antoine/dotfiles
1
0
Fork 0
Code Issues Pull requests Projects Releases Packages Wiki Activity Actions
dotfiles/obsidian/plugins/obsidian-excalidraw-plugin/main.js
Antoine 120bde4674 first commit
2024-03-21 21:02:11 +01:00

83 lines
4.6 MiB
Raw Blame History

This file contains ambiguous Unicode characters

This file contains Unicode characters that might be confused with other characters. If you think that this is intentional, you can safely ignore this warning. Use the Escape button to reveal them.

"use strict";var obsidian_module=require("obsidian");var LZString=function(){var r=String.fromCharCode,o="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",n="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+-$",e={};function t(r,o){if(!e[r]){e[r]={};for(var n=0;n<r.length;n++)e[r][r.charAt(n)]=n}return e[r][o]}var i={compressToBase64:function(r){if(null==r)return"";var n=i._compress(r,6,function(r){return o.charAt(r)});switch(n.length%4){default:case 0:return n;case 1:return n+"===";case 2:return n+"==";case 3:return n+"="}},decompressFromBase64:function(r){return null==r?"":""==r?null:i._decompress(r.length,32,function(n){return t(o,r.charAt(n))})},compressToUTF16:function(o){return null==o?"":i._compress(o,15,function(o){return r(o+32)})+" "},decompressFromUTF16:function(r){return null==r?"":""==r?null:i._decompress(r.length,16384,function(o){return r.charCodeAt(o)-32})},compressToUint8Array:function(r){for(var o=i.compress(r),n=new Uint8Array(2*o.length),e=0,t=o.length;e<t;e++){var s=o.charCodeAt(e);n[2*e]=s>>>8,n[2*e+1]=s%256}return n},decompressFromUint8Array:function(o){if(null==o)return i.decompress(o);for(var n=new Array(o.length/2),e=0,t=n.length;e<t;e++)n[e]=256*o[2*e]+o[2*e+1];var s=[];return n.forEach(function(o){s.push(r(o))}),i.decompress(s.join(""))},compressToEncodedURIComponent:function(r){return null==r?"":i._compress(r,6,function(r){return n.charAt(r)})},decompressFromEncodedURIComponent:function(r){return null==r?"":""==r?null:(r=r.replace(/ /g,"+"),i._decompress(r.length,32,function(o){return t(n,r.charAt(o))}))},compress:function(o){return i._compress(o,16,function(o){return r(o)})},_compress:function(r,o,n){if(null==r)return"";var e,t,i,s={},u={},a="",p="",c="",l=2,f=3,h=2,d=[],m=0,v=0;for(i=0;i<r.length;i+=1)if(a=r.charAt(i),Object.prototype.hasOwnProperty.call(s,a)||(s[a]=f++,u[a]=!0),p=c+a,Object.prototype.hasOwnProperty.call(s,p))c=p;else{if(Object.prototype.hasOwnProperty.call(u,c)){if(c.charCodeAt(0)<256){for(e=0;e<h;e++)m<<=1,v==o-1?(v=0,d.push(n(m)),m=0):v++;for(t=c.charCodeAt(0),e=0;e<8;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}else{for(t=1,e=0;e<h;e++)m=m<<1|t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t=0;for(t=c.charCodeAt(0),e=0;e<16;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}0==--l&&(l=Math.pow(2,h),h++),delete u[c]}else for(t=s[c],e=0;e<h;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1;0==--l&&(l=Math.pow(2,h),h++),s[p]=f++,c=String(a)}if(""!==c){if(Object.prototype.hasOwnProperty.call(u,c)){if(c.charCodeAt(0)<256){for(e=0;e<h;e++)m<<=1,v==o-1?(v=0,d.push(n(m)),m=0):v++;for(t=c.charCodeAt(0),e=0;e<8;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}else{for(t=1,e=0;e<h;e++)m=m<<1|t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t=0;for(t=c.charCodeAt(0),e=0;e<16;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}0==--l&&(l=Math.pow(2,h),h++),delete u[c]}else for(t=s[c],e=0;e<h;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1;0==--l&&(l=Math.pow(2,h),h++)}for(t=2,e=0;e<h;e++)m=m<<1|1&t,v==o-1?(v=0,d.push(n(m)),m=0):v++,t>>=1;for(;;){if(m<<=1,v==o-1){d.push(n(m));break}v++}return d.join("")},decompress:function(r){return null==r?"":""==r?null:i._decompress(r.length,32768,function(o){return r.charCodeAt(o)})},_decompress:function(o,n,e){var t,i,s,u,a,p,c,l=[],f=4,h=4,d=3,m="",v=[],g={val:e(0),position:n,index:1};for(t=0;t<3;t+=1)l[t]=t;for(s=0,a=Math.pow(2,2),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;switch(s){case 0:for(s=0,a=Math.pow(2,8),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;c=r(s);break;case 1:for(s=0,a=Math.pow(2,16),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;c=r(s);break;case 2:return""}for(l[3]=c,i=c,v.push(c);;){if(g.index>o)return"";for(s=0,a=Math.pow(2,d),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;switch(c=s){case 0:for(s=0,a=Math.pow(2,8),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;l[h++]=r(s),c=h-1,f--;break;case 1:for(s=0,a=Math.pow(2,16),p=1;p!=a;)u=g.val&g.position,g.position>>=1,0==g.position&&(g.position=n,g.val=e(g.index++)),s|=(u>0?1:0)*p,p<<=1;l[h++]=r(s),c=h-1,f--;break;case 2:return v.join("")}if(0==f&&(f=Math.pow(2,d),d++),l[c])m=l[c];else{if(c!==h)return null;m=i+i.charAt(0)}v.push(m),l[h++]=i+m.charAt(0),i=m,0==--f&&(f=Math.pow(2,d),d++)}}};return i}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});const EXCALIDRAW_PACKAGES = "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";const {react, reactDOM, excalidrawLib} = window.eval.call(window, `(function() {${LZString.decompressFromBase64(EXCALIDRAW_PACKAGES)};return {react:React, reactDOM:ReactDOM, excalidrawLib: ExcalidrawLib};})();`);const PLUGIN_VERSION="1.9.28";function _interopNamespace(e){if(e&&e.__esModule)return e;var A=Object.create(null);return e&&Object.keys(e).forEach((function(t){if("default"!==t){var i=Object.getOwnPropertyDescriptor(e,t);Object.defineProperty(A,t,i.get?i:{enumerable:!0,get:function(){return e[t]}})}})),A.default=e,Object.freeze(A)}var obsidian_module__namespace=_interopNamespace(obsidian_module),React__namespace=_interopNamespace(React);let random$1=e=>crypto.getRandomValues(new Uint8Array(e)),customRandom=(e,A,t)=>{let i=(2<<Math.log(e.length-1)/Math.LN2)-1,n=-~(1.6*i*A/e.length);return(s=A)=>{let r="";for(;;){let A=t(n),a=n;for(;a--;)if(r+=e[A[a]&i]||"",r.length===s)return r}}},customAlphabet=(e,A=21)=>customRandom(e,A,random$1),nanoid$1=(e=21)=>crypto.getRandomValues(new Uint8Array(e)).reduce(((e,A)=>e+((A&=63)<36?A.toString(36):A<62?(A-26).toString(36).toUpperCase():A>62?"-":"_")),"");const ERROR_IFRAME_CONVERSION_CANCELED="iframe conversion canceled",LOCALE=obsidian_module.moment.locale(),obsidianToExcalidrawMap={en:"en-US",af:"af-ZA",am:"am-ET",ar:"ar-SA",eu:"eu-ES",be:"be-BY",bg:"bg-BG",bn:"bn-BD",ca:"ca-ES",cs:"cs-CZ",da:"da-DK",de:"de-DE",el:"el-GR",eo:"eo-EO",es:"es-ES",fa:"fa-IR","fi-fi":"fi-FI",fr:"fr-FR",gl:"gl-ES",he:"he-IL",hi:"hi-IN",hu:"hu-HU",id:"id-ID",it:"it-IT",ja:"ja-JP",ko:"ko-KR",lv:"lv-LV",ml:"ml-IN",ms:"ms-MY",nl:"nl-NL",no:"nb-NO",oc:"oc-FR",pl:"pl-PL",pt:"pt-PT","pt-BR":"pt-BR",ro:"ro-RO",ru:"ru-RU",sr:"sr-RS",se:"sv-SE",sk:"sk-SK",sq:"sq-AL",ta:"ta-IN",te:"te-IN",th:"th-TH",tr:"tr-TR",uk:"uk-UA",ur:"ur-PK",vi:"vi-VN",zh:"zh-CN","zh-TW":"zh-TW"},{sceneCoordsToViewportCoords:sceneCoordsToViewportCoords,viewportCoordsToSceneCoords:viewportCoordsToSceneCoords,determineFocusDistance:determineFocusDistance,intersectElementWithLine:intersectElementWithLine,getCommonBoundingBox:getCommonBoundingBox,getMaximumGroups:getMaximumGroups,measureText:measureText,getDefaultLineHeight:getDefaultLineHeight,wrapText:wrapText,getFontString:getFontString,getBoundTextMaxWidth:getBoundTextMaxWidth,exportToSvg:exportToSvg,exportToBlob:exportToBlob,mutateElement:mutateElement,restore:restore,mermaidToExcalidraw:mermaidToExcalidraw}=excalidrawLib;function JSON_parse(e){return JSON.parse(e.replaceAll("&#91;","["))}/Mac|iPod|iPhone|iPad/.test(window.navigator.platform);const DEVICE={isDesktop:!document.body.hasClass("is-tablet")&&!document.body.hasClass("is-mobile"),isPhone:document.body.hasClass("is-phone"),isTablet:document.body.hasClass("is-tablet"),isMobile:document.body.hasClass("is-mobile"),isLinux:document.body.hasClass("mod-linux")&&!document.body.hasClass("is-android"),isMacOS:document.body.hasClass("mod-macos")&&!document.body.hasClass("is-ios"),isWindows:document.body.hasClass("mod-windows"),isIOS:document.body.hasClass("is-ios"),isAndroid:document.body.hasClass("is-android")},ROOTELEMENTSIZE=(()=>{const e=document.createElement("div");e.style.fontSize="1rem",e.style.display="none",document.body.appendChild(e);const A=getComputedStyle(e),t=parseFloat(A.fontSize);return document.body.removeChild(e),t})(),nanoid=customAlphabet("1234567890abcdefghijklmnopqrstuvwxyzABCDEFGHIJKLMNOPQRSTUVWXYZ",8),KEYCODE={ESC:27},ROUNDNESS={LEGACY:1,PROPORTIONAL_RADIUS:2,ADAPTIVE_RADIUS:3},THEME_FILTER="invert(100%) hue-rotate(180deg) saturate(1.25)",GITHUB_RELEASES="https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/",URLFETCHTIMEOUT=3e3,PLUGIN_ID="obsidian-excalidraw-plugin",SCRIPT_INSTALL_CODEBLOCK="excalidraw-script-install",SCRIPT_INSTALL_FOLDER="Downloaded",fileid=customAlphabet("1234567890abcdef",40),REG_LINKINDEX_INVALIDCHARS=/[<>:"\\|?*#]/g,REG_SECTION_REF_CLEAN=/([:#|^\\\r\n]|%%|\[\[|]])/g,REG_BLOCK_REF_CLEAN=/[!"#$%&()*+,.:;<=>?@^`{|}~\/\[\]\\\r\n]/g,IMAGE_TYPES=["jpeg","jpg","png","gif","svg","webp","bmp","ico"],EXPORT_TYPES=["svg","dark.svg","light.svg","png","dark.png","light.png"],MAX_IMAGE_SIZE=500,FRONTMATTER_KEY="excalidraw-plugin",FRONTMATTER_KEY_EXPORT_TRANSPARENT="excalidraw-export-transparent",FRONTMATTER_KEY_EXPORT_DARK="excalidraw-export-dark",FRONTMATTER_KEY_EXPORT_SVGPADDING="excalidraw-export-svgpadding",FRONTMATTER_KEY_EXPORT_PADDING="excalidraw-export-padding",FRONTMATTER_KEY_EXPORT_PNGSCALE="excalidraw-export-pngscale",FRONTMATTER_KEY_CUSTOM_PREFIX="excalidraw-link-prefix",FRONTMATTER_KEY_CUSTOM_URL_PREFIX="excalidraw-url-prefix",FRONTMATTER_KEY_CUSTOM_LINK_BRACKETS="excalidraw-link-brackets",FRONTMATTER_KEY_ONLOAD_SCRIPT="excalidraw-onload-script",FRONTMATTER_KEY_LINKBUTTON_OPACITY="excalidraw-linkbutton-opacity",FRONTMATTER_KEY_DEFAULT_MODE="excalidraw-default-mode",FRONTMATTER_KEY_FONT="excalidraw-font",FRONTMATTER_KEY_FONTCOLOR="excalidraw-font-color",FRONTMATTER_KEY_BORDERCOLOR="excalidraw-border-color",FRONTMATTER_KEY_MD_STYLE="excalidraw-css",FRONTMATTER_KEY_AUTOEXPORT="excalidraw-autoexport",FRONTMATTER_KEY_EMBEDDABLE_THEME="excalidraw-iframe-theme",EMBEDDABLE_THEME_FRONTMATTER_VALUES=["light","dark","auto","dafault"],VIEW_TYPE_EXCALIDRAW="excalidraw",ICON_NAME="excalidraw-icon",RERENDER_EVENT="excalidraw-embed-rerender",BLANK_DRAWING=`{"type":"excalidraw","version":2,"source":"${GITHUB_RELEASES+PLUGIN_VERSION}","elements":[],"appState":{"gridSize":null,"viewBackgroundColor":"#ffffff"}}`,DARK_BLANK_DRAWING=`{"type":"excalidraw","version":2,"source":"${GITHUB_RELEASES+PLUGIN_VERSION}","elements":[],"appState":{"theme":"dark","gridSize":null,"viewBackgroundColor":"#ffffff"}}`,FRONTMATTER=["---","",`${FRONTMATTER_KEY}: parsed`,"tags: [excalidraw]","","---","==⚠ Switch to EXCALIDRAW VIEW in the MORE OPTIONS menu of this document. ⚠==","",""].join("\n"),EMPTY_MESSAGE="Hit enter to create a new drawing",TEXT_DISPLAY_PARSED_ICON_NAME="quote-glyph",TEXT_DISPLAY_RAW_ICON_NAME="presentation",SCRIPTENGINE_ICON_NAME="ScriptEngine",KEYBOARD_EVENT_TYPES=["keydown","keyup","keypress"],EXTENDED_EVENT_TYPES=["copy","cut","paste"],COLOR_NAMES=new Map;COLOR_NAMES.set("aliceblue","#f0f8ff"),COLOR_NAMES.set("antiquewhite","#faebd7"),COLOR_NAMES.set("aqua","#00ffff"),COLOR_NAMES.set("aquamarine","#7fffd4"),COLOR_NAMES.set("azure","#f0ffff"),COLOR_NAMES.set("beige","#f5f5dc"),COLOR_NAMES.set("bisque","#ffe4c4"),COLOR_NAMES.set("black","#000000"),COLOR_NAMES.set("blanchedalmond","#ffebcd"),COLOR_NAMES.set("blue","#0000ff"),COLOR_NAMES.set("blueviolet","#8a2be2"),COLOR_NAMES.set("brown","#a52a2a"),COLOR_NAMES.set("burlywood","#deb887"),COLOR_NAMES.set("cadetblue","#5f9ea0"),COLOR_NAMES.set("chartreuse","#7fff00"),COLOR_NAMES.set("chocolate","#d2691e"),COLOR_NAMES.set("coral","#ff7f50"),COLOR_NAMES.set("cornflowerblue","#6495ed"),COLOR_NAMES.set("cornsilk","#fff8dc"),COLOR_NAMES.set("crimson","#dc143c"),COLOR_NAMES.set("cyan","#00ffff"),COLOR_NAMES.set("darkblue","#00008b"),COLOR_NAMES.set("darkcyan","#008b8b"),COLOR_NAMES.set("darkgoldenrod","#b8860b"),COLOR_NAMES.set("darkgray","#a9a9a9"),COLOR_NAMES.set("darkgreen","#006400"),COLOR_NAMES.set("darkkhaki","#bdb76b"),COLOR_NAMES.set("darkmagenta","#8b008b"),COLOR_NAMES.set("darkolivegreen","#556b2f"),COLOR_NAMES.set("darkorange","#ff8c00"),COLOR_NAMES.set("darkorchid","#9932cc"),COLOR_NAMES.set("darkred","#8b0000"),COLOR_NAMES.set("darksalmon","#e9967a"),COLOR_NAMES.set("darkseagreen","#8fbc8f"),COLOR_NAMES.set("darkslateblue","#483d8b"),COLOR_NAMES.set("darkslategray","#2f4f4f"),COLOR_NAMES.set("darkturquoise","#00ced1"),COLOR_NAMES.set("darkviolet","#9400d3"),COLOR_NAMES.set("deeppink","#ff1493"),COLOR_NAMES.set("deepskyblue","#00bfff"),COLOR_NAMES.set("dimgray","#696969"),COLOR_NAMES.set("dodgerblue","#1e90ff"),COLOR_NAMES.set("firebrick","#b22222"),COLOR_NAMES.set("floralwhite","#fffaf0"),COLOR_NAMES.set("forestgreen","#228b22"),COLOR_NAMES.set("fuchsia","#ff00ff"),COLOR_NAMES.set("gainsboro","#dcdcdc"),COLOR_NAMES.set("ghostwhite","#f8f8ff"),COLOR_NAMES.set("gold","#ffd700"),COLOR_NAMES.set("goldenrod","#daa520"),COLOR_NAMES.set("gray","#808080"),COLOR_NAMES.set("green","#008000"),COLOR_NAMES.set("greenyellow","#adff2f"),COLOR_NAMES.set("honeydew","#f0fff0"),COLOR_NAMES.set("hotpink","#ff69b4"),COLOR_NAMES.set("indianred","#cd5c5c"),COLOR_NAMES.set("indigo","#4b0082"),COLOR_NAMES.set("ivory","#fffff0"),COLOR_NAMES.set("khaki","#f0e68c"),COLOR_NAMES.set("lavender","#e6e6fa"),COLOR_NAMES.set("lavenderblush","#fff0f5"),COLOR_NAMES.set("lawngreen","#7cfc00"),COLOR_NAMES.set("lemonchiffon","#fffacd"),COLOR_NAMES.set("lightblue","#add8e6"),COLOR_NAMES.set("lightcoral","#f08080"),COLOR_NAMES.set("lightcyan","#e0ffff"),COLOR_NAMES.set("lightgoldenrodyellow","#fafad2"),COLOR_NAMES.set("lightgrey","#d3d3d3"),COLOR_NAMES.set("lightgreen","#90ee90"),COLOR_NAMES.set("lightpink","#ffb6c1"),COLOR_NAMES.set("lightsalmon","#ffa07a"),COLOR_NAMES.set("lightseagreen","#20b2aa"),COLOR_NAMES.set("lightskyblue","#87cefa"),COLOR_NAMES.set("lightslategray","#778899"),COLOR_NAMES.set("lightsteelblue","#b0c4de"),COLOR_NAMES.set("lightyellow","#ffffe0"),COLOR_NAMES.set("lime","#00ff00"),COLOR_NAMES.set("limegreen","#32cd32"),COLOR_NAMES.set("linen","#faf0e6"),COLOR_NAMES.set("magenta","#ff00ff"),COLOR_NAMES.set("maroon","#800000"),COLOR_NAMES.set("mediumaquamarine","#66cdaa"),COLOR_NAMES.set("mediumblue","#0000cd"),COLOR_NAMES.set("mediumorchid","#ba55d3"),COLOR_NAMES.set("mediumpurple","#9370d8"),COLOR_NAMES.set("mediumseagreen","#3cb371"),COLOR_NAMES.set("mediumslateblue","#7b68ee"),COLOR_NAMES.set("mediumspringgreen","#00fa9a"),COLOR_NAMES.set("mediumturquoise","#48d1cc"),COLOR_NAMES.set("mediumvioletred","#c71585"),COLOR_NAMES.set("midnightblue","#191970"),COLOR_NAMES.set("mintcream","#f5fffa"),COLOR_NAMES.set("mistyrose","#ffe4e1"),COLOR_NAMES.set("moccasin","#ffe4b5"),COLOR_NAMES.set("navajowhite","#ffdead"),COLOR_NAMES.set("navy","#000080"),COLOR_NAMES.set("oldlace","#fdf5e6"),COLOR_NAMES.set("olive","#808000"),COLOR_NAMES.set("olivedrab","#6b8e23"),COLOR_NAMES.set("orange","#ffa500"),COLOR_NAMES.set("orangered","#ff4500"),COLOR_NAMES.set("orchid","#da70d6"),COLOR_NAMES.set("palegoldenrod","#eee8aa"),COLOR_NAMES.set("palegreen","#98fb98"),COLOR_NAMES.set("paleturquoise","#afeeee"),COLOR_NAMES.set("palevioletred","#d87093"),COLOR_NAMES.set("papayawhip","#ffefd5"),COLOR_NAMES.set("peachpuff","#ffdab9"),COLOR_NAMES.set("peru","#cd853f"),COLOR_NAMES.set("pink","#ffc0cb"),COLOR_NAMES.set("plum","#dda0dd"),COLOR_NAMES.set("powderblue","#b0e0e6"),COLOR_NAMES.set("purple","#800080"),COLOR_NAMES.set("rebeccapurple","#663399"),COLOR_NAMES.set("red","#ff0000"),COLOR_NAMES.set("rosybrown","#bc8f8f"),COLOR_NAMES.set("royalblue","#4169e1"),COLOR_NAMES.set("saddlebrown","#8b4513"),COLOR_NAMES.set("salmon","#fa8072"),COLOR_NAMES.set("sandybrown","#f4a460"),COLOR_NAMES.set("seagreen","#2e8b57"),COLOR_NAMES.set("seashell","#fff5ee"),COLOR_NAMES.set("sienna","#a0522d"),COLOR_NAMES.set("silver","#c0c0c0"),COLOR_NAMES.set("skyblue","#87ceeb"),COLOR_NAMES.set("slateblue","#6a5acd"),COLOR_NAMES.set("slategray","#708090"),COLOR_NAMES.set("snow","#fffafa"),COLOR_NAMES.set("springgreen","#00ff7f"),COLOR_NAMES.set("steelblue","#4682b4"),COLOR_NAMES.set("tan","#d2b48c"),COLOR_NAMES.set("teal","#008080"),COLOR_NAMES.set("thistle","#d8bfd8"),COLOR_NAMES.set("tomato","#ff6347"),COLOR_NAMES.set("turquoise","#40e0d0"),COLOR_NAMES.set("violet","#ee82ee"),COLOR_NAMES.set("wheat","#f5deb3"),COLOR_NAMES.set("white","#ffffff"),COLOR_NAMES.set("whitesmoke","#f5f5f5"),COLOR_NAMES.set("yellow","#ffff00"),COLOR_NAMES.set("yellowgreen","#9acd32");const DEFAULT_MD_EMBED_CSS='.snw-reference{display: none;}.excalidraw-md-host{padding:0px 10px}.excalidraw-md-footer{height:5px}foreignObject{background-color:transparent}p{display:block;margin-block-start:1em;margin-block-end:1em;margin-inline-start:0px;margin-inline-end:0px;color:inherit}table,tr,th,td{color:inherit;border:1px solid;border-collapse:collapse;padding:3px}th{font-weight:bold;border-bottom:double;background-color:silver}.copy-code-button{display:none}code[class*=language-],pre[class*=language-]{color:#393a34;font-family:"Consolas","Bitstream Vera Sans Mono","Courier New",Courier,monospace;direction:ltr;text-align:left;white-space:pre;word-spacing:normal;word-break:normal;font-size:.9em;line-height:1.2em;-moz-tab-size:4;-o-tab-size:4;tab-size:4;-webkit-hyphens:none;-moz-hyphens:none;-ms-hyphens:none;hyphens:none}pre>code[class*=language-]{font-size:1em}pre[class*=language-]::-moz-selection,pre[class*=language-] ::-moz-selection,code[class*=language-]::-moz-selection,code[class*=language-] ::-moz-selection{background:#C1DEF1}pre[class*=language-]::selection,pre[class*=language-] ::selection,code[class*=language-]::selection,code[class*=language-] ::selection{background:#C1DEF1}pre[class*=language-]{padding:1em;margin:.5em 0;overflow:auto;background-color:#0000001a}:not(pre)>code[class*=language-]{padding:.2em;padding-top:1px;padding-bottom:1px;background:#f8f8f8;border:1px solid #dddddd}.token.comment,.token.prolog,.token.doctype,.token.cdata{color:green;font-style:italic}.token.namespace{opacity:.7}.token.string{color:#a31515}.token.punctuation,.token.operator{color:#393a34}.token.url,.token.symbol,.token.number,.token.boolean,.token.variable,.token.constant,.token.inserted{color:#36acaa}.token.atrule,.token.keyword,.token.attr-value,.language-autohotkey .token.selector,.language-json .token.boolean,.language-json .token.number,code[class*=language-css]{color:#00f}.token.function{color:#393a34}.token.deleted,.language-autohotkey .token.tag{color:#9a050f}.token.selector,.language-autohotkey .token.keyword{color:#00009f}.token.important{color:#e90}.token.important,.token.bold{font-weight:bold}.token.italic{font-style:italic}.token.class-name,.language-json .token.property{color:#2b91af}.token.tag,.token.selector{color:maroon}.token.attr-name,.token.property,.token.regex,.token.entity{color:red}.token.directive.tag .tag{background:#ffff00;color:#393a34}.line-numbers.line-numbers .line-numbers-rows{border-right-color:#a5a5a5}.line-numbers .line-numbers-rows>span:before{color:#2b91af}.line-highlight.line-highlight{background:rgba(193,222,241,.2);background:-webkit-linear-gradient(left,rgba(193,222,241,.2) 70%,rgba(221,222,241,0));background:linear-gradient(to right,rgba(193,222,241,.2) 70%,rgba(221,222,241,0))}blockquote{ font-style:italic;background-color:rgb(46,43,42,0.1);margin:0;margin-left:1em;border-radius:0 4px 4px 0;border:1px solid hsl(0,80%,32%);border-left-width:8px;border-top-width:0px;border-right-width:0px;border-bottom-width:0px;padding:10px 20px;margin-inline-start:30px;margin-inline-end:30px;}',SCRIPTENGINE_ICON='<g transform="translate(-8,-8)"><path d="M24.318 37.983c-1.234-1.232-8.433-3.903-7.401-7.387 1.057-3.484 9.893-12.443 13.669-13.517 3.776-1.074 6.142 6.523 9.012 7.073 2.87.55 6.797-1.572 8.207-3.694 1.384-2.148-3.147-7.413.15-9.168 3.298-1.755 16.389-2.646 19.611-1.284 3.247 1.363-1.611 7.335-.151 9.483 1.46 2.148 6.067 3.746 8.836 3.38 2.769-.368 4.154-6.733 7.728-5.633 3.575 1.1 12.36 8.828 13.67 12.233 1.308 3.406-5.186 5.423-5.79 8.2-.58 2.75-.026 6.705 2.265 8.355 2.266 1.65 9.642-1.78 11.404 1.598 1.762 3.38 1.007 15.35-.806 18.651-1.787 3.353-7.753-.367-9.969 1.31-2.215 1.65-3.901 5.92-3.373 8.67.504 2.777 7.754 4.48 6.445 7.885C96.49 87.543 87.15 95.454 83.5 96.685c-3.65 1.231-4.96-4.741-7.577-5.16-2.593-.393-6.57.707-8.03 2.75-1.436 2.017 2.668 7.806-.63 9.483-3.323 1.676-15.759 2.226-19.157.655-3.373-1.598.554-7.964-1.108-10.138-1.687-2.174-6.394-3.431-9.012-2.907-2.643.55-3.273 7.282-6.747 6.103-3.499-1.126-12.788-9.535-14.172-13.019-1.36-3.484 5.437-5.108 5.966-7.858.529-2.777-.68-7.073-2.744-8.697-2.064-1.624-7.93 2.41-9.642-1.126-1.737-3.537-2.441-16.765-.654-20.118 1.787-3.3 9.062 1.598 11.429.183 2.366-1.44 2.316-7.282 2.769-8.749m.126-.104c-1.234-1.232-8.433-3.903-7.401-7.387 1.057-3.484 9.893-12.443 13.669-13.517 3.776-1.074 6.142 6.523 9.012 7.073 2.87.55 6.797-1.572 8.207-3.694 1.384-2.148-3.147-7.413.15-9.168 3.298-1.755 16.389-2.646 19.611-1.284 3.247 1.363-1.611 7.335-.151 9.483 1.46 2.148 6.067 3.746 8.836 3.38 2.769-.368 4.154-6.733 7.728-5.633 3.575 1.1 12.36 8.828 13.67 12.233 1.308 3.406-5.186 5.423-5.79 8.2-.58 2.75-.026 6.705 2.265 8.355 2.266 1.65 9.642-1.78 11.404 1.598 1.762 3.38 1.007 15.35-.806 18.651-1.787 3.353-7.753-.367-9.969 1.31-2.215 1.65-3.901 5.92-3.373 8.67.504 2.777 7.754 4.48 6.445 7.885C96.49 87.543 87.15 95.454 83.5 96.685c-3.65 1.231-4.96-4.741-7.577-5.16-2.593-.393-6.57.707-8.03 2.75-1.436 2.017 2.668 7.806-.63 9.483-3.323 1.676-15.759 2.226-19.157.655-3.373-1.598.554-7.964-1.108-10.138-1.687-2.174-6.394-3.431-9.012-2.907-2.643.55-3.273 7.282-6.747 6.103-3.499-1.126-12.788-9.535-14.172-13.019-1.36-3.484 5.437-5.108 5.966-7.858.529-2.777-.68-7.073-2.744-8.697-2.064-1.624-7.93 