348,"diff":-1},{"filename":"bundle.ebedc.js","previous":374607,"size":0,"diff":-374607},{"filename":"polyfills.73f42.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-Home.chunk.c19a6.js","previous":1270,"size":0,"diff":-1270},{"filename":"route-LinguaggiDinamici.chunk.18e87.js","previous":365,"size":0,"diff":-365},{"filename":"route-MingwInstall.chunk.21061.js","previous":1526,"size":0,"diff":-1526},{"filename":"route-NetLogo.chunk.c8ff5.js","previous":1744,"size":0,"diff":-1744},{"filename":"route-OttimizzazioneLineare.chunk.38899.js","previous":10690,"size":0,"diff":-10690},{"filename":"route-ProtocolliDiRete.chunk.bb41d.js","previous":345,"size":0,"diff":-345},{"filename":"route-RipassoDiAlgebraLineare.chunk.bcf44.js","previous":2890,"size":0,"diff":-2890},{"filename":"route-Statistica.chunk.a96c5.js","previous":17703,"size":0,"diff":-17703},{"filename":"route-VlDiGeometria.chunk.ec9a6.js","previous":1449,"size":0,"diff":-1449},{"filename":"bundle.aa383.css","previous":0,"size":2423,"diff":2423},{"filename":"bundle.f1ffc.js","previous":0,"size":375856,"diff":375856},{"filename":"polyfills.93c39.js","previous":0,"size":2089,"diff":2089},{"filename":"route-AlgoritmiEStruttureDati.chunk.c6441.js","previous":0,"size":28863,"diff":28863},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.e1913.js","previous":0,"size":8165,"diff":8165},{"filename":"route-BasiDiDati.chunk.6f89e.js","previous":0,"size":3060,"diff":3060},{"filename":"route-CalcoloNumerico.chunk.b0163.js","previous":0,"size":17570,"diff":17570},{"filename":"route-Fisica.chunk.ac518.js","previous":0,"size":11823,"diff":11823},{"filename":"route-Home.chunk.58f85.js","previous":0,"size":1270,"diff":1270},{"filename":"route-LinguaggiDinamici.chunk.023fa.js","previous":0,"size":1683,"diff":1683},{"filename":"route-MingwInstall.chunk.caa61.js","previous":0,"size":1524,"diff":1524},{"filename":"route-NetLogo.chunk.98c52.js","previous":0,"size":1743,"diff":1743},{"filename":"route-OttimizzazioneLineare.chunk.db7b8.js","previous":0,"size":10687,"diff":10687},{"filename":"route-ProtocolliDiRete.chunk.efc6b.js","previous":0,"size":345,"diff":345},{"filename":"route-RipassoDiAlgebraLineare.chunk.313d4.js","previous":0,"size":2889,"diff":2889},{"filename":"route-Statistica.chunk.aa389.js","previous":0,"size":17701,"diff":17701},{"filename":"route-VlDiGeometria.chunk.53a99.js","previous":0,"size":1449,"diff":1449},{"filename":"index.html","previous":0,"size":727,"diff":727}]},{"timestamp":1601172669127,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373714,"size":373889,"diff":175},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2089,"diff":-3},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9679,"diff":1},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7910,"size":7910,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14559,"size":14559,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1283,"size":1272,"diff":-11},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1529,"diff":1},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15357,"diff":1},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1417,"diff":1},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2474,"diff":1},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":0,"diff":-1525},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":0,"diff":-1450},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":0,"diff":-1743},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":0,"diff":-17700},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":8165,"size":8165,"diff":0},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":17572,"size":17572,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.025a8.js","previous":10687,"size":0,"diff":-10687},{"filename":"route-RipassoDiAlgebraLineare.chunk.c11b8.js","previous":2890,"size":0,"diff":-2890},{"filename":"bundle.0bc8c.js","previous":374440,"size":0,"diff":-374440},{"filename":"polyfills.229ae.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-Home.chunk.734ee.js","previous":1281,"size":0,"diff":-1281},{"filename":"route-LinguaggiDinamici.chunk.*****.esm.js","previous":0,"size":366,"diff":366},{"filename":"route-ProtocolliDiRete.chunk.*****.esm.js","previous":0,"size":349,"diff":349},{"filename":"bundle.ebedc.js","previous":0,"size":374607,"diff":374607},{"filename":"polyfills.73f42.js","previous":0,"size":2092,"diff":2092},{"filename":"route-Home.chunk.c19a6.js","previous":0,"size":1270,"diff":1270},{"filename":"route-LinguaggiDinamici.chunk.18e87.js","previous":0,"size":365,"diff":365},{"filename":"route-MingwInstall.chunk.21061.js","previous":0,"size":1526,"diff":1526},{"filename":"route-NetLogo.chunk.c8ff5.js","previous":0,"size":1744,"diff":1744},{"filename":"route-OttimizzazioneLineare.chunk.38899.js","previous":0,"size":10690,"diff":10690},{"filename":"route-ProtocolliDiRete.chunk.bb41d.js","previous":0,"size":345,"diff":345},{"filename":"route-RipassoDiAlgebraLineare.chunk.bcf44.js","previous":0,"size":2890,"diff":2890},{"filename":"route-Statistica.chunk.a96c5.js","previous":0,"size":17703,"diff":17703},{"filename":"route-VlDiGeometria.chunk.ec9a6.js","previous":0,"size":1449,"diff":1449}]},{"timestamp":1599950731267,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373709,"size":373714,"diff":5},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2092,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7910,"size":7910,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14559,"size":14559,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1278,"size":1283,"diff":5},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":8165,"size":8165,"diff":0},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":17572,"size":17572,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.025a8.js","previous":10687,"size":10687,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.c11b8.js","previous":2890,"size":2890,"diff":0},{"filename":"bundle.889d9.js","previous":374432,"size":0,"diff":-374432},{"filename":"polyfills.1fdfe.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-Home.chunk.edaa4.js","previous":1276,"size":0,"diff":-1276},{"filename":"bundle.0bc8c.js","previous":0,"size":374440,"diff":374440},{"filename":"polyfills.229ae.js","previous":0,"size":2092,"diff":2092},{"filename":"route-Home.chunk.734ee.js","previous":0,"size":1281,"diff":1281}]},{"timestamp":1599876610403,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373709,"size":373709,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7910,"size":7910,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14559,"size":14559,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1278,"diff":-53},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":0,"diff":-1329},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":8165,"size":8165,"diff":0},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":17572,"size":17572,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.025a8.js","previous":10687,"size":10687,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.c11b8.js","previous":2890,"size":2890,"diff":0},{"filename":"bundle.b0077.js","previous":374433,"size":0,"diff":-374433},{"filename":"polyfills.f55b2.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.889d9.js","previous":0,"size":374432,"diff":374432},{"filename":"polyfills.1fdfe.js","previous":0,"size":2092,"diff":2092},{"filename":"route-Home.chunk.edaa4.js","previous":0,"size":1276,"diff":1276}]},{"timestamp":1599581662409,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373708,"size":373709,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9678,"size":9678,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7910,"size":7910,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14559,"size":14559,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2473,"size":2473,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"polyfills.9ed50.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":346,"size":346,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":649,"size":649,"diff":0},{"filename":"bundle.e2712.js","previous":374432,"size":0,"diff":-374432},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":8165,"size":8165,"diff":0},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":17572,"size":17572,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.025a8.js","previous":10687,"size":10687,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.c11b8.js","previous":2890,"size":2890,"diff":0},{"filename":"bundle.b0077.js","previous":0,"size":374433,"diff":374433},{"filename":"polyfills.f55b2.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1599581584772,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372956,"size":373708,"diff":752},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9678,"diff":-35},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7910,"diff":-57},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14559,"diff":-305},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2473,"diff":-24},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":0,"diff":-612},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":0,"diff":-346},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":0,"diff":-2914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":0,"diff":-8222},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":0,"diff":-10328},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"bundle.08bdb.js","previous":373519,"size":0,"diff":-373519},{"filename":"polyfills.9ed50.js","previous":2092,"size":2092,"diff":0},{"filename":"route-CalcoloNumerico.chunk.b8571.js","previous":18468,"size":0,"diff":-18468},{"filename":"route-CalcoloNumerico.chunk.c7ecd.css","previous":0,"size":346,"diff":346},{"filename":"route-OttimizzazioneLineare.chunk.a6d86.css","previous":0,"size":649,"diff":649},{"filename":"bundle.e2712.js","previous":0,"size":374432,"diff":374432},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.aa645.js","previous":0,"size":8165,"diff":8165},{"filename":"route-CalcoloNumerico.chunk.66337.js","previous":0,"size":17572,"diff":17572},{"filename":"route-OttimizzazioneLineare.chunk.025a8.js","previous":0,"size":10687,"diff":10687},{"filename":"route-RipassoDiAlgebraLineare.chunk.c11b8.js","previous":0,"size":2890,"diff":2890}]},{"timestamp":1598979421643,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372945,"size":372956,"diff":11},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14865,"size":14864,"diff":-1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.c2b0b.css","previous":260,"size":0,"diff":-260},{"filename":"bundle.4999b.js","previous":373506,"size":0,"diff":-373506},{"filename":"polyfills.b28c2.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.ce660.js","previous":18468,"size":0,"diff":-18468},{"filename":"bundle.724d1.css","previous":0,"size":2416,"diff":2416},{"filename":"bundle.08bdb.js","previous":0,"size":373519,"diff":373519},{"filename":"polyfills.9ed50.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.b8571.js","previous":0,"size":18468,"diff":18468}]},{"timestamp":1598978504739,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372946,"size":372945,"diff":-1},{"filename":"polyfills.*****.esm.js","previous":2092,"size":2091,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14865,"diff":1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.c2b0b.css","previous":260,"size":260,"diff":0},{"filename":"bundle.a6185.js","previous":373505,"size":0,"diff":-373505},{"filename":"polyfills.43299.js","previous":2093,"size":0,"diff":-2093},{"filename":"route-CalcoloNumerico.chunk.4f0a1.js","previous":18467,"size":0,"diff":-18467},{"filename":"bundle.4999b.js","previous":0,"size":373506,"diff":373506},{"filename":"polyfills.b28c2.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.ce660.js","previous":0,"size":18468,"diff":18468}]},{"timestamp":1598976882214,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373066,"size":372946,"diff":-120},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2092,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14864,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":0,"diff":-2416},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"polyfills.0b674.js","previous":2093,"size":0,"diff":-2093},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-CalcoloNumerico.chunk.11c5e.js","previous":18467,"size":0,"diff":-18467},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.f3b31.js","previous":373644,"size":0,"diff":-373644},{"filename":"bundle.c2b0b.css","previous":0,"size":260,"diff":260},{"filename":"bundle.a6185.js","previous":0,"size":373505,"diff":373505},{"filename":"polyfills.43299.js","previous":0,"size":2093,"diff":2093},{"filename":"route-CalcoloNumerico.chunk.4f0a1.js","previous":0,"size":18467,"diff":18467}]},{"timestamp":1598975912075,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373060,"size":373066,"diff":6},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14864,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"polyfills.0b674.js","previous":2093,"size":2093,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-CalcoloNumerico.chunk.11c5e.js","previous":18467,"size":18467,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.6cecd.js","previous":373635,"size":0,"diff":-373635},{"filename":"bundle.f3b31.js","previous":0,"size":373644,"diff":373644}]},{"timestamp":1598975286064,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373058,"size":373060,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14864,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"polyfills.0b674.js","previous":2093,"size":2093,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-CalcoloNumerico.chunk.11c5e.js","previous":18467,"size":18467,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.4193d.js","previous":373637,"size":0,"diff":-373637},{"filename":"bundle.6cecd.js","previous":0,"size":373635,"diff":373635}]},{"timestamp":1598974413703,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373043,"size":373058,"diff":15},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9713,"size":9713,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28832,"size":28832,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7967,"size":7967,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14864,"size":14864,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1331,"size":1331,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"polyfills.0b674.js","previous":2093,"size":2093,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":408,"size":408,"diff":0},{"filename":"bundle.e037d.js","previous":373619,"size":0,"diff":-373619},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":28863,"size":28863,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":8222,"size":8222,"diff":0},{"filename":"route-CalcoloNumerico.chunk.11c5e.js","previous":18467,"size":18467,"diff":0},{"filename":"route-Home.chunk.ab1d1.js","previous":1329,"size":1329,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":10328,"size":10328,"diff":0},{"filename":"bundle.4193d.js","previous":0,"size":373637,"diff":373637}]},{"timestamp":1598972154533,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373041,"size":373043,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9713,"diff":-171},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28832,"diff":-55},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":7967,"diff":-145},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":15075,"size":14864,"diff":-211},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1331,"diff":-35},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":0,"diff":-374},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":0,"diff":-28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":0,"diff":-8370},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":0,"diff":-10493},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":0,"diff":-1363},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"bundle.e7978.js","previous":373621,"size":0,"diff":-373621},{"filename":"polyfills.0b674.js","previous":2093,"size":2093,"diff":0},{"filename":"route-CalcoloNumerico.chunk.0eeb7.js","previous":18672,"size":0,"diff":-18672},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.56f6a.css","previous":0,"size":408,"diff":408},{"filename":"bundle.e037d.js","previous":0,"size":373619,"diff":373619},{"filename":"route-AlgoritmiEStruttureDati.chunk.d68b9.js","previous":0,"size":28863,"diff":28863},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2b892.js","previous":0,"size":8222,"diff":8222},{"filename":"route-CalcoloNumerico.chunk.11c5e.js","previous":0,"size":18467,"diff":18467},{"filename":"route-Home.chunk.ab1d1.js","previous":0,"size":1329,"diff":1329},{"filename":"route-OttimizzazioneLineare.chunk.03fbb.js","previous":0,"size":10328,"diff":10328}]},{"timestamp":1598827081520,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373040,"size":373041,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":15075,"size":15075,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"bundle.b2c46.js","previous":373620,"size":0,"diff":-373620},{"filename":"polyfills.21065.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.0b50e.js","previous":18673,"size":0,"diff":-18673},{"filename":"bundle.e7978.js","previous":0,"size":373621,"diff":373621},{"filename":"polyfills.0b674.js","previous":0,"size":2093,"diff":2093},{"filename":"route-CalcoloNumerico.chunk.0eeb7.js","previous":0,"size":18672,"diff":18672}]},{"timestamp":1598669261412,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372995,"size":373040,"diff":45},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":15075,"size":15075,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"bundle.49acc.js","previous":373556,"size":0,"diff":-373556},{"filename":"polyfills.7db06.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.1f66a.js","previous":18673,"size":0,"diff":-18673},{"filename":"bundle.b2c46.js","previous":0,"size":373620,"diff":373620},{"filename":"polyfills.21065.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.0b50e.js","previous":0,"size":18673,"diff":18673}]},{"timestamp":1598668499024,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372991,"size":372995,"diff":4},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":15076,"size":15075,"diff":-1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2497,"size":2497,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"bundle.edc5a.js","previous":373549,"size":0,"diff":-373549},{"filename":"polyfills.f5d13.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-CalcoloNumerico.chunk.72715.js","previous":18674,"size":0,"diff":-18674},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":2914,"size":2914,"diff":0},{"filename":"bundle.49acc.js","previous":0,"size":373556,"diff":373556},{"filename":"polyfills.7db06.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.1f66a.js","previous":0,"size":18673,"diff":18673}]},{"timestamp":1598668153349,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372921,"size":372991,"diff":70},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":14403,"size":15076,"diff":673},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2287,"size":2497,"diff":210},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.fec5b.js","previous":2697,"size":0,"diff":-2697},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"polyfills.29a91.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.05b8f.js","previous":373481,"size":0,"diff":-373481},{"filename":"route-CalcoloNumerico.chunk.e14ba.js","previous":17865,"size":0,"diff":-17865},{"filename":"bundle.edc5a.js","previous":0,"size":373549,"diff":373549},{"filename":"polyfills.f5d13.js","previous":0,"size":2091,"diff":2091},{"filename":"route-CalcoloNumerico.chunk.72715.js","previous":0,"size":18674,"diff":18674},{"filename":"route-RipassoDiAlgebraLineare.chunk.8914b.js","previous":0,"size":2914,"diff":2914}]},{"timestamp":1598543005796,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372700,"size":372921,"diff":221},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":13625,"size":14403,"diff":778},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2287,"size":2287,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.fec5b.js","previous":2697,"size":2697,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"bundle.44838.js","previous":373272,"size":0,"diff":-373272},{"filename":"polyfills.29a91.js","previous":2092,"size":2092,"diff":0},{"filename":"route-CalcoloNumerico.chunk.b3074.js","previous":16341,"size":0,"diff":-16341},{"filename":"bundle.05b8f.js","previous":0,"size":373481,"diff":373481},{"filename":"route-CalcoloNumerico.chunk.e14ba.js","previous":0,"size":17865,"diff":17865}]},{"timestamp":1598458543006,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372700,"size":372700,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":12173,"size":13625,"diff":1452},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2287,"size":2287,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.fec5b.js","previous":2697,"size":2697,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":346,"size":346,"diff":0},{"filename":"bundle.73dc6.js","previous":373269,"size":0,"diff":-373269},{"filename":"polyfills.7d9f3.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.af112.js","previous":14305,"size":0,"diff":-14305},{"filename":"bundle.44838.js","previous":0,"size":373272,"diff":373272},{"filename":"polyfills.29a91.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.b3074.js","previous":0,"size":16341,"diff":16341}]},{"timestamp":1598373392120,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372699,"size":372700,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":10488,"size":12173,"diff":1685},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2287,"size":2287,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.782c4.css","previous":345,"size":0,"diff":-345},{"filename":"polyfills.8f3b5.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"bundle.cdee3.js","previous":373269,"size":0,"diff":-373269},{"filename":"route-CalcoloNumerico.chunk.3812b.js","previous":12072,"size":0,"diff":-12072},{"filename":"route-RipassoDiAlgebraLineare.chunk.fec5b.js","previous":2697,"size":2697,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f997.css","previous":0,"size":346,"diff":346},{"filename":"bundle.73dc6.js","previous":0,"size":373269,"diff":373269},{"filename":"polyfills.7d9f3.