2.41-9.642-1.126-1.737-3.537-2.441-16.765-.654-20.118 1.787-3.3 9.062 1.598 11.429.183 2.366-1.44 2.316-7.282 2.769-8.749" fill="none" stroke-width="2" stroke-linecap="round" stroke="currentColor"/><path d="M81.235 56.502a23.3 23.3 0 0 1-1.46 8.068 20.785 20.785 0 0 1-1.762 3.72 24.068 24.068 0 0 1-5.337 6.26 22.575 22.575 0 0 1-3.449 2.358 23.726 23.726 0 0 1-7.803 2.803 24.719 24.719 0 0 1-8.333 0 24.102 24.102 0 0 1-4.028-1.074 23.71 23.71 0 0 1-3.776-1.729 23.259 23.259 0 0 1-6.369-5.265 23.775 23.775 0 0 1-2.416-3.353 24.935 24.935 0 0 1-1.762-3.72 23.765 23.765 0 0 1-1.083-3.981 23.454 23.454 0 0 1 0-8.173c.252-1.336.604-2.698 1.083-3.956a24.935 24.935 0 0 1 1.762-3.72 22.587 22.587 0 0 1 2.416-3.378c.881-1.048 1.888-2.017 2.946-2.908a24.38 24.38 0 0 1 3.423-2.357 23.71 23.71 0 0 1 3.776-1.73 21.74 21.74 0 0 1 4.028-1.047 23.437 23.437 0 0 1 8.333 0 24.282 24.282 0 0 1 7.803 2.777 26.198 26.198 0 0 1 3.45 2.357 24.62 24.62 0 0 1 5.336 6.287 20.785 20.785 0 0 1 1.762 3.72 21.32 21.32 0 0 1 1.083 3.955c.251 1.336.302 3.405.377 4.086.05.681.05-.68 0 0" fill="none" stroke-width="4" stroke-linecap="round" stroke="currentColor"/><path d="M69.404 56.633c-6.596-3.3-13.216-6.6-19.51-9.744m19.51 9.744c-6.747-3.379-13.493-6.758-19.51-9.744m0 0v19.489m0-19.49v19.49m0 0c4.355-2.148 8.71-4.322 19.51-9.745m-19.51 9.745c3.978-1.965 7.93-3.956 19.51-9.745m0 0h0m0 0h0" fill="currentColor" stroke-linecap="round" stroke="currentColor" stroke-width="4"/></g>',DISK_ICON_NAME="save",EXPORT_IMG_ICON=' <g transform="scale(4.166)" strokeWidth="1.25" fill="none" stroke="currentColor"><path stroke="none" d="M0 0h24v24H0z" fill="none"></path><path d="M15 8h.01"></path><path d="M12 20h-5a3 3 0 0 1 -3 -3v-10a3 3 0 0 1 3 -3h10a3 3 0 0 1 3 3v5"></path><path d="M4 15l4 -4c.928 -.893 2.072 -.893 3 0l4 4"></path><path d="M14 14l1 -1c.617 -.593 1.328 -.793 2.009 -.598"></path><path d="M19 16v6"></path><path d="M22 19l-3 3l-3 -3"></path></g>',EXPORT_IMG_ICON_NAME="export-img",EXCALIDRAW_ICON='<path d="M24 17h121v121H24z" style="fill:none" transform="matrix(.8843 0 0 .83471 -21.223 -14.19)"/><path d="M119.81 105.98a.549.549 0 0 0-.53-.12c-4.19-6.19-9.52-12.06-14.68-17.73l-.85-.93c0-.11-.05-.21-.12-.3a.548.548 0 0 0-.34-.2l-.17-.18-.12-.09c-.15-.32-.53-.56-.95-.35-1.58.81-3 1.97-4.4 3.04-1.87 1.43-3.7 2.92-5.42 4.52-.7.65-1.39 1.33-1.97 2.09-.28.37-.07.72.27.87-1.22 1.2-2.45 2.45-3.68 3.74-.11.12-.17.28-.16.44.01.16.09.31.22.41l2.16 1.65s.01.03.03.04c3.09 3.05 8.51 7.28 14.25 11.76.85.67 1.71 1.34 2.57 2.01.39.47.76.94 1.12 1.4.19.25.55.3.8.11.13.1.26.21.39.31a.57.57 0 0 0 .8-.1c.07-.09.1-.2.11-.31.04 0 .07.03.1.03.15 0 .31-.06.42-.18l10.18-11.12a.56.56 0 0 0-.04-.8l.01-.01Zm-29.23-3.85c.07.09.14.17.21.25 1.16.98 2.4 2.04 3.66 3.12l-5.12-3.91s-.32-.22-.52-.36c-.11-.08-.21-.16-.31-.24l-.38-.32s.07-.07.1-.11l.35-.35c1.72-1.74 4.67-4.64 6.19-6.06-1.61 1.62-4.87 6.37-4.17 7.98h-.01Zm17.53 13.81-4.22-3.22c-1.65-1.71-3.43-3.4-5.24-5.03 2.28 1.76 4.23 3.25 4.52 3.51 2.21 1.97 2.11 1.61 3.63 2.91l1.83 1.33c-.18.16-.36.33-.53.49l.01.01Zm1.06.81-.08-.06c.16-.13.33-.25.49-.38l-.4.44h-.01Zm-66.93-65.3c.14.72.27 1.43.4 2.11.69 3.7 1.33 7.03 2.55 9.56l.48 1.92c.19.73.46 1.64.71 1.83 2.85 2.52 7.22 6.28 11.89 9.82.21.16.5.15.7-.01.01.02.03.03.04.04.11.1.24.15.38.15.16 0 .31-.06.42-.19 5.98-6.65 10.43-12.12 13.6-16.7.2-.25.3-.54.29-.84.2-.24.41-.48.6-.68a.558.558 0 0 0-.1-.86.578.578 0 0 0-.17-.36c-1.39-1.34-2.42-2.31-3.46-3.28-1.84-1.72-3.74-3.5-7.77-7.51-.02-.02-.05-.04-.07-.06a.555.555 0 0 0-.22-.14c-1.11-.39-3.39-.78-6.26-1.28-4.22-.72-10-1.72-15.2-3.27h-.04v-.01s-.02 0-.03.02h-.01l.04-.02s-.31.01-.37.04c-.08.04-.14.09-.19.15-.05.06-.09.12-.47.2-.38.08.08 0 .11 0h-.11v.03c.07.34.05.58.16.97-.02.1.21 1.02.24 1.11l1.83 7.26h.03Zm30.95 6.54s-.03.04-.04.05l-.64-.71c.22.21.44.42.68.66Zm-7.09 9.39s-.07.08-.1.12l-.02-.02c.04-.03.08-.07.13-.1h-.01Zm-7.07 8.47Zm3.02-28.57c.35.35 1.74 1.65 2.06 1.97-1.45-.66-5.06-2.34-6.74-2.88 1.65.29 3.93.66 4.68.91Zm-19.18-2.77c.84 1.44 1.5 6.49 2.16 11.4-.37-1.58-.69-3.12-.99-4.6-.52-2.56-1-4.85-1.67-6.88.14.01.31.03.49.05 0 .01 0 .02.02.03h-.01Zm-.29-1.21c-.23-.02-.44-.04-.62-.05-.02-.04-.03-.08-.04-.12l.66.18v-.01Zm-2.22.45v-.02.02Zm78.54-1.18c.04-.23-1.1-1.24-.74-1.26.85-.04.86-1.35 0-1.31-1.13.06-2.27.32-3.37.53-1.98.37-3.95.78-5.92 1.21-4.39.94-8.77 1.93-13.1 3.11-1.36.37-2.86.7-4.11 1.36-.42.22-.4.67-.17.95-.09.05-.18.08-.28.09-.37.07-.74.13-1.11.19a.566.566 0 0 0-.39.86c-2.32 3.1-4.96 6.44-7.82 9.95-2.81 3.21-5.73 6.63-8.72 10.14-9.41 11.06-20.08 23.6-31.9 34.64-.23.21-.24.57-.03.8.05.06.12.1.19.13-.16.15-.32.3-.48.44-.1.09-.14.2-.16.32-.08.08-.16.17-.23.25-.21.23-.2.59.03.8.23.21.59.2.8-.03.04-.04.08-.09.12-.13a.84.84 0 0 1 1.22 0c.69.74 1.34 1.44 1.95 2.09l-1.38-1.15a.57.57 0 0 0-.8.07c-.2.24-.17.6.07.8l14.82 12.43c.11.09.24.13.37.13.15 0 .29-.06.4-.17l.36-.36a.56.56 0 0 0 .63-.12c20.09-20.18 36.27-35.43 54.8-49.06.17-.12.25-.32.23-.51a.57.57 0 0 0 .48-.39c3.42-10.46 4.08-19.72 4.28-24.27 0-.03.01-.05.02-.07.02-.05.03-.1.04-.14.03-.11.05-.19.05-.19.26-.78.17-1.53-.15-2.15v.02ZM82.98 58.94c.9-1.03 1.79-2.04 2.67-3.02-5.76 7.58-15.3 19.26-28.81 33.14 9.2-10.18 18.47-20.73 26.14-30.12Zm-32.55 52.81-.03-.03c.11.02.19.04.2.04a.47.47 0 0 0-.17 0v-.01Zm6.9 6.42-.05-.04.03-.03c.02 0 .03.02.04.02 0 .02-.02.03-.03.05h.01Zm8.36-7.21 1.38-1.44c.01.01.02.03.03.05-.47.46-.94.93-1.42 1.39h.01Zm2.24-2.21c.26-.3.56-.65.87-1.02.01-.01.02-.03.04-.04 3.29-3.39 6.68-6.82 10.18-10.25.02-.02.05-.04.07-.06.86-.66 1.82-1.39 2.72-2.08-4.52 4.32-9.11 8.78-13.88 13.46v-.01Zm21.65-55.88c-1.86 2.42-3.9 5.56-5.63 8.07-5.46 7.91-23.04 27.28-23.43 27.65-2.71 2.62-10.88 10.46-16.09 15.37-.14.13-.25.24-.34.35a.794.794 0 0 1 .03-1.13c24.82-23.4 39.88-42.89 46-51.38-.13.33-.24.69-.55 1.09l.01-.02Zm16.51 7.1-.01.02c0-.02-.02-.07.01-.02Zm-.91-5.13Zm-5.89 9.45c-2.26-1.31-3.32-3.27-2.71-5.25l.19-.66c.08-.19.17-.38.28-.57.59-.98 1.49-1.85 2.52-2.36.05-.02.1-.03.15-.04a.795.795 0 0 1-.04-.43c.05-.31.25-.58.66-.58.67 0 2.75.62 3.54 1.3.24.19.47.4.68.63.3.35.74.92.96 1.33.13.06.23.62.38.91.14.46.2.93.18 1.4 0 .02 0 .02.01.03-.03.07 0 .37-.04.4-.1.72-.36 1.43-.75 2.05-.04.05-.07.11-.11.16 0 .01-.02.02-.03.04-.3.43-.65.83-1.08 1.13-1.26.89-2.73 1.16-4.2.79a6.33 6.33 0 0 1-.57-.25l-.02-.03Zm16.27-1.63c-.49 2.05-1.09 4.19-1.8 6.38-.03.08-.03.16-.03.23-.1.01-.19.05-.27.11-4.44 3.26-8.73 6.62-12.98 10.11 3.67-3.32 7.39-6.62 11.23-9.95a6.409 6.409 0 0 0 2.11-3.74l.56-3.37.03-.1c.25-.71 1.34-.4 1.17.33h-.02Z" style="fill:currentColor;fill-rule:nonzero" transform="translate(-26.41 -29.49)"/>',VIRGIL_DATAURL="data:application/font-woff;charset=utf-8;base64,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",VIRGIL_FONT=` @font-face {font-family: "Virgil";src: url("${VIRGIL_DATAURL}") format("woff2");}`,CASCADIA_FONT=' @font-face {font-family: "Cascadia";src: url("data:application/font-woff;charset=utf-8;base64,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") format("woff2");}';class Random{constructor(e){this.seed=e}next(){return this.seed?(2**31-1&(this.seed=Math.imul(48271,this.seed)))/2**31:Math.random()}}var commonjsGlobal="undefined"!=typeof globalThis?globalThis:"undefined"!=typeof window?window:"undefined"!=typeof global?global:"undefined"!=typeof self?self:{};function getDefaultExportFromCjs(e){return e&&e.__esModule&&Object.prototype.hasOwnProperty.call(e,"default")?e.default:e}var lzString={exports:{}};lzString.exports,function(e){var A=function(){var e=String.fromCharCode,A="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",t="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+-$",i={};function n(e,A){if(!i[e]){i[e]={};for(var t=0;t<e.length;t++)i[e][e.charAt(t)]=t}return i[e][A]}var s={compressToBase64:function(e){if(null==e)return"";var t=s._compress(e,6,(function(e){return A.charAt(e)}));switch(t.length%4){default:case 0:return t;case 1:return t+"===";case 2:return t+"==";case 3:return t+"="}},decompressFromBase64:function(e){return null==e?"":""==e?null:s._decompress(e.length,32,(function(t){return n(A,e.charAt(t))}))},compressToUTF16:function(A){return null==A?"":s._compress(A,15,(function(A){return e(A+32)}))+" "},decompressFromUTF16:function(e){return null==e?"":""==e?null:s._decompress(e.length,16384,(function(A){return e.charCodeAt(A)-32}))},compressToUint8Array:function(e){for(var A=s.compress(e),t=new Uint8Array(2*A.length),i=0,n=A.length;i<n;i++){var r=A.charCodeAt(i);t[2*i]=r>>>8,t[2*i+1]=r%256}return t},decompressFromUint8Array:function(A){if(null==A)return s.decompress(A);for(var t=new Array(A.length/2),i=0,n=t.length;i<n;i++)t[i]=256*A[2*i]+A[2*i+1];var r=[];return t.forEach((function(A){r.push(e(A))})),s.decompress(r.join(""))},compressToEncodedURIComponent:function(e){return null==e?"":s._compress(e,6,(function(e){return t.charAt(e)}))},decompressFromEncodedURIComponent:function(e){return null==e?"":""==e?null:(e=e.replace(/ /g,"+"),s._decompress(e.length,32,(function(A){return n(t,e.charAt(A))})))},compress:function(A){return s._compress(A,16,(function(A){return e(A)}))},_compress:function(e,A,t){if(null==e)return"";var i,n,s,r={},a={},o="",l="",c="",g=2,u=3,d=2,h=[],m=0,p=0;for(s=0;s<e.length;s+=1)if(o=e.charAt(s),Object.prototype.hasOwnProperty.call(r,o)||(r[o]=u++,a[o]=!0),l=c+o,Object.prototype.hasOwnProperty.call(r,l))c=l;else{if(Object.prototype.hasOwnProperty.call(a,c)){if(c.charCodeAt(0)<256){for(i=0;i<d;i++)m<<=1,p==A-1?(p=0,h.push(t(m)),m=0):p++;for(n=c.charCodeAt(0),i=0;i<8;i++)m=m<<1|1&n,p==A-1?(p=0,h.push(t(m)),m=0):p++,n>>=1}else{for(n=1,i=0;i<d;i++)m=m<<1|n,p==A-1?(p=0,h.push(t(m)),m=0):p++,n=0;for(n=c.charCodeAt(0),i=0;i<16;i++)m=m<<1|1&n,p==A-1?(p=0,h.push(t(m)),m=0):p++,n>>=1}0==--g&&(g=Math.pow(2,d),d++),delete a[c]}else for(n=r[c],i=0;i<d;i++)m=m<<1|1&n,p==A-1?(p=0,h.push(t(m)),m=0):p++,n>>=1;0==--g&&(g=Math.pow(2,d),d++),r[l]=u++,c=String(o)}if(""!==c){if(Object.prototype.hasOwnProperty.call(a,c)){if(c.charCodeAt(0)<256){for(i=0;i<d;i++)m<<=1,p==A-1?(p=0,h.push(t(m)),m=0):p++;for(n=c.charCodeAt(0),i=0;i<8;i++)m=m<<1|1&n,p==A-1?(p=0,h.push(t(m)),m=0):p++,n>>=1}else{for(n=1,i=0;i<d;i++)m=m<<1|n,p==A-1?(p=0,h.push(t(m)),m=0):p++,n=0;for(n=c.charCodeAt(0),i=0;i<16;i++)m=m<<1|1&n,p==A-1?(p=0,h.push(t(m)),m=0):p++,n>>=1}0==--g&&(g=Math.pow(2,d),d++),delete a[c]}else for(n=r[c],i=0;i<d;i++)m=m<<1|1&n,p==A-1?(p=0,h.push(t(m)),m=0):p++,n>>=1;0==--g&&(g=Math.pow(2,d),d++)}for(n=2,i=0;i<d;i++)m=m<<1|1&n,p==A-1?(p=0,h.push(t(m)),m=0):p++,n>>=1;for(;;){if(m<<=1,p==A-1){h.push(t(m));break}p++}return h.join("")},decompress:function(e){return null==e?"":""==e?null:s._decompress(e.length,32768,(function(A){return e.charCodeAt(A)}))},_decompress:function(A,t,i){var n,s,r,a,o,l,c,g=[],u=4,d=4,h=3,m="",p=[],w={val:i(0),position:t,index:1};for(n=0;n<3;n+=1)g[n]=n;for(r=0,o=Math.pow(2,2),l=1;l!=o;)a=w.val&w.position,w.position>>=1,0==w.position&&(w.position=t,w.val=i(w.index++)),r|=(a>0?1:0)*l,l<<=1;switch(r){case 0:for(r=0,o=Math.pow(2,8),l=1;l!=o;)a=w.val&w.position,w.position>>=1,0==w.position&&(w.position=t,w.val=i(w.index++)),r|=(a>0?1:0)*l,l<<=1;c=e(r);break;case 1:for(r=0,o=Math.pow(2,16),l=1;l!=o;)a=w.val&w.position,w.position>>=1,0==w.position&&(w.position=t,w.val=i(w.index++)),r|=(a>0?1:0)*l,l<<=1;c=e(r);break;case 2:return""}for(g[3]=c,s=c,p.push(c);;){if(w.index>A)return"";for(r=0,o=Math.pow(2,h),l=1;l!=o;)a=w.val&w.position,w.position>>=1,0==w.position&&(w.position=t,w.val=i(w.index++)),r|=(a>0?1:0)*l,l<<=1;switch(c=r){case 0:for(r=0,o=Math.pow(2,8),l=1;l!=o;)a=w.val&w.position,w.position>>=1,0==w.position&&(w.position=t,w.val=i(w.index++)),r|=(a>0?1:0)*l,l<<=1;g[d++]=e(r),c=d-1,u--;break;case 1:for(r=0,o=Math.pow(2,16),l=1;l!=o;)a=w.val&w.position,w.position>>=1,0==w.position&&(w.position=t,w.val=i(w.index++)),r|=(a>0?1:0)*l,l<<=1;g[d++]=e(r),c=d-1,u--;break;case 2:return p.join("")}if(0==u&&(u=Math.pow(2,h),h++),g[c])m=g[c];else{if(c!==d)return null;m=s+s.charAt(0)}p.push(m),g[d++]=s+m.charAt(0),s=m,0==--u&&(u=Math.pow(2,h),h++)}}};return s}();null!=e?e.exports=A:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",(function(){return A}))}(lzString);var lzStringExports=lzString.exports;function splitFolderAndFilename(e){const A=e.lastIndexOf("/"),t=-1==A?e:e.substring(A+1);return{folderpath:obsidian_module.normalizePath(e.substring(0,A)),filename:t,basename:t.replace(/\.[^/.]+$/,"")}}const download=(e,A,t)=>{const i=document.createElement("a");i.setAttribute("href",(e?`${e},`:"")+A),i.setAttribute("download",t),i.style.display="none",document.body.appendChild(i),i.click(),document.body.removeChild(i)};function getIMGFilename(e,A){return`${e.substring(0,e.lastIndexOf("."))}.${A}`}function getNewUniqueFilepath(e,A,t){let i=obsidian_module.normalizePath(`${t}/${A}`),n=e.getAbstractFileByPath(i),s=0;const r=A.endsWith(".excalidraw.md")?".excalidraw.md":A.slice(A.lastIndexOf("."));for(;n;)i=obsidian_module.normalizePath(`${t}/${A.slice(0,A.lastIndexOf(r))}_${s}${r}`),s++,n=e.getAbstractFileByPath(i);return i}function getDrawingFilename(e){return e.drawingFilenamePrefix+(""!==e.drawingFilenameDateTime?window.moment().format(e.drawingFilenameDateTime):"")+(e.compatibilityMode?".excalidraw":e.useExcalidrawExtension?".excalidraw.md":".md")}function getEmbedFilename(e,A){return((A.drawingEmbedPrefixWithFilename?e:"")+A.drawingFilnameEmbedPostfix+(""!==A.drawingFilenameDateTime?window.moment().format(A.drawingFilenameDateTime):"")+(A.compatibilityMode?".excalidraw":A.useExcalidrawExtension?".excalidraw.md":".md")).trim()}async function checkAndCreateFolder(e){const A=app.vault;e=obsidian_module.normalizePath(e);const t=A.getAbstractFileByPathInsensitive(e);t&&t instanceof obsidian_module.TFolder||(t&&t instanceof obsidian_module.TFile&&new obsidian_module.Notice(`The folder cannot be created because it already exists as a file: ${e}.`),await A.createFolder(e))}const getURLImageExtension=e=>{const A=e.split("?")[0];return A.substring(A.lastIndexOf(".")+1)},getMimeType=e=>{switch(e){case"png":return"image/png";case"jpeg":case"jpg":return"image/jpeg";case"gif":return"image/gif";case"webp":return"image/webp";case"bmp":return"image/bmp";case"ico":return"image/x-icon";case"svg":case"md":return"image/svg+xml";default:return"application/octet-stream"}},getFileFromURL=async(e,A,t=3e3)=>{try{const A=await Promise.race([fetch(e),new Promise((e=>setTimeout((()=>e(null)),t)))]);if(!A)throw new obsidian_module.Notice(`URL did not load within the timeout period of ${t}ms.\n\nTry force-saving again in a few seconds.\n\n${e}`,8e3),new Error(`URL did not load within the timeout period of ${t}ms`);const i=await A.arrayBuffer();return{status:A.status,headers:Object.fromEntries(A.headers.entries()),arrayBuffer:i,json:null,text:null}}catch(A){return void errorlog({where:getFileFromURL,message:A.message,url:e})}},getFileFromURLFallback=async(e,A,t=3e3)=>{try{return await Promise.race([(async()=>new Promise((e=>setTimeout((()=>e(null)),t))))(),obsidian_module.requestUrl({url:e,method:"get",contentType:A,throw:!1})])}catch(A){return void errorlog({where:getFileFromURL,message:`URL did not load within timeout period of ${t}ms`,url:e})}},getDataURLFromURL=async(e,A,t=3e3)=>{let i=await getFileFromURL(e,A,t);return i&&200!==i.status&&(i=await getFileFromURLFallback(e,A,t)),i&&200===i.status?await getDataURL(i.arrayBuffer,A):e},blobToBase64=async e=>{const A=await e.arrayBuffer(),t=new Uint8Array(A);for(var i="",n=t.byteLength,s=0;s<n;s++)i+=String.fromCharCode(t[s]);return btoa(i)},getPDFDoc=async e=>(void 0===window.pdfjsLib&&await obsidian_module.loadPdfJs(),await window.pdfjsLib.getDocument(app.vault.getResourcePath(e)).promise),readLocalFileBinary=async e=>new Promise(((A,t)=>{const i=decodeURI(e);app.vault.adapter.fs.readFile(i,((e,i)=>{if(e)t(e);else{const e=i.buffer.slice(i.byteOffset,i.byteOffset+i.byteLength);A(e)}}))})),labelCTRL=()=>DEVICE.isIOS||DEVICE.isMacOS?"CMD":"CTRL",labelALT=()=>DEVICE.isIOS||DEVICE.isMacOS?"OPT":"ALT",labelMETA=()=>DEVICE.isIOS||DEVICE.isMacOS?"CTRL":DEVICE.isWindows?"WIN":"META",labelSHIFT=()=>"SHIFT",isCTRL=e=>DEVICE.isIOS||DEVICE.isMacOS?e.metaKey:e.ctrlKey,isALT=e=>e.altKey,isMETA=e=>DEVICE.isIOS||DEVICE.isMacOS?e.ctrlKey:e.metaKey,isSHIFT=e=>e.shiftKey,setCTRL=(e,A)=>(DEVICE.isIOS||DEVICE.isMacOS?e.metaKey=A:e.ctrlKey=A,e),setALT=(e,A)=>(e.altKey=A,e),setMETA=(e,A)=>(DEVICE.isIOS||DEVICE.isMacOS?e.ctrlKey=A:e.metaKey=A,e),setSHIFT=(e,A)=>(e.shiftKey=A,e),mdPropModifier=e=>!isSHIFT(e)&&isCTRL(e)&&!isALT(e)&&isMETA(e),scaleToFullsizeModifier=e=>isSHIFT(e)&&!isCTRL(e)&&!isALT(e)&&isMETA(e)||!isSHIFT(e)&&isCTRL(e)&&isALT(e)&&!isMETA(e),linkClickModifierType=e=>isCTRL(e)&&!isALT(e)&&isSHIFT(e)&&!isMETA(e)?"active-pane":!isCTRL(e)||isALT(e)||isSHIFT(e)||isMETA(e)?isCTRL(e)&&isALT(e)&&!isSHIFT(e)&&!isMETA(e)?"new-pane":DEVICE.isDesktop&&isCTRL(e)&&isALT(e)&&isSHIFT(e)&&!isMETA(e)?"popout-window":isCTRL(e)&&isALT(e)&&isSHIFT(e)&&!isMETA(e)?"new-tab":mdPropModifier(e)?"md-properties":"active-pane":"new-tab",externalDragModifierType=e=>DEVICE.isWindows&&isSHIFT(e)&&isCTRL(e)&&!isALT(e)&&!isMETA(e)?"embeddable":!DEVICE.isMacOS||isSHIFT(e)||isCTRL(e)||!isALT(e)||isMETA(e)?!DEVICE.isWindows||isSHIFT(e)||!isCTRL(e)||isALT(e)||isMETA(e)?DEVICE.isMacOS&&isSHIFT(e)&&!isCTRL(e)&&isALT(e)&&!isMETA(e)?"insert-link":isSHIFT(e)&&!isCTRL(e)&&!isALT(e)&&!isMETA(e)||DEVICE.isWindows&&!isSHIFT(e)&&!isCTRL(e)&&isALT(e)&&!isMETA(e)?"image-import":"image-url":"insert-link":"embeddable",localFileDragModifierType=e=>DEVICE.isWindows&&isSHIFT(e)&&isCTRL(e)&&!isALT(e)&&!isMETA(e)?"image-uri":!DEVICE.isMacOS||isSHIFT(e)||isCTRL(e)||!isALT(e)||isMETA(e)?!DEVICE.isWindows||isSHIFT(e)||!isCTRL(e)||isALT(e)||isMETA(e)?DEVICE.isMacOS&&isSHIFT(e)&&!isCTRL(e)&&isALT(e)&&!isMETA(e)?"insert-link":!isSHIFT(e)||isCTRL(e)||isALT(e)||isMETA(e)?(!DEVICE.isWindows||isSHIFT(e)||isCTRL(e)||!isALT(e)||isMETA(e),"image-import"):"image-import":"insert-link":"image-uri",internalDragModifierType=e=>(DEVICE.isIOS||DEVICE.isMacOS||!isSHIFT(e)||!isCTRL(e)||isALT(e)||isMETA(e))&&(!DEVICE.isIOS&&!DEVICE.isMacOS||isSHIFT(e)||isCTRL(e)||isALT(e)||!isMETA(e))?(!isSHIFT(e)||isCTRL(e)||isALT(e)||isMETA(e))&&(isSHIFT(e)||!isCTRL(e)||isALT(e)||isMETA(e))?scaleToFullsizeModifier(e)?"image-fullsize":"link":"image":"embeddable",emulateCTRLClickForLinks=e=>({shiftKey:e.shiftKey,ctrlKey:e.ctrlKey||!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:e.metaKey||DEVICE.isIOS||DEVICE.isMacOS,altKey:e.altKey}),emulateKeysForLinkClick=e=>{const A={shiftKey:!1,ctrlKey:!1,metaKey:!1,altKey:!1};if(!e)return A;switch(e){case"active-pane":setCTRL(A,!0),setSHIFT(A,!0);break;case"new-pane":setCTRL(A,!0),setALT(A,!0);break;case"popout-window":setCTRL(A,!0),setALT(A,!0),setSHIFT(A,!0);break;case"new-tab":setCTRL(A,!0);break;case"md-properties":setCTRL(A,!0),setMETA(A,!0)}return A},anyModifierKeysPressed=e=>e.shiftKey||e.ctrlKey||e.metaKey||e.altKey,getParentOfClass=(e,A)=>{var t;let i=e.parentElement;for(;i&&!(i instanceof window.HTMLBodyElement)&&!i.classList.contains(A);)i=i.parentElement;return(null===(t=null==i?void 0:i.classList)||void 0===t?void 0:t.contains(A))?i:null},getLeaf=(e,A,t)=>{switch(linkClickModifierType(t)){case"active-pane":return A;case"new-tab":default:return(()=>{if(!e.settings.openInMainWorkspace)return app.workspace.getLeaf("tab");const[t,i]=getLeafLoc(A);return"main"===t?app.workspace.getLeaf("tab"):getNewOrAdjacentLeaf(e,A)})();case"new-pane":return getNewOrAdjacentLeaf(e,A);case"popout-window":return app.workspace.openPopoutLeaf()}},getLeafLoc=e=>{const A=e.id,t=app.workspace.getLayout(),i=e=>e.children.filter((e=>"leaf"!==e.type)).map((e=>i(e))).flat().concat(e.children.filter((e=>"leaf"===e.type)).map((e=>e.id))),n=i(t.main);return[t.main&&n.contains(A)?"main":t.floating&&i(t.floating).contains(A)?"popout":t.left&&i(t.left).contains(A)?"left":t.right&&i(t.right).contains(A)?"right":"hover",n]},getNewOrAdjacentLeaf=(e,A)=>{const[t,i]=getLeafLoc(A),n=e=>{var t;let n=app.workspace.getMostRecentLeaf();return n&&n!==A&&(null===(t=n.view)||void 0===t?void 0:t.containerEl.ownerDocument)===document||(n=null,i.forEach((t=>{var i;const s=app.workspace.getLeafById(t);n||!(null===(i=s.view)||void 0===i?void 0:i.navigation)||A===s||e&&(null==s?void 0:s.parent)===(null==A?void 0:A.parent)||(n=s)}))),n};if(e.settings.openInMainWorkspace||["main","left","right"].contains(t)){if(!e.settings.openInAdjacentPane){if("main"===t)return app.workspace.createLeafBySplit(A);const e=n();return e?"empty"===e.view.getViewType()?e:app.workspace.createLeafBySplit(e):app.workspace.getLeaf(!0)}const i=n(!0);return null!=i?i:app.workspace.createLeafBySplit(A)}if(!e.settings.openInAdjacentPane)return app.workspace.createLeafBySplit(A);if("hover"===t){const t=new Set;return app.workspace.iterateAllLeaves((e=>{e!==A&&A.containerEl.parentElement===e.containerEl.parentElement&&t.add(e)})),0===t.size?e.app.workspace.createLeafBySplit(A):Array.from(t)[0]}if("popout"===t){const e=new Set;return app.workspace.iterateAllLeaves((t=>{t!==A&&t.view.navigation&&t.view.containerEl.ownerDocument===A.view.containerEl.ownerDocument&&e.add(t)})),0===e.size?app.workspace.createLeafBySplit(A):Array.from(e)[0]}return e.app.workspace.createLeafBySplit(A)},getAttachmentsFolderAndFilePath=async(e,A,t)=>{let i=e.vault.getConfig("attachmentFolderPath");if(i&&i.startsWith("./")){const e=`${splitFolderAndFilename(A).folderpath}/`;i=obsidian_module.normalizePath(e+i.substring(2))}return i&&"/"!==i||(i=""),await checkAndCreateFolder(i),{folder:i,filepath:obsidian_module.normalizePath(""===i?t:`${i}/${t}`)}},isObsidianThemeDark=()=>document.body.classList.contains("theme-dark"),getContainerForDocument=e=>{if(e!==document&&app.workspace.floatingSplit)for(const A of app.workspace.floatingSplit.children)if(A.doc===e)return A;return app.workspace.rootSplit},cleanSectionHeading=e=>e?e.replace(REG_SECTION_REF_CLEAN,"").replace(/\s+/g," ").trim():e,cleanBlockRef=e=>e?e.replace(REG_BLOCK_REF_CLEAN,"").replace(/\s+/g," ").trim():e,getAllWindowDocuments=e=>{const A=new Set;return A.add(document),e.workspace.iterateAllLeaves((e=>{e.view.containerEl.ownerDocument!==document&&A.add(e.view.containerEl.ownerDocument)})),Array.from(A)},obsidianPDFQuoteWithRef=e=>{const A=/^> (.*)\n\n\[\[([^|\]]*)\|[^\]]*]]$/gm.exec(e);return A?{quote:A[1],link:A[2]}:null},useDefaultExcalidrawFrame=e=>!e.link.startsWith("["),patchMobileView=e=>{if(DEVICE.isDesktop)return;console.log("patching mobile view");const A=getParentOfClass(e.containerEl,"mod-top");A&&(A.hasClass("mod-visible")||A.addClass("mod-visible"))},processLinkText=(e,A)=>{let t=null;if(e.search("#")>-1){const i=getLinkParts(e,A.file);t=`#${i.isBlockRef?"^":""}${i.ref}`,e=i.path}return e.match(REG_LINKINDEX_INVALIDCHARS)?{subpath:t,file:null}:{subpath:t,file:app.metadataCache.getFirstLinkpathDest(e,A.file.path)}},generateEmbeddableLink=(e,A)=>e;let versionUpdateChecked=!1;const checkExcalidrawVersion=async e=>{if(!versionUpdateChecked){versionUpdateChecked=!0;try{const e=async()=>JSON.parse(await obsidian_module.request({url:"https://api.github.com/repos/zsviczian/obsidian-excalidraw-plugin/releases?per_page=5&page=1"})),A=(await e()).map((e=>({version:e.tag_name,published:new Date(e.published_at)}))).filter((e=>e.version.match(/^\d+\.\d+\.\d+$/))).sort(((e,A)=>A.published-e.published))[0].version;isVersionNewerThanOther(A,PLUGIN_VERSION)&&new obsidian_module.Notice(`A newer version of Excalidraw is available in Community Plugins.\n\nYou are using ${PLUGIN_VERSION}.\nThe latest is ${A}`)}catch(e){errorlog({where:"Utils/checkExcalidrawVersion",error:e})}setTimeout((()=>versionUpdateChecked=!1),288e5)}};function wrapTextAtCharLength(e,A,t=!1,i=0){if(!A)return e;let n="";if(t){for(const t of e.split("\n")){const e=t.match(new RegExp(`(.){1,${A}}`,"g"));n+=e?`${e.join("\n")}\n`:"\n"}return n.replace(/\n$/,"")}const s=new RegExp(`(.{1,${A}})(\\s+|$\\n?)|([^\\s]{1,${A+i}})(\\s+|$\\n?)?`,"gm"),r=e.matchAll(s);let a;for(;!(a=r.next()).done;){n+=a.value[1]?a.value[1].trimEnd():a.value[3].trimEnd();const e=(a.value[2]?a.value[2].split("\n").length-1:0)+(a.value[4]?a.value[4].split("\n").length-1:0);n+="\n".repeat(e),0===e&&(n+="\n")}return n.replace(/\n$/,"")}new Random(Date.now());const rotate$1=(e,A,t,i,n)=>[(e-t)*Math.cos(n)-(A-i)*Math.sin(n)+t,(e-t)*Math.sin(n)+(A-i)*Math.cos(n)+i],rotatedDimensions=e=>{if(0===e.angle)return[e.x,e.y,e.width,e.height];const A=e.x+e.width/2,t=e.y+e.height/2,[i,n]=rotate$1(e.x,e.y,A,t,e.angle),[s,r]=rotate$1(e.x+e.width,e.y+e.height,A,t,e.angle);return[i<s?i:s,n<r?n:r,Math.abs(i-s),Math.abs(n-r)]},getDataURL=async(e,A)=>new Promise(((t,i)=>{const n=new FileReader;n.onload=()=>{const e=n.result;t(e)},n.onerror=e=>i(e),n.readAsDataURL(new Blob([new Uint8Array(e)],{type:A}))})),getFontDataURL=async(e,A,t,i)=>{let n="",s="",r="";const a=e.metadataCache.getFirstLinkpathDest(A,t);if(a){const A=await e.vault.readBinary(a),t=a.extension.startsWith("woff")?"application/font-woff":"font/truetype";s=null!=i?i:a.basename,r=await getDataURL(A,t),n=` @font-face {font-family: "${s}";src: url("${r}")}`;const o=n.split(";base64,",2);n=`${o[0]};charset=utf-8;base64,${o[1]}`}return{fontDef:n,fontName:s,dataURL:r}},svgToBase64=e=>`data:image/svg+xml;base64,${btoa(unescape(encodeURIComponent(e.replaceAll("&nbsp;"," "))))}`,getBinaryFileFromDataURL=async e=>{if(!e)return null;if(e.match(/^(https?|ftp):\/\/[^\s/$.?#].[^\s]*$/i)){const A=e,t=getURLImageExtension(A),i=getMimeType(t);e=await getDataURLFromURL(A,i)}const A=e.matchAll(/base64,(.*)/g).next();if(!A.value)return null;const t=window.atob(A.value[1]),i=t.length,n=new Uint8Array(i);for(let e=0;e<i;e++)n[e]=t.charCodeAt(e);return n.buffer},getSVG=async(e,A,t)=>{var i;let n=e.elements;n.some((e=>"embeddable"===e.type))&&(n=JSON.parse(JSON.stringify(n)),n.filter((e=>"embeddable"===e.type)).forEach((A=>{var t,i;A.link=(i=A.link,null===(t=e.appState)||void 0===t||t.theme,i)})));try{return await exportToSvg({elements:n,appState:Object.assign({exportBackground:A.withBackground,exportWithDarkMode:!!A.withTheme&&"light"!=(null===(i=e.appState)||void 0===i?void 0:i.theme)},e.appState),files:e.files,exportPadding:t})}catch(e){return null}};function filterFiles(e){let A={};return Object.entries(e).forEach((([e,t])=>{t.dataURL.startsWith("http")||(A[e]=t)})),A}const getPNG=async(e,A,t,i=1)=>{var n;try{return await exportToBlob({elements:e.elements,appState:Object.assign({exportBackground:A.withBackground,exportWithDarkMode:!!A.withTheme&&"light"!=(null===(n=e.appState)||void 0===n?void 0:n.theme)},e.appState),files:filterFiles(e.files),exportPadding:t,mimeType:"image/png",getDimensions:(e,A)=>({width:e*i,height:A*i,scale:i})})}catch(e){return errorlog({where:"Utils.getPNG",error:e}),null}},getQuickImagePreview=async(e,A,t)=>{if(!e.settings.displayExportedImageIfAvailable)return null;const i=getIMGFilename(A,t),n=e.app.vault.getAbstractFileByPath(i);return n&&n instanceof obsidian_module.TFile?"png"===t?await e.app.vault.readBinary(n):await e.app.vault.read(n):null},embedFontsInSVG=(e,A,t=!1)=>{const i=!t&&null!=e.querySelector("text[font-family^='Virgil']"),n=!t&&null!=e.querySelector("text[font-family^='Cascadia']"),s=null!=e.querySelector("text[font-family^='LocalFont']"),r=e.querySelector("defs");return r&&(n||i||s)&&(r.innerHTML=`<style>${i?VIRGIL_FONT:""}${n?CASCADIA_FONT:""}${s?A.fourthFontDef:""}</style>`),e},getImageSize=async e=>new Promise(((A,t)=>{const i=new Image;i.onload=()=>{A({height:i.naturalHeight,width:i.naturalWidth})},i.onerror=t,i.src=e})),addAppendUpdateCustomData=(e,A)=>{if(!A)return e;e.customData||(e.customData={});for(const t in A)void 0!==A[t]&&(e.customData[t]=A[t]);return e},scaleLoadedImage=(e,A)=>{let t=!1;if(!A||!e)return{dirty:t,scene:e};for(const i of A){const[A,n]=[i.size.width,i.size.height],s=i.size.width/i.size.height;e.elements.filter((e=>"image"===e.type&&e.fileId===i.id)).forEach((e=>{var r,a;const[o,l]=[e.width,e.height];if(((null===(r=e.customData)||void 0===r?void 0:r.isAnchored)&&i.shouldScale||!(null===(a=e.customData)||void 0===a?void 0:a.isAnchored)&&!i.shouldScale)&&(addAppendUpdateCustomData(e,i.shouldScale?{isAnchored:!1}:{isAnchored:!0}),t=!0),i.shouldScale){if(s!=o/l){t=!0;const i=Math.sqrt(o*l*n/A),s=Math.sqrt(o*l*A/n);e.height=i,e.width=s,e.y+=(l-i)/2,e.x+=(o-s)/2}}else o===A&&l===n||(t=!0,e.height=n,e.width=A,e.y+=(l-n)/2,e.x+=(o-A)/2)}))}return{dirty:t,scene:e}},setDocLeftHandedMode=(e,A)=>{const t=A.createElement("style");t.id="excalidraw-left-handed",t.textContent=".excalidraw .App-bottom-bar{justify-content:flex-end;}";const i=A.getElementById(t.id);i&&A.head.removeChild(i),e&&A.head.appendChild(t)},setLeftHandedMode=e=>{const A=new Set;app.workspace.iterateAllLeaves((t=>{const i=app.isMobile?document:t.view.containerEl.ownerDocument;i&&(A.has(i)||(A.add(i),setDocLeftHandedMode(e,i)))}))},getLinkParts=(e,A)=>{var t,i,n;const s=e.match(/(^[^#\|]*)#?(\^)?([^\|]*)?\|?(\d*)x?(\d*)/),r="^"===s[2];return{original:e,path:A&&""===s[1]?A.path:s[1],isBlockRef:r,ref:(null===(t=s[3])||void 0===t?void 0:t.match(/^page=\d*$/i))?s[3]:r?cleanBlockRef(s[3]):cleanSectionHeading(s[3]),width:s[4]?parseInt(s[4]):void 0,height:s[5]?parseInt(s[5]):void 0,page:parseInt(null===(n=null===(i=s[3])||void 0===i?void 0:i.match(/page=(\d*)/))||void 0===n?void 0:n[1])}},compress=e=>lzStringExports.compressToBase64(e).replace(/(.{64})/g,"$1\n\n"),decompress=e=>lzStringExports.decompressFromBase64(e.replaceAll("\n","").replaceAll("\r","")),hasExportTheme=(e,A)=>{if(A){const t=e.app.metadataCache.getFileCache(A);if((null==t?void 0:t.frontmatter)&&null!=t.frontmatter["excalidraw-export-dark"])return!0}return!1},getExportTheme=(e,A,t)=>{if(A){const t=e.app.metadataCache.getFileCache(A);if((null==t?void 0:t.frontmatter)&&null!=t.frontmatter["excalidraw-export-dark"])return t.frontmatter["excalidraw-export-dark"]?"dark":"light"}return e.settings.exportWithTheme?t:"light"},hasExportBackground=(e,A)=>{if(A){const t=e.app.metadataCache.getFileCache(A);if((null==t?void 0:t.frontmatter)&&null!=t.frontmatter["excalidraw-export-transparent"])return!0}return!1},getWithBackground=(e,A)=>{if(A){const t=e.app.metadataCache.getFileCache(A);if((null==t?void 0:t.frontmatter)&&null!=t.frontmatter["excalidraw-export-transparent"])return!t.frontmatter["excalidraw-export-transparent"]}return e.settings.exportWithBackground},getExportPadding=(e,A)=>{if(A){const t=e.app.metadataCache.getFileCache(A);if(!(null==t?void 0:t.frontmatter))return e.settings.exportPaddingSVG;if(null!=t.frontmatter["excalidraw-export-padding"]){const e=parseInt(t.frontmatter["excalidraw-export-padding"]);if(!isNaN(e))return e}if(null!=t.frontmatter["excalidraw-export-svgpadding"]){const e=parseInt(t.frontmatter["excalidraw-export-svgpadding"]);if(!isNaN(e))return e}}return e.settings.exportPaddingSVG},getPNGScale=(e,A)=>{if(A){const t=e.app.metadataCache.getFileCache(A);if((null==t?void 0:t.frontmatter)&&null!=t.frontmatter["excalidraw-export-pngscale"]){const e=parseFloat(t.frontmatter["excalidraw-export-pngscale"]);if(!isNaN(e)&&e>0)return e}}return e.settings.pngExportScale},isVersionNewerThanOther=(e,A)=>{const t=e.match(/(\d*)\.(\d*)\.(\d*)/),i=A.match(/(\d*)\.(\d*)\.(\d*)/);return Boolean(t&&4===t.length&&i&&4===i.length&&!(isNaN(parseInt(t[1]))||isNaN(parseInt(t[2]))||isNaN(parseInt(t[3])))&&!(isNaN(parseInt(i[1]))||isNaN(parseInt(i[2]))||isNaN(parseInt(i[3])))&&(parseInt(t[1])>parseInt(i[1])||parseInt(t[1])>=parseInt(i[1])&&parseInt(t[2])>parseInt(i[2])||parseInt(t[1])>=parseInt(i[1])&&parseInt(t[2])>=parseInt(i[2])&&parseInt(t[3])>parseInt(i[3])))},getEmbeddedFilenameParts=e=>{const A=null==e?void 0:e.match(/([^#\^]*)((#\^)(group=|area=|frame=|taskbone)?([^\|]*)|(#)(group=|area=|frame=|taskbone)?([^\^\|]*))(.*)/);return A?{filepath:A[1],hasBlockref:Boolean(A[3]),hasGroupref:"group="===A[4]||"group="===A[7],hasTaskbone:"taskbone"===A[4]||"taskbone"===A[7],hasArearef:"area="===A[4]||"area="===A[7],hasFrameref:"frame="===A[4]||"frame="===A[7],blockref:A[5],hasSectionref:Boolean(A[6]),sectionref:A[8],linkpartReference:A[2],linkpartAlias:A[9]}:{filepath:e,hasBlockref:!1,hasGroupref:!1,hasTaskbone:!1,hasArearef:!1,hasFrameref:!1,blockref:"",hasSectionref:!1,sectionref:"",linkpartReference:"",linkpartAlias:""}},fragWithHTML=e=>createFragment((A=>A.createDiv().innerHTML=e)),errorlog=e=>{console.error(Object.assign({plugin:"Excalidraw"},e))},sleep$1=async e=>new Promise((A=>setTimeout(A,e))),log=console.log.bind(window.console),debug=console.log.bind(window.console),getContainerElement=(e,A)=>{var t;return e&&e.containerId&&null!==(t=A.elements.filter((A=>A.id===e.containerId))[0])&&void 0!==t?t:null},updateFrontmatterInString=(e,A)=>{if(!e)return e;for(const t of A){const A=new RegExp(`${t[0]}:\\s.*\\n`,"g");e=e.match(A)?e.replaceAll(A,`${t[0]}: ${t[1]}\n`):e.replace(/^---\n/,`---\n${t[0]}: ${t[1]}\n`)}return e},isHyperLink=e=>e&&!e.includes("\n")&&!e.includes("\r")&&e.match(/^https?:(\d*)?\/\/[^\s]*$/),isContainer=e=>{var A;return"arrow"!==e.type&&(null===(A=e.boundElements)||void 0===A?void 0:A.map((e=>e.type)).includes("text"))},hyperlinkIsImage=e=>{isHyperLink(e);const A=e.split("?")[0];return IMAGE_TYPES.contains(A.substring(A.lastIndexOf(".")+1))},hyperlinkIsYouTubeLink=e=>isHyperLink(e)&&(e.startsWith("https://youtu.be")||e.startsWith("https://www.youtube.com")||e.startsWith("https://youtube.com")||e.startsWith("https//www.youtu.be"))&&null!==e.match(/(youtu.be\/|v=)([^?\/\&]*)/),getYouTubeThumbnailLink=async e=>{const A=e.match(/(youtu.be\/|v=)([^?\/\&]*)/);if(!A||!A[2])return null;const t=A[2];let i=`https://i.ytimg.com/vi/${t}/maxresdefault.jpg`,n=await obsidian_module.requestUrl({url:i,method:"get",contentType:"image/jpeg",throw:!1});return n&&200===n.status?i:(i=`https://i.ytimg.com/vi/${t}/hq720.jpg`,n=await obsidian_module.requestUrl({url:i,method:"get",contentType:"image/jpeg",throw:!1}),n&&200===n.status?i:(i=`https://i.ytimg.com/vi/${t}/mqdefault.jpg`,n=await obsidian_module.requestUrl({url:i,method:"get",contentType:"image/jpeg",throw:!1}),n&&200===n.status?i:`https://i.ytimg.com/vi/${t}/default.jpg`))},isCallerFromTemplaterPlugin=e=>{const A=e.split("\n");for(const e of A)if(e.trim().startsWith("at Templater."))return!0;return!1},convertSVGStringToElement=e=>{const A=document.createElement("div");A.innerHTML=e;const t=A.firstChild;if(t instanceof SVGSVGElement)return t},escapeRegExp=e=>e.replace(/[.*+?^${}()|[\]\\]/g,"\\$&");var ar={},cz={},da={},de={},en={INSTALL_SCRIPT:"Install the script",UPDATE_SCRIPT:"Update available - Click to install",CHECKING_SCRIPT:"Checking for newer version - Click to reinstall",UNABLETOCHECK_SCRIPT:"Update check failed - Click to reinstall",UPTODATE_SCRIPT:"Script is up to date - Click to reinstall",OPEN_AS_EXCALIDRAW:"Open as Excalidraw Drawing",TOGGLE_MODE:"Toggle between Excalidraw and Markdown mode",CONVERT_NOTE_TO_EXCALIDRAW:"Convert empty note to Excalidraw Drawing",CONVERT_EXCALIDRAW:"Convert *.excalidraw to *.md files",CREATE_NEW:"Create new drawing",CONVERT_FILE_KEEP_EXT:"*.excalidraw => *.excalidraw.md",CONVERT_FILE_REPLACE_EXT:"*.excalidraw => *.md (Logseq compatibility)",DOWNLOAD_LIBRARY:"Export stencil library as an *.excalidrawlib file",OPEN_EXISTING_NEW_PANE:"Open existing drawing - IN A NEW PANE",OPEN_EXISTING_ACTIVE_PANE:"Open existing drawing - IN THE CURRENT ACTIVE PANE",TRANSCLUDE:"Embed a drawing",TRANSCLUDE_MOST_RECENT:"Embed the most recently edited drawing",TOGGLE_LEFTHANDED_MODE:"Toggle left-handed mode",NEW_IN_NEW_PANE:"Create new drawing - IN AN ADJACENT WINDOW",NEW_IN_NEW_TAB:"Create new drawing - IN A NEW TAB",NEW_IN_ACTIVE_PANE:"Create new drawing - IN THE CURRENT ACTIVE WINDOW",NEW_IN_POPOUT_WINDOW:"Create new drawing - IN A POPOUT WINDOW",NEW_IN_NEW_PANE_EMBED:"Create new drawing - IN AN ADJACENT WINDOW - and embed into active document",NEW_IN_NEW_TAB_EMBED:"Create new drawing - IN A NEW TAB - and embed into active document",NEW_IN_ACTIVE_PANE_EMBED:"Create new drawing - IN THE CURRENT ACTIVE WINDOW - and embed into active document",NEW_IN_POPOUT_WINDOW_EMBED:"Create new drawing - IN A POPOUT WINDOW - and embed into active document",TOGGLE_LOCK:"Toggle Text Element between edit RAW and PREVIEW",DELETE_FILE:"Delete selected image or Markdown file from Obsidian Vault",INSERT_LINK_TO_ELEMENT:`Copy markdown link for selected element to clipboard. ${labelCTRL()}+CLICK to copy 'group=' link. SHIFT+CLICK to copy an 'area=' link. ${labelALT()}+CLICK to watch a help video.`,INSERT_LINK_TO_ELEMENT_GROUP:"Copy 'group=' markdown link for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_AREA:"Copy 'area=' markdown link for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_FRAME:"Copy 'frame=' markdown link for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_NORMAL:"Copy markdown link for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_ERROR:"Select a single element in the scene",INSERT_LINK_TO_ELEMENT_READY:"Link is READY and available on the clipboard",INSERT_LINK:"Insert link to file",INSERT_COMMAND:"Insert Obsidian Command as a link",INSERT_IMAGE:"Insert image or Excalidraw drawing from your vault",IMPORT_SVG:"Import an SVG file as Excalidraw strokes (limited SVG support, TEXT currently not supported)",INSERT_MD:"Insert markdown file from vault",INSERT_PDF:"Insert PDF file from vault",UNIVERSAL_ADD_FILE:"Insert ANY file from your Vault to the active drawing",INSERT_LATEX:`Insert LaTeX formula (e.g. \\binom{n}{k} = \\frac{n!}{k!(n-k)!}). ${labelALT()}+CLICK to watch a help video.`,ENTER_LATEX:"Enter a valid LaTeX expression",READ_RELEASE_NOTES:"Read latest release notes",RUN_OCR:"OCR: Grab text from freedraw scribble and pictures to clipboard",TRAY_MODE:"Toggle property-panel tray-mode",SEARCH:"Search for text in drawing",RESET_IMG_TO_100:"Set selected image element size to 100% of original",TEMPORARY_DISABLE_AUTOSAVE:"Disable autosave until next time Obsidian starts (only set this if you know what you are doing)",TEMPORARY_ENABLE_AUTOSAVE:"Enable autosave",INSTALL_SCRIPT_BUTTON:"Install or update Excalidraw Scripts",OPEN_AS_MD:"Open as Markdown",EXPORT_IMAGE:"Export Image",OPEN_LINK:"Open selected text as link\n(SHIFT+CLICK to open in a new pane)",EXPORT_EXCALIDRAW:"Export to an .Excalidraw file",LINK_BUTTON_CLICK_NO_TEXT:"Select a ImageElement, or select a TextElement that contains an internal or external link.\n",FILENAME_INVALID_CHARS:'File name cannot contain any of the following characters: * " \\ < > : | ? #',FORCE_SAVE:"Save (will also update transclusions)",RAW:"Change to PREVIEW mode (only affects text-elements with links or transclusions)",PARSED:"Change to RAW mode (only affects text-elements with links or transclusions)",NOFILE:"Excalidraw (no file)",COMPATIBILITY_MODE:"*.excalidraw file opened in compatibility mode. Convert to new format for full plugin functionality.",CONVERT_FILE:"Convert to new format",BACKUP_AVAILABLE:"We encountered an error while loading your drawing. This might have occurred if Obsidian unexpectedly closed during a save operation. For example, if you accidentally closed Obsidian on your mobile device while saving.<br><br><b>GOOD NEWS:</b> Fortunately, a local backup is available. However, please note that if you last modified this drawing on a different device (e.g., tablet) and you are now on your desktop, that other device likely has a more recent backup.<br><br>I recommend trying to open the drawing on your other device first and restore the backup from its local storage.<br><br>Would you like to load the backup?",BACKUP_RESTORED:"Backup restored",CACHE_NOT_READY:"I apologize for the inconvenience, but an error occurred while loading your file.<br><br><mark>Having a little patience can save you a lot of time...</mark><br><br>The plugin has a backup cache, but it appears that you have just started Obsidian. Initializing the Backup Cache may take some time, usually up to a minute or more depending on your device's performance. You will receive a notification in the top right corner when the cache initialization is complete.<br><br>Please press OK to attempt loading the file again and check if the cache has finished initializing. If you see a completely empty file behind this message, I recommend waiting until the backup cache is ready before proceeding. Alternatively, you can choose Cancel to manually correct your file.<br>",OBSIDIAN_TOOLS_PANEL:"Obsidian Tools Panel",ERROR_SAVING_IMAGE:"Unknown error occured while fetching the image. It could be that for some reason the image is not available or rejected the fetch request from Obsidian",WARNING_PASTING_ELEMENT_AS_TEXT:"PASTING EXCALIDRAW ELEMENTS AS A TEXT ELEMENT IS NOT ALLOWED",USE_INSERT_FILE_MODAL:"Use 'Insert Any File' to embed a markdown note",RELEASE_NOTES_NAME:"Display Release Notes after update",RELEASE_NOTES_DESC:"<b><u>Toggle ON:</u></b> Display release notes each time you update Excalidraw to a newer version.<br><b><u>Toggle OFF:</u></b> Silent mode. You can still read release notes on <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases'>GitHub</a>.",NEWVERSION_NOTIFICATION_NAME:"Plugin update notification",NEWVERSION_NOTIFICATION_DESC:"<b><u>Toggle ON:</u></b> Show a notification when a new version of the plugin is available.<br><b><u>Toggle OFF:</u></b> Silent mode. You need to check for plugin updates in Community Plugins.",BASIC_HEAD:"Basic",BASIC_DESC:'In the "Basic" settings, you can configure options such as displaying release notes after updates, receiving plugin update notifications, setting the default location for new drawings, specifying the Excalidraw folder for embedding drawings into active documents, defining an Excalidraw template file, and designating an Excalidraw Automate script folder for managing automation scripts.',FOLDER_NAME:"Excalidraw folder",FOLDER_DESC:"Default location for new drawings. If empty, drawings will be created in the Vault root.",FOLDER_EMBED_NAME:"Use Excalidraw folder when embedding a drawing into the active document",FOLDER_EMBED_DESC:"Define which folder to place the newly inserted drawing into when using the command palette action: 'Create a new drawing and embed into active document'.<br><b><u>Toggle ON:</u></b> Use Excalidraw folder<br><b><u>Toggle OFF:</u></b> Use the attachments folder defined in Obsidian settings.",TEMPLATE_NAME:"Excalidraw template file",TEMPLATE_DESC:"Full filepath to the Excalidraw template. E.g.: If your template is in the default Excalidraw folder and its name is Template.md, the setting would be: Excalidraw/Template.md (or just Excalidraw/Template - you may omit the .md file extension). If you are using Excalidraw in compatibility mode, then your template must be a legacy Excalidraw file as well such as Excalidraw/Template.excalidraw.",SCRIPT_FOLDER_NAME:"Excalidraw Automate script folder (CASE SeNSitiVE!)",SCRIPT_FOLDER_DESC:"The files you place in this folder will be treated as Excalidraw Automate scripts. You can access your scripts from Excalidraw via the Obsidian Command Palette. Assign hotkeys to your favorite scripts just like to any other Obsidian command. The folder may not be the root folder of your Vault. ",SAVING_HEAD:"Saving",SAVING_DESC:"In the 'Saving' section of Excalidraw Settings, you can configure how your drawings are saved. This includes options for compressing Excalidraw JSON in Markdown, setting autosave intervals for both desktop and mobile, defining filename formats, and choosing whether to use the .excalidraw.md or .md file extension. ",COMPRESS_NAME:"Compress Excalidraw JSON in Markdown",COMPRESS_DESC:"By enabling this feature Excalidraw will store the drawing JSON in a Base64 compressed format using the <a href='https://pieroxy.net/blog/pages/lz-string/index.html'>LZ-String</a> algorithm. This will reduce the chance of Excalidraw JSON cluttering your search results in Obsidian. As a side effect, this will also reduce the filesize of Excalidraw drawings. When you switch an Excalidraw drawing to Markdown view, using the options menu in Excalidraw, the file will be saved without compression, so that you can read and edit the JSON string. The drawing will be compressed again once you switch back to Excalidraw view. The setting only has effect 'point forward', meaning, existing drawings will not be affected by the setting until you open them and save them.