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.af112.js","previous":0,"size":14305,"diff":14305}]},{"timestamp":1598304917221,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372700,"size":372699,"diff":-1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":8413,"size":10488,"diff":2075},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1366,"size":1366,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2132,"size":2287,"diff":155},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.9c21e.js","previous":2520,"size":0,"diff":-2520},{"filename":"route-CalcoloNumerico.chunk.782c4.css","previous":345,"size":345,"diff":0},{"filename":"bundle.d92d2.js","previous":373269,"size":0,"diff":-373269},{"filename":"polyfills.8f3b5.js","previous":2091,"size":2091,"diff":0},{"filename":"route-CalcoloNumerico.chunk.2108a.js","previous":9550,"size":0,"diff":-9550},{"filename":"route-Home.chunk.d3981.js","previous":1363,"size":1363,"diff":0},{"filename":"bundle.cdee3.js","previous":0,"size":373269,"diff":373269},{"filename":"route-CalcoloNumerico.chunk.3812b.js","previous":0,"size":12072,"diff":12072},{"filename":"route-RipassoDiAlgebraLineare.chunk.fec5b.js","previous":0,"size":2697,"diff":2697}]},{"timestamp":1598230407749,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372699,"size":372700,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":8254,"size":8413,"diff":159},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1389,"size":1366,"diff":-23},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2132,"size":2132,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.c5859.js","previous":1386,"size":0,"diff":-1386},{"filename":"route-RipassoDiAlgebraLineare.chunk.9c21e.js","previous":2520,"size":2520,"diff":0},{"filename":"route-CalcoloNumerico.chunk.782c4.css","previous":345,"size":345,"diff":0},{"filename":"bundle.21b77.js","previous":373269,"size":0,"diff":-373269},{"filename":"polyfills.5753d.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.561d9.js","previous":9433,"size":0,"diff":-9433},{"filename":"bundle.d92d2.js","previous":0,"size":373269,"diff":373269},{"filename":"polyfills.8f3b5.js","previous":0,"size":2091,"diff":2091},{"filename":"route-CalcoloNumerico.chunk.2108a.js","previous":0,"size":9550,"diff":9550},{"filename":"route-Home.chunk.d3981.js","previous":0,"size":1363,"diff":1363}]},{"timestamp":1598204204595,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372660,"size":372699,"diff":39},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5462,"size":8254,"diff":2792},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1389,"size":1389,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2132,"size":2132,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-CalcoloNumerico.chunk.f441c.css","previous":345,"size":0,"diff":-345},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-Home.chunk.c5859.js","previous":1386,"size":1386,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.9c21e.js","previous":2520,"size":2520,"diff":0},{"filename":"bundle.225bf.js","previous":373229,"size":0,"diff":-373229},{"filename":"polyfills.9434d.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-CalcoloNumerico.chunk.d6300.js","previous":6053,"size":0,"diff":-6053},{"filename":"route-CalcoloNumerico.chunk.782c4.css","previous":0,"size":345,"diff":345},{"filename":"bundle.21b77.js","previous":0,"size":373269,"diff":373269},{"filename":"polyfills.5753d.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.561d9.js","previous":0,"size":9433,"diff":9433}]},{"timestamp":1598148200737,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372658,"size":372660,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2806,"size":2806,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3528,"size":5462,"diff":1934},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1389,"size":1389,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":2132,"size":2132,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.724d1.css","previous":2416,"size":2416,"diff":0},{"filename":"route-CalcoloNumerico.chunk.f441c.css","previous":345,"size":345,"diff":0},{"filename":"route-Home.chunk.b342d.css","previous":67,"size":67,"diff":0},{"filename":"bundle.1fa68.js","previous":373225,"size":0,"diff":-373225},{"filename":"polyfills.b1839.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":3060,"size":3060,"diff":0},{"filename":"route-CalcoloNumerico.chunk.b23aa.js","previous":3760,"size":0,"diff":-3760},{"filename":"route-Home.chunk.c5859.js","previous":1386,"size":1386,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.9c21e.js","previous":2520,"size":2520,"diff":0},{"filename":"bundle.225bf.js","previous":0,"size":373229,"diff":373229},{"filename":"polyfills.9434d.js","previous":0,"size":2092,"diff":2092},{"filename":"route-CalcoloNumerico.chunk.d6300.js","previous":0,"size":6053,"diff":6053}]},{"timestamp":1598108552830,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":370483,"size":372658,"diff":2175},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2937,"size":2806,"diff":-131},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3392,"size":3528,"diff":136},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1786,"size":1389,"diff":-397},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":1846,"size":2132,"diff":286},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.cc3bf.css","previous":2403,"size":0,"diff":-2403},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.1d0a7.css","previous":310,"size":0,"diff":-310},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-BasiDiDati.chunk.881af.js","previous":3189,"size":0,"diff":-3189},{"filename":"route-CalcoloNumerico.chunk.780e7.js","previous":3657,"size":0,"diff":-3657},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-Home.chunk.2d180.js","previous":1783,"size":0,"diff":-1783},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.77c78.js","previous":2191,"size":0,"diff":-2191},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.30a5f.js","previous":370649,"size":0,"diff":-370649},{"filename":"polyfills.1d717.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.724d1.css","previous":0,"size":2416,"diff":2416},{"filename":"route-CalcoloNumerico.chunk.f441c.css","previous":0,"size":345,"diff":345},{"filename":"route-Home.chunk.b342d.css","previous":0,"size":67,"diff":67},{"filename":"bundle.1fa68.js","previous":0,"size":373225,"diff":373225},{"filename":"polyfills.b1839.js","previous":0,"size":2092,"diff":2092},{"filename":"route-BasiDiDati.chunk.e7b32.js","previous":0,"size":3060,"diff":3060},{"filename":"route-CalcoloNumerico.chunk.b23aa.js","previous":0,"size":3760,"diff":3760},{"filename":"route-Home.chunk.c5859.js","previous":0,"size":1386,"diff":1386},{"filename":"route-RipassoDiAlgebraLineare.chunk.9c21e.js","previous":0,"size":2520,"diff":2520}]},{"timestamp":1598054311475,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":370480,"size":370483,"diff":3},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2937,"size":2937,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3392,"size":3392,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1786,"size":1786,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":1846,"size":1846,"diff":0},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.cc3bf.css","previous":2403,"size":2403,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-BasiDiDati.chunk.881af.js","previous":3189,"size":3189,"diff":0},{"filename":"route-CalcoloNumerico.chunk.780e7.js","previous":3657,"size":3657,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-Home.chunk.2d180.js","previous":1783,"size":1783,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.77c78.js","previous":2191,"size":2191,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.842f4.js","previous":370650,"size":0,"diff":-370650},{"filename":"polyfills.56a52.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.30a5f.js","previous":0,"size":370649,"diff":370649},{"filename":"polyfills.1d717.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1598027545735,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":370480,"size":370480,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9884,"size":9884,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2937,"size":2937,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3392,"size":3392,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10728,"size":10728,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1786,"size":1786,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15356,"size":15356,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":1846,"size":1846,"diff":0},{"filename":"polyfills.b178c.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.cc3bf.css","previous":2403,"size":2403,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.ed9a8.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.9d494.css","previous":427,"size":427,"diff":0},{"filename":"bundle.dd180.js","previous":370646,"size":0,"diff":-370646},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":28914,"size":28914,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":8370,"size":8370,"diff":0},{"filename":"route-BasiDiDati.chunk.881af.js","previous":3189,"size":3189,"diff":0},{"filename":"route-CalcoloNumerico.chunk.780e7.js","previous":3657,"size":3657,"diff":0},{"filename":"route-Fisica.chunk.7d8a5.js","previous":11822,"size":11822,"diff":0},{"filename":"route-Home.chunk.2d180.js","previous":1783,"size":1783,"diff":0},{"filename":"route-NetLogo.chunk.dd436.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":10493,"size":10493,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.77c78.js","previous":2191,"size":2191,"diff":0},{"filename":"route-Statistica.chunk.6a6af.js","previous":17700,"size":17700,"diff":0},{"filename":"bundle.842f4.js","previous":0,"size":370650,"diff":370650},{"filename":"polyfills.56a52.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1598027256853,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":375374,"size":370480,"diff":-4894},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9890,"size":9884,"diff":-6},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8112,"size":8112,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2938,"size":2937,"diff":-1},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3391,"size":3392,"diff":1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10729,"size":10728,"diff":-1},{"filename":"route-Home.chunk.*****.esm.js","previous":1789,"size":1786,"diff":-3},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15349,"size":15356,"diff":7},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1684,"size":1686,"diff":2},{"filename":"bundle.1a7e4.css","previous":2403,"size":0,"diff":-2403},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b8140.css","previous":374,"size":0,"diff":-374},{"filename":"route-BasiDiDati.chunk.6f446.css","previous":310,"size":0,"diff":-310},{"filename":"route-CalcoloNumerico.chunk.6f446.css","previous":310,"size":0,"diff":-310},{"filename":"route-Fisica.chunk.baa0a.css","previous":214,"size":0,"diff":-214},{"filename":"route-NetLogo.chunk.6f446.css","previous":310,"size":0,"diff":-310},{"filename":"route-OttimizzazioneLineare.chunk.877e9.css","previous":612,"size":0,"diff":-612},{"filename":"route-RipassoDiAlgebraLineare.chunk.6f446.css","previous":310,"size":0,"diff":-310},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":1846,"size":1846,"diff":0},{"filename":"route-Statistica.chunk.0cd3b.css","previous":427,"size":0,"diff":-427},{"filename":"polyfills.b178c.js","previous":2092,"size":2092,"diff":0},{"filename":"bundle.64f38.js","previous":375547,"size":0,"diff":-375547},{"filename":"route-AlgoritmiEStruttureDati.chunk.037b7.js","previous":28914,"size":0,"diff":-28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2d567.js","previous":8371,"size":0,"diff":-8371},{"filename":"route-BasiDiDati.chunk.6af30.js","previous":3190,"size":0,"diff":-3190},{"filename":"route-CalcoloNumerico.chunk.d133b.js","previous":3655,"size":0,"diff":-3655},{"filename":"route-Fisica.chunk.0641f.js","previous":11824,"size":0,"diff":-11824},{"filename":"route-Home.chunk.5961d.js","previous":1786,"size":0,"diff":-1786},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.daff9.js","previous":1742,"size":0,"diff":-1742},{"filename":"route-OttimizzazioneLineare.chunk.d3b60.js","previous":10499,"size":0,"diff":-10499},{"filename":"route-RipassoDiAlgebraLineare.chunk.9cbcc.js","previous":2190,"size":0,"diff":-2190},{"filename":"route-Statistica.chunk.72919.js","previous":17698,"size":0,"diff":-17698},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.cc3bf.css","previous":0,"size":2403,"diff":2403},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.55de3.css","previous":0,"size":374,"diff":374},{"filename":"route-BasiDiDati.chunk.1d0a7.css","previous":0,"size":310,"diff":310},{"filename":"route-CalcoloNumerico.chunk.1d0a7.css","previous":0,"size":310,"diff":310},{"filename":"route-Fisica.chunk.ed9a8.css","previous":0,"size":214,"diff":214},{"filename":"route-NetLogo.chunk.1d0a7.css","previous":0,"size":310,"diff":310},{"filename":"route-OttimizzazioneLineare.chunk.99830.css","previous":0,"size":612,"diff":612},{"filename":"route-RipassoDiAlgebraLineare.chunk.1d0a7.css","previous":0,"size":310,"diff":310},{"filename":"route-Statistica.chunk.9d494.css","previous":0,"size":427,"diff":427},{"filename":"bundle.dd180.js","previous":0,"size":370646,"diff":370646},{"filename":"route-AlgoritmiEStruttureDati.chunk.67c79.js","previous":0,"size":28914,"diff":28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.bc31d.js","previous":0,"size":8370,"diff":8370},{"filename":"route-BasiDiDati.chunk.881af.js","previous":0,"size":3189,"diff":3189},{"filename":"route-CalcoloNumerico.chunk.780e7.js","previous":0,"size":3657,"diff":3657},{"filename":"route-Fisica.chunk.7d8a5.js","previous":0,"size":11822,"diff":11822},{"filename":"route-Home.chunk.2d180.js","previous":0,"size":1783,"diff":1783},{"filename":"route-NetLogo.chunk.dd436.js","previous":0,"size":1743,"diff":1743},{"filename":"route-OttimizzazioneLineare.chunk.748b9.js","previous":0,"size":10493,"diff":10493},{"filename":"route-RipassoDiAlgebraLineare.chunk.77c78.js","previous":0,"size":2191,"diff":2191},{"filename":"route-Statistica.chunk.6a6af.js","previous":0,"size":17700,"diff":17700}]},{"timestamp":1598026985425,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":375149,"size":375374,"diff":225},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9892,"size":9890,"diff":-2},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28886,"size":28887,"diff":1},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8112,"diff":-1},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2938,"size":2938,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3392,"size":3391,"diff":-1},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10729,"diff":-1},{"filename":"route-Home.chunk.*****.esm.js","previous":1789,"size":1789,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15349,"diff":-2},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1685,"size":1684,"diff":-1},{"filename":"bundle.1a7e4.css","previous":2403,"size":2403,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b8140.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.6f446.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.6f446.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.baa0a.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.6f446.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.877e9.css","previous":612,"size":612,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.6f446.css","previous":310,"size":310,"diff":0},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":1847,"size":1846,"diff":-1},{"filename":"route-Statistica.chunk.0cd3b.css","previous":427,"size":427,"diff":0},{"filename":"bundle.4c79e.js","previous":375316,"size":0,"diff":-375316},{"filename":"polyfills.b178c.js","previous":2092,"size":2092,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.56b0d.js","previous":28914,"size":0,"diff":-28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.9b6ce.js","previous":8370,"size":0,"diff":-8370},{"filename":"route-BasiDiDati.chunk.5c5d7.js","previous":3189,"size":0,"diff":-3189},{"filename":"route-CalcoloNumerico.chunk.960c1.js","previous":3655,"size":0,"diff":-3655},{"filename":"route-Fisica.chunk.3a9c2.js","previous":11824,"size":0,"diff":-11824},{"filename":"route-Home.chunk.005a2.js","previous":1786,"size":0,"diff":-1786},{"filename":"route-MingwInstall.chunk.cb2f5.js","previous":1525,"size":0,"diff":-1525},{"filename":"route-NetLogo.chunk.8847d.js","previous":1743,"size":0,"diff":-1743},{"filename":"route-OttimizzazioneLineare.chunk.735e9.js","previous":10500,"size":0,"diff":-10500},{"filename":"route-RipassoDiAlgebraLineare.chunk.fa8f9.js","previous":2191,"size":0,"diff":-2191},{"filename":"route-Statistica.chunk.6a8b4.js","previous":17698,"size":0,"diff":-17698},{"filename":"route-VlDiGeometria.chunk.615ff.js","previous":1450,"size":0,"diff":-1450},{"filename":"bundle.64f38.js","previous":0,"size":375547,"diff":375547},{"filename":"route-AlgoritmiEStruttureDati.chunk.037b7.js","previous":0,"size":28914,"diff":28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2d567.js","previous":0,"size":8371,"diff":8371},{"filename":"route-BasiDiDati.chunk.6af30.js","previous":0,"size":3190,"diff":3190},{"filename":"route-CalcoloNumerico.chunk.d133b.js","previous":0,"size":3655,"diff":3655},{"filename":"route-Fisica.chunk.0641f.js","previous":0,"size":11824,"diff":11824},{"filename":"route-Home.chunk.5961d.js","previous":0,"size":1786,"diff":1786},{"filename":"route-MingwInstall.chunk.1eacd.js","previous":0,"size":1525,"diff":1525},{"filename":"route-NetLogo.chunk.daff9.js","previous":0,"size":1742,"diff":1742},{"filename":"route-OttimizzazioneLineare.chunk.d3b60.js","previous":0,"size":10499,"diff":10499},{"filename":"route-RipassoDiAlgebraLineare.chunk.9cbcc.js","previous":0,"size":2190,"diff":2190},{"filename":"route-Statistica.chunk.72919.js","previous":0,"size":17698,"diff":17698},{"filename":"route-VlDiGeometria.chunk.75845.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1597772188567,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":375067,"size":375149,"diff":82},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":9889,"size":9892,"diff":3},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28886,"diff":-1},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8111,"size":8113,"diff":2},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2938,"size":2938,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3323,"size":3392,"diff":69},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10729,"size":10730,"diff":1},{"filename":"route-Home.chunk.*****.esm.js","previous":1788,"size":1789,"diff":1},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15350,"size":15351,"diff":1},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1417,"size":1416,"diff":-1},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1684,"size":1685,"diff":1},{"filename":"bundle.aa325.css","previous":2306,"size":0,"diff":-2306},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.82e5f.css","previous":374,"size":0,"diff":-374},{"filename":"route-BasiDiDati.chunk.15069.css","previous":310,"size":0,"diff":-310},{"filename":"route-CalcoloNumerico.chunk.15069.css","previous":310,"size":0,"diff":-310},{"filename":"route-Fisica.chunk.19284.css","previous":214,"size":0,"diff":-214},{"filename":"route-NetLogo.chunk.15069.css","previous":310,"size":0,"diff":-310},{"filename":"route-Statistica.chunk.28f43.css","previous":427,"size":0,"diff":-427},{"filename":"route-OttimizzazioneLineare.chunk.f1a43.css","previous":612,"size":0,"diff":-612},{"filename":"bundle.736c0.js","previous":375252,"size":0,"diff":-375252},{"filename":"polyfills.ad64f.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.d1ce1.js","previous":28914,"size":0,"diff":-28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.3fbcf.js","previous":8370,"size":0,"diff":-8370},{"filename":"route-BasiDiDati.chunk.c6d18.js","previous":3189,"size":0,"diff":-3189},{"filename":"route-CalcoloNumerico.chunk.a7ae3.js","previous":3571,"size":0,"diff":-3571},{"filename":"route-Fisica.chunk.6c155.js","previous":11824,"size":0,"diff":-11824},{"filename":"route-Home.chunk.f25c8.js","previous":1785,"size":0,"diff":-1785},{"filename":"route-MingwInstall.chunk.60e4f.js","previous":1525,"size":0,"diff":-1525},{"filename":"route-NetLogo.chunk.cf93b.js","previous":1741,"size":0,"diff":-1741},{"filename":"route-OttimizzazioneLineare.chunk.9b24e.js","previous":10500,"size":0,"diff":-10500},{"filename":"route-Statistica.chunk.a6da0.js","previous":17696,"size":0,"diff":-17696},{"filename":"route-VlDiGeometria.chunk.b1428.js","previous":1450,"size":0,"diff":-1450},{"filename":"bundle.1a7e4.css","previous":0,"size":2403,"diff":2403},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b8140.css","previous":0,"size":374,"diff":374},{"filename":"route-BasiDiDati.chunk.6f446.css","previous":0,"size":310,"diff":310},{"filename":"route-CalcoloNumerico.chunk.6f446.css","previous":0,"size":310,"diff":310},{"filename":"route-Fisica.chunk.baa0a.css","previous":0,"size":214,"diff":214},{"filename":"route-NetLogo.chunk.6f446.css","previous":0,"size":310,"diff":310},{"filename":"route-OttimizzazioneLineare.chunk.877e9.css","previous":0,"size":612,"diff":612},{"filename":"route-RipassoDiAlgebraLineare.chunk.6f446.css","previous":0,"size":310,"diff":310},{"filename":"route-RipassoDiAlgebraLineare.chunk.*****.esm.js","previous":0,"size":1847,"diff":1847},{"filename":"route-Statistica.chunk.0cd3b.css","previous":0,"size":427,"diff":427},{"filename":"bundle.4c79e.js","previous":0,"size":375316,"diff":375316},{"filename":"polyfills.b178c.js","previous":0,"size":2092,"diff":2092},{"filename":"route-AlgoritmiEStruttureDati.chunk.56b0d.js","previous":0,"size":28914,"diff":28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.9b6ce.js","previous":0,"size":8370,"diff":8370},{"filename":"route-BasiDiDati.chunk.5c5d7.js","previous":0,"size":3189,"diff":3189},{"filename":"route-CalcoloNumerico.chunk.960c1.js","previous":0,"size":3655,"diff":3655},{"filename":"route-Fisica.chunk.3a9c2.js","previous":0,"size":11824,"diff":11824},{"filename":"route-Home.chunk.005a2.js","previous":0,"size":1786,"diff":1786},{"filename":"route-MingwInstall.chunk.cb2f5.js","previous":0,"size":1525,"diff":1525},{"filename":"route-NetLogo.chunk.8847d.js","previous":0,"size":1743,"diff":1743},{"filename":"route-OttimizzazioneLineare.chunk.735e9.js","previous":0,"size":10500,"diff":10500},{"filename":"route-RipassoDiAlgebraLineare.chunk.fa8f9.js","previous":0,"size":2191,"diff":2191},{"filename":"route-Statistica.chunk.6a8b4.js","previous":0,"size":17698,"diff":17698},{"filename":"route-VlDiGeometria.chunk.615ff.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1594735477165,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":375024,"size":375067,"diff":43},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8633,"size":9889,"diff":1256},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8111,"diff":-2},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2939,"size":2938,"diff":-1},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3323,"size":3323,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10729,"diff":-1},{"filename":"route-Home.chunk.*****.esm.js","previous":1788,"size":1788,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15353,"size":15350,"diff":-3},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1417,"diff":1},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1683,"size":1684,"diff":1},{"filename":"bundle.aa325.css","previous":2306,"size":2306,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.82e5f.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.19284.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-Statistica.chunk.28f43.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.2efca.js","previous":28913,"size":0,"diff":-28913},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.32224.js","previous":8371,"size":0,"diff":-8371},{"filename":"route-BasiDiDati.chunk.6658e.js","previous":3190,"size":0,"diff":-3190},{"filename":"route-CalcoloNumerico.chunk.ac980.js","previous":3572,"size":0,"diff":-3572},{"filename":"route-Fisica.chunk.5dce1.js","previous":11823,"size":0,"diff":-11823},{"filename":"route-Home.chunk.a0405.js","previous":1786,"size":0,"diff":-1786},{"filename":"route-MingwInstall.chunk.60ba6.js","previous":1525,"size":0,"diff":-1525},{"filename":"route-NetLogo.chunk.3fc3a.js","previous":1741,"size":0,"diff":-1741},{"filename":"route-Statistica.chunk.dbf21.js","previous":17697,"size":0,"diff":-17697},{"filename":"route-VlDiGeometria.chunk.61eb3.js","previous":1450,"size":0,"diff":-1450},{"filename":"route-OttimizzazioneLineare.chunk.f1a43.css","previous":612,"size":612,"diff":0},{"filename":"bundle.8c1d9.js","previous":375204,"size":0,"diff":-375204},{"filename":"polyfills.bd396.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-OttimizzazioneLineare.chunk.6e7b4.js","previous":9369,"size":0,"diff":-9369},{"filename":"bundle.736c0.js","previous":0,"size":375252,"diff":375252},{"filename":"polyfills.ad64f.js","previous":0,"size":2091,"diff":2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.d1ce1.js","previous":0,"size":28914,"diff":28914},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.3fbcf.js","previous":0,"size":8370,"diff":8370},{"filename":"route-BasiDiDati.chunk.c6d18.js","previous":0,"size":3189,"diff":3189},{"filename":"route-CalcoloNumerico.chunk.a7ae3.js","previous":0,"size":3571,"diff":3571},{"filename":"route-Fisica.chunk.6c155.js","previous":0,"size":11824,"diff":11824},{"filename":"route-Home.chunk.f25c8.js","previous":0,"size":1785,"diff":1785},{"filename":"route-MingwInstall.chunk.60e4f.js","previous":0,"size":1525,"diff":1525},{"filename":"route-NetLogo.chunk.cf93b.js","previous":0,"size":1741,"diff":1741},{"filename":"route-OttimizzazioneLineare.chunk.9b24e.js","previous":0,"size":10500,"diff":10500},{"filename":"route-Statistica.chunk.a6da0.js","previous":0,"size":17696,"diff":17696},{"filename":"route-VlDiGeometria.chunk.b1428.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1594651444380,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":375022,"size":375024,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":7606,"size":8633,"diff":1027},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2939,"size":2939,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3323,"size":3323,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1788,"size":1788,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15353,"size":15353,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1416,"size":1416,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1683,"size":1683,"diff":0},{"filename":"bundle.aa325.css","previous":2306,"size":2306,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.82e5f.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.19284.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.15069.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.c062e.css","previous":420,"size":0,"diff":-420},{"filename":"route-Statistica.chunk.28f43.css","previous":427,"size":427,"diff":0},{"filename":"bundle.5b1dd.js","previous":375206,"size":0,"diff":-375206},{"filename":"polyfills.be97c.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-AlgoritmiEStruttureDati.chunk.2efca.js","previous":28913,"size":28913,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.32224.js","previous":8371,"size":8371,"diff":0},{"filename":"route-BasiDiDati.chunk.6658e.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ac980.js","previous":3572,"size":3572,"diff":0},{"filename":"route-Fisica.chunk.5dce1.js","previous":11823,"size":11823,"diff":0},{"filename":"route-Home.chunk.a0405.js","previous":1786,"size":1786,"diff":0},{"filename":"route-MingwInstall.chunk.60ba6.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.3fc3a.js","previous":1741,"size":1741,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.abf33.js","previous":8315,"size":0,"diff":-8315},{"filename":"route-Statistica.chunk.dbf21.js","previous":17697,"size":17697,"diff":0},{"filename":"route-VlDiGeometria.chunk.61eb3.js","previous":1450,"size":1450,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f1a43.css","previous":0,"size":612,"diff":612},{"filename":"bundle.8c1d9.js","previous":0,"size":375204,"diff":375204},{"filename":"polyfills.bd396.js","previous":0,"size":2092,"diff":2092},{"filename":"route-OttimizzazioneLineare.chunk.6e7b4.js","previous":0,"size":9369,"diff":9369}]},{"timestamp":1593788990156,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373640,"size":375022,"diff":1382},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":7606,"diff":1396},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2939,"diff":-1},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3323,"diff":7},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1788,"diff":-8},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15353,"diff":2},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1416,"diff":-2},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1683,"diff":-3},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":0,"diff":-374},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":0,"diff":-310},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":0,"diff":-310},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":0,"diff":-214},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":0,"diff":-310},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":0,"diff":-420},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":0,"diff":-427},{"filename":"bundle.85659.css","previous":2240,"size":0,"diff":-2240},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":0,"diff":-28915},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":0,"diff":-8369},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":0,"diff":-3190},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":0,"diff":-3564},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":0,"diff":-11824},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":0,"diff":-1793},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":0,"diff":-1525},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":0,"diff":-1743},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":0,"diff":-6733},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":0,"diff":-17696},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":0,"diff":-1450},{"filename":"bundle.19b6d.js","previous":373791,"size":0,"diff":-373791},{"filename":"polyfills.e17be.js","previous":2090,"size":0,"diff":-2090},{"filename":"bundle.aa325.css","previous":0,"size":2306,"diff":2306},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.82e5f.css","previous":0,"size":374,"diff":374},{"filename":"route-BasiDiDati.chunk.15069.css","previous":0,"size":310,"diff":310},{"filename":"route-CalcoloNumerico.chunk.15069.css","previous":0,"size":310,"diff":310},{"filename":"route-Fisica.chunk.19284.css","previous":0,"size":214,"diff":214},{"filename":"route-NetLogo.chunk.15069.css","previous":0,"size":310,"diff":310},{"filename":"route-OttimizzazioneLineare.chunk.c062e.css","previous":0,"size":420,"diff":420},{"filename":"route-Statistica.chunk.28f43.css","previous":0,"size":427,"diff":427},{"filename":"bundle.5b1dd.js","previous":0,"size":375206,"diff":375206},{"filename":"polyfills.be97c.js","previous":0,"size":2092,"diff":2092},{"filename":"route-AlgoritmiEStruttureDati.chunk.2efca.js","previous":0,"size":28913,"diff":28913},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.32224.js","previous":0,"size":8371,"diff":8371},{"filename":"route-BasiDiDati.chunk.6658e.js","previous":0,"size":3190,"diff":3190},{"filename":"route-CalcoloNumerico.chunk.ac980.js","previous":0,"size":3572,"diff":3572},{"filename":"route-Fisica.chunk.5dce1.js","previous":0,"size":11823,"diff":11823},{"filename":"route-Home.chunk.a0405.js","previous":0,"size":1786,"diff":1786},{"filename":"route-MingwInstall.chunk.60ba6.js","previous":0,"size":1525,"diff":1525},{"filename":"route-NetLogo.chunk.3fc3a.js","previous":0,"size":1741,"diff":1741},{"filename":"route-OttimizzazioneLineare.chunk.abf33.js","previous":0,"size":8315,"diff":8315},{"filename":"route-Statistica.chunk.dbf21.js","previous":0,"size":17697,"diff":17697},{"filename":"route-VlDiGeometria.chunk.61eb3.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1593443025170,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373363,"size":373640,"diff":277},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":6210,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2940,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1796,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15351,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.85659.css","previous":2240,"size":2240,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":28915,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":8369,"diff":0},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":3564,"diff":0},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":11824,"diff":0},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":1793,"diff":0},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":6733,"diff":0},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":17696,"diff":0},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.210dd.js","previous":373519,"size":0,"diff":-373519},{"filename":"polyfills.9560f.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.19b6d.js","previous":0,"size":373791,"diff":373791},{"filename":"polyfills.e17be.js","previous":0,"size":2090,"diff":2090}]},{"timestamp":1593442579085,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373363,"size":373363,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":6210,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2940,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1796,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15351,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.85659.css","previous":2240,"size":2240,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":28915,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":8369,"diff":0},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":3564,"diff":0},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":11824,"diff":0},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":1793,"diff":0},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":6733,"diff":0},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":17696,"diff":0},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.a421b.js","previous":373530,"size":0,"diff":-373530},{"filename":"polyfills.a35a2.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.210dd.js","previous":0,"size":373519,"diff":373519},{"filename":"polyfills.9560f.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1593438716874,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":373365,"size":373363,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":6210,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2940,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1796,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15351,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.85659.css","previous":2240,"size":2240,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":28915,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":8369,"diff":0},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":3564,"diff":0},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":11824,"diff":0},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":1793,"diff":0},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":6733,"diff":0},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":17696,"diff":0},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.d417a.js","previous":373533,"size":0,"diff":-373533},{"filename":"polyfills.144f9.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.a421b.js","previous":0,"size":373530,"diff":373530},{"filename":"polyfills.a35a2.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1593438300298,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372712,"size":373365,"diff":653},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":6210,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2940,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1796,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15351,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.85659.css","previous":2240,"size":2240,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":28915,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":8369,"diff":0},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":3564,"diff":0},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":11824,"diff":0},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":1793,"diff":0},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":6733,"diff":0},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":17696,"diff":0},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.fbe03.js","previous":372916,"size":0,"diff":-372916},{"filename":"polyfills.dd53b.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.d417a.js","previous":0,"size":373533,"diff":373533},{"filename":"polyfills.144f9.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1593437386082,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":372711,"size":372712,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6210,"size":6210,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2940,"size":2940,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10730,"size":10730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":1796,"size":1796,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1528,"size":1528,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15351,"size":15351,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.85659.css","previous":2240,"size":2240,"diff":0},{"filename":"bundle.5f8b2.js","previous":372915,"size":0,"diff":-372915},{"filename":"polyfills.f5781.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":28915,"size":28915,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":8369,"size":8369,"diff":0},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":3190,"size":3190,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":3564,"size":3564,"diff":0},{"filename":"route-Fisica.chunk.9f1d6.js","previous":11824,"size":11824,"diff":0},{"filename":"route-Home.chunk.91520.js","previous":1793,"size":1793,"diff":0},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":1525,"size":1525,"diff":0},{"filename":"route-NetLogo.chunk.814dd.js","previous":1743,"size":1743,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":6733,"size":6733,"diff":0},{"filename":"route-Statistica.chunk.1e0e7.js","previous":17696,"size":17696,"diff":0},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":1450,"size":1450,"diff":0},{"filename":"bundle.fbe03.js","previous":0,"size":372916,"diff":372916},{"filename":"polyfills.dd53b.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1593363893344,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":352738,"size":372711,"diff":19973},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":6209,"size":6210,"diff":1},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":28887,"size":28887,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8113,"size":8113,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":2944,"size":2940,"diff":-4},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":3316,"size":3316,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":10731,"size":10730,"diff":-1},{"filename":"route-Home.chunk.*****.esm.js","previous":13447,"size":1796,"diff":-11651},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1529,"size":1528,"diff":-1},{"filename":"route-Statistica.chunk.*****.esm.js","previous":15325,"size":15351,"diff":26},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1418,"size":1418,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1686,"size":1686,"diff":0},{"filename":"bundle.fc548.css","previous":1414,"size":0,"diff":-1414},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":374,"size":374,"diff":0},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-Fisica.chunk.5fecb.css","previous":214,"size":214,"diff":0},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":310,"size":310,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":420,"size":420,"diff":0},{"filename":"route-Statistica.chunk.5f938.css","previous":427,"size":427,"diff":0},{"filename":"bundle.0c6de.js","previous":352879,"size":0,"diff":-352879},{"filename":"polyfills.5185b.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.ac53b.js","previous":28915,"size":0,"diff":-28915},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.095f1.js","previous":8371,"size":0,"diff":-8371},{"filename":"route-BasiDiDati.chunk.f0641.js","previous":3194,"size":0,"diff":-3194},{"filename":"route-CalcoloNumerico.chunk.23083.js","previous":3565,"size":0,"diff":-3565},{"filename":"route-Fisica.chunk.7ced6.js","previous":11824,"size":0,"diff":-11824},{"filename":"route-Home.chunk.964ac.js","previous":13492,"size":0,"diff":-13492},{"filename":"route-MingwInstall.chunk.ff67c.js","previous":1526,"size":0,"diff":-1526},{"filename":"route-NetLogo.chunk.82609.js","previous":1744,"size":0,"diff":-1744},{"filename":"route-OttimizzazioneLineare.chunk.2c6f8.js","previous":6732,"size":0,"diff":-6732},{"filename":"route-Statistica.chunk.3f5ba.js","previous":17655,"size":0,"diff":-17655},{"filename":"route-VlDiGeometria.chunk.66746.js","previous":1450,"size":0,"diff":-1450},{"filename":"bundle.85659.css","previous":0,"size":2240,"diff":2240},{"filename":"bundle.5f8b2.js","previous":0,"size":372915,"diff":372915},{"filename":"polyfills.f5781.js","previous":0,"size":2091,"diff":2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.d3647.js","previous":0,"size":28915,"diff":28915},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ee11f.js","previous":0,"size":8369,"diff":8369},{"filename":"route-BasiDiDati.chunk.ab824.js","previous":0,"size":3190,"diff":3190},{"filename":"route-CalcoloNumerico.chunk.7331a.js","previous":0,"size":3564,"diff":3564},{"filename":"route-Fisica.chunk.9f1d6.js","previous":0,"size":11824,"diff":11824},{"filename":"route-Home.chunk.91520.js","previous":0,"size":1793,"diff":1793},{"filename":"route-MingwInstall.chunk.b0aed.js","previous":0,"size":1525,"diff":1525},{"filename":"route-NetLogo.chunk.814dd.js","previous":0,"size":1743,"diff":1743},{"filename":"route-OttimizzazioneLineare.chunk.0bb98.js","previous":0,"size":6733,"diff":6733},{"filename":"route-Statistica.chunk.1e0e7.js","previous":0,"size":17696,"diff":17696},{"filename":"route-VlDiGeometria.chunk.9d1c7.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1592502385882,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":32077,"size":352738,"diff":320661},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2089,"diff":-2},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8922,"size":6209,"diff":-2713},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":25085,"size":0,"diff":-25085},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31306,"size":28887,"diff":-2419},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":10847,"size":8113,"diff":-2734},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5546,"size":2944,"diff":-2602},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5835,"size":3316,"diff":-2519},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12730,"size":10731,"diff":-1999},{"filename":"route-Home.chunk.*****.esm.js","previous":17825,"size":13447,"diff":-4378},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":2011,"size":1529,"diff":-482},{"filename":"route-Statistica.chunk.