<br><b><u>Toggle ON:</u></b> Compress drawing JSON<br><b><u>Toggle OFF:</u></b> Leave drawing JSON uncompressed",AUTOSAVE_INTERVAL_DESKTOP_NAME:"Interval for autosave on Desktop",AUTOSAVE_INTERVAL_DESKTOP_DESC:"The time interval between saves. Autosave will skip if there are no changes in the drawing. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. clicking on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly either by killing the Obsidian process, or clicking to close Obsidian altogether.",AUTOSAVE_INTERVAL_MOBILE_NAME:"Interval for autosave on Mobile",AUTOSAVE_INTERVAL_MOBILE_DESC:"I recommend a more frequent interval for Mobiles. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. tapping on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly (i.e. swiping it away). Also note, that when you switch apps on a Mobile device, sometimes Android and iOS closes Obsidian in the background to save system resources. In such a case Excalidraw will not be able to save the latest changes.",FILENAME_HEAD:"Filename",FILENAME_DESC:"<p>Click this link for the <a href='https://momentjs.com/docs/#/displaying/format/'>date and time format reference</a>.</p>",FILENAME_SAMPLE:"Filename for a new drawing is: ",FILENAME_EMBED_SAMPLE:"Filename for a new embedded drawing is: ",FILENAME_PREFIX_NAME:"Filename prefix",FILENAME_PREFIX_DESC:"The first part of the filename",FILENAME_PREFIX_EMBED_NAME:"Filename prefix when embedding a new drawing into a markdown note",FILENAME_PREFIX_EMBED_DESC:"Should the filename of the newly inserted drawing start with the name of the active markdown note when using the command palette action: <code>Create a new drawing and embed into active document</code>?<br><b><u>Toggle ON:</u></b> Yes, the filename of a new drawing should start with filename of the active document<br><b><u>Toggle OFF:</u></b> No, filename of a new drawing should not include the filename of the active document",FILENAME_POSTFIX_NAME:"Custom text after markdown Note's name when embedding",FILENAME_POSTFIX_DESC:"Affects filename only when embedding into a markdown document. This text will be inserted after the note's name, but before the date.",FILENAME_DATE_NAME:"Filename Date",FILENAME_DATE_DESC:"The last part of the filename. Leave empty if you do not want a date.",FILENAME_EXCALIDRAW_EXTENSION_NAME:".excalidraw.md or .md",FILENAME_EXCALIDRAW_EXTENSION_DESC:"This setting does not apply if you use Excalidraw in compatibility mode, i.e. you are not using Excalidraw markdown files.<br><b><u>Toggle ON:</u></b> filename ends with .excalidraw.md<br><b><u>Toggle OFF:</u></b> filename ends with .md",DISPLAY_HEAD:"Excalidraw appearance and behavior",DISPLAY_DESC:"In the 'appearance and behavior' section of Excalidraw Settings, you can fine-tune how Excalidraw appears and behaves. This includes options for dynamic styling, left-handed mode, matching Excalidraw and Obsidian themes, default modes, and more.",DYNAMICSTYLE_NAME:"Dynamic styling",DYNAMICSTYLE_DESC:"Change Excalidraw UI colors to match the canvas color",LEFTHANDED_MODE_NAME:"Left-handed mode",LEFTHANDED_MODE_DESC:"Currently only has effect in tray-mode. If turned on, the tray will be on the right side.<br><b><u>Toggle ON:</u></b> Left-handed mode.<br><b><u>Toggle OFF:</u></b> Right-handed moded",IFRAME_MATCH_THEME_NAME:"Markdown embeds to match Excalidraw theme",IFRAME_MATCH_THEME_DESC:"<b><u>Toggle ON:</u></b> Set this to true if for example you are using Obsidian in dark-mode but use excalidraw with a light background. With this setting the embedded Obsidian markdown document will match the Excalidraw theme (i.e. light colors if Excalidraw is in light mode).<br><b><u>Toggle OFF:</u></b> Set this to false if you want the embedded Obsidian markdown document to match the Obsidian theme (i.e. dark colors if Obsidian is in dark mode).",MATCH_THEME_NAME:"New drawing to match Obsidian theme",MATCH_THEME_DESC:"If theme is dark, new drawing will be created in dark mode. This does not apply when you use a template for new drawings. Also this will not affect when you open an existing drawing. Those will follow the theme of the template/drawing respectively.<br><b><u>Toggle ON:</u></b> Follow Obsidian Theme<br><b><u>Toggle OFF:</u></b> Follow theme defined in your template",MATCH_THEME_ALWAYS_NAME:"Existing drawings to match Obsidian theme",MATCH_THEME_ALWAYS_DESC:"If theme is dark, drawings will be opened in dark mode. If your theme is light, they will be opened in light mode. <br><b><u>Toggle ON:</u></b> Match Obsidian theme<br><b><u>Toggle OFF:</u></b> Open with the same theme as last saved",MATCH_THEME_TRIGGER_NAME:"Excalidraw to follow when Obsidian Theme changes",MATCH_THEME_TRIGGER_DESC:"If this option is enabled open Excalidraw pane will switch to light/dark mode when Obsidian theme changes. <br><b><u>Toggle ON:</u></b> Follow theme changes<br><b><u>Toggle OFF:</u></b> Drawings are not affected by Obsidian theme changes",DEFAULT_OPEN_MODE_NAME:"Default mode when opening Excalidraw",DEFAULT_OPEN_MODE_DESC:"Specifies the mode how Excalidraw opens: Normal, Zen, or View mode. You may also set this behavior on a file level by adding the excalidraw-default-mode frontmatter key with a value of: normal, view, or zen to your document.",DEFAULT_PEN_MODE_NAME:"Pen mode",DEFAULT_PEN_MODE_DESC:"Should pen mode be automatically enabled when opening Excalidraw?",THEME_HEAD:"Theme and styling",ZOOM_HEAD:"Zoom",DEFAULT_PINCHZOOM_NAME:"Allow pinch zoom in pen mode",DEFAULT_PINCHZOOM_DESC:"Pinch zoom in pen mode when using the freedraw tool is disabled by default to prevent unwanted accidental zooming with your palm.<br><b><u>Toggle ON:</u></b> Enable pinch zoom in pen mode<br><b><u>Toggle OFF:</u></b>Disable pinch zoom in pen mode",DEFAULT_WHEELZOOM_NAME:"Mouse wheel to zoom by default",DEFAULT_WHEELZOOM_DESC:`<b><u>Toggle ON:</u></b> Mouse wheel to zoom; ${labelCTRL()} + mouse wheel to scroll</br><b><u>Toggle OFF:</u></b>${labelCTRL()} + mouse wheel to zoom; Mouse wheel to scroll`,ZOOM_TO_FIT_NAME:"Zoom to fit on view resize",ZOOM_TO_FIT_DESC:"Zoom to fit drawing when the pane is resized<br><b><u>Toggle ON:</u></b> Zoom to fit<br><b><u>Toggle OFF:</u></b> Auto zoom disabled",ZOOM_TO_FIT_ONOPEN_NAME:"Zoom to fit on file open",ZOOM_TO_FIT_ONOPEN_DESC:"Zoom to fit drawing when the drawing is first opened<br><b><u>Toggle ON:</u></b> Zoom to fit<br><b><u>Toggle OFF:</u></b> Auto zoom disabled",ZOOM_TO_FIT_MAX_LEVEL_NAME:"Zoom to fit max ZOOM level",ZOOM_TO_FIT_MAX_LEVEL_DESC:"Set the maximum level to which zoom to fit will enlarge the drawing. Minimum is 0.5 (50%) and maximum is 10 (1000%).",LASER_HEAD:"Laser pointer",LASER_COLOR:"Laser pointer color",LASER_DECAY_TIME_NAME:"Laser pointer decay time",LASER_DECAY_TIME_DESC:"Laser pointer decay time in milliseconds. Default is 1000 (i.e. 1 second).",LASER_DECAY_LENGTH_NAME:"Laser pointer decay length.",LASER_DECAY_LENGTH_DESC:"Laser pointer decay length in line points. Default is 50.",LINKS_HEAD:"Links, transclusion and TODOs",LINKS_HEAD_DESC:"In the 'Links, transclusion and TODOs' section of Excalidraw Settings, you can configure how Excalidraw handles links, transclusions, and TODO items. This includes options for opening links, managing panes, displaying links with brackets, customizing link prefixes, handling TODO items, and more. ",LINKS_DESC:`${labelCTRL()}+CLICK on <code>[[Text Elements]]</code> to open them as links. If the selected text has more than one <code>[[valid Obsidian links]]</code>, only the first will be opened. If the text starts as a valid web link (i.e. <code>https://</code> or <code>http://</code>), then the plugin will open it in a browser. When Obsidian files change, the matching <code>[[link]]</code> in your drawings will also change. If you don't want text accidentally changing in your drawings use <code>[[links|with aliases]]</code>.`,ADJACENT_PANE_NAME:"Reuse adjacent pane",ADJACENT_PANE_DESC:`When ${labelCTRL()}+SHIFT clicking a link in Excalidraw, by default the plugin will open the link in a new pane. Turning this setting on, Excalidraw will first look for an existing pane, and try to open the link there. Excalidraw will look for the other workspace pane based on your focus/navigation history, i.e. the workpane that was active before you activated Excalidraw.`,MAINWORKSPACE_PANE_NAME:"Open in main workspace",MAINWORKSPACE_PANE_DESC:`When ${labelCTRL()}+SHIFT clicking a link in Excalidraw, by default the plugin will open the link in a new pane in the current active window. Turning this setting on, Excalidraw will open the link in an existing or new pane in the main workspace. `,LINK_BRACKETS_NAME:"Show <code>[[brackets]]</code> around links",LINK_BRACKETS_DESC:"In PREVIEW mode, when parsing Text Elements, place brackets around links. You can override this setting for a specific drawing by adding <code>excalidraw-link-brackets: true/false</code> to the file's frontmatter.",LINK_PREFIX_NAME:"Link prefix",LINK_PREFIX_DESC:'In PREVIEW mode, if the Text Element contains a link, precede the text with these characters. You can override this setting for a specific drawing by adding <code>excalidraw-link-prefix: "📍 "</code> to the file\'s frontmatter.',URL_PREFIX_NAME:"URL prefix",URL_PREFIX_DESC:'In PREVIEW mode, if the Text Element contains a URL link, precede the text with these characters. You can override this setting for a specific drawing by adding <code>excalidraw-url-prefix: "🌐 "</code> to the file\'s frontmatter.',PARSE_TODO_NAME:"Parse todo",PARSE_TODO_DESC:"Convert '- [ ] ' and '- [x] ' to checkpox and tick in the box.",TODO_NAME:"Open TODO icon",TODO_DESC:"Icon to use for open TODO items",DONE_NAME:"Completed TODO icon",DONE_DESC:"Icon to use for completed TODO items",HOVERPREVIEW_NAME:`Hover preview without pressing the ${labelCTRL()} key`,HOVERPREVIEW_DESC:`<b><u>Toggle ON:</u></b> In Exalidraw <u>view mode</u> the hover preview for [[wiki links]] will be shown immediately, without the need to hold the ${labelCTRL()} key. In Excalidraw <u>normal mode</u>, the preview will be shown immediately only when hovering the blue link icon in the top right of the element.<br> <b><u>Toggle OFF:</u></b> Hover preview is shown only when you hold the ${labelCTRL()} key while hovering the link.`,LINKOPACITY_NAME:"Opacity of link icon",LINKOPACITY_DESC:"Opacity of the link indicator icon in the top right corner of an element. 1 is opaque, 0 is transparent.",LINK_CTRL_CLICK_NAME:`${labelCTRL()}+CLICK on text with [[links]] or [](links) to open them`,LINK_CTRL_CLICK_DESC:"You can turn this feature off if it interferes with default Excalidraw features you want to use. If this is turned off, only the link button in the title bar of the drawing pane will open links.",TRANSCLUSION_WRAP_NAME:"Overflow wrap behavior of transcluded text",TRANSCLUSION_WRAP_DESC:"Number specifies the character count where the text should be wrapped. Set the text wrapping behavior of transcluded text. Turn this ON to force-wrap text (i.e. no overflow), or OFF to soft-wrap text (at the nearest whitespace).",TRANSCLUSION_DEFAULT_WRAP_NAME:"Transclusion word wrap default",TRANSCLUSION_DEFAULT_WRAP_DESC:"You can manually set/override word wrapping length using the `![[page#^block]]{NUMBER}` format. Normally you will not want to set a default, because if you transclude text inside a sticky note, then Excalidraw will automatically take care of word wrapping. Set this value to `0` if you do not want to set a default. ",PAGE_TRANSCLUSION_CHARCOUNT_NAME:"Page transclusion max char count",PAGE_TRANSCLUSION_CHARCOUNT_DESC:"The maximum number of characters to display from the page when transcluding an entire page with the ![[markdown page]] format.",QUOTE_TRANSCLUSION_REMOVE_NAME:"Quote translusion: remove leading '> ' from each line",QUOTE_TRANSCLUSION_REMOVE_DESC:"Remove the leading '> ' from each line of the transclusion. This will improve readability of quotes in text only transclusions<br><b><u>Toggle ON:</u></b> Remove leading '> '<br><b><u>Toggle OFF:</u></b> Do not remove leading '> ' (note it will still be removed from the first row due to Obsidian API functionality)",GET_URL_TITLE_NAME:"Use iframely to resolve page title",GET_URL_TITLE_DESC:"Use the <code>http://iframely.server.crestify.com/iframely?url=</code> to get title of page when dropping a link into Excalidraw",PDF_TO_IMAGE:"PDF to Image",PDF_TO_IMAGE_SCALE_NAME:"PDF to Image conversion scale",PDF_TO_IMAGE_SCALE_DESC:"Sets the resolution of the image that is generated from the PDF page. Higher resolution will result in bigger images in memory and consequently a higher load on your system (slower performance), but sharper imagee. Additionally, if you want to copy PDF pages (as images) to Excalidraw.com, the bigger image size may result in exceeding the 2MB limit on Excalidraw.com.",MD_HEAD:"Embed markdown into Excalidraw as image",MD_HEAD_DESC:'In the "Embed markdown as image settings," you can configure various options for how markdown documents are embedded as images within Excalidraw. These settings allow you to control the default width and maximum height of embedded markdown files, choose the font typeface, font color, and border color for embedded markdown content. Additionally, you can specify a custom CSS file to style the embedded markdown content. Note you can also embed markdown documents as interactive frames. The color setting of frames is under the Display Settings section.',MD_TRANSCLUDE_WIDTH_NAME:"Default width of a transcluded markdown document",MD_TRANSCLUDE_WIDTH_DESC:"The width of the markdown page. This affects the word wrapping when transcluding longer paragraphs, and the width of the image element. You can override the default width of an embedded file using the <code>[[filename#heading|WIDTHxMAXHEIGHT]]</code> syntax in markdown view mode under embedded files.",MD_TRANSCLUDE_HEIGHT_NAME:"Default maximum height of a transcluded markdown document",MD_TRANSCLUDE_HEIGHT_DESC:"The embedded image will be as high as the markdown text requires, but not higher than this value. You can override this value by editing the embedded image link in markdown view mode with the following syntax <code>[[filename#^blockref|WIDTHxMAXHEIGHT]]</code>.",MD_DEFAULT_FONT_NAME:"The default font typeface to use for embedded markdown files.",MD_DEFAULT_FONT_DESC:'Set this value to "Virgil" or "Cascadia" or the filename of a valid <code>.ttf</code>, <code>.woff</code>, or <code>.woff2</code> font e.g. <code>MyFont.woff2</code> You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font: font_or_filename</code>',MD_DEFAULT_COLOR_NAME:"The default font color to use for embedded markdown files.",MD_DEFAULT_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font-color: steelblue</code>',MD_DEFAULT_BORDER_COLOR_NAME:"The default border color to use for embedded markdown files.",MD_DEFAULT_BORDER_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-border-color: gray</code>. Leave empty if you don\'t want a border. ',MD_CSS_NAME:"CSS file",MD_CSS_DESC:`The filename of the CSS to apply to markdown embeds. Provide the filename with extension (e.g. 'md-embed.css'). The css file may also be a plain markdown file (e.g. 'md-embed-css.md'), just make sure the content is written using valid css syntax. If you need to look at the HTML code you are applying the CSS to, then open Obsidian Developer Console (${DEVICE.isIOS||DEVICE.isMacOS?"CMD+OPT+i":"CTRL+SHIFT+i"}) and type in the following command: "ExcalidrawAutomate.mostRecentMarkdownSVG". This will display the most recent SVG generated by Excalidraw. Setting the font-family in the css is has limitations. By default only your operating system's standard fonts are available (see README for details). You can add one custom font beyond that using the setting above. You can override this css setting by adding the following frontmatter-key to the embedded markdown file: "excalidraw-css: css_file_in_vault|css-snippet".`,EMBED_HEAD:"Embedding Excalidraw into your Notes and Exporting",EMBED_DESC:'In the "Embed & Export" settings, you can configure how images and Excalidraw drawings are embedded and exported within your documents. Key settings include choosing the image type for markdown preview (such as Native SVG or PNG), specifying the type of file to insert into the document (original Excalidraw, PNG, or SVG), and managing image caching for embedding in markdown. You can also control image sizing, whether to embed drawings using wiki links or markdown links, and adjust settings related to image themes, background colors, and Obsidian integration. \n Additionally, there are settings for auto-export, which automatically generates SVG and/or PNG files to match the title of your Excalidraw drawings, keeping them in sync with file renames and deletions.',EMBED_CACHING:"Image caching",EXPORT_SUBHEAD:"Export Settings",EMBED_SIZING:"Image sizing",EMBED_THEME_BACKGROUND:"Image theme and background color",EMBED_IMAGE_CACHE_NAME:"Cache images for embedding in markdown",EMBED_IMAGE_CACHE_DESC:"Cache images for embedding in markdown. This will speed up the embedding process, but in case you compose images of several sub-component drawings, the embedded image in Markdown won't update until you open the drawing and save it to trigger an update of the cache.",EMBED_IMAGE_CACHE_CLEAR:"Purge Cache",BACKUP_CACHE_CLEAR:"Purge Backups",BACKUP_CACHE_CLEAR_CONFIRMATION:"This action will delete all Excalidraw drawing backups. Backups are used as a safety measure in case your drawing file gets damaged. Each time you open Obsidian the plugin automatically deletes backups for files that no longer exist in your Vault. Are you sure you want to clear all backups?",EMBED_REUSE_EXPORTED_IMAGE_NAME:"If found, use the already exported image for preview",EMBED_REUSE_EXPORTED_IMAGE_DESC:"This setting works in conjunction with the Auto-export SVG/PNG setting. If an exported image that matches the file name of the drawing is available, use that image instead of generating a preview image on the fly. This will result in faster previews especially when you have many embedded objects in the drawing, however, it may happen that your latest changes are not displayed and that the image will not automatically match your Obsidian theme in case you have changed the Obsidian theme since the export was created. This setting only applies to embedding images into markdown documents. For a number of reasons, the same approach cannot be used to expedite the loading of drawings with many embedded objects. See demonstration <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.23' target='_blank'>here</a>.",EMBED_PREVIEW_IMAGETYPE_NAME:"Image type in markdown preview",EMBED_PREVIEW_IMAGETYPE_DESC:"<b><u>Native SVG</u></b>: High Image Quality. Embedded Websites, YouTube videos, Obsidian Links, and external images embedded via a URL will all work. Embedded Obsidian pages will not<br><b><u>SVG Image</u></b>: High Image Quality. Embedded elements and images embedded via URL only have placeholders, links don't work<br><b><u>PNG Image</u></b>: Lower Image Quality, but in some cases better performance with large drawings. Embedded elements and images embedded via URL only have placeholders, links don't work. Also some of the <a href='https://www.youtube.com/watch?v=yZQoJg2RCKI&t=633s' target='_blank'>image block referencing features</a> do not work with PNG embeds.",PREVIEW_MATCH_OBSIDIAN_NAME:"Excalidraw preview to match Obsidian theme",PREVIEW_MATCH_OBSIDIAN_DESC:"Image preview in documents should match the Obsidian theme. If enabled, when Obsidian is in dark mode, Excalidraw images will render in dark mode. When Obsidian is in light mode, Excalidraw will render light mode as well. You may want to switch 'Export image with background' off for a more Obsidian-integrated look and feel.",EMBED_WIDTH_NAME:"Default width of embedded (transcluded) image",EMBED_WIDTH_DESC:"The default width of an embedded drawing. This applies to live preview edit and reading mode, as well as to hover previews. You can specify a custom width when embedding an image using the <code>![[drawing.excalidraw|100]]</code> or <code>[[drawing.excalidraw|100x100]]</code> format.",EMBED_TYPE_NAME:"Type of file to insert into the document",EMBED_TYPE_DESC:"When you embed an image into a document using the command palette this setting will specify if Excalidraw should embed the original Excalidraw file or a PNG or an SVG copy. You need to enable auto-export PNG / SVG (see below under Export Settings) for those image types to be available in the dropdown. For drawings that do not have a a corresponding PNG or SVG readily available the command palette action will insert a broken link. You need to open the original drawing and initiate export manually. This option will not autogenerate PNG/SVG files, but will simply reference the already existing files.",EMBED_WIKILINK_NAME:"Embed Drawing using Wiki link",EMBED_WIKILINK_DESC:"<b><u>Toggle ON:</u></b> Excalidraw will embed a [[wiki link]].