*****.esm.js","previous":17209,"size":15325,"diff":-1884},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1418,"diff":-5},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293937,"size":1686,"diff":-292251},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":0,"diff":-1455},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4491b.css","previous":526,"size":0,"diff":-526},{"filename":"bundle.ada58.css","previous":858,"size":0,"diff":-858},{"filename":"route-AlgoritmiEStruttureDati.chunk.47fcb.css","previous":194,"size":0,"diff":-194},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b1d4e.css","previous":1304,"size":0,"diff":-1304},{"filename":"route-BasiDiDati.chunk.ad0db.css","previous":1177,"size":0,"diff":-1177},{"filename":"route-CalcoloNumerico.chunk.7cd41.css","previous":1188,"size":0,"diff":-1188},{"filename":"route-Fisica.chunk.53df9.css","previous":860,"size":0,"diff":-860},{"filename":"route-Home.chunk.c578b.css","previous":654,"size":0,"diff":-654},{"filename":"route-MingwInstall.chunk.ca122.css","previous":414,"size":0,"diff":-414},{"filename":"route-NetLogo.chunk.a76e0.css","previous":724,"size":0,"diff":-724},{"filename":"route-OttimizzazioneLineare.chunk.2747e.css","previous":1356,"size":0,"diff":-1356},{"filename":"route-Statistica.chunk.1abdd.css","previous":934,"size":0,"diff":-934},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.f2d9a.js","previous":25083,"size":0,"diff":-25083},{"filename":"route-AlgoritmiEStruttureDati.chunk.c5c9a.js","previous":31323,"size":0,"diff":-31323},{"filename":"route-BasiDiDati.chunk.e38b0.js","previous":5939,"size":0,"diff":-5939},{"filename":"route-CalcoloNumerico.chunk.8f2ac.js","previous":6147,"size":0,"diff":-6147},{"filename":"route-Fisica.chunk.579e0.js","previous":13820,"size":0,"diff":-13820},{"filename":"route-Home.chunk.cc37e.js","previous":17846,"size":0,"diff":-17846},{"filename":"route-MingwInstall.chunk.b868e.js","previous":2074,"size":0,"diff":-2074},{"filename":"route-OttimizzazioneLineare.chunk.5567c.js","previous":9551,"size":0,"diff":-9551},{"filename":"route-Statistica.chunk.91742.js","previous":19615,"size":0,"diff":-19615},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.08fa6.js","previous":11188,"size":0,"diff":-11188},{"filename":"route-NetLogo.chunk.398de.js","previous":294024,"size":0,"diff":-294024},{"filename":"bundle.f038a.js","previous":32099,"size":0,"diff":-32099},{"filename":"polyfills.62fb5.js","previous":2093,"size":0,"diff":-2093},{"filename":"bundle.fc548.css","previous":0,"size":1414,"diff":1414},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2f54d.css","previous":0,"size":374,"diff":374},{"filename":"route-BasiDiDati.chunk.eb1b5.css","previous":0,"size":310,"diff":310},{"filename":"route-CalcoloNumerico.chunk.eb1b5.css","previous":0,"size":310,"diff":310},{"filename":"route-Fisica.chunk.5fecb.css","previous":0,"size":214,"diff":214},{"filename":"route-NetLogo.chunk.eb1b5.css","previous":0,"size":310,"diff":310},{"filename":"route-OttimizzazioneLineare.chunk.67862.css","previous":0,"size":420,"diff":420},{"filename":"route-Statistica.chunk.5f938.css","previous":0,"size":427,"diff":427},{"filename":"bundle.0c6de.js","previous":0,"size":352879,"diff":352879},{"filename":"polyfills.5185b.js","previous":0,"size":2091,"diff":2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.ac53b.js","previous":0,"size":28915,"diff":28915},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.095f1.js","previous":0,"size":8371,"diff":8371},{"filename":"route-BasiDiDati.chunk.f0641.js","previous":0,"size":3194,"diff":3194},{"filename":"route-CalcoloNumerico.chunk.23083.js","previous":0,"size":3565,"diff":3565},{"filename":"route-Fisica.chunk.7ced6.js","previous":0,"size":11824,"diff":11824},{"filename":"route-Home.chunk.964ac.js","previous":0,"size":13492,"diff":13492},{"filename":"route-MingwInstall.chunk.ff67c.js","previous":0,"size":1526,"diff":1526},{"filename":"route-NetLogo.chunk.82609.js","previous":0,"size":1744,"diff":1744},{"filename":"route-OttimizzazioneLineare.chunk.2c6f8.js","previous":0,"size":6732,"diff":6732},{"filename":"route-Statistica.chunk.3f5ba.js","previous":0,"size":17655,"diff":17655},{"filename":"route-VlDiGeometria.chunk.66746.js","previous":0,"size":1450,"diff":1450}]},{"timestamp":1592409542794,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":32075,"size":32077,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8922,"size":8922,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":25085,"size":25085,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31306,"size":31306,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":10847,"size":10847,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5546,"size":5546,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5835,"size":5835,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12730,"size":12730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17825,"size":17825,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":17209,"size":17209,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293937,"size":293937,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4491b.css","previous":526,"size":526,"diff":0},{"filename":"bundle.ada58.css","previous":858,"size":858,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.47fcb.css","previous":194,"size":194,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b1d4e.css","previous":1304,"size":1304,"diff":0},{"filename":"route-BasiDiDati.chunk.ad0db.css","previous":1177,"size":1177,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7cd41.css","previous":1188,"size":1188,"diff":0},{"filename":"route-Fisica.chunk.53df9.css","previous":860,"size":860,"diff":0},{"filename":"route-Home.chunk.c578b.css","previous":654,"size":654,"diff":0},{"filename":"route-MingwInstall.chunk.ca122.css","previous":414,"size":414,"diff":0},{"filename":"route-NetLogo.chunk.a76e0.css","previous":724,"size":724,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.2747e.css","previous":1356,"size":1356,"diff":0},{"filename":"route-Statistica.chunk.1abdd.css","previous":934,"size":934,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.f2d9a.js","previous":25083,"size":25083,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.c5c9a.js","previous":31323,"size":31323,"diff":0},{"filename":"route-BasiDiDati.chunk.e38b0.js","previous":5939,"size":5939,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f2ac.js","previous":6147,"size":6147,"diff":0},{"filename":"route-Fisica.chunk.579e0.js","previous":13820,"size":13820,"diff":0},{"filename":"route-Home.chunk.cc37e.js","previous":17846,"size":17846,"diff":0},{"filename":"route-MingwInstall.chunk.b868e.js","previous":2074,"size":2074,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.5567c.js","previous":9551,"size":9551,"diff":0},{"filename":"route-Statistica.chunk.91742.js","previous":19615,"size":19615,"diff":0},{"filename":"polyfills.d7884.js","previous":2093,"size":0,"diff":-2093},{"filename":"bundle.50bc5.js","previous":32098,"size":0,"diff":-32098},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.08fa6.js","previous":11188,"size":11188,"diff":0},{"filename":"route-NetLogo.chunk.398de.js","previous":294024,"size":294024,"diff":0},{"filename":"bundle.f038a.js","previous":0,"size":32099,"diff":32099},{"filename":"polyfills.62fb5.js","previous":0,"size":2093,"diff":2093}]},{"timestamp":1592408673415,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":32079,"size":32075,"diff":-4},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8922,"size":8922,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":25085,"size":25085,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31306,"size":31306,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":10718,"size":10847,"diff":129},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5546,"size":5546,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5835,"size":5835,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12730,"size":12730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17825,"size":17825,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":17209,"size":17209,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293983,"size":293937,"diff":-46},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4491b.css","previous":526,"size":526,"diff":0},{"filename":"bundle.ada58.css","previous":858,"size":858,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.47fcb.css","previous":194,"size":194,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b1d4e.css","previous":1304,"size":1304,"diff":0},{"filename":"route-BasiDiDati.chunk.ad0db.css","previous":1177,"size":1177,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7cd41.css","previous":1188,"size":1188,"diff":0},{"filename":"route-Fisica.chunk.53df9.css","previous":860,"size":860,"diff":0},{"filename":"route-Home.chunk.c578b.css","previous":654,"size":654,"diff":0},{"filename":"route-MingwInstall.chunk.ca122.css","previous":414,"size":414,"diff":0},{"filename":"route-NetLogo.chunk.a76e0.css","previous":724,"size":724,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.2747e.css","previous":1356,"size":1356,"diff":0},{"filename":"route-Statistica.chunk.1abdd.css","previous":934,"size":934,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.f2d9a.js","previous":25083,"size":25083,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.c5c9a.js","previous":31323,"size":31323,"diff":0},{"filename":"route-BasiDiDati.chunk.e38b0.js","previous":5939,"size":5939,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f2ac.js","previous":6147,"size":6147,"diff":0},{"filename":"route-Fisica.chunk.579e0.js","previous":13820,"size":13820,"diff":0},{"filename":"route-Home.chunk.cc37e.js","previous":17846,"size":17846,"diff":0},{"filename":"route-MingwInstall.chunk.b868e.js","previous":2074,"size":2074,"diff":0},{"filename":"route-NetLogo.chunk.43a58.js","previous":294075,"size":0,"diff":-294075},{"filename":"route-OttimizzazioneLineare.chunk.5567c.js","previous":9551,"size":9551,"diff":0},{"filename":"route-Statistica.chunk.91742.js","previous":19615,"size":19615,"diff":0},{"filename":"bundle.1df6c.js","previous":32099,"size":0,"diff":-32099},{"filename":"polyfills.d7884.js","previous":2093,"size":2093,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.48ccc.js","previous":11053,"size":0,"diff":-11053},{"filename":"bundle.50bc5.js","previous":0,"size":32098,"diff":32098},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.08fa6.js","previous":0,"size":11188,"diff":11188},{"filename":"route-NetLogo.chunk.398de.js","previous":0,"size":294024,"diff":294024}]},{"timestamp":1592350149337,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":32077,"size":32079,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8922,"size":8922,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":25085,"size":25085,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31306,"size":31306,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":10529,"size":10718,"diff":189},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5546,"size":5546,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5835,"size":5835,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12730,"size":12730,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17825,"size":17825,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":17209,"size":17209,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293983,"size":293983,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4491b.css","previous":526,"size":526,"diff":0},{"filename":"bundle.ada58.css","previous":858,"size":858,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.47fcb.css","previous":194,"size":194,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b1d4e.css","previous":1304,"size":1304,"diff":0},{"filename":"route-BasiDiDati.chunk.ad0db.css","previous":1177,"size":1177,"diff":0},{"filename":"route-CalcoloNumerico.chunk.7cd41.css","previous":1188,"size":1188,"diff":0},{"filename":"route-Fisica.chunk.53df9.css","previous":860,"size":860,"diff":0},{"filename":"route-Home.chunk.c578b.css","previous":654,"size":654,"diff":0},{"filename":"route-MingwInstall.chunk.ca122.css","previous":414,"size":414,"diff":0},{"filename":"route-NetLogo.chunk.a76e0.css","previous":724,"size":724,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.2747e.css","previous":1356,"size":1356,"diff":0},{"filename":"route-Statistica.chunk.1abdd.css","previous":934,"size":934,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.f2d9a.js","previous":25083,"size":25083,"diff":0},{"filename":"bundle.425d0.js","previous":32098,"size":0,"diff":-32098},{"filename":"polyfills.821ab.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-AlgoritmiEStruttureDati.chunk.c5c9a.js","previous":31323,"size":31323,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.a7b98.js","previous":10824,"size":0,"diff":-10824},{"filename":"route-BasiDiDati.chunk.e38b0.js","previous":5939,"size":5939,"diff":0},{"filename":"route-CalcoloNumerico.chunk.8f2ac.js","previous":6147,"size":6147,"diff":0},{"filename":"route-Fisica.chunk.579e0.js","previous":13820,"size":13820,"diff":0},{"filename":"route-Home.chunk.cc37e.js","previous":17846,"size":17846,"diff":0},{"filename":"route-MingwInstall.chunk.b868e.js","previous":2074,"size":2074,"diff":0},{"filename":"route-NetLogo.chunk.43a58.js","previous":294075,"size":294075,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.5567c.js","previous":9551,"size":9551,"diff":0},{"filename":"route-Statistica.chunk.91742.js","previous":19615,"size":19615,"diff":0},{"filename":"bundle.1df6c.js","previous":0,"size":32099,"diff":32099},{"filename":"polyfills.d7884.js","previous":0,"size":2093,"diff":2093},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.48ccc.js","previous":0,"size":11053,"diff":11053}]},{"timestamp":1592337779257,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31975,"size":32077,"diff":102},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8546,"size":8922,"diff":376},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":25085,"diff":147},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31197,"size":31306,"diff":109},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":9064,"size":10529,"diff":1465},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5268,"size":5546,"diff":278},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5835,"diff":288},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":0,"diff":-573},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12730,"diff":279},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":0,"diff":-502},{"filename":"route-Home.chunk.*****.esm.js","previous":17644,"size":17825,"diff":181},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":0,"diff":-355},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":2011,"diff":44},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":0,"diff":-649},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16869,"size":17209,"diff":340},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":0,"diff":-427},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293741,"size":293983,"diff":242},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":0,"diff":-24941},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":88,"size":0,"diff":-88},{"filename":"route-NetLogo.chunk.282b5.css","previous":573,"size":0,"diff":-573},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":31214,"size":0,"diff":-31214},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":0,"diff":-13539},{"filename":"route-Home.chunk.e5f0e.js","previous":17668,"size":0,"diff":-17668},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":0,"diff":-2028},{"filename":"route-NetLogo.chunk.e0820.js","previous":293844,"size":0,"diff":-293844},{"filename":"route-Statistica.chunk.d9d85.js","previous":19264,"size":0,"diff":-19264},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-BasiDiDati.chunk.2e824.css","previous":889,"size":0,"diff":-889},{"filename":"route-CalcoloNumerico.chunk.65e35.css","previous":905,"size":0,"diff":-905},{"filename":"route-OttimizzazioneLineare.chunk.2ae9f.css","previous":990,"size":0,"diff":-990},{"filename":"route-BasiDiDati.chunk.4f988.js","previous":5662,"size":0,"diff":-5662},{"filename":"route-CalcoloNumerico.chunk.5b6cf.js","previous":5861,"size":0,"diff":-5861},{"filename":"route-OttimizzazioneLineare.chunk.60a71.js","previous":9168,"size":0,"diff":-9168},{"filename":"bundle.dd130.css","previous":731,"size":0,"diff":-731},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ab3d3.css","previous":935,"size":0,"diff":-935},{"filename":"bundle.b3b87.js","previous":32005,"size":0,"diff":-32005},{"filename":"polyfills.cceb9.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ba9f7.js","previous":9344,"size":0,"diff":-9344},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4491b.css","previous":0,"size":526,"diff":526},{"filename":"bundle.ada58.css","previous":0,"size":858,"diff":858},{"filename":"route-AlgoritmiEStruttureDati.chunk.47fcb.css","previous":0,"size":194,"diff":194},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b1d4e.css","previous":0,"size":1304,"diff":1304},{"filename":"route-BasiDiDati.chunk.ad0db.css","previous":0,"size":1177,"diff":1177},{"filename":"route-CalcoloNumerico.chunk.7cd41.css","previous":0,"size":1188,"diff":1188},{"filename":"route-Fisica.chunk.53df9.css","previous":0,"size":860,"diff":860},{"filename":"route-Home.chunk.c578b.css","previous":0,"size":654,"diff":654},{"filename":"route-MingwInstall.chunk.ca122.css","previous":0,"size":414,"diff":414},{"filename":"route-NetLogo.chunk.a76e0.css","previous":0,"size":724,"diff":724},{"filename":"route-OttimizzazioneLineare.chunk.2747e.css","previous":0,"size":1356,"diff":1356},{"filename":"route-Statistica.chunk.1abdd.css","previous":0,"size":934,"diff":934},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.f2d9a.js","previous":0,"size":25083,"diff":25083},{"filename":"bundle.425d0.js","previous":0,"size":32098,"diff":32098},{"filename":"polyfills.821ab.js","previous":0,"size":2092,"diff":2092},{"filename":"route-AlgoritmiEStruttureDati.chunk.c5c9a.js","previous":0,"size":31323,"diff":31323},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.a7b98.js","previous":0,"size":10824,"diff":10824},{"filename":"route-BasiDiDati.chunk.e38b0.js","previous":0,"size":5939,"diff":5939},{"filename":"route-CalcoloNumerico.chunk.8f2ac.js","previous":0,"size":6147,"diff":6147},{"filename":"route-Fisica.chunk.579e0.js","previous":0,"size":13820,"diff":13820},{"filename":"route-Home.chunk.cc37e.js","previous":0,"size":17846,"diff":17846},{"filename":"route-MingwInstall.chunk.b868e.js","previous":0,"size":2074,"diff":2074},{"filename":"route-NetLogo.chunk.43a58.js","previous":0,"size":294075,"diff":294075},{"filename":"route-OttimizzazioneLineare.chunk.5567c.js","previous":0,"size":9551,"diff":9551},{"filename":"route-Statistica.chunk.91742.js","previous":0,"size":19615,"diff":19615}]},{"timestamp":1592270587327,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31975,"size":31975,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8546,"size":8546,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":0,"diff":-726},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31197,"size":31197,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8454,"size":9064,"diff":610},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5268,"size":5268,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5547,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17644,"size":17644,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16869,"size":16869,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293741,"size":293741,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":88,"size":88,"diff":0},{"filename":"route-NetLogo.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":31214,"size":31214,"diff":0},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":13539,"diff":0},{"filename":"route-Home.chunk.e5f0e.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-NetLogo.chunk.e0820.js","previous":293844,"size":293844,"diff":0},{"filename":"route-Statistica.chunk.d9d85.js","previous":19264,"size":19264,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.77832.css","previous":926,"size":0,"diff":-926},{"filename":"route-BasiDiDati.chunk.2e824.css","previous":889,"size":889,"diff":0},{"filename":"route-CalcoloNumerico.chunk.65e35.css","previous":905,"size":905,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.2ae9f.css","previous":990,"size":990,"diff":0},{"filename":"route-BasiDiDati.chunk.4f988.js","previous":5662,"size":5662,"diff":0},{"filename":"route-CalcoloNumerico.chunk.5b6cf.js","previous":5861,"size":5861,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.60a71.js","previous":9168,"size":9168,"diff":0},{"filename":"bundle.31a3a.js","previous":32005,"size":0,"diff":-32005},{"filename":"polyfills.f9ea8.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ff515.js","previous":8692,"size":0,"diff":-8692},{"filename":"bundle.dd130.css","previous":0,"size":731,"diff":731},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ab3d3.css","previous":0,"size":935,"diff":935},{"filename":"bundle.b3b87.js","previous":0,"size":32005,"diff":32005},{"filename":"polyfills.cceb9.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ba9f7.js","previous":0,"size":9344,"diff":9344}]},{"timestamp":1592239659680,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31971,"size":31975,"diff":4},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8546,"size":8546,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31197,"size":31197,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8068,"size":8454,"diff":386},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":5268,"size":5268,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5547,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17644,"size":17644,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16869,"size":16869,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293741,"size":293741,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":88,"size":88,"diff":0},{"filename":"route-NetLogo.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":31214,"size":31214,"diff":0},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":13539,"diff":0},{"filename":"route-Home.chunk.e5f0e.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-NetLogo.chunk.e0820.js","previous":293844,"size":293844,"diff":0},{"filename":"route-Statistica.chunk.d9d85.js","previous":19264,"size":19264,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.77832.css","previous":926,"size":926,"diff":0},{"filename":"route-BasiDiDati.chunk.2e824.css","previous":889,"size":889,"diff":0},{"filename":"route-CalcoloNumerico.chunk.65e35.css","previous":905,"size":905,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.2ae9f.css","previous":990,"size":990,"diff":0},{"filename":"bundle.9f3db.js","previous":32005,"size":0,"diff":-32005},{"filename":"polyfills.d1990.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ab15b.js","previous":8272,"size":0,"diff":-8272},{"filename":"route-BasiDiDati.chunk.4f988.js","previous":5662,"size":5662,"diff":0},{"filename":"route-CalcoloNumerico.chunk.5b6cf.js","previous":5861,"size":5861,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.60a71.js","previous":9168,"size":9168,"diff":0},{"filename":"bundle.31a3a.js","previous":0,"size":32005,"diff":32005},{"filename":"polyfills.f9ea8.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ff515.js","previous":0,"size":8692,"diff":8692}]},{"timestamp":1592153763575,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31974,"size":31971,"diff":-3},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8549,"size":8546,"diff":-3},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31197,"size":31197,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":8067,"size":8068,"diff":1},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":0,"diff":-700},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1943,"size":5268,"diff":3325},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":0,"diff":-888},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5546,"size":5547,"diff":1},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17644,"size":17644,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":0,"diff":-971},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16869,"size":16869,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293741,"size":293741,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":88,"size":88,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b2468.css","previous":907,"size":0,"diff":-907},{"filename":"route-NetLogo.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":31214,"size":31214,"diff":0},{"filename":"route-BasiDiDati.chunk.48ff2.js","previous":2046,"size":0,"diff":-2046},{"filename":"route-CalcoloNumerico.chunk.9d0a2.js","previous":5863,"size":0,"diff":-5863},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":13539,"diff":0},{"filename":"route-Home.chunk.e5f0e.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-NetLogo.chunk.e0820.js","previous":293844,"size":293844,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.60b21.js","previous":9168,"size":0,"diff":-9168},{"filename":"route-Statistica.chunk.d9d85.js","previous":19264,"size":19264,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.2ef69.js","previous":32003,"size":0,"diff":-32003},{"filename":"polyfills.b70a1.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b52e7.js","previous":8273,"size":0,"diff":-8273},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.77832.css","previous":0,"size":926,"diff":926},{"filename":"route-BasiDiDati.chunk.2e824.css","previous":0,"size":889,"diff":889},{"filename":"route-CalcoloNumerico.chunk.65e35.css","previous":0,"size":905,"diff":905},{"filename":"route-OttimizzazioneLineare.chunk.2ae9f.css","previous":0,"size":990,"diff":990},{"filename":"bundle.9f3db.js","previous":0,"size":32005,"diff":32005},{"filename":"polyfills.d1990.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.ab15b.js","previous":0,"size":8272,"diff":8272},{"filename":"route-BasiDiDati.chunk.4f988.js","previous":0,"size":5662,"diff":5662},{"filename":"route-CalcoloNumerico.chunk.5b6cf.js","previous":0,"size":5861,"diff":5861},{"filename":"route-OttimizzazioneLineare.chunk.60a71.js","previous":0,"size":9168,"diff":9168}]},{"timestamp":1591982344342,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31972,"size":31974,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8549,"size":8549,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":31197,"size":31197,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":7797,"size":8067,"diff":270},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1943,"size":1943,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5546,"size":5546,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17644,"size":17644,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16869,"size":16869,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":293741,"size":293741,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":88,"size":88,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b2468.css","previous":907,"size":907,"diff":0},{"filename":"route-NetLogo.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"bundle.49259.js","previous":32004,"size":0,"diff":-32004},{"filename":"polyfills.98048.js","previous":2093,"size":0,"diff":-2093},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":31214,"size":31214,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.59fc1.js","previous":7984,"size":0,"diff":-7984},{"filename":"route-BasiDiDati.chunk.48ff2.js","previous":2046,"size":2046,"diff":0},{"filename":"route-CalcoloNumerico.chunk.9d0a2.js","previous":5863,"size":5863,"diff":0},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":13539,"diff":0},{"filename":"route-Home.chunk.e5f0e.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-NetLogo.chunk.e0820.js","previous":293844,"size":293844,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.60b21.js","previous":9168,"size":9168,"diff":0},{"filename":"route-Statistica.chunk.d9d85.js","previous":19264,"size":19264,"diff":0},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.2ef69.js","previous":0,"size":32003,"diff":32003},{"filename":"polyfills.b70a1.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b52e7.js","previous":0,"size":8273,"diff":8273}]},{"timestamp":1591893334475,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31991,"size":31972,"diff":-19},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8547,"size":8549,"diff":2},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29775,"size":31197,"diff":1422},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":4275,"size":7797,"diff":3522},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1870,"size":1943,"diff":73},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5546,"diff":-1},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17646,"size":17644,"diff":-2},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16870,"size":16869,"diff":-1},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.dfc01.css","previous":573,"size":0,"diff":-573},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.*****.esm.js","previous":292404,"size":0,"diff":-292404},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1577,"size":293741,"diff":292164},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.5e6b9.js","previous":292467,"size":0,"diff":-292467},{"filename":"route-AlgoritmiEStruttureDati.chunk.65c03.js","previous":29794,"size":0,"diff":-29794},{"filename":"route-BasiDiDati.chunk.46e52.js","previous":1968,"size":0,"diff":-1968},{"filename":"route-CalcoloNumerico.chunk.51f3f.js","previous":5861,"size":0,"diff":-5861},{"filename":"route-Fisica.chunk.09542.js","previous":13540,"size":0,"diff":-13540},{"filename":"route-Home.chunk.8f69b.js","previous":17668,"size":0,"diff":-17668},{"filename":"route-MingwInstall.chunk.09674.js","previous":2030,"size":0,"diff":-2030},{"filename":"route-NetLogo.chunk.68448.js","previous":1630,"size":0,"diff":-1630},{"filename":"route-OttimizzazioneLineare.chunk.a2100.js","previous":9168,"size":0,"diff":-9168},{"filename":"route-Statistica.chunk.6c374.js","previous":19262,"size":0,"diff":-19262},{"filename":"route-VlDiGeometria.chunk.35555.js","previous":1454,"size":0,"diff":-1454},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dd2a.css","previous":392,"size":0,"diff":-392},{"filename":"bundle.f5a79.js","previous":32016,"size":0,"diff":-32016},{"filename":"polyfills.8a537.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.23a10.js","previous":4349,"size":0,"diff":-4349},{"filename":"route-AlgoritmiEStruttureDati.chunk.2f7f3.css","previous":0,"size":88,"diff":88},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.b2468.css","previous":0,"size":907,"diff":907},{"filename":"route-NetLogo.chunk.282b5.css","previous":0,"size":573,"diff":573},{"filename":"bundle.49259.js","previous":0,"size":32004,"diff":32004},{"filename":"polyfills.98048.js","previous":0,"size":2093,"diff":2093},{"filename":"route-AlgoritmiEStruttureDati.chunk.7aed5.js","previous":0,"size":31214,"diff":31214},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.59fc1.js","previous":0,"size":7984,"diff":7984},{"filename":"route-BasiDiDati.chunk.48ff2.js","previous":0,"size":2046,"diff":2046},{"filename":"route-CalcoloNumerico.chunk.9d0a2.js","previous":0,"size":5863,"diff":5863},{"filename":"route-Fisica.chunk.e9b30.js","previous":0,"size":13539,"diff":13539},{"filename":"route-Home.chunk.e5f0e.js","previous":0,"size":17668,"diff":17668},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":0,"size":2028,"diff":2028},{"filename":"route-NetLogo.chunk.e0820.js","previous":0,"size":293844,"diff":293844},{"filename":"route-OttimizzazioneLineare.chunk.60b21.js","previous":0,"size":9168,"diff":9168},{"filename":"route-Statistica.chunk.d9d85.js","previous":0,"size":19264,"diff":19264},{"filename":"route-VlDiGeometria.chunk.625d5.js","previous":0,"size":1455,"diff":1455}]},{"timestamp":1591801855445,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31993,"size":31991,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8547,"size":8547,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29775,"size":29775,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":3462,"size":4275,"diff":813},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1870,"size":1870,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5547,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17646,"size":17646,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16870,"size":16870,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.dfc01.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.*****.esm.js","previous":292404,"size":292404,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.48995.css","previous":349,"size":0,"diff":-349},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1577,"size":1577,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.5e6b9.js","previous":292467,"size":292467,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.65c03.js","previous":29794,"size":29794,"diff":0},{"filename":"route-BasiDiDati.chunk.46e52.js","previous":1968,"size":1968,"diff":0},{"filename":"route-CalcoloNumerico.chunk.51f3f.js","previous":5861,"size":5861,"diff":0},{"filename":"route-Fisica.chunk.09542.js","previous":13540,"size":13540,"diff":0},{"filename":"route-Home.chunk.8f69b.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.09674.js","previous":2030,"size":2030,"diff":0},{"filename":"route-NetLogo.chunk.68448.js","previous":1630,"size":1630,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a2100.js","previous":9168,"size":9168,"diff":0},{"filename":"route-Statistica.chunk.6c374.js","previous":19262,"size":19262,"diff":0},{"filename":"route-VlDiGeometria.chunk.35555.js","previous":1454,"size":1454,"diff":0},{"filename":"bundle.388f9.js","previous":32018,"size":0,"diff":-32018},{"filename":"polyfills.69383.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.051da.js","previous":3540,"size":0,"diff":-3540},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.2dd2a.css","previous":0,"size":392,"diff":392},{"filename":"bundle.f5a79.js","previous":0,"size":32016,"diff":32016},{"filename":"polyfills.8a537.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.23a10.js","previous":0,"size":4349,"diff":4349}]},{"timestamp":1591781288233,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31995,"size":31993,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8547,"size":8547,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29775,"size":29775,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":2531,"size":3462,"diff":931},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1870,"size":1870,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5547,"size":5547,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17646,"size":17646,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16870,"size":16870,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":427,"size":427,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.dfc01.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.*****.esm.js","previous":292404,"size":292404,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.48995.css","previous":349,"size":349,"diff":0},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":1577,"size":1577,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":24941,"size":24941,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.5e6b9.js","previous":292467,"size":292467,"diff":0},{"filename":"bundle.45400.js","previous":32019,"size":0,"diff":-32019},{"filename":"polyfills.7ef81.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.65c03.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.e2598.js","previous":2608,"size":0,"diff":-2608},{"filename":"route-BasiDiDati.chunk.46e52.js","previous":1968,"size":1968,"diff":0},{"filename":"route-CalcoloNumerico.chunk.51f3f.js","previous":5861,"size":5861,"diff":0},{"filename":"route-Fisica.chunk.09542.js","previous":13540,"size":13540,"diff":0},{"filename":"route-Home.chunk.8f69b.js","previous":17668,"size":17668,"diff":0},{"filename":"route-MingwInstall.chunk.09674.js","previous":2030,"size":2030,"diff":0},{"filename":"route-NetLogo.chunk.68448.js","previous":1630,"size":1630,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.a2100.js","previous":9168,"size":9168,"diff":0},{"filename":"route-Statistica.chunk.6c374.js","previous":19262,"size":19262,"diff":0},{"filename":"route-VlDiGeometria.chunk.35555.js","previous":1454,"size":1454,"diff":0},{"filename":"bundle.388f9.js","previous":0,"size":32018,"diff":32018},{"filename":"polyfills.69383.js","previous":0,"size":2092,"diff":2092},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.051da.js","previous":0,"size":3540,"diff":3540}]},{"timestamp":1591719584036,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31912,"size":31995,"diff":83},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8419,"size":8547,"diff":128},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":0,"diff":-427},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24938,"diff":2},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29775,"diff":1},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":0,"diff":-573},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":2531,"diff":-291409},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1870,"diff":103},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5460,"size":5547,"diff":87},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17646,"diff":64},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16870,"size":16870,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":0,"diff":-24938},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":0,"diff":-29794},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":0,"diff":-294017},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":0,"diff":-1867},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":0,"diff":-17603},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":0,"diff":-2028},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":0,"diff":-1455},{"filename":"route-CalcoloNumerico.chunk.3644c.js","previous":5779,"size":0,"diff":-5779},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":0,"diff":-13539},{"filename":"route-OttimizzazioneLineare.chunk.b3b17.js","previous":9040,"size":0,"diff":-9040},{"filename":"route-Statistica.chunk.94f25.js","previous":19264,"size":0,"diff":-19264},{"filename":"bundle.6b729.js","previous":31956,"size":0,"diff":-31956},{"filename":"polyfills.f78ad.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.4c34a.css","previous":0,"size":427,"diff":427},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.dfc01.css","previous":0,"size":573,"diff":573},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.*****.esm.js","previous":0,"size":292404,"diff":292404},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.48995.css","previous":0,"size":349,"diff":349},{"filename":"route-NetLogo.chunk.*****.esm.js","previous":0,"size":1577,"diff":1577},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.592f5.js","previous":0,"size":24941,"diff":24941},{"filename":"route-ApprendimentoSistemiArtificiali~route-NetLogo.chunk.5e6b9.js","previous":0,"size":292467,"diff":292467},{"filename":"bundle.45400.js","previous":0,"size":32019,"diff":32019},{"filename":"polyfills.7ef81.js","previous":0,"size":2091,"diff":2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.65c03.js","previous":0,"size":29794,"diff":29794},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.e2598.js","previous":0,"size":2608,"diff":2608},{"filename":"route-BasiDiDati.chunk.46e52.js","previous":0,"size":1968,"diff":1968},{"filename":"route-CalcoloNumerico.chunk.51f3f.js","previous":0,"size":5861,"diff":5861},{"filename":"route-Fisica.chunk.09542.js","previous":0,"size":13540,"diff":13540},{"filename":"route-Home.chunk.8f69b.js","previous":0,"size":17668,"diff":17668},{"filename":"route-MingwInstall.chunk.09674.js","previous":0,"size":2030,"diff":2030},{"filename":"route-NetLogo.chunk.68448.js","previous":0,"size":1630,"diff":1630},{"filename":"route-OttimizzazioneLineare.chunk.a2100.js","previous":0,"size":9168,"diff":9168},{"filename":"route-Statistica.chunk.6c374.js","previous":0,"size":19262,"diff":19262},{"filename":"route-VlDiGeometria.chunk.35555.js","previous":0,"size":1454,"diff":1454}]},{"timestamp":1591642677298,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31913,"size":31912,"diff":-1},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8419,"size":8419,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5460,"size":5460,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12451,"size":12451,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16870,"size":16870,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"polyfills.ff6a1.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.08358.js","previous":31955,"size":0,"diff":-31955},{"filename":"route-CalcoloNumerico.chunk.3644c.js","previous":5779,"size":5779,"diff":0},{"filename":"route-Fisica.chunk.e9b30.js","previous":13539,"size":13539,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.b3b17.js","previous":9040,"size":9040,"diff":0},{"filename":"route-Statistica.chunk.94f25.js","previous":19264,"size":19264,"diff":0},{"filename":"bundle.6b729.js","previous":0,"size":31956,"diff":31956},{"filename":"polyfills.f78ad.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1591642459427,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31911,"size":31913,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8419,"diff":82},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5460,"diff":77},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12451,"diff":102},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16870,"diff":103},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":0,"diff":-5696},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":0,"diff":-13445},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":0,"diff":-8938},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":0,"diff":-19144},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.fe00b.js","previous":31951,"size":0,"diff":-31951},{"filename":"polyfills.ff6a1.js","previous":2091,"size":2091,"diff":0},{"filename":"bundle.08358.js","previous":0,"size":31955,"diff":31955},{"filename":"route-CalcoloNumerico.chunk.3644c.js","previous":0,"size":5779,"diff":5779},{"filename":"route-Fisica.chunk.e9b30.js","previous":0,"size":13539,"diff":13539},{"filename":"route-OttimizzazioneLineare.chunk.b3b17.js","previous":0,"size":9040,"diff":9040},{"filename":"route-Statistica.chunk.94f25.js","previous":0,"size":19264,"diff":19264}]},{"timestamp":1590689680436,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31910,"size":31911,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8337,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5383,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12349,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16767,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":5696,"diff":0},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":13445,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":8938,"diff":0},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":19144,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.f12f6.js","previous":31953,"size":0,"diff":-31953},{"filename":"polyfills.473e4.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.fe00b.js","previous":0,"size":31951,"diff":31951},{"filename":"polyfills.ff6a1.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590689551945,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31910,"size":31910,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8337,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5383,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12349,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16767,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":5696,"diff":0},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":13445,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":8938,"diff":0},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":19144,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.f0e08.js","previous":31952,"size":0,"diff":-31952},{"filename":"polyfills.39e0a.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.f12f6.js","previous":0,"size":31953,"diff":31953},{"filename":"polyfills.473e4.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590689262512,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31912,"size":31910,"diff":-2},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8337,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5383,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12349,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16767,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":5696,"diff":0},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":13445,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":8938,"diff":0},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":19144,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.f5907.js","previous":31954,"size":0,"diff":-31954},{"filename":"polyfills.cd68d.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.f0e08.js","previous":0,"size":31952,"diff":31952},{"filename":"polyfills.39e0a.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590689033785,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31911,"size":31912,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8337,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5383,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12349,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16767,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":5696,"diff":0},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":13445,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":8938,"diff":0},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":19144,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.b041c.js","previous":31952,"size":0,"diff":-31952},{"filename":"polyfills.8651d.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.f5907.js","previous":0,"size":31954,"diff":31954},{"filename":"polyfills.cd68d.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590688838445,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.*****.esm.js","previous":31910,"size":31911,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2090,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8337,"size":8337,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":427,"size":427,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":24936,"size":24936,"diff":0},{"filename":"bundle.0c633.css","previous":726,"size":726,"diff":0},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":29774,"size":29774,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":573,"size":573,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":293940,"size":293940,"diff":0},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":700,"size":700,"diff":0},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":1767,"size":1767,"diff":0},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":888,"size":888,"diff":0},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":5383,"size":5383,"diff":0},{"filename":"route-Fisica.chunk.40f37.css","previous":573,"size":573,"diff":0},{"filename":"route-Fisica.chunk.*****.esm.js","previous":12349,"size":12349,"diff":0},{"filename":"route-Home.chunk.8001a.css","previous":502,"size":502,"diff":0},{"filename":"route-Home.chunk.*****.esm.js","previous":17582,"size":17582,"diff":0},{"filename":"route-MingwInstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":1967,"size":1967,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":971,"size":971,"diff":0},{"filename":"route-Statistica.chunk.25487.css","previous":649,"size":649,"diff":0},{"filename":"route-Statistica.chunk.*****.esm.js","previous":16767,"size":16767,"diff":0},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":1423,"size":1423,"diff":0},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":24938,"size":24938,"diff":0},{"filename":"bundle.ecc3b.js","previous":31951,"size":0,"diff":-31951},{"filename":"polyfills.0a76c.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":29794,"size":29794,"diff":0},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":294017,"size":294017,"diff":0},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":1867,"size":1867,"diff":0},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":5696,"size":5696,"diff":0},{"filename":"route-Fisica.chunk.613f1.js","previous":13445,"size":13445,"diff":0},{"filename":"route-Home.chunk.771c5.js","previous":17603,"size":17603,"diff":0},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":2028,"size":2028,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":8938,"size":8938,"diff":0},{"filename":"route-Statistica.chunk.af2a2.js","previous":19144,"size":19144,"diff":0},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":1455,"size":1455,"diff":0},{"filename":"bundle.b041c.js","previous":0,"size":31952,"diff":31952},{"filename":"polyfills.8651d.