<br><b><u>Toggle OFF:</u></b> Excalidraw will embed a [markdown](link).",EXPORT_PNG_SCALE_NAME:"PNG export image scale",EXPORT_PNG_SCALE_DESC:"The size-scale of the exported PNG image",EXPORT_BACKGROUND_NAME:"Export image with background",EXPORT_BACKGROUND_DESC:"If turned off, the exported image will be transparent.",EXPORT_PADDING_NAME:"Image Padding",EXPORT_PADDING_DESC:"The padding (in pixels) around the exported SVG or PNG image. If you have curved lines close to the edge of the image they might get cropped during image export. You can increase this value to avoid cropping. You can also override this setting at a file level by adding the <code>excalidraw-export-padding: 5<code> frontmatter key.",EXPORT_THEME_NAME:"Export image with theme",EXPORT_THEME_DESC:"Export the image matching the dark/light theme of your drawing. If turned off, drawings created in dark mode will appear as they would in light mode.",EXPORT_HEAD:"Auto-export Settings",EXPORT_SYNC_NAME:"Keep the .SVG and/or .PNG filenames in sync with the drawing file",EXPORT_SYNC_DESC:"When turned on, the plugin will automatically update the filename of the .SVG and/or .PNG files when the drawing in the same folder (and same name) is renamed. The plugin will also automatically delete the .SVG and/or .PNG files when the drawing in the same folder (and same name) is deleted. ",EXPORT_SVG_NAME:"Auto-export SVG",EXPORT_SVG_DESC:"Automatically create an SVG export of your drawing matching the title of your file. The plugin will save the *.SVG file in the same folder as the drawing. Embed the .svg file into your documents instead of Excalidraw making you embeds platform independent. While the auto-export switch is on, this file will get updated every time you edit the Excalidraw drawing with the matching name. You can override this setting on a file level by adding the <code>excalidraw-autoexport</code> frontmatter key. Valid values for this key are <code>none</code>,<code>both</code>,<code>svg</code>, and <code>png</code>",EXPORT_PNG_NAME:"Auto-export PNG",EXPORT_PNG_DESC:"Same as the auto-export SVG, but for *.PNG",EXPORT_BOTH_DARK_AND_LIGHT_NAME:"Export both dark- and light-themed image",EXPORT_BOTH_DARK_AND_LIGHT_DESC:"When enabled, Excalidraw will export two files instead of one: filename.dark.png, filename.light.png and/or filename.dark.svg and filename.light.svg<br>Double files will be exported both if auto-export SVG or PNG (or both) are enabled, as well as when clicking export on a single image.",COMPATIBILITY_HEAD:"Compatibility features",COMPATIBILITY_DESC:"You should only enable these features if you have a strong reason for wanting to work with excalidraw.com files instead of markdown files. Many of the plugin features are not supported on legacy files. Typical usecase would be if you use set your vault up on top of a Visual Studio Code project folder and you have .excalidraw drawings you want to access from Visual Studio Code as well. Another usecase might be using Excalidraw in Logseq and Obsidian in parallel.",EXPORT_EXCALIDRAW_NAME:"Auto-export Excalidraw",EXPORT_EXCALIDRAW_DESC:"Same as the auto-export SVG, but for *.Excalidraw",SYNC_EXCALIDRAW_NAME:"Sync *.excalidraw with *.md version of the same drawing",SYNC_EXCALIDRAW_DESC:"If the modified date of the *.excalidraw file is more recent than the modified date of the *.md file then update the drawing in the .md file based on the .excalidraw file",COMPATIBILITY_MODE_NAME:"New drawings as legacy files",COMPATIBILITY_MODE_DESC:"⚠️ Enable this only if you know what you are doing. In 99.9% of the cases you DO NOT want this on. By enabling this feature drawings you create with the ribbon icon, the command palette actions, and the file explorer are going to be all legacy *.excalidraw files. This setting will also turn off the reminder message when you open a legacy file for editing.",MATHJAX_NAME:"MathJax (LaTeX) javascript library host",MATHJAX_DESC:"If you are using LaTeX equiations in Excalidraw then the plugin needs to load a javascript library for that. Some users are unable to access certain host servers. If you are experiencing issues try changing the host here. You may need to restart Obsidian after closing settings, for this change to take effect.",LATEX_DEFAULT_NAME:"Default LaTeX formual for new equations",LATEX_DEFAULT_DESC:"Leave empty if you don't want a default formula. You can add default formatting here such as <code>\\color{white}</code>.",NONSTANDARD_HEAD:"Non-Excalidraw.com supported features",NONSTANDARD_DESC:'These settings in the "Non-Excalidraw.com Supported Features" section provide customization options beyond the default Excalidraw.com features. These features are not available on excalidraw.com. When exporting the drawing to Excalidraw.com these features will appear different.\n You can configure the number of custom pens displayed next to the Obsidian Menu on the canvas, allowing you to choose from a range of options. Additionally, you can enable a fourth font option, which adds a fourth font button to the properties panel for text elements. ',CUSTOM_PEN_HEAD:"Custom pens",CUSTOM_PEN_NAME:"Number of custom pens",CUSTOM_PEN_DESC:"You will see these pens next to the Obsidian Menu on the canvas. You can customize the pens on the canvas by long-pressing the pen button.",EXPERIMENTAL_HEAD:"Miscellaneous features",EXPERIMENTAL_DESC:"These miscellaneous features in Excalidraw include options for setting default LaTeX formulas for new equations, enabling a Field Suggester for autocompletion, displaying type indicators for Excalidraw files, enabling immersive image embedding in live preview editing mode, and experimenting with Taskbone Optical Character Recognition for text extraction from images and drawings. Users can also enter a Taskbone API key for extended usage of the OCR service.",FIELD_SUGGESTER_NAME:"Enable Field Suggester",FIELD_SUGGESTER_DESC:"Field Suggester borrowed from Breadcrumbs and Templater plugins. The Field Suggester will show an autocomplete menu when you type <code>excalidraw-</code> or <code>ea.</code> with function description as hints on the individual items in the list.",FILETYPE_NAME:"Display type (✏️) for excalidraw.md files in File Explorer",FILETYPE_DESC:"Excalidraw files will receive an indicator using the emoji or text defined in the next setting.",FILETAG_NAME:"Set the type indicator for excalidraw.md files",FILETAG_DESC:"The text or emoji to display as type indicator.",INSERT_EMOJI:"Insert an emoji",LIVEPREVIEW_NAME:"Immersive image embedding in live preview editing mode",LIVEPREVIEW_DESC:"Turn this on to support image embedding styles such as ![[drawing|width|style]] in live preview editing mode. The setting will not affect the currently open documents. You need close the open documents and re-open them for the change to take effect.",CUSTOM_FONT_HEAD:"Fourth font",ENABLE_FOURTH_FONT_NAME:"Enable fourth font option",ENABLE_FOURTH_FONT_DESC:"By turning this on, you will see a fourth font button on the properties panel for text elements. Files that use this fourth font will (partly) lose their platform independence. Depending on the custom font set in settings, they will look differently when loaded in another vault, or at a later time. Also the 4th font will display as system default font on excalidraw.com, or other Excalidraw versions.",FOURTH_FONT_NAME:"Fourth font file",FOURTH_FONT_DESC:"Select a .ttf, .woff or .woff2 font file from your vault to use as the fourth font. If no file is selected, Excalidraw will use the Virgil font by default.",SCRIPT_SETTINGS_HEAD:"Settings for installed Scripts",SCRIPT_SETTINGS_DESC:"Some of the Excalidraw Automate Scripts include settings. Settings are organized by script. Settings will only become visible in this list after you have executed the newly downloaded script once.",TASKBONE_HEAD:"Taskbone Optical Character Recogntion",TASKBONE_DESC:"This is an experimental integration of optical character recognition into Excalidraw. Please note, that taskbone is an independent external service not provided by Excalidraw, nor the Excalidraw-Obsidian plugin project. The OCR service will grab legible text from freedraw lines and embedded pictures on your canvas and place the recognized text in the frontmatter of your drawing as well as onto clipboard. Having the text in the frontmatter will enable you to search in Obsidian for the text contents of these. Note, that the process of extracting the text from the image is not done locally, but via an online API. The taskbone service stores the image on its servers only as long as necessary for the text extraction. However, if this is a dealbreaker, then please don't use this feature.",TASKBONE_ENABLE_NAME:"Enable Taskbone",TASKBONE_ENABLE_DESC:"By enabling this service your agree to the Taskbone <a href='https://www.taskbone.com/legal/terms/' target='_blank'>Terms and Conditions</a> and the <a href='https://www.taskbone.com/legal/privacy/' target='_blank'>Privacy Policy</a>.",TASKBONE_APIKEY_NAME:"Taskbone API Key",TASKBONE_APIKEY_DESC:"Taskbone offers a free service with a reasonable number of scans per month. If you want to use this feature more frequently, or you want to supoprt the developer of Taskbone (as you can imagine, there is no such thing as 'free', providing this awesome OCR service costs some money to the developer of Taskbone), you can purchase a paid API key from <a href='https://www.taskbone.com/' target='_blank'>taskbone.com</a>. In case you have purchased a key, simply overwrite this auto generated free-tier API-key with your paid key.",SELECT_FILE:"Select a file then press enter.",SELECT_COMMAND:"Select a command then press enter.",SELECT_FILE_WITH_OPTION_TO_SCALE:`Select a file then press ENTER, or SHIFT+${labelMETA()}+ENTER to insert at 100% scale.`,NO_MATCH:"No file matches your query.",NO_MATCHING_COMMAND:"No command matches your query.",SELECT_FILE_TO_LINK:"Select the file you want to insert the link for.",SELECT_COMMAND_PLACEHOLDER:"Select the command you want to insert the link for.",SELECT_DRAWING:"Select the image or drawing you want to insert",TYPE_FILENAME:"Type name of drawing to select.",SELECT_FILE_OR_TYPE_NEW:"Select existing drawing or type name of a new drawing then press Enter.",SELECT_TO_EMBED:"Select the drawing to insert into active document.",SELECT_MD:"Select the markdown document you want to insert",SELECT_PDF:"Select the PDF document you want to insert",PDF_PAGES_HEADER:"Pages to load?",PDF_PAGES_DESC:"Format: 1, 3-5, 7, 9-11",INFINITE_LOOP_WARNING:"EXCALIDRAW WARNING\nAborted loading embedded images due to infinite loop in file:\n",SCRIPT_EXECUTION_ERROR:"Script execution error. Please find error message on the developer console.",LOAD_FROM_BACKUP:"Excalidraw file was corrupted. Loading from backup file.",GOTO_FULLSCREEN:"Goto fullscreen mode",EXIT_FULLSCREEN:"Exit fullscreen mode",TOGGLE_FULLSCREEN:"Toggle fullscreen mode",TOGGLE_DISABLEBINDING:"Toggle to invert default binding behavior",TOGGLE_FRAME_RENDERING:"Toggle frame rendering",TOGGLE_FRAME_CLIPPING:"Toggle frame clipping",OPEN_LINK_CLICK:"Navigate to selected element link",OPEN_LINK_PROPS:"Open markdown-embed properties or open link in new window",NARROW_TO_HEADING:"Narrow to heading...",NARROW_TO_BLOCK:"Narrow to block...",SHOW_ENTIRE_FILE:"Show entire file",ZOOM_TO_FIT:"Zoom to fit",RELOAD:"Reload original link",OPEN_IN_BROWSER:"Open current link in browser",PROMPT_FILE_DOES_NOT_EXIST:"File does not exist. Do you want to create it?",PROMPT_ERROR_NO_FILENAME:"Error: Filename for new file may not be empty",PROMPT_ERROR_DRAWING_CLOSED:"Unknown error. It seems as if your drawing was closed or the drawing file is missing",PROMPT_TITLE_NEW_FILE:"New File",PROMPT_TITLE_CONFIRMATION:"Confirmation",PROMPT_BUTTON_CREATE_EXCALIDRAW:"Create EX",PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA:"Create Excalidraw drawing and open in new tab",PROMPT_BUTTON_CREATE_MARKDOWN:"Create MD",PROMPT_BUTTON_CREATE_MARKDOWN_ARIA:"Create markdown document and open in new tab",PROMPT_BUTTON_EMBED_MARKDOWN:"Embed MD",PROMPT_BUTTON_EMBED_MARKDOWN_ARIA:"Replace selected element with embedded markdown document",PROMPT_BUTTON_NEVERMIND:"Nevermind",PROMPT_BUTTON_OK:"OK",PROMPT_BUTTON_CANCEL:"Cancel",PROMPT_BUTTON_INSERT_LINE:"Insert new line",PROMPT_BUTTON_INSERT_SPACE:"Insert space",PROMPT_BUTTON_INSERT_LINK:"Insert markdown link to file",PROMPT_BUTTON_UPPERCASE:"Uppercase"},enGB={},es={},fr={},hi={},id={},it={},ja={},ko={},nl={},no={},pl={},pt={},ptBR={},ro={},ru={},tr={},zhCN={INSTALL_SCRIPT:"安装此脚本",UPDATE_SCRIPT:"有可用更新 - 点击安装",CHECKING_SCRIPT:"检查更新中 - 点击重新安装",UNABLETOCHECK_SCRIPT:"检查更新失败 - 点击重新安装",UPTODATE_SCRIPT:"脚本已是最新 - 点击重新安装",OPEN_AS_EXCALIDRAW:"打开为 Excalidraw 绘图",TOGGLE_MODE:"在 Excalidraw 和 Markdown 模式之间切换",CONVERT_NOTE_TO_EXCALIDRAW:"转换：空白 Markdown 文档 => Excalidraw 绘图文件",CONVERT_EXCALIDRAW:"转换： *.excalidraw => *.md",CREATE_NEW:"新建绘图文件",CONVERT_FILE_KEEP_EXT:"转换：*.excalidraw => *.excalidraw.md",CONVERT_FILE_REPLACE_EXT:"转换：*.excalidraw => *.md (兼容 Logseq)",DOWNLOAD_LIBRARY:"导出 stencil 库为 *.excalidrawlib 文件",OPEN_EXISTING_NEW_PANE:"打开已有的绘图 - 于新面板",OPEN_EXISTING_ACTIVE_PANE:"打开已有的绘图 - 于当前面板",TRANSCLUDE:"嵌入绘图（形如 ![[drawing]]）到当前 Markdown 文档中",TRANSCLUDE_MOST_RECENT:"嵌入最近编辑过的绘图（形如 ![[drawing]]）到当前 Markdown 文档中",TOGGLE_LEFTHANDED_MODE:"切换为左手模式",NEW_IN_NEW_PANE:"新建绘图 - 于新面板",NEW_IN_NEW_TAB:"新建绘图 - 于新页签",NEW_IN_ACTIVE_PANE:"新建绘图 - 于当前面板",NEW_IN_POPOUT_WINDOW:"新建绘图 - 于新窗口",NEW_IN_NEW_PANE_EMBED:"新建绘图 - 于新面板 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",NEW_IN_NEW_TAB_EMBED:"新建绘图 - 于新页签 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",NEW_IN_ACTIVE_PANE_EMBED:"新建绘图 - 于当前面板 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",NEW_IN_POPOUT_WINDOW_EMBED:"新建绘图 - 于新窗口 - 并将其嵌入（形如 ![[drawing]]）到当前 Markdown 文档中",TOGGLE_LOCK:"文本元素：原文模式（RAW）⟺ 预览模式（PREVIEW）",DELETE_FILE:"从库中删除所选图像或 MD-Embed 的源文件",INSERT_LINK_TO_ELEMENT:`复制所选元素为内部链接（形如 [[file#^id]] ）。\n按住 ${labelCTRL()} 可复制元素所在分组为内部链接（形如 [[file#^group=id]] ）。\n按住 SHIFT 可复制所选元素所在区域为内部链接（形如 [[file#^area=id]] ）。\n按住 ${labelALT()} 可观看视频演示。`,INSERT_LINK_TO_ELEMENT_GROUP:"复制所选元素所在分组为内部链接（形如 [[file#^group=id]] ）",INSERT_LINK_TO_ELEMENT_AREA:"复制所选元素所在区域为内部链接（形如 [[file#^area=id]] ）",INSERT_LINK_TO_ELEMENT_FRAME:"复制所选框架为内部链接（形如 [[file#^frame=id]] ）",INSERT_LINK_TO_ELEMENT_NORMAL:"复制所选元素为内部链接（形如 [[file#^id]] ）",INSERT_LINK_TO_ELEMENT_ERROR:"未选择画布里的单个元素",INSERT_LINK_TO_ELEMENT_READY:"链接已生成并复制到剪贴板",INSERT_LINK:"插入任意文件（以内部链接形式嵌入，形如 [[drawing]] ）到当前绘图中",INSERT_IMAGE:"插入图像或 Excalidraw 绘图（以图像形式嵌入）到当前绘图中",IMPORT_SVG:"从 SVG 文件导入图形元素到当前绘图中（暂不支持文本元素）",INSERT_MD:"插入 Markdown 文档（以图像形式嵌入）到当前绘图中",INSERT_PDF:"插入 PDF 文档（以图像形式嵌入）到当前绘图中",UNIVERSAL_ADD_FILE:"插入任意文件（以 Embeddable 形式嵌入）到当前绘图中",INSERT_LATEX:`插入 LaTeX 公式到当前绘图。按住 ${labelALT()} 可观看视频演示。`,ENTER_LATEX:"输入 LaTeX 表达式",READ_RELEASE_NOTES:"阅读本插件的更新说明",RUN_OCR:"OCR：识别涂鸦和图片里的文本并复制到剪贴板",TRAY_MODE:"绘图工具属性页：面板模式 ⟺ 托盘模式",SEARCH:"搜索文本",RESET_IMG_TO_100:"重设图像元素的尺寸为 100%",TEMPORARY_DISABLE_AUTOSAVE:"临时禁用自动保存功能，直到本次 Obsidian 退出（小白慎用！）",TEMPORARY_ENABLE_AUTOSAVE:"启用自动保存功能",INSTALL_SCRIPT_BUTTON:"安装或更新 Excalidraw 脚本",OPEN_AS_MD:"打开为 Markdown 文档",EXPORT_IMAGE:"导出为图像",OPEN_LINK:"打开所选元素里的链接 \n（按住 SHIFT 在新面板打开）",EXPORT_EXCALIDRAW:"导出为 .excalidraw 文件（旧版绘图文件格式）",LINK_BUTTON_CLICK_NO_TEXT:"请选择一个含有链接的图形或文本元素。",FILENAME_INVALID_CHARS:'文件名不能含有以下符号： * " \\ < > : | ? #',FORCE_SAVE:"保存（同时更新嵌入了该绘图的 Markdown 文档）",RAW:"文本元素正以原文（RAW）模式显示链接。\n点击切换到预览（PREVIEW）模式",PARSED:"文本元素正以预览（PREVIEW）模式显示链接。\n点击切换到原文（RAW）模式",NOFILE:"Excalidraw（没有文件）",COMPATIBILITY_MODE:"*.excalidraw 是兼容旧版的绘图文件格式。需要转换为新格式才能解锁本插件的全部功能。",CONVERT_FILE:"转换为新格式",BACKUP_AVAILABLE:"加载绘图文件时出错，可能是由于 Obsidian 在上次保存时意外退出了（手机上更容易发生这种意外）。<br><br><b>好消息：</b>这台设备上存在备份。您是否想要恢复本设备上的备份？<br><br>（我建议您先尝试在最近使用过的其他设备上打开该绘图，以检查是否有更新的备份。）",BACKUP_RESTORED:"已恢复备份",CACHE_NOT_READY:"抱歉，加载绘图文件时出错。<br><br><mark>现在有耐心，将来更省心。</mark><br><br>该插件有备份机制，但您似乎刚刚打开 Obsidian，需要等待一分钟或更长的时间来读取缓存。缓存读取完毕时，您将会在右上角收到提示。<br><br>请点击 OK 并耐心等待缓存，或者选择点击取消后手动修复你的文件。<br>",OBSIDIAN_TOOLS_PANEL:"Obsidian 工具面板",ERROR_SAVING_IMAGE:"获取图像时发生未知错误",WARNING_PASTING_ELEMENT_AS_TEXT:"你不能将 Excalidraw 元素粘贴为文本元素！",USE_INSERT_FILE_MODAL:"使用“插入任意文件（以 iFrame 形式嵌入）”功能来嵌入 Markdown 文档",RELEASE_NOTES_NAME:"显示更新说明",RELEASE_NOTES_DESC:"<b>开启：</b>每次更新本插件后，显示最新发行版本的说明。<br><b>关闭：</b>您仍可以在 <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases'>GitHub</a> 上阅读更新说明。",NEWVERSION_NOTIFICATION_NAME:"通知插件更新",NEWVERSION_NOTIFICATION_DESC:"<b>开启：</b>当本插件存在可用更新时，显示通知。<br><b>关闭：</b>您需要手动检查本插件的更新（设置 - 第三方插件 - 检查更新）。",FOLDER_NAME:"Excalidraw 文件夹",FOLDER_DESC:"新绘图的默认存储路径。若为空，将在库的根目录中创建新绘图。",FOLDER_EMBED_NAME:"将 Excalidraw 文件夹用于“新建绘图”系列命令",FOLDER_EMBED_DESC:"在命令面板中执行“新建绘图”系列命令时，新建的绘图文件的存储路径。<br><b>开启：</b>使用 Excalidraw 文件夹。 <br><b>关闭：</b>使用 Obsidian 设置的新附件默认位置。",TEMPLATE_NAME:"Excalidraw 模板文件",TEMPLATE_DESC:"Excalidraw 模板文件的完整路径。<br>如果您的模板在默认的 Excalidraw 文件夹中且文件名是 Template.md，则此项应设为 Excalidraw/Template.md（也可省略 .md 扩展名，即 Excalidraw/Template）。<br>如果您在兼容模式下使用 Excalidraw，那么您的模板文件也必须是旧的 *.excalidraw 格式，例如 Excalidraw/Template.excalidraw。",SCRIPT_FOLDER_NAME:"Excalidraw 自动化脚本的文件夹（大小写敏感！）",SCRIPT_FOLDER_DESC:"此文件夹用于存放 Excalidraw 自动化脚本。您可以在 Obsidian 命令面板中执行这些脚本，还可以为喜欢的脚本分配快捷键，就像为其他 Obsidian 命令分配快捷键一样。<br>该项不能设为库的根目录。",SAVING_HEAD:"保存",COMPRESS_NAME:"压缩 Excalidraw JSON",COMPRESS_DESC:"Excalidraw 绘图文件默认将元素记录为 JSON 格式。开启此项，可将元素的 JSON 数据以 BASE64 编码（使用 <a href='https://pieroxy.net/blog/pages/lz-string/index.html'>LZ-String</a> 算法）。这样做的好处是：一方面可以避免原来的明文 JSON 数据干扰 Obsidian 的文本搜索结果，另一方面减小了绘图文件的体积。<br>当您通过功能区按钮或命令将绘图切换成 Markdown 模式时，数据将被解码回 JSON 格式以便阅读和编辑；而当您切换回 Excalidraw 模式时，数据就会被再次编码。<br>开启此项后，对于之前已存在但未压缩的绘图文件，需要重新打开并保存才能生效。",AUTOSAVE_INTERVAL_DESKTOP_NAME:"桌面端自动保存时间间隔",AUTOSAVE_INTERVAL_DESKTOP_DESC:"每隔多长时间自动保存一次（如果绘图文件没有发生改变，将不会保存）。当 Obsidian 应用内的焦点离开活动文档（如关闭工作空间、点击菜单栏、切换到其他页签或面板等）的时候，也会触发自动保存。直接退出 Obsidian 应用（不管是终结进程还是点关闭按钮）不会触发自动保存。",AUTOSAVE_INTERVAL_MOBILE_NAME:"移动端自动保存时间间隔",AUTOSAVE_INTERVAL_MOBILE_DESC:"建议在移动端设置更短的时间间隔。当 Obsidian 应用内的焦点离开活动文档（如关闭工作空间、点击菜单栏、切换到其他页签或面板等）的时候，也会触发自动保存。直接退出 Obsidian 应用（在应用切换器中划掉）不会触发自动保存。此外，当您切换到其他应用时，有时候系统会自动清理 Obsidian 后台以释放资源。这种情况下，自动保存会失效。",FILENAME_HEAD:"文件名",FILENAME_DESC:"<p>点击阅读<a href='https://momentjs.com/docs/#/displaying/format/'>日期和时间格式参考</a>。</p>",FILENAME_SAMPLE:"“新建绘图”系列命令创建的文件名形如：",FILENAME_EMBED_SAMPLE:"“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的文件名形如：",FILENAME_PREFIX_NAME:"“新建绘图”系列命令创建的文件名前缀",FILENAME_PREFIX_DESC:"执行“新建绘图”系列命令时，创建的绘图文件名的第一部分",FILENAME_PREFIX_EMBED_NAME:"“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的文件名前缀",FILENAME_PREFIX_EMBED_DESC:"执行“新建绘图并嵌入到当前 Markdown 文档中”系列命令时，创建的绘图文件名是否以当前文档名作为前缀？<br><b>开启：</b>是<br><b>关闭：</b>否",FILENAME_POSTFIX_NAME:"“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的文件名的中间部分",FILENAME_POSTFIX_DESC:"介于文件名前缀和日期时间之间的文本。仅对“新建绘图并嵌入到当前 Markdown 文档中”系列命令创建的绘图生效。",FILENAME_DATE_NAME:"文件名里的日期时间",FILENAME_DATE_DESC:"文件名的最后一部分。允许留空。",FILENAME_EXCALIDRAW_EXTENSION_NAME:"文件扩展名（.excalidraw.md 或 .md）",FILENAME_EXCALIDRAW_EXTENSION_DESC:"该选项在兼容模式（即非 Excalidraw 专用 Markdown 文件）下不会生效。<br><b>开启：</b>使用 .excalidraw.md 作为扩展名。<br><b>关闭：</b>使用 .md 作为扩展名。",DISPLAY_HEAD:"显示",DYNAMICSTYLE_NAME:"动态样式",DYNAMICSTYLE_DESC:"根据画布颜色调节 Excalidraw 界面颜色",LEFTHANDED_MODE_NAME:"左手模式",LEFTHANDED_MODE_DESC:"目前只在托盘模式下生效。若开启此项，则托盘（绘图工具属性页）将位于右侧。<br><b>开启：</b>左手模式。<br><b>关闭：</b>右手模式。",IFRAME_MATCH_THEME_NAME:"使 MD-Embed 匹配 Excalidraw 主题",IFRAME_MATCH_THEME_DESC:"<b>开启：</b>当你的 Obsidian 和 Excalidraw 一个使用黑暗主题、一个使用明亮主题时，开启此项，MD-Embed 将会匹配 Excalidraw 主题。<br><b>关闭：</b>如果你想要 MD-Embed 匹配 Obsidian 主题，请关闭此项。",MATCH_THEME_NAME:"使新建的绘图匹配 Obsidian 主题",MATCH_THEME_DESC:"如果 Obsidian 使用黑暗主题，新建的绘图文件也将使用黑暗主题。<br>但是若设置了模板，新建的绘图文件将跟随模板主题；另外，此功能不会作用于已有的绘图。<br><b>开启：</b>跟随 Obsidian 主题风格。<br><b>关闭：</b>跟随模板主题风格。",MATCH_THEME_ALWAYS_NAME:"使已有的绘图匹配 Obsidian 主题",MATCH_THEME_ALWAYS_DESC:"如果 Obsidian 使用黑暗主题，则绘图文件也将以黑暗主题打开；反之亦然。<br><b>开启：</b>匹配 Obsidian 主题风格。<br><b>关闭：</b>采用上次保存时的主题风格。",MATCH_THEME_TRIGGER_NAME:"Excalidraw 主题跟随 Obsidian 主题变化",MATCH_THEME_TRIGGER_DESC:"开启此项，则切换 Obsidian 的黑暗/明亮主题时，已打开的 Excalidraw 面板的主题会随之改变。<br><b>开启：</b>跟随主题变化。<br><b>关闭：</b>不跟随主题变化。",DEFAULT_OPEN_MODE_NAME:"Excalidraw 的默认运行模式",DEFAULT_OPEN_MODE_DESC:"设置 Excalidraw 的运行模式：普通模式（Normal）/禅模式（Zen）/阅读模式（View）。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-default-mode: normal/zen/view</code> 的键值对。",DEFAULT_PEN_MODE_NAME:"触控笔模式（Pen mode）",DEFAULT_PEN_MODE_DESC:"打开绘图时，是否自动开启触控笔模式？",DEFAULT_PINCHZOOM_NAME:"允许在触控笔模式下进行双指缩放",DEFAULT_PINCHZOOM_DESC:"在触控笔模式下使用自由画笔工具时，双指缩放可能造成干扰。<br><b>开启: </b>允许在触控笔模式下进行双指缩放<br><b>关闭： </b>禁止在触控笔模式下进行双指缩放",DEFAULT_WHEELZOOM_NAME:"鼠标滚轮缩放页面",DEFAULT_WHEELZOOM_DESC:`<b>开启：</b>鼠标滚轮为缩放页面，${labelCTRL()}+鼠标滚轮为滚动页面</br><b>关闭：</b>鼠标滚轮为滚动页面，${labelCTRL()}+鼠标滚轮为缩放页面`,ZOOM_TO_FIT_NAME:"调节面板尺寸后自动缩放页面",ZOOM_TO_FIT_DESC:"调节面板尺寸后，自适应地缩放页面<br><b>开启：</b>自动缩放。<br><b>关闭：</b>禁用自动缩放。",ZOOM_TO_FIT_ONOPEN_NAME:"打开绘图时自动缩放页面",ZOOM_TO_FIT_ONOPEN_DESC:"打开绘图文件时，自适应地缩放页面<br><b>开启：</b>自动缩放。<br><b>关闭：</b>禁用自动缩放。",ZOOM_TO_FIT_MAX_LEVEL_NAME:"自动缩放的最高级别",ZOOM_TO_FIT_MAX_LEVEL_DESC:"自动缩放画布时，允许放大的最高级别。该值不能低于 0.5（50%）且不能超过 10（1000%）。",LINKS_HEAD:"链接（Links） & 以内部链接形式嵌入到绘图中的 Markdown 文档（Transclusion）",LINKS_DESC:`按住 ${labelCTRL()} 并点击包含 <code>[[链接]]</code> 的文本元素可以打开其中的链接。如果所选文本元素包含多个 <code>[[有效的内部链接]]</code> ，只会打开第一个链接；如果所选文本元素包含有效的 URL 链接 (如 <code>https://</code> 或 <code>http://</code>)，插件会在浏览器中打开链接。<br>链接的源文件被重命名时，绘图中相应的 <code>[[内部链接]]</code> 也会同步更新。若您不愿绘图中的链接外观因此而变化，可使用 <code>[[内部链接|别名]]</code>。`,ADJACENT_PANE_NAME:"在相邻面板中打开",ADJACENT_PANE_DESC:`按住 ${labelCTRL()}+SHIFT 并点击绘图里的内部链接时，插件默认会在新面板中打开该链接。<br>若开启此项，Excalidraw 会先尝试寻找已有的相邻面板（按照右侧、左侧、上方、下方的顺序），并在其中打开该链接。如果找不到，再在新面板中打开。`,MAINWORKSPACE_PANE_NAME:"在主工作区中打开",MAINWORKSPACE_PANE_DESC:`按住 ${labelCTRL()}+SHIFT 并点击绘图里的内部链接时，插件默认会在当前窗口的新面板中打开该链接。<br>若开启此项，Excalidraw 会在主工作区的面板中打开该链接。`,LINK_BRACKETS_NAME:"在链接的两侧显示 <code>[[中括号]]</code>",LINK_BRACKETS_DESC:"文本元素处于预览（PREVIEW）模式时，在内部链接的两侧显示中括号。