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590688707620,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":0,"diff":-727},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":0,"diff":-981},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":0,"diff":-576},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":0,"diff":-715},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":0,"diff":-898},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":0,"diff":-557},{"filename":"route-home.chunk.0d277.css","previous":503,"size":0,"diff":-503},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":0,"diff":-355},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":0,"diff":-634},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":0,"diff":-355},{"filename":"bundle.*****.esm.js","previous":31761,"size":31910,"diff":149},{"filename":"polyfills.*****.esm.js","previous":2089,"size":2089,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8337,"diff":37},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":0,"diff":-294149},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":0,"diff":-1781},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":0,"diff":-5426},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":0,"diff":-12490},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":0,"diff":-2468},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":0,"diff":-1978},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":0,"diff":-16733},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":0,"diff":-26232},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":0,"diff":-9014},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":0,"diff":-294436},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":0,"diff":-1900},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":0,"diff":-5815},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":0,"diff":-13725},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":0,"diff":-2547},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":0,"diff":-2041},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":0,"diff":-19298},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":0,"diff":-26404},{"filename":"bundle.badd0.js","previous":31808,"size":0,"diff":-31808},{"filename":"polyfills.72266.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.9febd.css","previous":0,"size":427,"diff":427},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.*****.esm.js","previous":0,"size":24936,"diff":24936},{"filename":"bundle.0c633.css","previous":0,"size":726,"diff":726},{"filename":"route-AlgoritmiEStruttureDati.chunk.*****.esm.js","previous":0,"size":29774,"diff":29774},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.282b5.css","previous":0,"size":573,"diff":573},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":0,"size":293940,"diff":293940},{"filename":"route-BasiDiDati.chunk.c9a44.css","previous":0,"size":700,"diff":700},{"filename":"route-BasiDiDati.chunk.*****.esm.js","previous":0,"size":1767,"diff":1767},{"filename":"route-CalcoloNumerico.chunk.ad5ae.css","previous":0,"size":888,"diff":888},{"filename":"route-CalcoloNumerico.chunk.*****.esm.js","previous":0,"size":5383,"diff":5383},{"filename":"route-Fisica.chunk.40f37.css","previous":0,"size":573,"diff":573},{"filename":"route-Fisica.chunk.*****.esm.js","previous":0,"size":12349,"diff":12349},{"filename":"route-Home.chunk.8001a.css","previous":0,"size":502,"diff":502},{"filename":"route-Home.chunk.*****.esm.js","previous":0,"size":17582,"diff":17582},{"filename":"route-MingwInstall.chunk.d169e.css","previous":0,"size":355,"diff":355},{"filename":"route-MingwInstall.chunk.*****.esm.js","previous":0,"size":1967,"diff":1967},{"filename":"route-OttimizzazioneLineare.chunk.722ef.css","previous":0,"size":971,"diff":971},{"filename":"route-Statistica.chunk.25487.css","previous":0,"size":649,"diff":649},{"filename":"route-Statistica.chunk.*****.esm.js","previous":0,"size":16767,"diff":16767},{"filename":"route-VlDiGeometria.chunk.*****.esm.js","previous":0,"size":1423,"diff":1423},{"filename":"route-AlgoritmiEStruttureDati~route-VlDiGeometria.chunk.3d7d6.js","previous":0,"size":24938,"diff":24938},{"filename":"bundle.ecc3b.js","previous":0,"size":31951,"diff":31951},{"filename":"polyfills.0a76c.js","previous":0,"size":2091,"diff":2091},{"filename":"route-AlgoritmiEStruttureDati.chunk.59c45.js","previous":0,"size":29794,"diff":29794},{"filename":"route-ApprendimentoSistemiArtificiali.chunk.88698.js","previous":0,"size":294017,"diff":294017},{"filename":"route-BasiDiDati.chunk.ee01a.js","previous":0,"size":1867,"diff":1867},{"filename":"route-CalcoloNumerico.chunk.52fc3.js","previous":0,"size":5696,"diff":5696},{"filename":"route-Fisica.chunk.613f1.js","previous":0,"size":13445,"diff":13445},{"filename":"route-Home.chunk.771c5.js","previous":0,"size":17603,"diff":17603},{"filename":"route-MingwInstall.chunk.1fcbd.js","previous":0,"size":2028,"diff":2028},{"filename":"route-OttimizzazioneLineare.chunk.f238b.js","previous":0,"size":8938,"diff":8938},{"filename":"route-Statistica.chunk.af2a2.js","previous":0,"size":19144,"diff":19144},{"filename":"route-VlDiGeometria.chunk.8665f.js","previous":0,"size":1455,"diff":1455}]},{"timestamp":1590676597694,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":31579,"size":31761,"diff":182},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2089,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.9d08a.js","previous":31627,"size":0,"diff":-31627},{"filename":"polyfills.43438.js","previous":2093,"size":0,"diff":-2093},{"filename":"bundle.badd0.js","previous":0,"size":31808,"diff":31808},{"filename":"polyfills.72266.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590676346596,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":31543,"size":31579,"diff":36},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.b89f2.js","previous":31590,"size":0,"diff":-31590},{"filename":"polyfills.cd477.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.9d08a.js","previous":0,"size":31627,"diff":31627},{"filename":"polyfills.43438.js","previous":0,"size":2093,"diff":2093}]},{"timestamp":1590676029898,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":31592,"size":31543,"diff":-49},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.8c067.js","previous":31636,"size":0,"diff":-31636},{"filename":"polyfills.a6a36.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.b89f2.js","previous":0,"size":31590,"diff":31590},{"filename":"polyfills.cd477.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590675635647,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":31592,"size":31592,"diff":0},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.394dd.js","previous":31638,"size":0,"diff":-31638},{"filename":"polyfills.bff96.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.8c067.js","previous":0,"size":31636,"diff":31636},{"filename":"polyfills.a6a36.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590675346057,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":31568,"size":31592,"diff":24},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.39711.js","previous":31610,"size":0,"diff":-31610},{"filename":"polyfills.b78cb.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.394dd.js","previous":0,"size":31638,"diff":31638},{"filename":"polyfills.bff96.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590674512124,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":27953,"size":31568,"diff":3615},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.71d0f.js","previous":27924,"size":0,"diff":-27924},{"filename":"polyfills.1f181.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.39711.js","previous":0,"size":31610,"diff":31610},{"filename":"polyfills.b78cb.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590673890011,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":27951,"size":27953,"diff":2},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.81735.js","previous":27926,"size":0,"diff":-27926},{"filename":"polyfills.4a295.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.71d0f.js","previous":0,"size":27924,"diff":27924},{"filename":"polyfills.1f181.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590673442355,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":27950,"size":27951,"diff":1},{"filename":"polyfills.*****.esm.js","previous":2090,"size":2091,"diff":1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.ff3e5.js","previous":27923,"size":0,"diff":-27923},{"filename":"polyfills.364a5.js","previous":2092,"size":0,"diff":-2092},{"filename":"bundle.81735.js","previous":0,"size":27926,"diff":27926},{"filename":"polyfills.4a295.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590672514547,"files":[{"filename":"sw-esm.js","previous":8482,"size":8482,"diff":0},{"filename":"sw.js","previous":8478,"size":8478,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"bundle.*****.esm.js","previous":27953,"size":27950,"diff":-3},{"filename":"polyfills.*****.esm.js","previous":2091,"size":2090,"diff":-1},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":8300,"size":8300,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":294149,"size":294149,"diff":0},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":5426,"size":5426,"diff":0},{"filename":"route-fisica.chunk.*****.esm.js","previous":12490,"size":12490,"diff":0},{"filename":"route-home.chunk.*****.esm.js","previous":2468,"size":2468,"diff":0},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":1978,"size":1978,"diff":0},{"filename":"route-statistica.chunk.*****.esm.js","previous":16733,"size":16733,"diff":0},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":26232,"size":26232,"diff":0},{"filename":"bundle.61268.js","previous":27925,"size":0,"diff":-27925},{"filename":"polyfills.a4b2d.js","previous":2091,"size":0,"diff":-2091},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":9014,"size":9014,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":294436,"size":294436,"diff":0},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":5815,"size":5815,"diff":0},{"filename":"route-fisica.chunk.d0513.js","previous":13725,"size":13725,"diff":0},{"filename":"route-home.chunk.1c295.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":2041,"size":2041,"diff":0},{"filename":"route-statistica.chunk.fb627.js","previous":19298,"size":19298,"diff":0},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.ff3e5.js","previous":0,"size":27923,"diff":27923},{"filename":"polyfills.364a5.js","previous":0,"size":2092,"diff":2092}]},{"timestamp":1590672340251,"files":[{"filename":"sw-esm.js","previous":741,"size":8482,"diff":7741},{"filename":"sw.js","previous":738,"size":8478,"diff":7740},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":0,"diff":-8277},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":0,"diff":-294078},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":0,"diff":-1781},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":0,"diff":-5403},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":0,"diff":-12463},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":0,"diff":-2469},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":0,"diff":-1979},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":0,"diff":-16709},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":0,"diff":-26236},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":0,"diff":-8977},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":0,"diff":-294365},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":0,"diff":-1900},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":0,"diff":-5788},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":0,"diff":-13689},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":0,"diff":-2547},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":0,"diff":-2042},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":0,"diff":-19265},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":0,"diff":-26404},{"filename":"bundle.460b1.esm.js","previous":27861,"size":0,"diff":-27861},{"filename":"polyfills.113ce.esm.js","previous":2089,"size":0,"diff":-2089},{"filename":"bundle.23733.js","previous":27829,"size":0,"diff":-27829},{"filename":"polyfills.c7441.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.*****.esm.js","previous":0,"size":27953,"diff":27953},{"filename":"polyfills.*****.esm.js","previous":0,"size":2091,"diff":2091},{"filename":"route-OttimizzazioneLineare.chunk.*****.esm.js","previous":0,"size":8300,"diff":8300},{"filename":"route-apprendimentoSistemiArtificiali.chunk.*****.esm.js","previous":0,"size":294149,"diff":294149},{"filename":"route-basiDiDati.chunk.*****.esm.js","previous":0,"size":1781,"diff":1781},{"filename":"route-calcoloNumerico.chunk.*****.esm.js","previous":0,"size":5426,"diff":5426},{"filename":"route-fisica.chunk.*****.esm.js","previous":0,"size":12490,"diff":12490},{"filename":"route-home.chunk.*****.esm.js","previous":0,"size":2468,"diff":2468},{"filename":"route-mingwinstall.chunk.*****.esm.js","previous":0,"size":1978,"diff":1978},{"filename":"route-statistica.chunk.*****.esm.js","previous":0,"size":16733,"diff":16733},{"filename":"route-vldigeometria.chunk.*****.esm.js","previous":0,"size":26232,"diff":26232},{"filename":"bundle.61268.js","previous":0,"size":27925,"diff":27925},{"filename":"polyfills.a4b2d.js","previous":0,"size":2091,"diff":2091},{"filename":"route-OttimizzazioneLineare.chunk.3792d.js","previous":0,"size":9014,"diff":9014},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e61bd.js","previous":0,"size":294436,"diff":294436},{"filename":"route-basiDiDati.chunk.1e84e.js","previous":0,"size":1900,"diff":1900},{"filename":"route-calcoloNumerico.chunk.8401a.js","previous":0,"size":5815,"diff":5815},{"filename":"route-fisica.chunk.d0513.js","previous":0,"size":13725,"diff":13725},{"filename":"route-home.chunk.1c295.js","previous":0,"size":2547,"diff":2547},{"filename":"route-mingwinstall.chunk.88f3b.js","previous":0,"size":2041,"diff":2041},{"filename":"route-statistica.chunk.fb627.js","previous":0,"size":19298,"diff":19298},{"filename":"route-vldigeometria.chunk.9fe81.js","previous":0,"size":26404,"diff":26404}]},{"timestamp":1590671968347,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"polyfills.80125.esm.js","previous":2090,"size":0,"diff":-2090},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"polyfills.664ac.js","previous":2092,"size":0,"diff":-2092},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.d7605.esm.js","previous":27844,"size":0,"diff":-27844},{"filename":"bundle.c462c.js","previous":27812,"size":0,"diff":-27812},{"filename":"bundle.460b1.esm.js","previous":0,"size":27861,"diff":27861},{"filename":"polyfills.113ce.esm.js","previous":0,"size":2089,"diff":2089},{"filename":"bundle.23733.js","previous":0,"size":27829,"diff":27829},{"filename":"polyfills.c7441.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590671483917,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"bundle.69cf3.esm.js","previous":27895,"size":0,"diff":-27895},{"filename":"polyfills.80125.esm.js","previous":2090,"size":2090,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"bundle.a89a5.js","previous":27851,"size":0,"diff":-27851},{"filename":"polyfills.664ac.js","previous":2092,"size":2092,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.d7605.esm.js","previous":0,"size":27844,"diff":27844},{"filename":"bundle.c462c.js","previous":0,"size":27812,"diff":27812}]},{"timestamp":1590671316129,"files":[{"filename":"ssr-bundle.5a952.css","previous":1717,"size":0,"diff":-1717},{"filename":"ssr-bundle.js","previous":389738,"size":0,"diff":-389738},{"filename":"sw-esm.js","previous":0,"size":741,"diff":741},{"filename":"sw.js","previous":0,"size":738,"diff":738},{"filename":"bundle.24404.css","previous":0,"size":727,"diff":727},{"filename":"bundle.69cf3.esm.js","previous":0,"size":27895,"diff":27895},{"filename":"polyfills.80125.esm.js","previous":0,"size":2090,"diff":2090},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":0,"size":981,"diff":981},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":0,"size":8277,"diff":8277},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":0,"size":576,"diff":576},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":0,"size":294078,"diff":294078},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":0,"size":715,"diff":715},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":0,"size":1781,"diff":1781},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":0,"size":898,"diff":898},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":0,"size":5403,"diff":5403},{"filename":"route-fisica.chunk.6a691.css","previous":0,"size":557,"diff":557},{"filename":"route-fisica.chunk.a8186.esm.js","previous":0,"size":12463,"diff":12463},{"filename":"route-home.chunk.0d277.css","previous":0,"size":503,"diff":503},{"filename":"route-home.chunk.c7f13.esm.js","previous":0,"size":2469,"diff":2469},{"filename":"route-mingwinstall.chunk.d169e.css","previous":0,"size":355,"diff":355},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":0,"size":1979,"diff":1979},{"filename":"route-statistica.chunk.0b8c5.css","previous":0,"size":634,"diff":634},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":0,"size":16709,"diff":16709},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":0,"size":355,"diff":355},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":0,"size":26236,"diff":26236},{"filename":"bundle.a89a5.js","previous":0,"size":27851,"diff":27851},{"filename":"polyfills.664ac.js","previous":0,"size":2092,"diff":2092},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":0,"size":8977,"diff":8977},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":0,"size":294365,"diff":294365},{"filename":"route-basiDiDati.chunk.34329.js","previous":0,"size":1900,"diff":1900},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":0,"size":5788,"diff":5788},{"filename":"route-fisica.chunk.5cab8.js","previous":0,"size":13689,"diff":13689},{"filename":"route-home.chunk.a14d6.js","previous":0,"size":2547,"diff":2547},{"filename":"route-mingwinstall.chunk.d712b.js","previous":0,"size":2042,"diff":2042},{"filename":"route-statistica.chunk.49197.js","previous":0,"size":19265,"diff":19265},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":0,"size":26404,"diff":26404}]},{"timestamp":1590671272971,"files":[{"filename":"sw-esm.js","previous":741,"size":0,"diff":-741},{"filename":"sw.js","previous":738,"size":0,"diff":-738},{"filename":"bundle.24404.css","previous":727,"size":0,"diff":-727},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":0,"diff":-981},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":0,"diff":-8277},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":0,"diff":-576},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":0,"diff":-294078},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":0,"diff":-715},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":0,"diff":-1781},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":0,"diff":-898},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":0,"diff":-5403},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":0,"diff":-557},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":0,"diff":-12463},{"filename":"route-home.chunk.0d277.css","previous":503,"size":0,"diff":-503},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":0,"diff":-2469},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":0,"diff":-355},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":0,"diff":-1979},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":0,"diff":-634},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":0,"diff":-16709},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":0,"diff":-355},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":0,"diff":-26236},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":0,"diff":-8977},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":0,"diff":-294365},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":0,"diff":-1900},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":0,"diff":-5788},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":0,"diff":-13689},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":0,"diff":-2547},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":0,"diff":-2042},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":0,"diff":-19265},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":0,"diff":-26404},{"filename":"bundle.f018b.esm.js","previous":27843,"size":0,"diff":-27843},{"filename":"polyfills.4393a.esm.js","previous":2090,"size":0,"diff":-2090},{"filename":"bundle.521a9.js","previous":27812,"size":0,"diff":-27812},{"filename":"polyfills.51ef0.js","previous":2090,"size":0,"diff":-2090},{"filename":"ssr-bundle.5a952.css","previous":0,"size":1717,"diff":1717},{"filename":"ssr-bundle.js","previous":0,"size":389738,"diff":389738}]},{"timestamp":1590670409758,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"polyfills.7e697.esm.js","previous":2091,"size":0,"diff":-2091},{"filename":"polyfills.c6faf.js","previous":2091,"size":0,"diff":-2091},{"filename":"bundle.b22fa.esm.js","previous":27843,"size":0,"diff":-27843},{"filename":"bundle.f6fba.js","previous":27811,"size":0,"diff":-27811},{"filename":"bundle.f018b.esm.js","previous":0,"size":27843,"diff":27843},{"filename":"polyfills.4393a.esm.js","previous":0,"size":2090,"diff":2090},{"filename":"bundle.521a9.js","previous":0,"size":27812,"diff":27812},{"filename":"polyfills.51ef0.js","previous":0,"size":2090,"diff":2090}]},{"timestamp":1590628233873,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.d1506.esm.js","previous":28022,"size":0,"diff":-28022},{"filename":"polyfills.7e697.esm.js","previous":2091,"size":2091,"diff":0},{"filename":"bundle.f984c.js","previous":27997,"size":0,"diff":-27997},{"filename":"polyfills.c6faf.js","previous":2091,"size":2091,"diff":0},{"filename":"bundle.b22fa.esm.js","previous":0,"size":27843,"diff":27843},{"filename":"bundle.f6fba.js","previous":0,"size":27811,"diff":27811}]},{"timestamp":1590628098083,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.efdd6.esm.js","previous":27882,"size":0,"diff":-27882},{"filename":"polyfills.e0558.esm.js","previous":2125,"size":0,"diff":-2125},{"filename":"bundle.ef46b.js","previous":27851,"size":0,"diff":-27851},{"filename":"polyfills.ddae6.js","previous":2125,"size":0,"diff":-2125},{"filename":"bundle.d1506.esm.js","previous":0,"size":28022,"diff":28022},{"filename":"polyfills.7e697.esm.js","previous":0,"size":2091,"diff":2091},{"filename":"bundle.f984c.js","previous":0,"size":27997,"diff":27997},{"filename":"polyfills.c6faf.js","previous":0,"size":2091,"diff":2091}]},{"timestamp":1590625783500,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.94d3b.esm.js","previous":27882,"size":0,"diff":-27882},{"filename":"polyfills.83a9b.esm.js","previous":2122,"size":0,"diff":-2122},{"filename":"bundle.b5375.js","previous":27850,"size":0,"diff":-27850},{"filename":"polyfills.9d3e9.js","previous":2123,"size":0,"diff":-2123},{"filename":"bundle.efdd6.esm.js","previous":0,"size":27882,"diff":27882},{"filename":"polyfills.e0558.esm.js","previous":0,"size":2125,"diff":2125},{"filename":"bundle.ef46b.js","previous":0,"size":27851,"diff":27851},{"filename":"polyfills.ddae6.js","previous":0,"size":2125,"diff":2125}]},{"timestamp":1590625571899,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":0,"diff":-2012},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":0,"diff":-2013},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.6578c.esm.js","previous":27771,"size":0,"diff":-27771},{"filename":"bundle.f51bf.js","previous":27743,"size":0,"diff":-27743},{"filename":"bundle.94d3b.esm.js","previous":0,"size":27882,"diff":27882},{"filename":"polyfills.83a9b.esm.js","previous":0,"size":2122,"diff":2122},{"filename":"bundle.b5375.js","previous":0,"size":27850,"diff":27850},{"filename":"polyfills.9d3e9.js","previous":0,"size":2123,"diff":2123}]},{"timestamp":1590598402493,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.bc132.esm.js","previous":27951,"size":0,"diff":-27951},{"filename":"bundle.359c0.js","previous":27926,"size":0,"diff":-27926},{"filename":"bundle.6578c.esm.js","previous":0,"size":27771,"diff":27771},{"filename":"bundle.f51bf.js","previous":0,"size":27743,"diff":27743}]},{"timestamp":1590598070225,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.24404.css","previous":727,"size":727,"diff":0},{"filename":"bundle.3c959.esm.js","previous":31166,"size":0,"diff":-31166},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":981,"size":981,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":8277,"size":8277,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":576,"size":576,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":294078,"size":294078,"diff":0},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":715,"size":715,"diff":0},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":1781,"size":1781,"diff":0},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":898,"size":898,"diff":0},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":5403,"size":5403,"diff":0},{"filename":"route-fisica.chunk.6a691.css","previous":557,"size":557,"diff":0},{"filename":"route-fisica.chunk.a8186.esm.js","previous":12463,"size":12463,"diff":0},{"filename":"route-home.chunk.0d277.css","previous":503,"size":503,"diff":0},{"filename":"route-home.chunk.c7f13.esm.js","previous":2469,"size":2469,"diff":0},{"filename":"route-mingwinstall.chunk.d169e.css","previous":355,"size":355,"diff":0},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":1979,"size":1979,"diff":0},{"filename":"route-statistica.chunk.0b8c5.css","previous":634,"size":634,"diff":0},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":16709,"size":16709,"diff":0},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":355,"size":355,"diff":0},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":26236,"size":26236,"diff":0},{"filename":"bundle.4037e.js","previous":31139,"size":0,"diff":-31139},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":8977,"size":8977,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":294365,"size":294365,"diff":0},{"filename":"route-basiDiDati.chunk.34329.js","previous":1900,"size":1900,"diff":0},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":5788,"size":5788,"diff":0},{"filename":"route-fisica.chunk.5cab8.js","previous":13689,"size":13689,"diff":0},{"filename":"route-home.chunk.a14d6.js","previous":2547,"size":2547,"diff":0},{"filename":"route-mingwinstall.chunk.d712b.js","previous":2042,"size":2042,"diff":0},{"filename":"route-statistica.chunk.49197.js","previous":19265,"size":19265,"diff":0},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":26404,"size":26404,"diff":0},{"filename":"bundle.bc132.esm.js","previous":0,"size":27951,"diff":27951},{"filename":"bundle.359c0.js","previous":0,"size":27926,"diff":27926}]},{"timestamp":1590597065136,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"polyfills.f506c.esm.js","previous":2011,"size":0,"diff":-2011},{"filename":"polyfills.700d1.js","previous":2012,"size":0,"diff":-2012},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.2ca12.css","previous":375,"size":0,"diff":-375},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.bea71.esm.js","previous":292108,"size":0,"diff":-292108},{"filename":"route-apprendimentoSistemiArtificiali.chunk.8dc12.esm.js","previous":1826,"size":0,"diff":-1826},{"filename":"route-basiDiDati.chunk.e409b.css","previous":521,"size":0,"diff":-521},{"filename":"route-basiDiDati.chunk.1c7f7.esm.js","previous":1491,"size":0,"diff":-1491},{"filename":"route-mingwinstall.chunk.5a95a.css","previous":144,"size":0,"diff":-144},{"filename":"route-mingwinstall.chunk.24a27.esm.js","previous":1723,"size":0,"diff":-1723},{"filename":"route-statistica.chunk.4bfa5.css","previous":440,"size":0,"diff":-440},{"filename":"route-statistica.chunk.8a057.esm.js","previous":16443,"size":0,"diff":-16443},{"filename":"route-vldigeometria.chunk.96070.css","previous":144,"size":0,"diff":-144},{"filename":"route-vldigeometria.chunk.76957.esm.js","previous":25984,"size":0,"diff":-25984},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.0ad22.js","previous":292382,"size":0,"diff":-292382},{"filename":"route-apprendimentoSistemiArtificiali.chunk.d0fa4.js","previous":1962,"size":0,"diff":-1962},{"filename":"route-basiDiDati.chunk.0e8d8.js","previous":1634,"size":0,"diff":-1634},{"filename":"route-mingwinstall.chunk.22ffb.js","previous":1816,"size":0,"diff":-1816},{"filename":"route-statistica.chunk.67526.js","previous":19017,"size":0,"diff":-19017},{"filename":"route-vldigeometria.chunk.ddac8.js","previous":26208,"size":0,"diff":-26208},{"filename":"route-calcoloNumerico.chunk.4d04d.css","previous":709,"size":0,"diff":-709},{"filename":"route-fisica.chunk.598fe.css","previous":363,"size":0,"diff":-363},{"filename":"route-fisica.chunk.953ff.esm.js","previous":12195,"size":0,"diff":-12195},{"filename":"route-home.chunk.81f93.css","previous":296,"size":0,"diff":-296},{"filename":"route-home.chunk.008cd.esm.js","previous":2182,"size":0,"diff":-2182},{"filename":"route-fisica.chunk.9892b.js","previous":13443,"size":0,"diff":-13443},{"filename":"route-home.chunk.6edcf.js","previous":2291,"size":0,"diff":-2291},{"filename":"route-calcoloNumerico.chunk.d6955.esm.js","previous":5125,"size":0,"diff":-5125},{"filename":"route-calcoloNumerico.chunk.67eea.js","previous":5523,"size":0,"diff":-5523},{"filename":"bundle.1e4c7.css","previous":725,"size":0,"diff":-725},{"filename":"bundle.5531a.esm.js","previous":12689,"size":0,"diff":-12689},{"filename":"route-ottimizzazioneLineare.chunk.88bb6.css","previous":558,"size":0,"diff":-558},{"filename":"route-ottimizzazioneLineare.chunk.9a772.esm.js","previous":6591,"size":0,"diff":-6591},{"filename":"bundle.c81be.js","previous":12727,"size":0,"diff":-12727},{"filename":"route-ottimizzazioneLineare.chunk.de78c.js","previous":7196,"size":0,"diff":-7196},{"filename":"bundle.24404.css","previous":0,"size":727,"diff":727},{"filename":"bundle.3c959.esm.js","previous":0,"size":31166,"diff":31166},{"filename":"polyfills.7484f.esm.js","previous":0,"size":2012,"diff":2012},{"filename":"route-OttimizzazioneLineare.chunk.05781.css","previous":0,"size":981,"diff":981},{"filename":"route-OttimizzazioneLineare.chunk.36935.esm.js","previous":0,"size":8277,"diff":8277},{"filename":"route-apprendimentoSistemiArtificiali.chunk.75409.css","previous":0,"size":576,"diff":576},{"filename":"route-apprendimentoSistemiArtificiali.chunk.2da67.esm.js","previous":0,"size":294078,"diff":294078},{"filename":"route-basiDiDati.chunk.d7b86.css","previous":0,"size":715,"diff":715},{"filename":"route-basiDiDati.chunk.5e219.esm.js","previous":0,"size":1781,"diff":1781},{"filename":"route-calcoloNumerico.chunk.0791e.css","previous":0,"size":898,"diff":898},{"filename":"route-calcoloNumerico.chunk.766b9.esm.js","previous":0,"size":5403,"diff":5403},{"filename":"route-fisica.chunk.6a691.css","previous":0,"size":557,"diff":557},{"filename":"route-fisica.chunk.a8186.esm.js","previous":0,"size":12463,"diff":12463},{"filename":"route-home.chunk.0d277.css","previous":0,"size":503,"diff":503},{"filename":"route-home.chunk.c7f13.esm.js","previous":0,"size":2469,"diff":2469},{"filename":"route-mingwinstall.chunk.d169e.css","previous":0,"size":355,"diff":355},{"filename":"route-mingwinstall.chunk.ea807.esm.js","previous":0,"size":1979,"diff":1979},{"filename":"route-statistica.chunk.0b8c5.css","previous":0,"size":634,"diff":634},{"filename":"route-statistica.chunk.0ad24.esm.js","previous":0,"size":16709,"diff":16709},{"filename":"route-vldigeometria.chunk.0c65e.css","previous":0,"size":355,"diff":355},{"filename":"route-vldigeometria.chunk.12afa.esm.js","previous":0,"size":26236,"diff":26236},{"filename":"bundle.4037e.js","previous":0,"size":31139,"diff":31139},{"filename":"polyfills.b96b2.js","previous":0,"size":2013,"diff":2013},{"filename":"route-OttimizzazioneLineare.chunk.61616.js","previous":0,"size":8977,"diff":8977},{"filename":"route-apprendimentoSistemiArtificiali.chunk.87f5e.js","previous":0,"size":294365,"diff":294365},{"filename":"route-basiDiDati.chunk.34329.js","previous":0,"size":1900,"diff":1900},{"filename":"route-calcoloNumerico.chunk.a2e66.js","previous":0,"size":5788,"diff":5788},{"filename":"route-fisica.chunk.5cab8.js","previous":0,"size":13689,"diff":13689},{"filename":"route-home.chunk.a14d6.js","previous":0,"size":2547,"diff":2547},{"filename":"route-mingwinstall.chunk.d712b.js","previous":0,"size":2042,"diff":2042},{"filename":"route-statistica.chunk.49197.js","previous":0,"size":19265,"diff":19265},{"filename":"route-vldigeometria.chunk.9b0c5.js","previous":0,"size":26404,"diff":26404}]},{"timestamp":1590510445598,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"polyfills.f506c.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"polyfills.700d1.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.2ca12.css","previous":375,"size":375,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.bea71.esm.js","previous":292108,"size":292108,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.8dc12.esm.js","previous":1826,"size":1826,"diff":0},{"filename":"route-basiDiDati.chunk.e409b.css","previous":521,"size":521,"diff":0},{"filename":"route-basiDiDati.chunk.1c7f7.esm.js","previous":1491,"size":1491,"diff":0},{"filename":"route-mingwinstall.chunk.5a95a.css","previous":144,"size":144,"diff":0},{"filename":"route-mingwinstall.chunk.24a27.esm.js","previous":1723,"size":1723,"diff":0},{"filename":"route-statistica.chunk.4bfa5.css","previous":440,"size":440,"diff":0},{"filename":"route-statistica.chunk.8a057.esm.js","previous":16443,"size":16443,"diff":0},{"filename":"route-vldigeometria.chunk.96070.css","previous":144,"size":144,"diff":0},{"filename":"route-vldigeometria.chunk.76957.esm.js","previous":25984,"size":25984,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.0ad22.js","previous":292382,"size":292382,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.d0fa4.js","previous":1962,"size":1962,"diff":0},{"filename":"route-basiDiDati.chunk.0e8d8.js","previous":1634,"size":1634,"diff":0},{"filename":"route-mingwinstall.chunk.22ffb.js","previous":1816,"size":1816,"diff":0},{"filename":"route-statistica.chunk.67526.js","previous":19017,"size":19017,"diff":0},{"filename":"route-vldigeometria.chunk.ddac8.js","previous":26208,"size":26208,"diff":0},{"filename":"bundle.b01bd.css","previous":694,"size":0,"diff":-694},{"filename":"route-calcoloNumerico.chunk.4d04d.css","previous":709,"size":709,"diff":0},{"filename":"route-fisica.chunk.598fe.css","previous":363,"size":363,"diff":0},{"filename":"route-fisica.chunk.953ff.esm.js","previous":12195,"size":12195,"diff":0},{"filename":"route-home.chunk.81f93.css","previous":296,"size":296,"diff":0},{"filename":"route-home.chunk.008cd.esm.js","previous":2182,"size":2182,"diff":0},{"filename":"route-fisica.chunk.9892b.js","previous":13443,"size":13443,"diff":0},{"filename":"route-home.chunk.6edcf.js","previous":2291,"size":2291,"diff":0},{"filename":"bundle.ca0cc.esm.js","previous":12687,"size":0,"diff":-12687},{"filename":"route-calcoloNumerico.chunk.d6955.esm.js","previous":5125,"size":5125,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.ce59d.css","previous":508,"size":0,"diff":-508},{"filename":"route-ottimizzazioneLineare.chunk.f48cc.esm.js","previous":5295,"size":0,"diff":-5295},{"filename":"bundle.f6a31.js","previous":12727,"size":0,"diff":-12727},{"filename":"route-calcoloNumerico.chunk.67eea.js","previous":5523,"size":5523,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.0d083.js","previous":5640,"size":0,"diff":-5640},{"filename":"bundle.1e4c7.css","previous":0,"size":725,"diff":725},{"filename":"bundle.5531a.esm.js","previous":0,"size":12689,"diff":12689},{"filename":"route-ottimizzazioneLineare.chunk.88bb6.css","previous":0,"size":558,"diff":558},{"filename":"route-ottimizzazioneLineare.chunk.9a772.esm.js","previous":0,"size":6591,"diff":6591},{"filename":"bundle.c81be.js","previous":0,"size":12727,"diff":12727},{"filename":"route-ottimizzazioneLineare.chunk.de78c.js","previous":0,"size":7196,"diff":7196}]},{"timestamp":1590425768834,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"polyfills.f506c.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"polyfills.700d1.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.2ca12.css","previous":375,"size":375,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.bea71.esm.js","previous":292108,"size":292108,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.8dc12.esm.js","previous":1826,"size":1826,"diff":0},{"filename":"route-basiDiDati.chunk.e409b.css","previous":521,"size":521,"diff":0},{"filename":"route-basiDiDati.chunk.1c7f7.esm.js","previous":1491,"size":1491,"diff":0},{"filename":"route-mingwinstall.chunk.5a95a.css","previous":144,"size":144,"diff":0},{"filename":"route-mingwinstall.chunk.24a27.esm.js","previous":1723,"size":1723,"diff":0},{"filename":"route-statistica.chunk.4bfa5.css","previous":440,"size":440,"diff":0},{"filename":"route-statistica.chunk.8a057.esm.js","previous":16443,"size":16443,"diff":0},{"filename":"route-vldigeometria.chunk.96070.css","previous":144,"size":144,"diff":0},{"filename":"route-vldigeometria.chunk.76957.esm.js","previous":25984,"size":25984,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.0ad22.js","previous":292382,"size":292382,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.d0fa4.js","previous":1962,"size":1962,"diff":0},{"filename":"route-basiDiDati.chunk.0e8d8.js","previous":1634,"size":1634,"diff":0},{"filename":"route-mingwinstall.chunk.22ffb.js","previous":1816,"size":1816,"diff":0},{"filename":"route-statistica.chunk.67526.js","previous":19017,"size":19017,"diff":0},{"filename":"route-vldigeometria.chunk.ddac8.js","previous":26208,"size":26208,"diff":0},{"filename":"bundle.b01bd.css","previous":694,"size":694,"diff":0},{"filename":"bundle.74134.esm.js","previous":12689,"size":0,"diff":-12689},{"filename":"route-calcoloNumerico.chunk.4d04d.css","previous":709,"size":709,"diff":0},{"filename":"route-calcoloNumerico.chunk.abaa3.esm.js","previous":5099,"size":0,"diff":-5099},{"filename":"route-fisica.chunk.598fe.css","previous":363,"size":363,"diff":0},{"filename":"route-fisica.chunk.953ff.esm.js","previous":12195,"size":12195,"diff":0},{"filename":"route-home.chunk.81f93.css","previous":296,"size":296,"diff":0},{"filename":"route-home.chunk.008cd.esm.js","previous":2182,"size":2182,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.9a20b.css","previous":489,"size":0,"diff":-489},{"filename":"route-ottimizzazioneLineare.chunk.353b8.esm.js","previous":4417,"size":0,"diff":-4417},{"filename":"bundle.fb716.js","previous":12727,"size":0,"diff":-12727},{"filename":"route-calcoloNumerico.chunk.b64db.js","previous":5502,"size":0,"diff":-5502},{"filename":"route-fisica.chunk.9892b.js","previous":13443,"size":13443,"diff":0},{"filename":"route-home.chunk.6edcf.js","previous":2291,"size":2291,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.762b1.js","previous":4735,"size":0,"diff":-4735},{"filename":"bundle.ca0cc.esm.js","previous":0,"size":12687,"diff":12687},{"filename":"route-calcoloNumerico.chunk.d6955.esm.js","previous":0,"size":5125,"diff":5125},{"filename":"route-ottimizzazioneLineare.chunk.ce59d.css","previous":0,"size":508,"diff":508},{"filename":"route-ottimizzazioneLineare.chunk.f48cc.esm.js","previous":0,"size":5295,"diff":5295},{"filename":"bundle.f6a31.js","previous":0,"size":12727,"diff":12727},{"filename":"route-calcoloNumerico.chunk.67eea.js","previous":0,"size":5523,"diff":5523},{"filename":"route-ottimizzazioneLineare.chunk.0d083.js","previous":0,"size":5640,"diff":5640}]},{"timestamp":1590339134182,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"polyfills.f506c.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"polyfills.700d1.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.2ca12.css","previous":375,"size":375,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.bea71.esm.js","previous":292108,"size":292108,"diff":0},{"filename":"bundle.a2f8e.css","previous":691,"size":0,"diff":-691},{"filename":"bundle.87dc2.esm.js","previous":12689,"size":0,"diff":-12689},{"filename":"route-apprendimentoSistemiArtificiali.chunk.8dc12.esm.js","previous":1826,"size":1826,"diff":0},{"filename":"route-basiDiDati.chunk.e409b.css","previous":521,"size":521,"diff":0},{"filename":"route-basiDiDati.chunk.1c7f7.esm.js","previous":1491,"size":1491,"diff":0},{"filename":"route-calcoloNumerico.chunk.c6691.css","previous":710,"size":0,"diff":-710},{"filename":"route-calcoloNumerico.chunk.073a6.esm.js","previous":5100,"size":0,"diff":-5100},{"filename":"route-fisica.chunk.31dee.css","previous":361,"size":0,"diff":-361},{"filename":"route-fisica.chunk.1ad2c.esm.js","previous":12194,"size":0,"diff":-12194},{"filename":"route-home.chunk.b0630.css","previous":293,"size":0,"diff":-293},{"filename":"route-home.chunk.a4a02.esm.js","previous":2182,"size":0,"diff":-2182},{"filename":"route-mingwinstall.chunk.5a95a.css","previous":144,"size":144,"diff":0},{"filename":"route-mingwinstall.chunk.24a27.esm.js","previous":1723,"size":1723,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.eb9a0.css","previous":455,"size":0,"diff":-455},{"filename":"route-ottimizzazioneLineare.chunk.192fc.esm.js","previous":3751,"size":0,"diff":-3751},{"filename":"route-statistica.chunk.4bfa5.css","previous":440,"size":440,"diff":0},{"filename":"route-statistica.chunk.8a057.esm.js","previous":16443,"size":16443,"diff":0},{"filename":"route-vldigeometria.chunk.96070.css","previous":144,"size":144,"diff":0},{"filename":"route-vldigeometria.chunk.76957.esm.js","previous":25984,"size":25984,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.0ad22.js","previous":292382,"size":292382,"diff":0},{"filename":"bundle.cdffd.js","previous":12724,"size":0,"diff":-12724},{"filename":"route-apprendimentoSistemiArtificiali.chunk.d0fa4.js","previous":1962,"size":1962,"diff":0},{"filename":"route-basiDiDati.chunk.0e8d8.js","previous":1634,"size":1634,"diff":0},{"filename":"route-calcoloNumerico.chunk.b5b36.js","previous":5503,"size":0,"diff":-5503},{"filename":"route-fisica.chunk.b6e43.js","previous":13442,"size":0,"diff":-13442},{"filename":"route-home.chunk.0540f.js","previous":2292,"size":0,"diff":-2292},{"filename":"route-mingwinstall.chunk.22ffb.js","previous":1816,"size":1816,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.9e341.js","previous":4057,"size":0,"diff":-4057},{"filename":"route-statistica.chunk.67526.js","previous":19017,"size":19017,"diff":0},{"filename":"route-vldigeometria.chunk.ddac8.js","previous":26208,"size":26208,"diff":0},{"filename":"bundle.b01bd.css","previous":0,"size":694,"diff":694},{"filename":"bundle.74134.esm.js","previous":0,"size":12689,"diff":12689},{"filename":"route-calcoloNumerico.chunk.4d04d.css","previous":0,"size":709,"diff":709},{"filename":"route-calcoloNumerico.chunk.abaa3.esm.js","previous":0,"size":5099,"diff":5099},{"filename":"route-fisica.chunk.598fe.css","previous":0,"size":363,"diff":363},{"filename":"route-fisica.chunk.953ff.esm.js","previous":0,"size":12195,"diff":12195},{"filename":"route-home.chunk.81f93.css","previous":0,"size":296,"diff":296},{"filename":"route-home.chunk.008cd.esm.js","previous":0,"size":2182,"diff":2182},{"filename":"route-ottimizzazioneLineare.chunk.9a20b.css","previous":0,"size":489,"diff":489},{"filename":"route-ottimizzazioneLineare.chunk.353b8.esm.js","previous":0,"size":4417,"diff":4417},{"filename":"bundle.fb716.js","previous":0,"size":12727,"diff":12727},{"filename":"route-calcoloNumerico.chunk.b64db.js","previous":0,"size":5502,"diff":5502},{"filename":"route-fisica.chunk.9892b.js","previous":0,"size":13443,"diff":13443},{"filename":"route-home.chunk.6edcf.js","previous":0,"size":2291,"diff":2291},{"filename":"route-ottimizzazioneLineare.chunk.762b1.js","previous":0,"size":4735,"diff":4735}]},{"timestamp":1590274454081,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":0,"diff":-137},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.20404.css","previous":388,"size":0,"diff":-388},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.a9cdb.esm.js","previous":292084,"size":0,"diff":-292084},{"filename":"bundle.0096a.css","previous":627,"size":0,"diff":-627},{"filename":"bundle.0adff.esm.js","previous":12648,"size":0,"diff":-12648},{"filename":"polyfills.f506c.esm.js","previous":2011,"size":2011,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.09043.esm.js","previous":1848,"size":0,"diff":-1848},{"filename":"route-basiDiDati.chunk.ef885.css","previous":647,"size":0,"diff":-647},{"filename":"route-basiDiDati.chunk.1507c.esm.js","previous":1722,"size":0,"diff":-1722},{"filename":"route-calcoloNumerico.chunk.ef885.css","previous":647,"size":0,"diff":-647},{"filename":"route-calcoloNumerico.chunk.12a0d.esm.js","previous":4123,"size":0,"diff":-4123},{"filename":"route-fisica.chunk.6cdb9.css","previous":354,"size":0,"diff":-354},{"filename":"route-fisica.chunk.6a099.esm.js","previous":11150,"size":0,"diff":-11150},{"filename":"route-home.chunk.a50aa.css","previous":287,"size":0,"diff":-287},{"filename":"route-home.chunk.8d038.esm.js","previous":2176,"size":0,"diff":-2176},{"filename":"route-mingwinstall.chunk.111c3.esm.js","previous":1722,"size":0,"diff":-1722},{"filename":"route-ottimizzazioneLineare.chunk.1b1e4.css","previous":63,"size":0,"diff":-63},{"filename":"route-ottimizzazioneLineare.chunk.cbdc2.esm.js","previous":2489,"size":0,"diff":-2489},{"filename":"route-statistica.chunk.2600b.css","previous":444,"size":0,"diff":-444},{"filename":"route-statistica.chunk.34cdf.esm.js","previous":15566,"size":0,"diff":-15566},{"filename":"route-vldigeometria.chunk.e95fc.css","previous":137,"size":0,"diff":-137},{"filename":"route-vldigeometria.chunk.1a7b6.esm.js","previous":25899,"size":0,"diff":-25899},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.1207d.js","previous":292360,"size":0,"diff":-292360},{"filename":"bundle.978dc.js","previous":12704,"size":0,"diff":-12704},{"filename":"polyfills.700d1.