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-link-brackets: true/false</code> 的键值对。",LINK_PREFIX_NAME:"内部链接的前缀",LINK_PREFIX_DESC:'文本元素处于预览（PREVIEW）模式时，如果其中包含链接，则添加此前缀。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-link-prefix: "📍 "</code> 的键值对。',URL_PREFIX_NAME:"外部链接的前缀",URL_PREFIX_DESC:'文本元素处于预览（PREVIEW）模式时，如果其中包含外部链接，则添加此前缀。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-url-prefix: "🌐 "</code> 的键值对。',PARSE_TODO_NAME:"待办任务（Todo）",PARSE_TODO_DESC:"将文本元素中的 <code>- [ ]</code> 和 <code>- [x]</code> 前缀显示为方框。",TODO_NAME:"未完成项目",TODO_DESC:"未完成的待办项目的符号",DONE_NAME:"已完成项目",DONE_DESC:"已完成的待办项目的符号",HOVERPREVIEW_NAME:"鼠标悬停预览内部链接",HOVERPREVIEW_DESC:`<b>开启：</b>在 Excalidraw <u>阅读模式（View）</u>下，鼠标悬停在 <code>[[内部链接]]</code> 上即可预览；而在<u>普通模式（Normal）</u>下, 鼠标悬停在内部链接右上角的蓝色标识上即可预览。<br> <b>关闭：</b>鼠标悬停在 <code>[[内部链接]]</code> 上，并且按住 ${labelCTRL()} 才能预览。`,LINKOPACITY_NAME:"链接标识的透明度",LINKOPACITY_DESC:"含有链接的元素，其右上角的链接标识的透明度。介于 0（全透明）到 1（不透明）之间。",LINK_CTRL_CLICK_NAME:`按住 ${labelCTRL()} 并点击含有 [[链接]] 或 [别名](链接) 的文本来打开链接`,LINK_CTRL_CLICK_DESC:"如果此功能影响到您使用某些原版 Excalidraw 功能，可将其关闭。关闭后，您只能通过绘图面板标题栏中的链接按钮来打开链接。",TRANSCLUSION_WRAP_NAME:"Transclusion 的折行方式",TRANSCLUSION_WRAP_DESC:"中的 number 表示嵌入的文本溢出时，在第几个字符处进行折行。<br>此开关控制具体的折行方式。若开启，则严格在 number 处折行，禁止溢出；若关闭，则允许在 number 位置后最近的空格处折行。",TRANSCLUSION_DEFAULT_WRAP_NAME:"Transclusion 的默认折行位置",TRANSCLUSION_DEFAULT_WRAP_DESC:"除了通过 <code>![[doc#^block]]{number}</code> 中的 number 来控制折行位置，您也可以在此设置 number 的默认值。<br>一般设为 0 即可，表示不设置固定的默认值，这样当您需要嵌入文档到便签中时，Excalidraw 能更好地帮您自动处理。",PAGE_TRANSCLUSION_CHARCOUNT_NAME:"Transclusion 的最大显示字符数",PAGE_TRANSCLUSION_CHARCOUNT_DESC:"以 <code>![[内部链接]]</code> 或 <code>![](内部链接)</code> 的形式将文档以文本形式嵌入到绘图中时，该文档在绘图中可显示的最大字符数量。",QUOTE_TRANSCLUSION_REMOVE_NAME:"隐藏 Transclusion 行首的引用符号",QUOTE_TRANSCLUSION_REMOVE_DESC:"不显示 Transclusion 中每一行行首的 > 符号，以提高纯文本 Transclusion 的可读性。<br><b>开启：</b>隐藏 > 符号<br><b>关闭：</b>不隐藏 > 符号（注意，由于 Obsidian API 的原因，首行行首的 > 符号不会被隐藏）",GET_URL_TITLE_NAME:"使用 iframly 获取页面标题",GET_URL_TITLE_DESC:"拖放链接到 Excalidraw 时，使用 <code>http://iframely.server.crestify.com/iframely?url=</code> 来获取页面的标题。",MD_HEAD:"以图像形式嵌入到绘图中的 Markdown 文档（MD-Embed）",MD_HEAD_DESC:`除了 Transclusion，您还可以将 Markdown 文档以图像形式嵌入到绘图中。方法是按住 ${labelCTRL()} 并从文件管理器中把文档拖入绘图，或者执行“以图像形式嵌入”系列命令。`,MD_TRANSCLUDE_WIDTH_NAME:"MD-Embed 的默认宽度",MD_TRANSCLUDE_WIDTH_DESC:"MD-Embed 的宽度。该选项会影响到折行，以及图像元素的宽度。<br>您可为绘图中的某个 MD-Embed 单独设置此项，方法是将绘图切换至 Markdown 模式，并修改相应的 <code>[[Embed文件名#标题|宽度x最大高度]]</code>。",MD_TRANSCLUDE_HEIGHT_NAME:"MD-Embed 的默认最大高度",MD_TRANSCLUDE_HEIGHT_DESC:"MD-Embed 的高度取决于 Markdown 文档内容的多少，但最大不会超过该值。<br>您可为绘图中的某个 MD-Embed 单独设置此项，方法是将绘图切换至 Markdown 模式，并修改相应的 <code>[[Embed文件名#^块引ID|宽度x最大高度]]</code>。",MD_DEFAULT_FONT_NAME:"MD-Embed 的默认字体",MD_DEFAULT_FONT_DESC:"可以设为 <code>Virgil</code>，<code>Casadia</code> 或其他有效的 .ttf/.woff/.woff2 字体文件（如 <code>我的字体.woff2</code>）。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-font: 字体名或文件名</code> 的键值对。",MD_DEFAULT_COLOR_NAME:"MD-Embed 的默认文本颜色",MD_DEFAULT_COLOR_DESC:"可以填写 HTML 颜色名，如 steelblue（参考 <a href='https://www.w3schools.com/colors/colors_names.asp'>HTML Color Names</a>），或者有效的 16 进制颜色值，例如 #e67700，或者任何其他有效的 CSS 颜色。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-font-color: steelblue</code> 的键值对。",MD_DEFAULT_BORDER_COLOR_NAME:"MD-Embed 的默认边框颜色",MD_DEFAULT_BORDER_COLOR_DESC:"可以填写 HTML 颜色名，如 steelblue（参考 <a href='https://www.w3schools.com/colors/colors_names.asp'>HTML Color Names</a>），或者有效的 16 进制颜色值，例如 #e67700，或者任何其他有效的 CSS 颜色。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-border-color: gray</code> 的键值对。<br>如果您不想要边框，请留空。",MD_CSS_NAME:"MD-Embed 的默认 CSS 样式表",MD_CSS_DESC:"MD-Embed 图像所采用的 CSS 样式表文件名。需包含扩展名，例如 md-embed.css。允许使用 Markdown 文件（如 md-embed-css.md），但其内容应符合 CSS 语法。<br>如果您要查询 CSS 所作用的 HTML 节点，请在 Obsidian 开发者控制台（CTRL+SHIFT+i）中键入命令：<code>ExcalidrawAutomate.mostRecentMarkdownSVG</code> —— 这将显示 Excalidraw 最近生成的 SVG。<br>此外，在 CSS 中不能任意地设置字体，您一般只能使用系统默认的标准字体（详见 README），但可以通过上面的设置来额外添加一个自定义字体。<br>您可为某个 MD-Embed 单独设置此项，方法是在其源文件的 frontmatter 中添加形如 <code>excalidraw-css: 库中的CSS文件或CSS片段</code> 的键值对。",EMBED_HEAD:"嵌入到 Markdown 文档中的绘图 & 导出",EMBED_CACHING:"启用预览图",EMBED_SIZING:"预览图的尺寸",EMBED_THEME_BACKGROUND:"预览图的主题和背景色",EMBED_IMAGE_CACHE_NAME:"为嵌入到 Markdown 文档中的绘图创建预览图",EMBED_IMAGE_CACHE_DESC:"为嵌入到文档中的绘图创建预览图。可提高下次嵌入的速度。但如果绘图中又嵌入了子绘图，当子绘图改变时，您需要打开子绘图并手动保存，才能够更新父绘图的预览图。",EMBED_IMAGE_CACHE_CLEAR:"清除预览图",BACKUP_CACHE_CLEAR:"清除备份",BACKUP_CACHE_CLEAR_CONFIRMATION:"该操作将删除所有绘图文件的备份。备份是绘图文件损坏时的一种补救手段。每次您打开 Obsidian 时，本插件会自动清理无用的备份。您确定要删除所有备份吗？",EMBED_REUSE_EXPORTED_IMAGE_NAME:"将之前已导出的图像作为预览图",EMBED_REUSE_EXPORTED_IMAGE_DESC:"该选项与“自动导出 SVG/PNG 副本”选项配合使用。如果嵌入到 Markdown 文档中的绘图文件存在同名的 SVG/PNG 副本，则将其作为预览图，而不再重新生成。<br>该选项能够提高 Markdown 文档的打开速度，尤其是当嵌入到 Markdown 文档中的绘图文件中含有大量图像或 MD-Embed 时。但是，该选项也可能导致预览图无法立即响应你对绘图文件或者 Obsidian 主题风格的修改。<br>该选项仅作用于嵌入到 Markdown 文档中的绘图。该选项无法提升绘图文件的打开速度。详见<a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.23' target='_blank'>此说明</a>。",EMBED_PREVIEW_IMAGETYPE_NAME:"预览图的格式",EMBED_PREVIEW_IMAGETYPE_DESC:"<b>原始 SVG：</b>高品质、可交互。<br><b>SVG：</b>高品质、不可交互。<br><b>PNG：</b>高性能、<a href='https://www.youtube.com/watch?v=yZQoJg2RCKI&t=633s' target='_blank'>不可交互</a>。",PREVIEW_MATCH_OBSIDIAN_NAME:"预览图匹配 Obsidian 主题",PREVIEW_MATCH_OBSIDIAN_DESC:"开启此项，则当 Obsidian 处于黑暗模式时，嵌入到 Markdown 文档中的绘图的预览图也会以黑暗模式渲染；当 Obsidian 处于明亮模式时，预览图也会以明亮模式渲染。<br>您可能还需要关闭“导出的图像包含背景”开关，来获得与 Obsidian 更加协调的观感。",EMBED_WIDTH_NAME:"预览图的默认宽度",EMBED_WIDTH_DESC:"嵌入到 Markdown 文档中的绘图的预览图的默认宽度。该选项也适用于鼠标悬停时浮现的预览图。<br>您可为某个要嵌入到 Markdown 文档中的绘图文件单独设置此项，方法是修改相应的内部链接格式为形如 <code>![[drawing.excalidraw|100]]</code> 或 <code>[[drawing.excalidraw|100x100]]</code>。",EMBED_TYPE_NAME:"“嵌入绘图到当前 Markdown 文档中”系列命令的源文件类型",EMBED_TYPE_DESC:"在命令面板中执行“嵌入绘图到当前 Markdown 文档中”系列命令时，要嵌入绘图文件本身，还是嵌入其 PNG 或 SVG 副本。<br>如果您想选择 PNG 或 SVG 副本，需要先开启下方的“自动导出 PNG 副本”或“自动导出 SVG 副本”。<br>如果您选择了 PNG 或 SVG 副本，当副本不存在时，该命令将会插入一条损坏的链接，您需要打开绘图文件并手动导出副本才能修复 —— 也就是说，该选项不会自动帮您生成 PNG/SVG 副本，而只会引用已有的 PNG/SVG 副本。",EMBED_WIKILINK_NAME:"“嵌入绘图到当前 Markdown 文档中”系列命令产生的内部链接类型",EMBED_WIKILINK_DESC:"<b>开启：</b>将产生 <code>![[Wiki 链接]]</code>。<b>关闭：</b>将产生 <code>![](Markdown 链接)</code>。",EXPORT_PNG_SCALE_NAME:"导出的 PNG 图像的比例",EXPORT_PNG_SCALE_DESC:"导出的 PNG 图像的大小比例",EXPORT_BACKGROUND_NAME:"导出的图像包含背景",EXPORT_BACKGROUND_DESC:"如果关闭，将导出透明背景的图像。",EXPORT_PADDING_NAME:"导出的图像的空白边距",EXPORT_PADDING_DESC:"导出的 SVG/PNG 图像四周的空白边距（单位：像素）。<br>增加该值，可以避免在导出图像时，靠近图像边缘的图形被裁掉。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-export-padding: 5<code> 的键值对。",EXPORT_THEME_NAME:"导出的图像匹配主题",EXPORT_THEME_DESC:"导出与绘图的黑暗/明亮主题匹配的图像。如果关闭，在黑暗主题下导出的图像将和明亮主题一样。",EXPORT_HEAD:"导出设置",EXPORT_SYNC_NAME:"保持 SVG/PNG 文件名与绘图文件同步",EXPORT_SYNC_DESC:"打开后，当绘图文件被重命名时，插件将同步更新同文件夹下的同名 .SVG 和 .PNG 文件。当绘图文件被删除时，插件将自动删除同文件夹下的同名 .SVG 和 .PNG 文件。",EXPORT_SVG_NAME:"自动导出 SVG 副本",EXPORT_SVG_DESC:"自动导出和绘图文件同名的 SVG 副本。插件会将副本保存到绘图文件所在的文件夹中。在文档中嵌入这个 SVG 文件，相比直接嵌入绘图文件，具有更强的跨平台能力。<br>此开关开启时，每次您编辑 Excalidraw 绘图，其 SVG 文件副本都会同步更新。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-autoexport: none/both/svg/png</code>的键值对",EXPORT_PNG_NAME:"自动导出 PNG 副本",EXPORT_PNG_DESC:"和“自动导出 SVG 副本”类似，但是导出格式为 *.PNG。",EXPORT_BOTH_DARK_AND_LIGHT_NAME:"同时导出黑暗和明亮主题风格的图像",EXPORT_BOTH_DARK_AND_LIGHT_DESC:"若开启，Excalidraw 将导出两个文件：filename.dark.png（或 filename.dark.svg）和 filename.light.png（或 filename.light.svg）。<br>该选项可作用于“自动导出 SVG 副本”、“自动导出 PNG 副本”，以及其他的手动的导出命令。",COMPATIBILITY_HEAD:"兼容性设置",EXPORT_EXCALIDRAW_NAME:"自动导出 Excalidraw 旧格式副本",EXPORT_EXCALIDRAW_DESC:"和“自动导出 SVG 副本”类似，但是导出格式为 *.excalidraw。",SYNC_EXCALIDRAW_NAME:"新旧格式绘图文件的内容保持同步",SYNC_EXCALIDRAW_DESC:"如果旧格式（*.excalidraw）绘图文件的修改日期比新格式（*.md）更新，则根据旧格式文件的内容来更新新格式文件。",COMPATIBILITY_MODE_NAME:"以旧格式创建新绘图",COMPATIBILITY_MODE_DESC:"开启此功能后，您通过功能区按钮、命令面板、文件浏览器等创建的绘图都将是旧格式（*.excalidraw）。此外，您打开旧格式绘图文件时将不再收到警告消息。",MATHJAX_NAME:"MathJax (LaTeX) 的 javascript 库服务器",MATHJAX_DESC:"如果您在绘图中使用 LaTeX，插件需要从服务器获取并加载一个 javascript 库。如果您的网络无法访问某些库服务器，可以尝试通过此选项更换库服务器。更改此选项后，您可能需要重启 Obsidian 来使其生效。",LATEX_DEFAULT_NAME:"插入 LaTeX 时的默认表达式",LATEX_DEFAULT_DESC:"允许留空。允许使用类似 <code>\\color{white}</code> 的格式化表达式。",NONSTANDARD_HEAD:"非 Excalidraw.com 官方支持的特性",NONSTANDARD_DESC:"这些特性不受 Excalidraw.com 官方支持。当导出绘图到 Excalidraw.com 时，这些特性将会发生变化。",CUSTOM_PEN_NAME:"自定义画笔的数量",CUSTOM_PEN_DESC:"在画布上的 Obsidian 菜单旁边切换自定义画笔。长按画笔按钮可以修改其样式。",EXPERIMENTAL_HEAD:"实验性功能",EXPERIMENTAL_DESC:"以下部分设置不会立即生效，需要刷新文件资源管理器或者重启 Obsidian 才会生效。",FIELD_SUGGESTER_NAME:"开启字段建议",FIELD_SUGGESTER_DESC:"开启后，当您在编辑器中输入 <code>excalidraw-</code> 或者 <code>ea.</code> 时，会弹出一个带有函数说明的自动补全提示菜单。<br>该功能借鉴了 Breadcrumbs 和 Templater 插件。",FILETYPE_NAME:"在文件浏览器中为 excalidraw.md 文件添加类型标识符（如 ✏️）",FILETYPE_DESC:"可通过下一项设置来自定义类型标识符。",FILETAG_NAME:"excalidraw.md 文件的类型标识符",FILETAG_DESC:"要显示为类型标识符的 emoji 或文本。",INSERT_EMOJI:"插入 emoji",LIVEPREVIEW_NAME:"嵌入绘图到文档时，模拟嵌入图像的语法",LIVEPREVIEW_DESC:"开启此项，则可在 Obsidian 实时预览模式的编辑视图下，用形如 <code>![[绘图|宽度|样式]]</code> 的语法来嵌入绘图。<br>该选项不会在已打开的文档中立刻生效 —— 你需要重新打开此文档来使其生效。",ENABLE_FOURTH_FONT_NAME:"为文本元素启用本地字体",ENABLE_FOURTH_FONT_DESC:"开启此项后，文本元素的属性面板里会多出一个本地字体按钮。<br>使用了本地字体的绘图文件，将会失去一部分跨平台能力 —— 若将绘图文件移动到其他库中打开，显示效果可能会截然不同；若在 excalidraw.com 或者其他版本的 Excalidraw 中打开，使用本地字体的文本会变回系统默认字体。",FOURTH_FONT_NAME:"本地字体文件",FOURTH_FONT_DESC:"选择库文件夹中的一个 .ttf, .woff 或 .woff2 字体文件作为本地字体文件。若未选择文件，则使用默认的 Virgil 字体。",SCRIPT_SETTINGS_HEAD:"已安装脚本的设置",TASKBONE_HEAD:"Taskbone OCR（光学符号识别）",TASKBONE_DESC:"这是一个将 OCR 融入 Excalidraw 的实验性功能。请注意，Taskbone 是一项独立的外部服务，而不是由 Excalidraw 或 Obsidian-excalidraw-plugin 项目提供的。OCR 能够对画布上用自由画笔工具写下的涂鸦或者嵌入的图像进行文本识别，并将识别出来的文本写入绘图文件的 frontmatter，同时复制到剪贴板。之所以要写入 frontmatter 是为了便于您在 Obsidian 中能够搜索到这些文本。注意，识别的过程不是在本地进行的，而是通过在线 API，图像会被上传到 taskbone 的服务器（仅用于识别目的）。如果您介意，请不要使用这个功能。",TASKBONE_ENABLE_NAME:"启用 Taskbone",TASKBONE_ENABLE_DESC:"启用这个功能意味着你同意 Taskbone <a href='https://www.taskbone.com/legal/terms/' target='_blank'>条款及细则</a> 以及 <a href='https://www.taskbone.com/legal/privacy/' target='_blank'>隐私政策</a>.",TASKBONE_APIKEY_NAME:"Taskbone API Key",TASKBONE_APIKEY_DESC:"Taskbone 的免费 API key 提供了一定数量的每月识别次数。如果您非常频繁地使用此功能，或者想要支持 Taskbone 的开发者（您懂的，没有人能用爱发电，Taskbone 开发者也需要投入资金来维持这项 OCR 服务）您可以到 <a href='https://www.taskbone.com/' target='_blank'>taskbone.com</a> 购买一个商用 API key。购买后请将它填写到旁边这个文本框里，替换掉原本自动生成的免费 API key。",SELECT_FILE:"选择一个文件后按回车。",SELECT_FILE_WITH_OPTION_TO_SCALE:`选择一个文件后按回车，或者 SHIFT+${labelMETA()}+ENTER 以 100% 尺寸插入。`,NO_MATCH:"查询不到匹配的文件。",SELECT_FILE_TO_LINK:"选择要插入（以内部链接形式嵌入）到当前绘图中的文件。",SELECT_DRAWING:"选择要插入（以图像形式嵌入）到当前绘图中的图像或绘图文件。",TYPE_FILENAME:"键入要选择的绘图名称。",SELECT_FILE_OR_TYPE_NEW:"选择已有绘图，或者键入新绘图文件的名称，然后按回车。",SELECT_TO_EMBED:"选择要插入（嵌入）到当前 Markdown 文档中的绘图。",SELECT_MD:"选择要插入（以图像形式嵌入）到当前绘图中的 Markdown 文档。",SELECT_PDF:"选择要插入（以图像形式嵌入）到当前绘图中的 PDF 文档。",PDF_PAGES_HEADER:"页码范围",PDF_PAGES_DESC:"示例：1, 3-5, 7, 9-11",INFINITE_LOOP_WARNING:"EXCALIDRAW 警告\n停止加载嵌入的图像，因为此文件中存在死循环：\n",SCRIPT_EXECUTION_ERROR:"脚本运行错误。请在开发者控制台中查看错误信息。",LOAD_FROM_BACKUP:"Excalidraw 文件已损坏。尝试从备份文件中加载。",GOTO_FULLSCREEN:"进入全屏模式",EXIT_FULLSCREEN:"退出全屏模式",TOGGLE_FULLSCREEN:"切换全屏模式",TOGGLE_DISABLEBINDING:"开启或关闭绑定",TOGGLE_FRAME_RENDERING:"开启或关闭框架渲染",TOGGLE_FRAME_CLIPPING:"开启或关闭框架裁剪",OPEN_LINK_CLICK:"打开所选的图形或文本元素里的链接",OPEN_LINK_PROPS:"编辑所选 MD-Embed 的内部链接，或者打开所选的图形或文本元素里的链接",NARROW_TO_HEADING:"缩放至标题",NARROW_TO_BLOCK:"缩放至块",SHOW_ENTIRE_FILE:"显示全部",ZOOM_TO_FIT:"缩放至合适大小",RELOAD:"重载",OPEN_IN_BROWSER:"在浏览器中打开",PROMPT_FILE_DOES_NOT_EXIST:"文件不存在。要创建吗？",PROMPT_ERROR_NO_FILENAME:"错误：文件名不能为空",PROMPT_ERROR_DRAWING_CLOSED:"未知错误。绘图文件可能已关闭或丢失",PROMPT_TITLE_NEW_FILE:"新建文件",PROMPT_TITLE_CONFIRMATION:"确认",PROMPT_BUTTON_CREATE_EXCALIDRAW:"创建 Excalidraw 绘图",PROMPT_BUTTON_CREATE_MARKDOWN:"创建 Markdown 文档",PROMPT_BUTTON_NEVERMIND:"算了",PROMPT_BUTTON_OK:"OK",PROMPT_BUTTON_CANCEL:"取消",PROMPT_BUTTON_INSERT_LINE:"插入一行",PROMPT_BUTTON_INSERT_SPACE:"插入空格",PROMPT_BUTTON_INSERT_LINK:"插入内部链接",PROMPT_BUTTON_UPPERCASE:"大写"},zhTW={};const localeMap={ar:ar,cs:cz,da:da,de:de,en:en,"en-gb":enGB,es:es,fr:fr,hi:hi,id:id,it:it,ja:ja,ko:ko,nl:nl,nn:no,pl:pl,pt:pt,"pt-br":ptBR,ro:ro,ru:ru,tr:tr,"zh-cn":zhCN,"zh-tw":zhTW},locale=localeMap[LOCALE];function t$d(e){return locale&&locale[e]||en[e]}var html2canvas$1={exports:{}};
/*!
* html2canvas 1.4.1 <https://html2canvas.hertzen.com>
* Copyright (c) 2022 Niklas von Hertzen <https://hertzen.com>
* Released under MIT License
*/html2canvas$1.exports,function(e,A){e.exports=function(){
/*! *****************************************************************************
Copyright (c) Microsoft Corporation.
Permission to use, copy, modify, and/or distribute this software for any
purpose with or without fee is hereby granted.
THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH
REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY
AND FITNESS. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY SPECIAL, DIRECT,
INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM
LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR
OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR
PERFORMANCE OF THIS SOFTWARE.
***************************************************************************** */
var e=function(A,t){return e=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(e,A){e.__proto__=A}||function(e,A){for(var t in A)Object.prototype.hasOwnProperty.call(A,t)&&(e[t]=A[t])},e(A,t)};function A(A,t){if("function"!=typeof t&&null!==t)throw new TypeError("Class extends value "+String(t)+" is not a constructor or null");function i(){this.constructor=A}e(A,t),A.prototype=null===t?Object.create(t):(i.prototype=t.prototype,new i)}var t=function(){return t=Object.assign||function(e){for(var A,t=1,i=arguments.length;t<i;t++)for(var n in A=arguments[t])Object.prototype.hasOwnProperty.call(A,n)&&(e[n]=A[n]);return e},t.apply(this,arguments)};function i(e,A,t,i){return new(t||(t=Promise))((function(n,s){function r(e){try{o(i.next(e))}catch(e){s(e)}}function a(e){try{o(i.throw(e))}catch(e){s(e)}}function o(e){var A;e.done?n(e.value):(A=e.value,A instanceof t?A:new t((function(e){e(A)}))).then(r,a)}o((i=i.apply(e,A||[])).next())}))}function n(e,A){var t,i,n,s,r={label:0,sent:function(){if(1&n[0])throw n[1];return n[1]},trys:[],ops:[]};return s={next:a(0),throw:a(1),return:a(2)},"function"==typeof Symbol&&(s[Symbol.iterator]=function(){return this}),s;function a(s){return function(a){return function(s){if(t)throw new TypeError("Generator is already executing.");for(;r;)try{if(t=1,i&&(n=2&s[0]?i.return:s[0]?i.throw||((n=i.return)&&n.call(i),0):i.next)&&!(n=n.call(i,s[1])).done)return n;switch(i=0,n&&(s=[2&s[0],n.value]),s[0]){case 0:case 1:n=s;break;case 4:return r.label++,{value:s[1],done:!1};case 5:r.label++,i=s[1],s=[0];continue;case 7:s=r.ops.pop(),r.trys.pop();continue;default:if(!((n=(n=r.trys).length>0&&n[n.length-1])||6!==s[0]&&2!==s[0])){r=0;continue}if(3===s[0]&&(!n||s[1]>n[0]&&s[1]<n[3])){r.label=s[1];break}if(6===s[0]&&r.label<n[1]){r.label=n[1],n=s;break}if(n&&r.label<n[2]){r.label=n[2],r.ops.push(s);break}n[2]&&r.ops.pop(),r.trys.pop();continue}s=A.call(e,r)}catch(e){s=[6,e],i=0}finally{t=n=0}if(5&s[0])throw s[1];return{value:s[0]?s[1]:void 0,done:!0}}([s,a])}}}function s(e,A,t){if(t||2===arguments.length)for(var i,n=0,s=A.length;n<s;n++)!i&&n in A||(i||(i=Array.prototype.slice.call(A,0,n)),i[n]=A[n]);return e.concat(i||A)}for(var r=function(){function e(e,A,t,i){this.left=e,this.top=A,this.width=t,this.height=i}return e.prototype.add=function(A,t,i,n){return new e(this.left+A,this.top+t,this.width+i,this.height+n)},e.fromClientRect=function(A,t){return new e(t.left+A.windowBounds.left,t.top+A.windowBounds.top,t.width,t.height)},e.fromDOMRectList=function(A,t){var i=Array.from(t).find((function(e){return 0!==e.width}));return i?new e(i.left+A.windowBounds.left,i.top+A.windowBounds.top,i.width,i.height):e.EMPTY},e.EMPTY=new e(0,0,0,0),e}(),a=function(e,A){return r.fromClientRect(e,A.getBoundingClientRect())},o=function(e){for(var A=[],t=0,i=e.length;t<i;){var n=e.charCodeAt(t++);if(n>=55296&&n<=56319&&t<i){var s=e.charCodeAt(t++);56320==(64512&s)?A.push(((1023&n)<<10)+(1023&s)+65536):(A.push(n),t--)}else A.push(n)}return A},l=function(){for(var e=[],A=0;A<arguments.length;A++)e[A]=arguments[A];if(String.fromCodePoint)return String.fromCodePoint.apply(String,e);var t=e.length;if(!t)return"";for(var i=[],n=-1,s="";++n<t;){var r=e[n];r<=65535?i.push(r):(r-=65536,i.push(55296+(r>>10),r%1024+56320)),(n+1===t||i.length>16384)&&(s+=String.fromCharCode.apply(String,i),i.length=0)}return s},c="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/",g="undefined"==typeof Uint8Array?[]:new Uint8Array(256),u=0;u<64;u++)g[c.charCodeAt(u)]=u;for(var d="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/",h="undefined"==typeof Uint8Array?[]:new Uint8Array(256),m=0;m<64;m++)h[d.charCodeAt(m)]=m;for(var p=function(e,A,t){return e.slice?e.slice(A,t):new Uint16Array(Array.prototype.slice.call(e,A,t))},w=function(){function e(e,A,t,i,n,s){this.initialValue=e,this.errorValue=A,this.highStart=t,this.highValueIndex=i,this.index=n,this.data=s}return e.prototype.get=function(e){var A;if(e>=0){if(e<55296||e>56319&&e<=65535)return A=((A=this.index[e>>5])<<2)+(31&e),this.data[A];if(e<=65535)return A=((A=this.index[2048+(e-55296>>5)])<<2)+(31&e),this.data[A];if(e<this.highStart)return A=2080+(e>>11),A=this.index[A],A+=e>>5&63,A=((A=this.index[A])<<2)+(31&e),this.data[A];if(e<=1114111)return this.data[this.highValueIndex]}return this.errorValue},e}(),B="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/",E="undefined"==typeof Uint8Array?[]:new Uint8Array(256),k=0;k<64;k++)E[B.charCodeAt(k)]=k;var f=10,O=13,W=15,C=17,x=18,b=19,Q=20,y=21,v=22,I=24,M=25,D=26,F=27,U=28,R=30,N=32,T=33,S=34,H=35,L=37,G=38,j=39,Y=40,P=42,z=[9001,65288],K="×",q="÷",J=function(e,A){var t=function(e){var A,t,i,n,s,r=.75*e.length,a=e.length,o=0;"="===e[e.length-1]&&(r--,"="===e[e.length-2]&&r--);var l="undefined"!=typeof ArrayBuffer&&"undefined"!=typeof Uint8Array&&void 0!==Uint8Array.prototype.slice?new ArrayBuffer(r):new Array(r),c=Array.isArray(l)?l:new Uint8Array(l);for(A=0;A<a;A+=4)t=h[e.charCodeAt(A)],i=h[e.charCodeAt(A+1)],n=h[e.charCodeAt(A+2)],s=h[e.charCodeAt(A+3)],c[o++]=t<<2|i>>4,c[o++]=(15&i)<<4|n>>2,c[o++]=(3&n)<<6|63&s;return l}(e),i=Array.isArray(t)?function(e){for(var A=e.length,t=[],i=0;i<A;i+=4)t.push(e[i+3]<<24|e[i+2]<<16|e[i+1]<<8|e[i]);return t}(t):new Uint32Array(t),n=Array.isArray(t)?function(e){for(var A=e.length,t=[],i=0;i<A;i+=2)t.push(e[i+1]<<8|e[i]);return t}(t):new Uint16Array(t),s=p(n,12,i[4]/2),r=2===i[5]?p(n,(24+i[4])/2):function(e,A,t){return e.slice?e.slice(A,t):new Uint32Array(Array.prototype.slice.call(e,A,t))}(i,Math.ceil((24+i[4])/4));return new w(i[0],i[1],i[2],i[3],s,r)}("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"),V=[R,36],Z=[1,2,3,5],X=[f,8],_=[F,D],$=Z.concat(X),ee=[G,j,Y,S,H],Ae=[W,O],te=function(e,A,t,i){var n=i[t];if(Array.isArray(e)?-1!==e.indexOf(n):e===n)for(var s=t;s<=i.length;){if((o=i[++s])===A)return!0;if(o!==f)break}if(n===f)for(s=t;s>0;){var r=i[--s];if(Array.isArray(e)?-1!==e.indexOf(r):e===r)for(var a=t;a<=i.length;){var o;if((o=i[++a])===A)return!0;if(o!==f)break}if(r!==f)break}return!1},ie=function(e,A){for(var t=e;t>=0;){var i=A[t];if(i!==f)return i;t--}return 0},ne=function(e,A,t,i,n){if(0===t[i])return K;var s=i-1;if(Array.isArray(n)&&!0===n[s])return K;var r=s-1,a=s+1,o=A[s],l=r>=0?A[r]:0,c=A[a];if(2===o&&3===c)return K;if(-1!==Z.indexOf(o))return"!";if(-1!==Z.indexOf(c))return K;if(-1!==X.indexOf(c))return K;if(8===ie(s,A))return q;if(11===J.get(e[s]))return K;if((o===N||o===T)&&11===J.get(e[a]))return K;if(7===o||7===c)return K;if(9===o)return K;if(-1===[f,O,W].indexOf(o)&&9===c)return K;if(-1!==[C,x,b,I,U].indexOf(c))return K;if(ie(s,A)===v)return K;if(te(23,v,s,A))return K;if(te([C,x],y,s,A))return K;if(te(12,12,s,A))return K;if(o===f)return q;if(23===o||23===c)return K;if(16===c||16===o)return q;if(-1!==[O,W,y].indexOf(c)||14===o)return K;if(36===l&&-1!==Ae.indexOf(o))return K;if(o===U&&36===c)return K;if(c===Q)return K;if(-1!==V.indexOf(c)&&o===M||-1!==V.indexOf(o)&&c===M)return K;if(o===F&&-1!==[L,N,T].indexOf(c)||-1!==[L,N,T].indexOf(o)&&c===D)return K;if(-1!==V.indexOf(o)&&-1!==_.indexOf(c)||-1!==_.indexOf(o)&&-1!==V.indexOf(c))return K;if(-1!==[F,D].indexOf(o)&&(c===M||-1!==[v,W].indexOf(c)&&A[a+1]===M)||-1!==[v,W].indexOf(o)&&c===M||o===M&&-1!==[M,U,I].indexOf(c))return K;if(-1!==[M,U,I,C,x].indexOf(c))for(var g=s;g>=0;){if((u=A[g])===M)return K;if(-1===[U,I].indexOf(u))break;g--}if(-1!==[F,D].indexOf(c))for(g=-1!==[C,x].indexOf(o)?r:s;g>=0;){var u;if((u=A[g])===M)return K;if(-1===[U,I].indexOf(u))break;g--}if(G===o&&-1!==[G,j,S,H].indexOf(c)||-1!==[j,S].indexOf(o)&&-1!==[j,Y].indexOf(c)||-1!==[Y,H].indexOf(o)&&c===Y)return K;if(-1!==ee.indexOf(o)&&-1!==[Q,D].indexOf(c)||-1!==ee.indexOf(c)&&o===F)return K;if(-1!==V.indexOf(o)&&-1!==V.indexOf(c))return K;if(o===I&&-1!==V.indexOf(c))return K;if(-1!==V.concat(M).indexOf(o)&&c===v&&-1===z.indexOf(e[a])||-1!==V.concat(M).indexOf(c)&&o===x)return K;if(41===o&&41===c){for(var d=t[s],h=1;d>0&&41===A[--d];)h++;if(h%2!=0)return K}return o===N&&c===T?K:q},se=function(e,A){A||(A={lineBreak:"normal",wordBreak:"normal"});var t=function(e,A){void 0===A&&(A="strict");var t=[],i=[],n=[];return e.forEach((function(e,s){var r=J.get(e);if(r>50?(n.push(!0),r-=50):n.push(!1),-1!==["normal","auto","loose"].indexOf(A)&&-1!==[8208,8211,12316,12448].indexOf(e))return i.push(s),t.push(16);if(4===r||11===r){if(0===s)return i.push(s),t.push(R);var a=t[s-1];return-1===$.indexOf(a)?(i.push(i[s-1]),t.push(a)):(i.push(s),t.push(R))}return i.push(s),31===r?t.push("strict"===A?y:L):r===P||29===r?t.push(R):43===r?e>=131072&&e<=196605||e>=196608&&e<=262141?t.push(L):t.push(R):void t.push(r)})),[i,t,n]}(e,A.lineBreak),i=t[0],n=t[1],s=t[2];"break-all"!==A.wordBreak&&"break-word"!==A.wordBreak||(n=n.map((function(e){return-1!==[M,R,P].indexOf(e)?L:e})));var r="keep-all"===A.wordBreak?s.map((function(A,t){return A&&e[t]>=19968&&e[t]<=40959})):void 0;return[i,n,r]},re=function(){function e(e,A,t,i){this.codePoints=e,this.required="!"