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c8ca0.js","previous":1981,"size":0,"diff":-1981},{"filename":"route-basiDiDati.chunk.7695b.js","previous":1858,"size":0,"diff":-1858},{"filename":"route-calcoloNumerico.chunk.dc993.js","previous":4531,"size":0,"diff":-4531},{"filename":"route-fisica.chunk.0ea3c.js","previous":12399,"size":0,"diff":-12399},{"filename":"route-home.chunk.70ddb.js","previous":2287,"size":0,"diff":-2287},{"filename":"route-mingwinstall.chunk.0e2f4.js","previous":1812,"size":0,"diff":-1812},{"filename":"route-ottimizzazioneLineare.chunk.8fb86.js","previous":2754,"size":0,"diff":-2754},{"filename":"route-statistica.chunk.71281.js","previous":18160,"size":0,"diff":-18160},{"filename":"route-vldigeometria.chunk.4b46b.js","previous":26055,"size":0,"diff":-26055},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.2ca12.css","previous":0,"size":375,"diff":375},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.bea71.esm.js","previous":0,"size":292108,"diff":292108},{"filename":"bundle.a2f8e.css","previous":0,"size":691,"diff":691},{"filename":"bundle.87dc2.esm.js","previous":0,"size":12689,"diff":12689},{"filename":"route-apprendimentoSistemiArtificiali.chunk.8dc12.esm.js","previous":0,"size":1826,"diff":1826},{"filename":"route-basiDiDati.chunk.e409b.css","previous":0,"size":521,"diff":521},{"filename":"route-basiDiDati.chunk.1c7f7.esm.js","previous":0,"size":1491,"diff":1491},{"filename":"route-calcoloNumerico.chunk.c6691.css","previous":0,"size":710,"diff":710},{"filename":"route-calcoloNumerico.chunk.073a6.esm.js","previous":0,"size":5100,"diff":5100},{"filename":"route-fisica.chunk.31dee.css","previous":0,"size":361,"diff":361},{"filename":"route-fisica.chunk.1ad2c.esm.js","previous":0,"size":12194,"diff":12194},{"filename":"route-home.chunk.b0630.css","previous":0,"size":293,"diff":293},{"filename":"route-home.chunk.a4a02.esm.js","previous":0,"size":2182,"diff":2182},{"filename":"route-mingwinstall.chunk.5a95a.css","previous":0,"size":144,"diff":144},{"filename":"route-mingwinstall.chunk.24a27.esm.js","previous":0,"size":1723,"diff":1723},{"filename":"route-ottimizzazioneLineare.chunk.eb9a0.css","previous":0,"size":455,"diff":455},{"filename":"route-ottimizzazioneLineare.chunk.192fc.esm.js","previous":0,"size":3751,"diff":3751},{"filename":"route-statistica.chunk.4bfa5.css","previous":0,"size":440,"diff":440},{"filename":"route-statistica.chunk.8a057.esm.js","previous":0,"size":16443,"diff":16443},{"filename":"route-vldigeometria.chunk.96070.css","previous":0,"size":144,"diff":144},{"filename":"route-vldigeometria.chunk.76957.esm.js","previous":0,"size":25984,"diff":25984},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.0ad22.js","previous":0,"size":292382,"diff":292382},{"filename":"bundle.cdffd.js","previous":0,"size":12724,"diff":12724},{"filename":"route-apprendimentoSistemiArtificiali.chunk.d0fa4.js","previous":0,"size":1962,"diff":1962},{"filename":"route-basiDiDati.chunk.0e8d8.js","previous":0,"size":1634,"diff":1634},{"filename":"route-calcoloNumerico.chunk.b5b36.js","previous":0,"size":5503,"diff":5503},{"filename":"route-fisica.chunk.b6e43.js","previous":0,"size":13442,"diff":13442},{"filename":"route-home.chunk.0540f.js","previous":0,"size":2292,"diff":2292},{"filename":"route-mingwinstall.chunk.22ffb.js","previous":0,"size":1816,"diff":1816},{"filename":"route-ottimizzazioneLineare.chunk.9e341.js","previous":0,"size":4057,"diff":4057},{"filename":"route-statistica.chunk.67526.js","previous":0,"size":19017,"diff":19017},{"filename":"route-vldigeometria.chunk.ddac8.js","previous":0,"size":26208,"diff":26208}]},{"timestamp":1590212195065,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":0,"diff":-618},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":0,"diff":-2012},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":0,"diff":-388},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":0,"diff":-354},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":0,"diff":-11150},{"filename":"route-home.chunk.deccf.css","previous":287,"size":0,"diff":-287},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":0,"diff":-2176},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":0,"diff":-1721},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":0,"diff":-444},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":0,"diff":-15566},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":0,"diff":-137},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":0,"diff":-25899},{"filename":"polyfills.b96b2.js","previous":2013,"size":0,"diff":-2013},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":0,"diff":-12401},{"filename":"route-home.chunk.65775.js","previous":2288,"size":0,"diff":-2288},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":0,"diff":-1812},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":0,"diff":-18159},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":0,"diff":-26055},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":0,"diff":-647},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":647,"size":0,"diff":-647},{"filename":"route-basiDiDati.chunk.fad1f.esm.js","previous":1721,"size":0,"diff":-1721},{"filename":"route-basiDiDati.chunk.8a7fd.js","previous":1857,"size":0,"diff":-1857},{"filename":"route-ottimizzazioneLineare.chunk.ab1d9.css","previous":420,"size":0,"diff":-420},{"filename":"route-ottimizzazioneLineare.chunk.050ec.esm.js","previous":2606,"size":0,"diff":-2606},{"filename":"route-ottimizzazioneLineare.chunk.5ecfe.js","previous":2900,"size":0,"diff":-2900},{"filename":"route-apprendimentoSistemiArtificiali.chunk.bcba4.esm.js","previous":293849,"size":0,"diff":-293849},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e631f.js","previous":294260,"size":0,"diff":-294260},{"filename":"bundle.cad64.esm.js","previous":12604,"size":0,"diff":-12604},{"filename":"route-calcoloNumerico.chunk.32e83.esm.js","previous":4123,"size":0,"diff":-4123},{"filename":"bundle.e705d.js","previous":12663,"size":0,"diff":-12663},{"filename":"route-calcoloNumerico.chunk.5e3f8.js","previous":4531,"size":0,"diff":-4531},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.20404.css","previous":0,"size":388,"diff":388},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.a9cdb.esm.js","previous":0,"size":292084,"diff":292084},{"filename":"bundle.0096a.css","previous":0,"size":627,"diff":627},{"filename":"bundle.0adff.esm.js","previous":0,"size":12648,"diff":12648},{"filename":"polyfills.f506c.esm.js","previous":0,"size":2011,"diff":2011},{"filename":"route-apprendimentoSistemiArtificiali.chunk.09043.esm.js","previous":0,"size":1848,"diff":1848},{"filename":"route-basiDiDati.chunk.ef885.css","previous":0,"size":647,"diff":647},{"filename":"route-basiDiDati.chunk.1507c.esm.js","previous":0,"size":1722,"diff":1722},{"filename":"route-calcoloNumerico.chunk.ef885.css","previous":0,"size":647,"diff":647},{"filename":"route-calcoloNumerico.chunk.12a0d.esm.js","previous":0,"size":4123,"diff":4123},{"filename":"route-fisica.chunk.6cdb9.css","previous":0,"size":354,"diff":354},{"filename":"route-fisica.chunk.6a099.esm.js","previous":0,"size":11150,"diff":11150},{"filename":"route-home.chunk.a50aa.css","previous":0,"size":287,"diff":287},{"filename":"route-home.chunk.8d038.esm.js","previous":0,"size":2176,"diff":2176},{"filename":"route-mingwinstall.chunk.111c3.esm.js","previous":0,"size":1722,"diff":1722},{"filename":"route-ottimizzazioneLineare.chunk.1b1e4.css","previous":0,"size":63,"diff":63},{"filename":"route-ottimizzazioneLineare.chunk.cbdc2.esm.js","previous":0,"size":2489,"diff":2489},{"filename":"route-statistica.chunk.2600b.css","previous":0,"size":444,"diff":444},{"filename":"route-statistica.chunk.34cdf.esm.js","previous":0,"size":15566,"diff":15566},{"filename":"route-vldigeometria.chunk.e95fc.css","previous":0,"size":137,"diff":137},{"filename":"route-vldigeometria.chunk.1a7b6.esm.js","previous":0,"size":25899,"diff":25899},{"filename":"route-apprendimentoSistemiArtificiali~route-ottimizzazioneLineare.chunk.1207d.js","previous":0,"size":292360,"diff":292360},{"filename":"bundle.978dc.js","previous":0,"size":12704,"diff":12704},{"filename":"polyfills.700d1.js","previous":0,"size":2012,"diff":2012},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c8ca0.js","previous":0,"size":1981,"diff":1981},{"filename":"route-basiDiDati.chunk.7695b.js","previous":0,"size":1858,"diff":1858},{"filename":"route-calcoloNumerico.chunk.dc993.js","previous":0,"size":4531,"diff":4531},{"filename":"route-fisica.chunk.0ea3c.js","previous":0,"size":12399,"diff":12399},{"filename":"route-home.chunk.70ddb.js","previous":0,"size":2287,"diff":2287},{"filename":"route-mingwinstall.chunk.0e2f4.js","previous":0,"size":1812,"diff":1812},{"filename":"route-ottimizzazioneLineare.chunk.8fb86.js","previous":0,"size":2754,"diff":2754},{"filename":"route-statistica.chunk.71281.js","previous":0,"size":18160,"diff":18160},{"filename":"route-vldigeometria.chunk.4b46b.js","previous":0,"size":26055,"diff":26055}]},{"timestamp":1588346470900,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-basiDiDati.chunk.fad1f.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-calcoloNumerico.chunk.9d1fa.esm.js","previous":3170,"size":0,"diff":-3170},{"filename":"route-basiDiDati.chunk.8a7fd.js","previous":1857,"size":1857,"diff":0},{"filename":"route-calcoloNumerico.chunk.f5c66.js","previous":3478,"size":0,"diff":-3478},{"filename":"route-ottimizzazioneLineare.chunk.ab1d9.css","previous":420,"size":420,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.050ec.esm.js","previous":2606,"size":2606,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.5ecfe.js","previous":2900,"size":2900,"diff":0},{"filename":"bundle.6b8a3.esm.js","previous":12584,"size":0,"diff":-12584},{"filename":"route-apprendimentoSistemiArtificiali.chunk.bcba4.esm.js","previous":293849,"size":293849,"diff":0},{"filename":"bundle.109db.js","previous":12644,"size":0,"diff":-12644},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e631f.js","previous":294260,"size":294260,"diff":0},{"filename":"bundle.cad64.esm.js","previous":0,"size":12604,"diff":12604},{"filename":"route-calcoloNumerico.chunk.32e83.esm.js","previous":0,"size":4123,"diff":4123},{"filename":"bundle.e705d.js","previous":0,"size":12663,"diff":12663},{"filename":"route-calcoloNumerico.chunk.5e3f8.js","previous":0,"size":4531,"diff":4531}]},{"timestamp":1587574375733,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.201bc.esm.js","previous":822,"size":0,"diff":-822},{"filename":"route-basiDiDati.chunk.fad1f.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-calcoloNumerico.chunk.9d1fa.esm.js","previous":3170,"size":3170,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.1258f.js","previous":919,"size":0,"diff":-919},{"filename":"route-basiDiDati.chunk.8a7fd.js","previous":1857,"size":1857,"diff":0},{"filename":"route-calcoloNumerico.chunk.f5c66.js","previous":3478,"size":3478,"diff":0},{"filename":"bundle.e26ae.esm.js","previous":12583,"size":0,"diff":-12583},{"filename":"route-ottimizzazioneLineare.chunk.ab1d9.css","previous":420,"size":420,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.050ec.esm.js","previous":2606,"size":2606,"diff":0},{"filename":"bundle.bf05e.js","previous":12645,"size":0,"diff":-12645},{"filename":"route-ottimizzazioneLineare.chunk.5ecfe.js","previous":2900,"size":2900,"diff":0},{"filename":"bundle.6b8a3.esm.js","previous":0,"size":12584,"diff":12584},{"filename":"route-apprendimentoSistemiArtificiali.chunk.bcba4.esm.js","previous":0,"size":293849,"diff":293849},{"filename":"bundle.109db.js","previous":0,"size":12644,"diff":12644},{"filename":"route-apprendimentoSistemiArtificiali.chunk.e631f.js","previous":0,"size":294260,"diff":294260}]},{"timestamp":1587085125307,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.c2edb.css","previous":388,"size":0,"diff":-388},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"bundle.f7171.esm.js","previous":12514,"size":0,"diff":-12514},{"filename":"route-apprendimentoSistemiArtificiali.chunk.201bc.esm.js","previous":822,"size":822,"diff":0},{"filename":"route-basiDiDati.chunk.fad1f.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-calcoloNumerico.chunk.9d1fa.esm.js","previous":3170,"size":3170,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.af4fb.esm.js","previous":1952,"size":0,"diff":-1952},{"filename":"bundle.2942c.js","previous":12576,"size":0,"diff":-12576},{"filename":"route-apprendimentoSistemiArtificiali.chunk.1258f.js","previous":919,"size":919,"diff":0},{"filename":"route-basiDiDati.chunk.8a7fd.js","previous":1857,"size":1857,"diff":0},{"filename":"route-calcoloNumerico.chunk.f5c66.js","previous":3478,"size":3478,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.d8829.js","previous":2185,"size":0,"diff":-2185},{"filename":"bundle.e26ae.esm.js","previous":0,"size":12583,"diff":12583},{"filename":"route-ottimizzazioneLineare.chunk.ab1d9.css","previous":0,"size":420,"diff":420},{"filename":"route-ottimizzazioneLineare.chunk.050ec.esm.js","previous":0,"size":2606,"diff":2606},{"filename":"bundle.bf05e.js","previous":0,"size":12645,"diff":12645},{"filename":"route-ottimizzazioneLineare.chunk.5ecfe.js","previous":0,"size":2900,"diff":2900}]},{"timestamp":1584974769267,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.fdc4f.esm.js","previous":1004,"size":0,"diff":-1004},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.b1ca4.js","previous":1120,"size":0,"diff":-1120},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-basiDiDati.chunk.ee3b7.esm.js","previous":2032,"size":0,"diff":-2032},{"filename":"route-ottimizzazioneLineare.chunk.96c0e.esm.js","previous":2149,"size":0,"diff":-2149},{"filename":"route-basiDiDati.chunk.eb3c5.js","previous":2169,"size":0,"diff":-2169},{"filename":"route-ottimizzazioneLineare.chunk.e117d.js","previous":2386,"size":0,"diff":-2386},{"filename":"bundle.85ae2.esm.js","previous":12517,"size":0,"diff":-12517},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-calcoloNumerico.chunk.b8d1f.esm.js","previous":3201,"size":0,"diff":-3201},{"filename":"bundle.0cb08.js","previous":12572,"size":0,"diff":-12572},{"filename":"route-calcoloNumerico.chunk.726a6.js","previous":3450,"size":0,"diff":-3450},{"filename":"bundle.f7171.esm.js","previous":0,"size":12514,"diff":12514},{"filename":"route-apprendimentoSistemiArtificiali.chunk.201bc.esm.js","previous":0,"size":822,"diff":822},{"filename":"route-basiDiDati.chunk.fad1f.esm.js","previous":0,"size":1721,"diff":1721},{"filename":"route-calcoloNumerico.chunk.9d1fa.esm.js","previous":0,"size":3170,"diff":3170},{"filename":"route-ottimizzazioneLineare.chunk.af4fb.esm.js","previous":0,"size":1952,"diff":1952},{"filename":"bundle.2942c.js","previous":0,"size":12576,"diff":12576},{"filename":"route-apprendimentoSistemiArtificiali.chunk.1258f.js","previous":0,"size":919,"diff":919},{"filename":"route-basiDiDati.chunk.8a7fd.js","previous":0,"size":1857,"diff":1857},{"filename":"route-calcoloNumerico.chunk.f5c66.js","previous":0,"size":3478,"diff":3478},{"filename":"route-ottimizzazioneLineare.chunk.d8829.js","previous":0,"size":2185,"diff":2185}]},{"timestamp":1584373363140,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.fdc4f.esm.js","previous":1004,"size":1004,"diff":0},{"filename":"route-calcoloNumerico.chunk.c2edb.css","previous":388,"size":0,"diff":-388},{"filename":"route-calcoloNumerico.chunk.5f4f3.esm.js","previous":1563,"size":0,"diff":-1563},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.b1ca4.js","previous":1120,"size":1120,"diff":0},{"filename":"route-calcoloNumerico.chunk.a852d.js","previous":1677,"size":0,"diff":-1677},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"bundle.1c866.esm.js","previous":12517,"size":0,"diff":-12517},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":647,"size":647,"diff":0},{"filename":"route-basiDiDati.chunk.ee3b7.esm.js","previous":2032,"size":2032,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.96c0e.esm.js","previous":2149,"size":2149,"diff":0},{"filename":"bundle.7b35a.js","previous":12574,"size":0,"diff":-12574},{"filename":"route-basiDiDati.chunk.eb3c5.js","previous":2169,"size":2169,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.e117d.js","previous":2386,"size":2386,"diff":0},{"filename":"bundle.85ae2.esm.js","previous":0,"size":12517,"diff":12517},{"filename":"route-calcoloNumerico.chunk.9cc26.css","previous":0,"size":647,"diff":647},{"filename":"route-calcoloNumerico.chunk.b8d1f.esm.js","previous":0,"size":3201,"diff":3201},{"filename":"bundle.0cb08.js","previous":0,"size":12572,"diff":12572},{"filename":"route-calcoloNumerico.chunk.726a6.js","previous":0,"size":3450,"diff":3450}]},{"timestamp":1584117678940,"files":[{"filename":"sw-esm.js","previous":741,"size":741,"diff":0},{"filename":"sw.js","previous":738,"size":738,"diff":0},{"filename":"bundle.69171.css","previous":618,"size":618,"diff":0},{"filename":"bundle.5f7c2.esm.js","previous":9835,"size":0,"diff":-9835},{"filename":"polyfills.7484f.esm.js","previous":2012,"size":2012,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.fdc4f.esm.js","previous":1004,"size":1004,"diff":0},{"filename":"route-basiDiDati.chunk.c2edb.css","previous":388,"size":0,"diff":-388},{"filename":"route-basiDiDati.chunk.ac797.esm.js","previous":938,"size":0,"diff":-938},{"filename":"route-calcoloNumerico.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-calcoloNumerico.chunk.5f4f3.esm.js","previous":1563,"size":1563,"diff":0},{"filename":"route-fisica.chunk.0b01a.css","previous":354,"size":354,"diff":0},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":11150,"size":11150,"diff":0},{"filename":"route-home.chunk.deccf.css","previous":287,"size":287,"diff":0},{"filename":"route-home.chunk.86a07.esm.js","previous":2176,"size":2176,"diff":0},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":137,"size":137,"diff":0},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":1721,"size":1721,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.c2edb.css","previous":388,"size":388,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.d97a3.esm.js","previous":2149,"size":0,"diff":-2149},{"filename":"route-statistica.chunk.025c9.css","previous":444,"size":444,"diff":0},{"filename":"route-statistica.chunk.26925.esm.js","previous":15566,"size":15566,"diff":0},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":137,"size":137,"diff":0},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":25899,"size":25899,"diff":0},{"filename":"bundle.c755a.js","previous":9889,"size":0,"diff":-9889},{"filename":"polyfills.b96b2.js","previous":2013,"size":2013,"diff":0},{"filename":"route-apprendimentoSistemiArtificiali.chunk.b1ca4.js","previous":1120,"size":1120,"diff":0},{"filename":"route-basiDiDati.chunk.d1ab5.js","previous":1052,"size":0,"diff":-1052},{"filename":"route-calcoloNumerico.chunk.a852d.js","previous":1677,"size":1677,"diff":0},{"filename":"route-fisica.chunk.3f6c6.js","previous":12401,"size":12401,"diff":0},{"filename":"route-home.chunk.65775.js","previous":2288,"size":2288,"diff":0},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":1812,"size":1812,"diff":0},{"filename":"route-ottimizzazioneLineare.chunk.56a70.js","previous":2387,"size":0,"diff":-2387},{"filename":"route-statistica.chunk.fe1f8.js","previous":18159,"size":18159,"diff":0},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":26055,"size":26055,"diff":0},{"filename":"bundle.1c866.esm.js","previous":0,"size":12517,"diff":12517},{"filename":"route-basiDiDati.chunk.9cc26.css","previous":0,"size":647,"diff":647},{"filename":"route-basiDiDati.chunk.ee3b7.esm.js","previous":0,"size":2032,"diff":2032},{"filename":"route-ottimizzazioneLineare.chunk.96c0e.esm.js","previous":0,"size":2149,"diff":2149},{"filename":"bundle.7b35a.js","previous":0,"size":12574,"diff":12574},{"filename":"route-basiDiDati.chunk.eb3c5.js","previous":0,"size":2169,"diff":2169},{"filename":"route-ottimizzazioneLineare.chunk.e117d.js","previous":0,"size":2386,"diff":2386}]},{"timestamp":1583950901344,"files":[{"filename":"sw-esm.js","previous":0,"size":741,"diff":741},{"filename":"sw.js","previous":0,"size":738,"diff":738},{"filename":"bundle.69171.css","previous":0,"size":618,"diff":618},{"filename":"bundle.5f7c2.esm.js","previous":0,"size":9835,"diff":9835},{"filename":"polyfills.7484f.esm.js","previous":0,"size":2012,"diff":2012},{"filename":"route-apprendimentoSistemiArtificiali.chunk.c2edb.css","previous":0,"size":388,"diff":388},{"filename":"route-apprendimentoSistemiArtificiali.chunk.fdc4f.esm.js","previous":0,"size":1004,"diff":1004},{"filename":"route-basiDiDati.chunk.c2edb.css","previous":0,"size":388,"diff":388},{"filename":"route-basiDiDati.chunk.ac797.esm.js","previous":0,"size":938,"diff":938},{"filename":"route-calcoloNumerico.chunk.c2edb.css","previous":0,"size":388,"diff":388},{"filename":"route-calcoloNumerico.chunk.5f4f3.esm.js","previous":0,"size":1563,"diff":1563},{"filename":"route-fisica.chunk.0b01a.css","previous":0,"size":354,"diff":354},{"filename":"route-fisica.chunk.4ed8c.esm.js","previous":0,"size":11150,"diff":11150},{"filename":"route-home.chunk.deccf.css","previous":0,"size":287,"diff":287},{"filename":"route-home.chunk.86a07.esm.js","previous":0,"size":2176,"diff":2176},{"filename":"route-mingwinstall.chunk.4f81b.css","previous":0,"size":137,"diff":137},{"filename":"route-mingwinstall.chunk.ea3ae.esm.js","previous":0,"size":1721,"diff":1721},{"filename":"route-ottimizzazioneLineare.chunk.c2edb.css","previous":0,"size":388,"diff":388},{"filename":"route-ottimizzazioneLineare.chunk.d97a3.esm.js","previous":0,"size":2149,"diff":2149},{"filename":"route-statistica.chunk.025c9.css","previous":0,"size":444,"diff":444},{"filename":"route-statistica.chunk.26925.esm.js","previous":0,"size":15566,"diff":15566},{"filename":"route-vldigeometria.chunk.e54c2.css","previous":0,"size":137,"diff":137},{"filename":"route-vldigeometria.chunk.24244.esm.js","previous":0,"size":25899,"diff":25899},{"filename":"bundle.c755a.js","previous":0,"size":9889,"diff":9889},{"filename":"polyfills.b96b2.js","previous":0,"size":2013,"diff":2013},{"filename":"route-apprendimentoSistemiArtificiali.chunk.b1ca4.js","previous":0,"size":1120,"diff":1120},{"filename":"route-basiDiDati.chunk.d1ab5.js","previous":0,"size":1052,"diff":1052},{"filename":"route-calcoloNumerico.chunk.a852d.js","previous":0,"size":1677,"diff":1677},{"filename":"route-fisica.chunk.3f6c6.js","previous":0,"size":12401,"diff":12401},{"filename":"route-home.chunk.65775.js","previous":0,"size":2288,"diff":2288},{"filename":"route-mingwinstall.chunk.9d6e9.js","previous":0,"size":1812,"diff":1812},{"filename":"route-ottimizzazioneLineare.chunk.56a70.js","previous":0,"size":2387,"diff":2387},{"filename":"route-statistica.chunk.fe1f8.js","previous":0,"size":18159,"diff":18159},{"filename":"route-vldigeometria.chunk.3b8b9.js","previous":0,"size":26055,"diff":26055}]}]