===A,this.start=t,this.end=i}return e.prototype.slice=function(){return l.apply(void 0,this.codePoints.slice(this.start,this.end))},e}(),ae=45,oe=43,le=-1,ce=function(e){return e>=48&&e<=57},ge=function(e){return ce(e)||e>=65&&e<=70||e>=97&&e<=102},ue=function(e){return 10===e||9===e||32===e},de=function(e){return function(e){return function(e){return e>=97&&e<=122}(e)||function(e){return e>=65&&e<=90}(e)}(e)||function(e){return e>=128}(e)||95===e},he=function(e){return de(e)||ce(e)||e===ae},me=function(e){return e>=0&&e<=8||11===e||e>=14&&e<=31||127===e},pe=function(e,A){return 92===e&&10!==A},we=function(e,A,t){return e===ae?de(A)||pe(A,t):!!de(e)||!(92!==e||!pe(e,A))},Be=function(e,A,t){return e===oe||e===ae?!!ce(A)||46===A&&ce(t):ce(46===e?A:e)},Ee=function(e){var A=0,t=1;e[A]!==oe&&e[A]!==ae||(e[A]===ae&&(t=-1),A++);for(var i=[];ce(e[A]);)i.push(e[A++]);var n=i.length?parseInt(l.apply(void 0,i),10):0;46===e[A]&&A++;for(var s=[];ce(e[A]);)s.push(e[A++]);var r=s.length,a=r?parseInt(l.apply(void 0,s),10):0;69!==e[A]&&101!==e[A]||A++;var o=1;e[A]!==oe&&e[A]!==ae||(e[A]===ae&&(o=-1),A++);for(var c=[];ce(e[A]);)c.push(e[A++]);var g=c.length?parseInt(l.apply(void 0,c),10):0;return t*(n+a*Math.pow(10,-r))*Math.pow(10,o*g)},ke={type:2},fe={type:3},Oe={type:4},We={type:13},Ce={type:8},xe={type:21},be={type:9},Qe={type:10},ye={type:11},ve={type:12},Ie={type:14},Me={type:23},De={type:1},Fe={type:25},Ue={type:24},Re={type:26},Ne={type:27},Te={type:28},Se={type:29},He={type:31},Le={type:32},Ge=function(){function e(){this._value=[]}return e.prototype.write=function(e){this._value=this._value.concat(o(e))},e.prototype.read=function(){for(var e=[],A=this.consumeToken();A!==Le;)e.push(A),A=this.consumeToken();return e},e.prototype.consumeToken=function(){var e=this.consumeCodePoint();switch(e){case 34:return this.consumeStringToken(34);case 35:var A=this.peekCodePoint(0),t=this.peekCodePoint(1),i=this.peekCodePoint(2);if(he(A)||pe(t,i)){var n=we(A,t,i)?2:1;return{type:5,value:this.consumeName(),flags:n}}break;case 36:if(61===this.peekCodePoint(0))return this.consumeCodePoint(),We;break;case 39:return this.consumeStringToken(39);case 40:return ke;case 41:return fe;case 42:if(61===this.peekCodePoint(0))return this.consumeCodePoint(),Ie;break;case oe:if(Be(e,this.peekCodePoint(0),this.peekCodePoint(1)))return this.reconsumeCodePoint(e),this.consumeNumericToken();break;case 44:return Oe;case ae:var s=e,r=this.peekCodePoint(0),a=this.peekCodePoint(1);if(Be(s,r,a))return this.reconsumeCodePoint(e),this.consumeNumericToken();if(we(s,r,a))return this.reconsumeCodePoint(e),this.consumeIdentLikeToken();if(r===ae&&62===a)return this.consumeCodePoint(),this.consumeCodePoint(),Ue;break;case 46:if(Be(e,this.peekCodePoint(0),this.peekCodePoint(1)))return this.reconsumeCodePoint(e),this.consumeNumericToken();break;case 47:if(42===this.peekCodePoint(0))for(this.consumeCodePoint();;){var o=this.consumeCodePoint();if(42===o&&47===(o=this.consumeCodePoint()))return this.consumeToken();if(o===le)return this.consumeToken()}break;case 58:return Re;case 59:return Ne;case 60:if(33===this.peekCodePoint(0)&&this.peekCodePoint(1)===ae&&this.peekCodePoint(2)===ae)return this.consumeCodePoint(),this.consumeCodePoint(),Fe;break;case 64:var c=this.peekCodePoint(0),g=this.peekCodePoint(1),u=this.peekCodePoint(2);if(we(c,g,u))return{type:7,value:this.consumeName()};break;case 91:return Te;case 92:if(pe(e,this.peekCodePoint(0)))return this.reconsumeCodePoint(e),this.consumeIdentLikeToken();break;case 93:return Se;case 61:if(61===this.peekCodePoint(0))return this.consumeCodePoint(),Ce;break;case 123:return ye;case 125:return ve;case 117:case 85:var d=this.peekCodePoint(0),h=this.peekCodePoint(1);return d!==oe||!ge(h)&&63!==h||(this.consumeCodePoint(),this.consumeUnicodeRangeToken()),this.reconsumeCodePoint(e),this.consumeIdentLikeToken();case 124:if(61===this.peekCodePoint(0))return this.consumeCodePoint(),be;if(124===this.peekCodePoint(0))return this.consumeCodePoint(),xe;break;case 126:if(61===this.peekCodePoint(0))return this.consumeCodePoint(),Qe;break;case le:return Le}return ue(e)?(this.consumeWhiteSpace(),He):ce(e)?(this.reconsumeCodePoint(e),this.consumeNumericToken()):de(e)?(this.reconsumeCodePoint(e),this.consumeIdentLikeToken()):{type:6,value:l(e)}},e.prototype.consumeCodePoint=function(){var e=this._value.shift();return void 0===e?-1:e},e.prototype.reconsumeCodePoint=function(e){this._value.unshift(e)},e.prototype.peekCodePoint=function(e){return e>=this._value.length?-1:this._value[e]},e.prototype.consumeUnicodeRangeToken=function(){for(var e=[],A=this.consumeCodePoint();ge(A)&&e.length<6;)e.push(A),A=this.consumeCodePoint();for(var t=!1;63===A&&e.length<6;)e.push(A),A=this.consumeCodePoint(),t=!0;if(t)return{type:30,start:parseInt(l.apply(void 0,e.map((function(e){return 63===e?48:e}))),16),end:parseInt(l.apply(void 0,e.map((function(e){return 63===e?70:e}))),16)};var i=parseInt(l.apply(void 0,e),16);if(this.peekCodePoint(0)===ae&&ge(this.peekCodePoint(1))){this.consumeCodePoint(),A=this.consumeCodePoint();for(var n=[];ge(A)&&n.length<6;)n.push(A),A=this.consumeCodePoint();return{type:30,start:i,end:parseInt(l.apply(void 0,n),16)}}return{type:30,start:i,end:i}},e.prototype.consumeIdentLikeToken=function(){var e=this.consumeName();return"url"===e.toLowerCase()&&40===this.peekCodePoint(0)?(this.consumeCodePoint(),this.consumeUrlToken()):40===this.peekCodePoint(0)?(this.consumeCodePoint(),{type:19,value:e}):{type:20,value:e}},e.prototype.consumeUrlToken=function(){var e=[];if(this.consumeWhiteSpace(),this.peekCodePoint(0)===le)return{type:22,value:""};var A=this.peekCodePoint(0);if(39===A||34===A){var t=this.consumeStringToken(this.consumeCodePoint());return 0===t.type&&(this.consumeWhiteSpace(),this.peekCodePoint(0)===le||41===this.peekCodePoint(0))?(this.consumeCodePoint(),{type:22,value:t.value}):(this.consumeBadUrlRemnants(),Me)}for(;;){var i=this.consumeCodePoint();if(i===le||41===i)return{type:22,value:l.apply(void 0,e)};if(ue(i))return this.consumeWhiteSpace(),this.peekCodePoint(0)===le||41===this.peekCodePoint(0)?(this.consumeCodePoint(),{type:22,value:l.apply(void 0,e)}):(this.consumeBadUrlRemnants(),Me);if(34===i||39===i||40===i||me(i))return this.consumeBadUrlRemnants(),Me;if(92===i){if(!pe(i,this.peekCodePoint(0)))return this.consumeBadUrlRemnants(),Me;e.push(this.consumeEscapedCodePoint())}else e.push(i)}},e.prototype.consumeWhiteSpace=function(){for(;ue(this.peekCodePoint(0));)this.consumeCodePoint()},e.prototype.consumeBadUrlRemnants=function(){for(;;){var e=this.consumeCodePoint();if(41===e||e===le)return;pe(e,this.peekCodePoint(0))&&this.consumeEscapedCodePoint()}},e.prototype.consumeStringSlice=function(e){for(var A="";e>0;){var t=Math.min(5e4,e);A+=l.apply(void 0,this._value.splice(0,t)),e-=t}return this._value.shift(),A},e.prototype.consumeStringToken=function(e){for(var A="",t=0;;){var i=this._value[t];if(i===le||void 0===i||i===e)return{type:0,value:A+=this.consumeStringSlice(t)};if(10===i)return this._value.splice(0,t),De;if(92===i){var n=this._value[t+1];n!==le&&void 0!==n&&(10===n?(A+=this.consumeStringSlice(t),t=-1,this._value.shift()):pe(i,n)&&(A+=this.consumeStringSlice(t),A+=l(this.consumeEscapedCodePoint()),t=-1))}t++}},e.prototype.consumeNumber=function(){var e=[],A=4,t=this.peekCodePoint(0);for(t!==oe&&t!==ae||e.push(this.consumeCodePoint());ce(this.peekCodePoint(0));)e.push(this.consumeCodePoint());t=this.peekCodePoint(0);var i=this.peekCodePoint(1);if(46===t&&ce(i))for(e.push(this.consumeCodePoint(),this.consumeCodePoint()),A=8;ce(this.peekCodePoint(0));)e.push(this.consumeCodePoint());t=this.peekCodePoint(0),i=this.peekCodePoint(1);var n=this.peekCodePoint(2);if((69===t||101===t)&&((i===oe||i===ae)&&ce(n)||ce(i)))for(e.push(this.consumeCodePoint(),this.consumeCodePoint()),A=8;ce(this.peekCodePoint(0));)e.push(this.consumeCodePoint());return[Ee(e),A]},e.prototype.consumeNumericToken=function(){var e=this.consumeNumber(),A=e[0],t=e[1],i=this.peekCodePoint(0),n=this.peekCodePoint(1),s=this.peekCodePoint(2);return we(i,n,s)?{type:15,number:A,flags:t,unit:this.consumeName()}:37===i?(this.consumeCodePoint(),{type:16,number:A,flags:t}):{type:17,number:A,flags:t}},e.prototype.consumeEscapedCodePoint=function(){var e=this.consumeCodePoint();if(ge(e)){for(var A=l(e);ge(this.peekCodePoint(0))&&A.length<6;)A+=l(this.consumeCodePoint());ue(this.peekCodePoint(0))&&this.consumeCodePoint();var t=parseInt(A,16);return 0===t||function(e){return e>=55296&&e<=57343}(t)||t>1114111?65533:t}return e===le?65533:e},e.prototype.consumeName=function(){for(var e="";;){var A=this.consumeCodePoint();if(he(A))e+=l(A);else{if(!pe(A,this.peekCodePoint(0)))return this.reconsumeCodePoint(A),e;e+=l(this.consumeEscapedCodePoint())}}},e}(),je=function(){function e(e){this._tokens=e}return e.create=function(A){var t=new Ge;return t.write(A),new e(t.read())},e.parseValue=function(A){return e.create(A).parseComponentValue()},e.parseValues=function(A){return e.create(A).parseComponentValues()},e.prototype.parseComponentValue=function(){for(var e=this.consumeToken();31===e.type;)e=this.consumeToken();if(32===e.type)throw new SyntaxError("Error parsing CSS component value, unexpected EOF");this.reconsumeToken(e);var A=this.consumeComponentValue();do{e=this.consumeToken()}while(31===e.type);if(32===e.type)return A;throw new SyntaxError("Error parsing CSS component value, multiple values found when expecting only one")},e.prototype.parseComponentValues=function(){for(var e=[];;){var A=this.consumeComponentValue();if(32===A.type)return e;e.push(A),e.push()}},e.prototype.consumeComponentValue=function(){var e=this.consumeToken();switch(e.type){case 11:case 28:case 2:return this.consumeSimpleBlock(e.type);case 19:return this.consumeFunction(e)}return e},e.prototype.consumeSimpleBlock=function(e){for(var A={type:e,values:[]},t=this.consumeToken();;){if(32===t.type||Xe(t,e))return A;this.reconsumeToken(t),A.values.push(this.consumeComponentValue()),t=this.consumeToken()}},e.prototype.consumeFunction=function(e){for(var A={name:e.value,values:[],type:18};;){var t=this.consumeToken();if(32===t.type||3===t.type)return A;this.reconsumeToken(t),A.values.push(this.consumeComponentValue())}},e.prototype.consumeToken=function(){var e=this._tokens.shift();return void 0===e?Le:e},e.prototype.reconsumeToken=function(e){this._tokens.unshift(e)},e}(),Ye=function(e){return 15===e.type},Pe=function(e){return 17===e.type},ze=function(e){return 20===e.type},Ke=function(e){return 0===e.type},qe=function(e,A){return ze(e)&&e.value===A},Je=function(e){return 31!==e.type},Ve=function(e){return 31!==e.type&&4!==e.type},Ze=function(e){var A=[],t=[];return e.forEach((function(e){if(4===e.type){if(0===t.length)throw new Error("Error parsing function args, zero tokens for arg");return A.push(t),void(t=[])}31!==e.type&&t.push(e)})),t.length&&A.push(t),A},Xe=function(e,A){return 11===A&&12===e.type||28===A&&29===e.type||2===A&&3===e.type},_e=function(e){return 17===e.type||15===e.type},$e=function(e){return 16===e.type||_e(e)},eA=function(e){return e.length>1?[e[0],e[1]]:[e[0]]},AA={type:17,number:0,flags:4},tA={type:16,number:50,flags:4},iA={type:16,number:100,flags:4},nA=function(e,A,t){var i=e[0],n=e[1];return[sA(i,A),sA(void 0!==n?n:i,t)]},sA=function(e,A){if(16===e.type)return e.number/100*A;if(Ye(e))switch(e.unit){case"rem":case"em":return 16*e.number;default:return e.number}return e.number},rA="grad",aA="turn",oA=function(e,A){if(15===A.type)switch(A.unit){case"deg":return Math.PI*A.number/180;case rA:return Math.PI/200*A.number;case"rad":return A.number;case aA:return 2*Math.PI*A.number}throw new Error("Unsupported angle type")},lA=function(e){return 15===e.type&&("deg"===e.unit||e.unit===rA||"rad"===e.unit||e.unit===aA)},cA=function(e){switch(e.filter(ze).map((function(e){return e.value})).join(" ")){case"to bottom right":case"to right bottom":case"left top":case"top left":return[AA,AA];case"to top":case"bottom":return gA(0);case"to bottom left":case"to left bottom":case"right top":case"top right":return[AA,iA];case"to right":case"left":return gA(90);case"to top left":case"to left top":case"right bottom":case"bottom right":return[iA,iA];case"to bottom":case"top":return gA(180);case"to top right":case"to right top":case"left bottom":case"bottom left":return[iA,AA];case"to left":case"right":return gA(270)}return 0},gA=function(e){return Math.PI*e/180},uA=function(e,A){if(18===A.type){var t=kA[A.name];if(void 0===t)throw new Error('Attempting to parse an unsupported color function "'+A.name+'"');return t(e,A.values)}if(5===A.type){if(3===A.value.length){var i=A.value.substring(0,1),n=A.value.substring(1,2),s=A.value.substring(2,3);return mA(parseInt(i+i,16),parseInt(n+n,16),parseInt(s+s,16),1)}if(4===A.value.length){i=A.value.substring(0,1),n=A.value.substring(1,2),s=A.value.substring(2,3);var r=A.value.substring(3,4);return mA(parseInt(i+i,16),parseInt(n+n,16),parseInt(s+s,16),parseInt(r+r,16)/255)}if(6===A.value.length)return i=A.value.substring(0,2),n=A.value.substring(2,4),s=A.value.substring(4,6),mA(parseInt(i,16),parseInt(n,16),parseInt(s,16),1);if(8===A.value.length)return i=A.value.substring(0,2),n=A.value.substring(2,4),s=A.value.substring(4,6),r=A.value.substring(6,8),mA(parseInt(i,16),parseInt(n,16),parseInt(s,16),parseInt(r,16)/255)}if(20===A.type){var a=OA[A.value.toUpperCase()];if(void 0!==a)return a}return OA.TRANSPARENT},dA=function(e){return 0==(255&e)},hA=function(e){var A=255&e,t=255&e>>8,i=255&e>>16,n=255&e>>24;return A<255?"rgba("+n+","+i+","+t+","+A/255+")":"rgb("+n+","+i+","+t+")"},mA=function(e,A,t,i){return(e<<24|A<<16|t<<8|Math.round(255*i)<<0)>>>0},pA=function(e,A){if(17===e.type)return e.number;if(16===e.type){var t=3===A?1:255;return 3===A?e.number/100*t:Math.round(e.number/100*t)}return 0},wA=function(e,A){var t=A.filter(Ve);if(3===t.length){var i=t.map(pA),n=i[0],s=i[1],r=i[2];return mA(n,s,r,1)}if(4===t.length){var a=t.map(pA),o=(n=a[0],s=a[1],r=a[2],a[3]);return mA(n,s,r,o)}return 0};function BA(e,A,t){return t<0&&(t+=1),t>=1&&(t-=1),t<1/6?(A-e)*t*6+e:t<.5?A:t<2/3?6*(A-e)*(2/3-t)+e:e}var EA=function(e,A){var t=A.filter(Ve),i=t[0],n=t[1],s=t[2],r=t[3],a=(17===i.type?gA(i.number):oA(e,i))/(2*Math.PI),o=$e(n)?n.number/100:0,l=$e(s)?s.number/100:0,c=void 0!==r&&$e(r)?sA(r,1):1;if(0===o)return mA(255*l,255*l,255*l,1);var g=l<=.5?l*(o+1):l+o-l*o,u=2*l-g,d=BA(u,g,a+1/3),h=BA(u,g,a),m=BA(u,g,a-1/3);return mA(255*d,255*h,255*m,c)},kA={hsl:EA,hsla:EA,rgb:wA,rgba:wA},fA=function(e,A){return uA(e,je.create(A).parseComponentValue())},OA={ALICEBLUE:4042850303,ANTIQUEWHITE:4209760255,AQUA:16777215,AQUAMARINE:2147472639,AZURE:4043309055,BEIGE:4126530815,BISQUE:4293182719,BLACK:255,BLANCHEDALMOND:4293643775,BLUE:65535,BLUEVIOLET:2318131967,BROWN:2771004159,BURLYWOOD:3736635391,CADETBLUE:1604231423,CHARTREUSE:2147418367,CHOCOLATE:3530104575,CORAL:4286533887,CORNFLOWERBLUE:1687547391,CORNSILK:4294499583,CRIMSON:3692313855,CYAN:16777215,DARKBLUE:35839,DARKCYAN:9145343,DARKGOLDENROD:3095837695,DARKGRAY:2846468607,DARKGREEN:6553855,DARKGREY:2846468607,DARKKHAKI:3182914559,DARKMAGENTA:2332068863,DARKOLIVEGREEN:1433087999,DARKORANGE:4287365375,DARKORCHID:2570243327,DARKRED:2332033279,DARKSALMON:3918953215,DARKSEAGREEN:2411499519,DARKSLATEBLUE:1211993087,DARKSLATEGRAY:793726975,DARKSLATEGREY:793726975,DARKTURQUOISE:13554175,DARKVIOLET:2483082239,DEEPPINK:4279538687,DEEPSKYBLUE:12582911,DIMGRAY:1768516095,DIMGREY:1768516095,DODGERBLUE:512819199,FIREBRICK:2988581631,FLORALWHITE:4294635775,FORESTGREEN:579543807,FUCHSIA:4278255615,GAINSBORO:3705462015,GHOSTWHITE:4177068031,GOLD:4292280575,GOLDENROD:3668254975,GRAY:2155905279,GREEN:8388863,GREENYELLOW:2919182335,GREY:2155905279,HONEYDEW:4043305215,HOTPINK:4285117695,INDIANRED:3445382399,INDIGO:1258324735,IVORY:4294963455,KHAKI:4041641215,LAVENDER:3873897215,LAVENDERBLUSH:4293981695,LAWNGREEN:2096890111,LEMONCHIFFON:4294626815,LIGHTBLUE:2916673279,LIGHTCORAL:4034953471,LIGHTCYAN:3774873599,LIGHTGOLDENRODYELLOW:4210742015,LIGHTGRAY:3553874943,LIGHTGREEN:2431553791,LIGHTGREY:3553874943,LIGHTPINK:4290167295,LIGHTSALMON:4288707327,LIGHTSEAGREEN:548580095,LIGHTSKYBLUE:2278488831,LIGHTSLATEGRAY:2005441023,LIGHTSLATEGREY:2005441023,LIGHTSTEELBLUE:2965692159,LIGHTYELLOW:4294959359,LIME:16711935,LIMEGREEN:852308735,LINEN:4210091775,MAGENTA:4278255615,MAROON:2147483903,MEDIUMAQUAMARINE:1724754687,MEDIUMBLUE:52735,MEDIUMORCHID:3126187007,MEDIUMPURPLE:2473647103,MEDIUMSEAGREEN:1018393087,MEDIUMSLATEBLUE:2070474495,MEDIUMSPRINGGREEN:16423679,MEDIUMTURQUOISE:1221709055,MEDIUMVIOLETRED:3340076543,MIDNIGHTBLUE:421097727,MINTCREAM:4127193855,MISTYROSE:4293190143,MOCCASIN:4293178879,NAVAJOWHITE:4292783615,NAVY:33023,OLDLACE:4260751103,OLIVE:2155872511,OLIVEDRAB:1804477439,ORANGE:4289003775,ORANGERED:4282712319,ORCHID:3664828159,PALEGOLDENROD:4008225535,PALEGREEN:2566625535,PALETURQUOISE:2951671551,PALEVIOLETRED:3681588223,PAPAYAWHIP:4293907967,PEACHPUFF:4292524543,PERU:3448061951,PINK:4290825215,PLUM:3718307327,POWDERBLUE:2967529215,PURPLE:2147516671,REBECCAPURPLE:1714657791,RED:4278190335,ROSYBROWN:3163525119,ROYALBLUE:1097458175,SADDLEBROWN:2336560127,SALMON:4202722047,SANDYBROWN:4104413439,SEAGREEN:780883967,SEASHELL:4294307583,SIENNA:2689740287,SILVER:3233857791,SKYBLUE:2278484991,SLATEBLUE:1784335871,SLATEGRAY:1887473919,SLATEGREY:1887473919,SNOW:4294638335,SPRINGGREEN:16744447,STEELBLUE:1182971135,TAN:3535047935,TEAL:8421631,THISTLE:3636451583,TOMATO:4284696575,TRANSPARENT:0,TURQUOISE:1088475391,VIOLET:4001558271,WHEAT:4125012991,WHITE:4294967295,WHITESMOKE:4126537215,YELLOW:4294902015,YELLOWGREEN:2597139199},WA={name:"background-clip",initialValue:"border-box",prefix:!1,type:1,parse:function(e,A){return A.map((function(e){if(ze(e))switch(e.value){case"padding-box":return 1;case"content-box":return 2}return 0}))}},CA={name:"background-color",initialValue:"transparent",prefix:!1,type:3,format:"color"},xA=function(e,A){var t=uA(e,A[0]),i=A[1];return i&&$e(i)?{color:t,stop:i}:{color:t,stop:null}},bA=function(e,A){var t=e[0],i=e[e.length-1];null===t.stop&&(t.stop=AA),null===i.stop&&(i.stop=iA);for(var n=[],s=0,r=0;r<e.length;r++){var a=e[r].stop;if(null!==a){var o=sA(a,A);o>s?n.push(o):n.push(s),s=o}else n.push(null)}var l=null;for(r=0;r<n.length;r++){var c=n[r];if(null===c)null===l&&(l=r);else if(null!==l){for(var g=r-l,u=(c-n[l-1])/(g+1),d=1;d<=g;d++)n[l+d-1]=u*d;l=null}}return e.map((function(e,t){return{color:e.color,stop:Math.max(Math.min(1,n[t]/A),0)}}))},QA=function(e,A,t){var i="number"==typeof e?e:function(e,A,t){var i=A/2,n=t/2,s=sA(e[0],A)-i,r=n-sA(e[1],t);return(Math.atan2(r,s)+2*Math.PI)%(2*Math.PI)}(e,A,t),n=Math.abs(A*Math.sin(i))+Math.abs(t*Math.cos(i)),s=A/2,r=t/2,a=n/2,o=Math.sin(i-Math.PI/2)*a,l=Math.cos(i-Math.PI/2)*a;return[n,s-l,s+l,r-o,r+o]},yA=function(e,A){return Math.sqrt(e*e+A*A)},vA=function(e,A,t,i,n){return[[0,0],[0,A],[e,0],[e,A]].reduce((function(e,A){var s=A[0],r=A[1],a=yA(t-s,i-r);return(n?a<e.optimumDistance:a>e.optimumDistance)?{optimumCorner:A,optimumDistance:a}:e}),{optimumDistance:n?1/0:-1/0,optimumCorner:null}).optimumCorner},IA=function(e,A){var t=gA(180),i=[];return Ze(A).forEach((function(A,n){if(0===n){var s=A[0];if(20===s.type&&-1!==["top","left","right","bottom"].indexOf(s.value))return void(t=cA(A));if(lA(s))return void(t=(oA(e,s)+gA(270))%gA(360))}var r=xA(e,A);i.push(r)})),{angle:t,stops:i,type:1}},MA="closest-side",DA="farthest-side",FA="closest-corner",UA="farthest-corner",RA="circle",NA="ellipse",TA="cover",SA="contain",HA=function(e,A){var t=0,i=3,n=[],s=[];return Ze(A).forEach((function(A,r){var a=!0;if(0===r?a=A.reduce((function(e,A){if(ze(A))switch(A.value){case"center":return s.push(tA),!1;case"top":case"left":return s.push(AA),!1;case"right":case"bottom":return s.push(iA),!1}else if($e(A)||_e(A))return s.push(A),!1;return e}),a):1===r&&(a=A.reduce((function(e,A){if(ze(A))switch(A.value){case RA:return t=0,!1;case NA:return t=1,!1;case SA:case MA:return i=0,!1;case DA:return i=1,!1;case FA:return i=2,!1;case TA:case UA:return i=3,!1}else if(_e(A)||$e(A))return Array.isArray(i)||(i=[]),i.push(A),!1;return e}),a)),a){var o=xA(e,A);n.push(o)}})),{size:i,shape:t,stops:n,position:s,type:2}},LA=function(e,A){if(22===A.type){var t={url:A.value,type:0};return e.cache.addImage(A.value),t}if(18===A.type){var i=jA[A.name];if(void 0===i)throw new Error('Attempting to parse an unsupported image function "'+A.name+'"');return i(e,A.values)}throw new Error("Unsupported image type "+A.type)};var GA,jA={"linear-gradient":function(e,A){var t=gA(180),i=[];return Ze(A).forEach((function(A,n){if(0===n){var s=A[0];if(20===s.type&&"to"===s.value)return void(t=cA(A));if(lA(s))return void(t=oA(e,s))}var r=xA(e,A);i.push(r)})),{angle:t,stops:i,type:1}},"-moz-linear-gradient":IA,"-ms-linear-gradient":IA,"-o-linear-gradient":IA,"-webkit-linear-gradient":IA,"radial-gradient":function(e,A){var t=0,i=3,n=[],s=[];return Ze(A).forEach((function(A,r){var a=!0;if(0===r){var o=!1;a=A.reduce((function(e,A){if(o)if(ze(A))switch(A.value){case"center":return s.push(tA),e;case"top":case"left":return s.push(AA),e;case"right":case"bottom":return s.push(iA),e}else($e(A)||_e(A))&&s.push(A);else if(ze(A))switch(A.value){case RA:return t=0,!1;case NA:return t=1,!1;case"at":return o=!0,!1;case MA:return i=0,!1;case TA:case DA:return i=1,!1;case SA:case FA:return i=2,!1;case UA:return i=3,!1}else if(_e(A)||$e(A))return Array.isArray(i)||(i=[]),i.push(A),!1;return e}),a)}if(a){var l=xA(e,A);n.push(l)}})),{size:i,shape:t,stops:n,position:s,type:2}},"-moz-radial-gradient":HA,"-ms-radial-gradient":HA,"-o-radial-gradient":HA,"-webkit-radial-gradient":HA,"-webkit-gradient":function(e,A){var t=gA(180),i=[],n=1;return Ze(A).forEach((function(A,t){var s=A[0];if(0===t){if(ze(s)&&"linear"===s.value)return void(n=1);if(ze(s)&&"radial"===s.value)return void(n=2)}if(18===s.type)if("from"===s.name){var r=uA(e,s.values[0]);i.push({stop:AA,color:r})}else if("to"===s.name)r=uA(e,s.values[0]),i.push({stop:iA,color:r});else if("color-stop"===s.name){var a=s.values.filter(Ve);if(2===a.length){r=uA(e,a[1]);var o=a[0];Pe(o)&&i.push({stop:{type:16,number:100*o.number,flags:o.flags},color:r})}}})),1===n?{angle:(t+gA(180))%gA(360),stops:i,type:n}:{size:3,shape:0,stops:i,position:[],type:n}}},YA={name:"background-image",initialValue:"none",type:1,prefix:!1,parse:function(e,A){if(0===A.length)return[];var t=A[0];return 20===t.type&&"none"===t.value?[]:A.filter((function(e){return Ve(e)&&function(e){return!(20===e.type&&"none"===e.value||18===e.type&&!jA[e.name])}(e)})).map((function(A){return LA(e,A)}))}},PA={name:"background-origin",initialValue:"border-box",prefix:!1,type:1,parse:function(e,A){return A.map((function(e){if(ze(e))switch(e.value){case"padding-box":return 1;case"content-box":return 2}return 0}))}},zA={name:"background-position",initialValue:"0% 0%",type:1,prefix:!1,parse:function(e,A){return Ze(A).map((function(e){return e.filter($e)})).map(eA)}},KA={name:"background-repeat",initialValue:"repeat",prefix:!1,type:1,parse:function(e,A){return Ze(A).map((function(e){return e.filter(ze).map((function(e){return e.value})).join(" ")})).map(qA)}},qA=function(e){switch(e){case"no-repeat":return 1;case"repeat-x":case"repeat no-repeat":return 2;case"repeat-y":case"no-repeat repeat":return 3;default:return 0}};!function(e){e.AUTO="auto",e.CONTAIN="contain",e.COVER="cover"}(GA||(GA={}));var JA,VA={name:"background-size",initialValue:"0",prefix:!1,type:1,parse:function(e,A){return Ze(A).map((function(e){return e.filter(ZA)}))}},ZA=function(e){return ze(e)||$e(e)},XA=function(e){return{name:"border-"+e+"-color",initialValue:"transparent",prefix:!1,type:3,format:"color"}},_A=XA("top"),$A=XA("right"),et=XA("bottom"),At=XA("left"),tt=function(e){return{name:"border-radius-"+e,initialValue:"0 0",prefix:!1,type:1,parse:function(e,A){return eA(A.filter($e))}}},it=tt("top-left"),nt=tt("top-right"),st=tt("bottom-right"),rt=tt("bottom-left"),at=function(e){return{name:"border-"+e+"-style",initialValue:"solid",prefix:!1,type:2,parse:function(e,A){switch(A){case"none":return 0;case"dashed":return 2;case"dotted":return 3;case"double":return 4}return 1}}},ot=at("top"),lt=at("right"),ct=at("bottom"),gt=at("left"),ut=function(e){return{name:"border-"+e+"-width",initialValue:"0",type:0,prefix:!1,parse:function(e,A){return Ye(A)?A.number:0}}},dt=ut("top"),ht=ut("right"),mt=ut("bottom"),pt=ut("left"),wt={name:"color",initialValue:"transparent",prefix:!1,type:3,format:"color"},Bt={name:"direction",initialValue:"ltr",prefix:!1,type:2,parse:function(e,A){return"rtl"===A?1:0}},Et={name:"display",initialValue:"inline-block",prefix:!1,type:1,parse:function(e,A){return A.filter(ze).reduce((function(e,A){return e|kt(A.value)}),0)}},kt=function(e){switch(e){case"block":case"-webkit-box":return 2;case"inline":return 4;case"run-in":return 8;case"flow":return 16;case"flow-root":return 32;case"table":return 64;case"flex":case"-webkit-flex":return 128;case"grid":case"-ms-grid":return 256;case"ruby":return 512;case"subgrid":return 1024;case"list-item":return 2048;case"table-row-group":return 4096;case"table-header-group":return 8192;case"table-footer-group":return 16384;case"table-row":return 32768;case"table-cell":return 65536;case"table-column-group":return 131072;case"table-column":return 262144;case"table-caption":return 524288;case"ruby-base":return 1048576;case"ruby-text":return 2097152;case"ruby-base-container":return 4194304;case"ruby-text-container":return 8388608;case"contents":return 16777216;case"inline-block":return 33554432;case"inline-list-item":return 67108864;case"inline-table":return 134217728;case"inline-flex":return 268435456;case"inline-grid":return 536870912}return 0},ft={name:"float",initialValue:"none",prefix:!1,type:2,parse:function(e,A){switch(A){case"left":return 1;case"right":return 2;case"inline-start":return 3;case"inline-end":return 4}return 0}},Ot={name:"letter-spacing",initialValue:"0",prefix:!1,type:0,parse:function(e,A){return 20===A.type&&"normal"===A.value?0:17===A.type||15===A.type?A.number:0}};!function(e){e.NORMAL="normal",e.STRICT="strict"}(JA||(JA={}));var Wt,Ct={name:"line-break",initialValue:"normal",prefix:!1,type:2,parse:function(e,A){return"strict"===A?JA.STRICT:JA.NORMAL}},xt={name:"line-height",initialValue:"normal",prefix:!1,type:4},bt=function(e,A){return ze(e)&&"normal"===e.value?1.2*A:17===e.type?A*e.number:$e(e)?sA(e,A):A},Qt={name:"list-style-image",initialValue:"none",type:0,prefix:!1,parse:function(e,A){return 20===A.type&&"none"===A.value?null:LA(e,A)}},yt={name:"list-style-position",initialValue:"outside",prefix:!1,type:2,parse:function(e,A){return"inside"===A?0:1}},vt={name:"list-style-type",initialValue:"none",prefix:!1,type:2,parse:function(e,A){switch(A){case"disc":return 0;case"circle":return 1;case"square":return 2;case"decimal":return 3;case"cjk-decimal":return 4;case"decimal-leading-zero":return 5;case"lower-roman":return 6;case"upper-roman":return 7;case"lower-greek":return 8;case"lower-alpha":return 9;case"upper-alpha":return 10;case"arabic-indic":return 11;case"armenian":return 12;case"bengali":return 13;case"cambodian":return 14;case"cjk-earthly-branch":return 15;case"cjk-heavenly-stem":return 16;case"cjk-ideographic":return 17;case"devanagari":return 18;case"ethiopic-numeric":return 19;case"georgian":return 20;case"gujarati":return 21;case"gurmukhi":case"hebrew":return 22;case"hiragana":return 23;case"hiragana-iroha":return 24;case"japanese-formal":return 25;case"japanese-informal":return 26;case"kannada":return 27;case"katakana":return 28;case"katakana-iroha":return 29;case"khmer":return 30;case"korean-hangul-formal":return 31;case"korean-hanja-formal":return 32;case"korean-hanja-informal":return 33;case"lao":return 34;case"lower-armenian":return 35;case"malayalam":return 36;case"mongolian":return 37;case"myanmar":return 38;case"oriya":return 39;case"persian":return 40;case"simp-chinese-formal":return 41;case"simp-chinese-informal":return 42;case"tamil":return 43;case"telugu":return 44;case"thai":return 45;case"tibetan":return 46;case"trad-chinese-formal":return 47;case"trad-chinese-informal":return 48;case"upper-armenian":return 49;case"disclosure-open":return 50;case"disclosure-closed":return 51;default:return-1}}},It=function(e){return{name:"margin-"+e,initialValue:"0",prefix:!1,type:4}},Mt=It("top"),Dt=It("right"),Ft=It("bottom"),Ut=It("left"),Rt={name:"overflow",initialValue:"visible",prefix:!1,type:1,parse:function(e,A){return A.filter(ze).map((function(e){switch(e.value){case"hidden":return 1;case"scroll":return 2;case"clip":return 3;case"auto":return 4;default:return 0}}))}},Nt={name:"overflow-wrap",initialValue:"normal",prefix:!1,type:2,parse:function(e,A){return"break-word"===A?"break-word":"normal"}},Tt=function(e){return{name:"padding-"+e,initialValue:"0",prefix:!1,type:3,format:"length-percentage"}},St=Tt("top"),Ht=Tt("right"),Lt=Tt("bottom"),Gt=Tt("left"),jt={name:"text-align",initialValue:"left",prefix:!1,type:2,parse:function(e,A){switch(A){case"right":return 2;case"center":case"justify":return 1;default:return 0}}},Yt={name:"position",initialValue:"static",prefix:!1,type:2,parse:function(e,A){switch(A){case"relative":return 1;case"absolute":return 2;case"fixed":return 3;case"sticky":return 4}return 0}},Pt={name:"text-shadow",initialValue:"none",type:1,prefix:!1,parse:function(e,A){return 1===A.length&&qe(A[0],"none")?[]:Ze(A).map((function(A){for(var t={color:OA.TRANSPARENT,offsetX:AA,offsetY:AA,blur:AA},i=0,n=0;n<A.length;n++){var s=A[n];_e(s)?(0===i?t.offsetX=s:1===i?t.offsetY=s:t.blur=s,i++):t.color=uA(e,s)}return t}))}},zt={name:"text-transform",initialValue:"none",prefix:!1,type:2,parse:function(e,A){switch(A){case"uppercase":return 2;case"lowercase":return 1;case"capitalize":return 3}return 0}},Kt={name:"transform",initialValue:"none",prefix:!0,type:0,parse:function(e,A){if(20===A.type&&"none"===A.value)return null;if(18===A.type){var t=qt[A.name];if(void 0===t)throw new Error('Attempting to parse an unsupported transform function "'+A.name+'"');return t(A.values)}return null}},qt={matrix:function(e){var A=e.filter((function(e){return 17===e.type})).map((function(e){return e.number}));return 6===A.length?A:null},matrix3d:function(e){var A=e.filter((function(e){return 17===e.type})).map((function(e){return e.number})),t=A[0],i=A[1];A[2],A[3];var n=A[4],s=A[5];A[6],A[7],A[8],A[9],A[10],A[11];var r=A[12],a=A[13];return A[14],A[15],16===A.length?[t,i,n,s,r,a]:null}},Jt={type:16,number:50,flags:4},Vt=[Jt,Jt],Zt={name:"transform-origin",initialValue:"50% 50%",prefix:!0,type:1,parse:function(e,A){var t=A.filter($e);return 2!==t.length?Vt:[t[0],t[1]]}},Xt={name:"visible",initialValue:"none",prefix:!1,type:2,parse:function(e,A){switch(A){case"hidden":return 1;case"collapse":return 2;default:return 0}}};!function(e){e.NORMAL="normal",e.BREAK_ALL="break-all",e.KEEP_ALL="keep-all"}(Wt||(Wt={}));for(var _t={name:"word-break",initialValue:"normal",prefix:!1,type:2,parse:function(e,A){switch(A){case"break-all":return Wt.BREAK_ALL;case"keep-all":return Wt.KEEP_ALL;default:return Wt.NORMAL}}},$t={name:"z-index",initialValue:"auto",prefix:!1,type:0,parse:function(e,A){if(20===A.type)return{auto:!0,order:0};if(Pe(A))return{auto:!1,order:A.number};throw new Error("Invalid z-index number parsed")}},ei={name:"time",parse:function(e,A){if(15===A.type)switch(A.unit.toLowerCase()){case"s":return 1e3*A.number;case"ms":return A.number}throw new Error("Unsupported time type")}},Ai={name:"opacity",initialValue:"1",type:0,prefix:!1,parse:function(e,A){return Pe(A)?A.number:1}},ti={name:"text-decoration-color",initialValue:"transparent",prefix:!1,type:3,format:"color"},ii={name:"text-decoration-line",initialValue:"none",prefix:!1,type:1,parse:function(e,A){return A.filter(ze).map((function(e){switch(e.value){case"underline":return 1;case"overline":return 2;case"line-through":return 3;case"none":return 4}return 0})).filter((function(e){return 0!==e}))}},ni={name:"font-family",initialValue:"",prefix:!1,type:1,parse:function(e,A){var t=[],i=[];return A.forEach((function(e){switch(e.type){case 20:case 0:t.push(e.value);break;case 17:t.push(e.number.toString());break;case 4:i.push(t.join(" ")),t.length=0}})),t.length&&i.push(t.join(" ")),i.map((function(e){return-1===e.indexOf(" ")?e:"'"+e+"'"}))}},si={name:"font-size",initialValue:"0",prefix:!1,type:3,format:"length"},ri={name:"font-weight",initialValue:"normal",type:0,prefix:!1,parse:function(e,A){return Pe(A)?A.number:ze(A)&&"bold"===A.value?700:400}},ai={name:"font-variant",initialValue:"none",type:1,prefix:!1,parse:function(e,A){return A.filter(ze).map((function(e){return e.value}))}},oi={name:"font-style",initialValue:"normal",prefix:!1,type:2,parse:function(e,A){switch(A){case"oblique":return"oblique";case"italic":return"italic";default:return"normal"}}},li=function(e,A){return 0!=(e&A)},ci={name:"content",initialValue:"none",type:1,prefix:!1,parse:function(e,A){if(0===A.length)return[];var t=A[0];return 20===t.type&&"none"===t.value?[]:A}},gi={name:"counter-increment",initialValue:"none",prefix:!0,type:1,parse:function(e,A){if(0===A.length)return null;var t=A[0];if(20===t.type&&"none"===t.value)return null;for(var i=[],n=A.filter(Je),s=0;s<n.length;s++){var r=n[s],a=n[s+1];if(20===r.type){var o=a&&Pe(a)?a.number:1;i.push({counter:r.value,increment:o})}}return i}},ui={name:"counter-reset",initialValue:"none",prefix:!0,type:1,parse:function(e,A){if(0===A.length)return[];for(var t=[],i=A.filter(Je),n=0;n<i.length;n++){var s=i[n],r=i[n+1];if(ze(s)&&"none"!==s.value){var a=r&&Pe(r)?r.number:0;t.push({counter:s.value,reset:a})}}return t}},di={name:"duration",initialValue:"0s",prefix:!1,type:1,parse:function(e,A){return A.filter(Ye).map((function(A){return ei.parse(e,A)}))}},hi={name:"quotes",initialValue:"none",prefix:!0,type:1,parse:function(e,A){if(0===A.length)return null;var t=A[0];if(20===t.type&&"none"===t.value)return null;var i=[],n=A.filter(Ke);if(n.length%2!=0)return null;for(var s=0;s<n.length;s+=2){var r=n[s].value,a=n[s+1].value;i.push({open:r,close:a})}return i}},mi=function(e,A,t){if(!e)return"";var i=e[Math.min(A,e.length-1)];return i?t?i.open:i.close:""},pi={name:"box-shadow",initialValue:"none",type:1,prefix:!1,parse:function(e,A){return 1===A.length&&qe(A[0],"none")?[]:Ze(A).map((function(A){for(var t={color:255,offsetX:AA,offsetY:AA,blur:AA,spread:AA,inset:!1},i=0,n=0;n<A.length;n++){var s=A[n];qe(s,"inset")?t.inset=!0:_e(s)?(0===i?t.offsetX=s:1===i?t.offsetY=s:2===i?t.blur=s:t.spread=s,i++):t.color=uA(e,s)}return t}))}},wi={name:"paint-order",initialValue:"normal",prefix:!1,type:1,parse:function(e,A){var t=[];return A.filter(ze).forEach((function(e){switch(e.value){case"stroke":t.push(1);break;case"fill":t.push(0);break;case"markers":t.push(2)}})),[0,1,2].forEach((function(e){-1===t.indexOf(e)&&t.push(e)})),t}},Bi={name:"-webkit-text-stroke-color",initialValue:"currentcolor",prefix:!1,type:3,format:"color"},Ei={name:"-webkit-text-stroke-width",initialValue:"0",type:0,prefix:!1,parse:function(e,A){return Ye(A)?A.number:0}},ki=function(){function e(e,A){var t,i;this.animationDuration=Wi(e,di,A.animationDuration),this.backgroundClip=Wi(e,WA,A.backgroundClip),this.backgroundColor=Wi(e,CA,A.backgroundColor),this.backgroundImage=Wi(e,YA,A.backgroundImage),this.backgroundOrigin=Wi(e,PA,A.backgroundOrigin),this.backgroundPosition=Wi(e,zA,A.backgroundPosition),this.backgroundRepeat=Wi(e,KA,A.backgroundRepeat),this.backgroundSize=Wi(e,VA,A.backgroundSize),this.borderTopColor=Wi(e,_A,A.borderTopColor),this.borderRightColor=Wi(e,$A,A.borderRightColor),this.borderBottomColor=Wi(e,et,A.borderBottomColor),this.borderLeftColor=Wi(e,At,A.borderLeftColor),this.borderTopLeftRadius=Wi(e,it,A.borderTopLeftRadius),this.borderTopRightRadius=Wi(e,nt,A.borderTopRightRadius),this.borderBottomRightRadius=Wi(e,st,A.borderBottomRightRadius),this.borderBottomLeftRadius=Wi(e,rt,A.borderBottomLeftRadius),this.borderTopStyle=Wi(e,ot,A.borderTopStyle),this.borderRightStyle=Wi(e,lt,A.borderRightStyle),this.borderBottomStyle=Wi(e,ct,A.borderBottomStyle),this.borderLeftStyle=Wi(e,gt,A.borderLeftStyle),this.borderTopWidth=Wi(e,dt,A.borderTopWidth),this.borderRightWidth=Wi(e,ht,A.borderRightWidth),this.borderBottomWidth=Wi(e,mt,A.borderBottomWidth),this.borderLeftWidth=Wi(e,pt,A.borderLeftWidth),this.boxShadow=Wi(e,pi,A.boxShadow),this.color=Wi(e,wt,A.color),this.direction=Wi(e,Bt,A.direction),this.display=Wi(e,Et,A.display),this.float=Wi(e,ft,A.cssFloat),this.fontFamily=Wi(e,ni,A.fontFamily),this.fontSize=Wi(e,si,A.fontSize),this.fontStyle=Wi(e,oi,A.fontStyle),this.fontVariant=Wi(e,ai,A.fontVariant),this.fontWeight=Wi(e,ri,A.fontWeight),this.letterSpacing=Wi(e,Ot,A.letterSpacing),this.lineBreak=Wi(e,Ct,A.lineBreak),this.lineHeight=Wi(e,xt,A.lineHeight),this.listStyleImage=Wi(e,Qt,A.listStyleImage),this.listStylePosition=Wi(e,yt,A.listStylePosition),this.listStyleType=Wi(e,vt,A.listStyleType),this.marginTop=Wi(e,Mt,A.marginTop),this.marginRight=Wi(e,Dt,A.marginRight),this.marginBottom=Wi(e,Ft,A.marginBottom),this.marginLeft=Wi(e,Ut,A.marginLeft),this.opacity=Wi(e,Ai,A.opacity);var n=Wi(e,Rt,A.overflow);this.overflowX=n[0],this.overflowY=n[n.length>1?1:0],this.overflowWrap=Wi(e,Nt,A.overflowWrap),this.paddingTop=Wi(e,St,A.paddingTop),this.paddingRight=Wi(e,Ht,A.paddingRight),this.paddingBottom=Wi(e,Lt,A.paddingBottom),this.paddingLeft=Wi(e,Gt,A.paddingLeft),this.paintOrder=Wi(e,wi,A.paintOrder),this.position=Wi(e,Yt,A.position),this.textAlign=Wi(e,jt,A.textAlign),this.textDecorationColor=Wi(e,ti,null!==(t=A.textDecorationColor)&&void 0!==t?t:A.color),this.textDecorationLine=Wi(e,ii,null!==(i=A.textDecorationLine)&&void 0!==i?i:A.textDecoration),this.textShadow=Wi(e,Pt,A.textShadow),this.textTransform=Wi(e,zt,A.textTransform),this.transform=Wi(e,Kt,A.transform),this.transformOrigin=Wi(e,Zt,A.transformOrigin),this.visibility=Wi(e,Xt,A.visibility),this.webkitTextStrokeColor=Wi(e,Bi,A.webkitTextStrokeColor),this.webkitTextStrokeWidth=Wi(e,Ei,A.webkitTextStrokeWidth),this.wordBreak=Wi(e,_t,A.wordBreak),this.zIndex=Wi(e,$t,A.zIndex)}return e.prototype.isVisible=function(){return this.display>0&&this.opacity>0&&0===this.visibility},e.prototype.isTransparent=function(){return dA(this.backgroundColor)},e.prototype.isTransformed=function(){return null!==this.transform},e.prototype.isPositioned=function(){return 0!==this.position},e.prototype.isPositionedWithZIndex=function(){return this.isPositioned()&&!this.zIndex.auto},e.prototype.isFloating=function(){return 0!==this.float},e.prototype.isInlineLevel=function(){return li(this.display,4)||li(this.display,33554432)||li(this.display,268435456)||li(this.display,536870912)||li(this.display,67108864)||li(this.display,134217728)},e}(),fi=function(e,A){this.content=Wi(e,ci,A.content),this.quotes=Wi(e,hi,A.quotes)},Oi=function(e,A){this.counterIncrement=Wi(e,gi,A.counterIncrement),this.counterReset=Wi(e,ui,A.counterReset)},Wi=function(e,A,t){var i=new Ge,n=null!=t?t.toString():A.initialValue;i.write(n);var s=new je(i.read());switch(A.type){case 2:var r=s.parseComponentValue();return A.parse(e,ze(r)?r.value:A.initialValue);case 0:return A.parse(e,s.parseComponentValue());case 1:return A.parse(e,s.parseComponentValues());case 4:return s.parseComponentValue();case 3:switch(A.format){case"angle":return oA(e,s.parseComponentValue());case"color":return uA(e,s.parseComponentValue());case"image":return LA(e,s.parseComponentValue());case"length":var a=s.parseComponentValue();return _e(a)?a:AA;case"length-percentage":var o=s.parseComponentValue();return $e(o)?o:AA;case"time":return ei.parse(e,s.parseComponentValue())}}},Ci=function(e,A){var t=function(e){switch(e.getAttribute("data-html2canvas-debug")){case"all":return 1;case"clone":return 2;case"parse":return 3;case"render":return 4;default:return 0}}(e);return 1===t||A===t},xi=function(e,A){this.context=e,this.textNodes=[],this.elements=[],this.flags=0,Ci(A,3),this.styles=new ki(e,window.getComputedStyle(A,null)),In(A)&&(this.styles.animationDuration.some((function(e){return e>0}))&&(A.style.animationDuration="0s"),null!==this.styles.transform&&(A.style.transform="none")),this.bounds=a(this.context,A),Ci(A,4)&&(this.flags|=16)},bi="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/",Qi="undefined"==typeof Uint8Array?[]:new Uint8Array(256),yi=0;yi<64;yi++)Qi[bi.charCodeAt(yi)]=yi;for(var vi=function(e,A,t){return e.slice?e.slice(A,t):new Uint16Array(Array.prototype.slice.call(e,A,t))},Ii=function(){function e(e,A,t,i,n,s){this.initialValue=e,this.errorValue=A,this.highStart=t,this.highValueIndex=i,this.index=n,this.data=s}return e.prototype.get=function(e){var A;if(e>=0){if(e<55296||e>56319&&e<=65535)return A=((A=this.index[e>>5])<<2)+(31&e),this.data[A];if(e<=65535)return A=((A=this.index[2048+(e-55296>>5)])<<2)+(31&e),this.data[A];if(e<this.highStart)return A=2080+(e>>11),A=this.index[A],A+=e>>5&63,A=((A=this.index[A])<<2)+(31&e),this.data[A];if(e<=1114111)return this.data[this.highValueIndex]}return this.errorValue},e}(),Mi="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/",Di="undefined"==typeof Uint8Array?[]:new Uint8Array(256),Fi=0;Fi<64;Fi++)Di[Mi.charCodeAt(Fi)]=Fi;var Ui,Ri=8,Ni=9,Ti=11,Si=12,Hi=function(){for(var e=[],A=0;A<arguments.length;A++)e[A]=arguments[A];if(String.fromCodePoint)return String.fromCodePoint.apply(String,e);var t=e.length;if(!t)return"";for(var i=[],n=-1,s="";++n<t;){var r=e[n];r<=65535?i.push(r):(r-=65536,i.push(55296+(r>>10),r%1024+56320)),(n+1===t||i.length>16384)&&(s+=String.fromCharCode.apply(String,i),i.length=0)}return s},Li=function(e,A){var t=function(e){var A,t,i,n,s,r=.75*e.length,a=e.length,o=0;"="===e[e.length-1]&&(r--,"="===e[e.length-2]&&r--);var l="undefined"!=typeof ArrayBuffer&&"undefined"!=typeof Uint8Array&&void 0!==Uint8Array.prototype.slice?new ArrayBuffer(r):new Array(r),c=Array.isArray(l)?l:new Uint8Array(l);for(A=0;A<a;A+=4)t=Qi[e.charCodeAt(A)],i=Qi[e.charCodeAt(A+1)],n=Qi[e.charCodeAt(A+2)],s=Qi[e.charCodeAt(A+3)],c[o++]=t<<2|i>>4,c[o++]=(15&i)<<4|n>>2,c[o++]=(3&n)<<6|63&s;return l}(e),i=Array.isArray(t)?function(e){for(var A=e.length,t=[],i=0;i<A;i+=4)t.push(e[i+3]<<24|e[i+2]<<16|e[i+1]<<8|e[i]);return t}(t):new Uint32Array(t),n=Array.isArray(t)?function(e){for(var A=e.length,t=[],i=0;i<A;i+=2)t.push(e[i+1]<<8|e[i]);return t}(t):new Uint16Array(t),s=vi(n,12,i[4]/2),r=2===i[5]?vi(n,(24+i[4])/2):function(e,A,t){return e.slice?e.slice(A,t):new Uint32Array(Array.prototype.slice.call(e,A,t))}(i,Math.ceil((24+i[4])/4));return new Ii(i[0],i[1],i[2],i[3],s,r)}("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"),Gi="×",ji=function(e){return Li.get(e)},Yi=function(e,A,t){var i=t-2,n=A[i],s=A[t-1],r=A[t];if(2===s&&3===r)return Gi;if(2===s||3===s||4===s)return"÷";if(2===r||3===r||4===r)return"÷";if(s===Ri&&-1!==[Ri,Ni,Ti,Si].indexOf(r))return Gi;if(!(s!==Ti&&s!==Ni||r!==Ni&&10!==r))return Gi;if((s===Si||10===s)&&10===r)return Gi;if(13===r||5===r)return Gi;if(7===r)return Gi;if(1===s)return Gi;if(13===s&&14===r){for(;5===n;)n=A[--i];if(14===n)return Gi}if(15===s&&15===r){for(var a=0;15===n;)a++,n=A[--i];if(a%2==0)return Gi}return"÷"},Pi=function(e){var A=function(e){for(var A=[],t=0,i=e.length;t<i;){var n=e.charCodeAt(t++);if(n>=55296&&n<=56319&&t<i){var s=e.charCodeAt(t++);56320==(64512&s)?A.push(((1023&n)<<10)+(1023&s)+65536):(A.push(n),t--)}else A.push(n)}return A}(e),t=A.length,i=0,n=0,s=A.map(ji);return{next:function(){if(i>=t)return{done:!0,value:null};for(var e=Gi;i<t&&(e=Yi(0,s,++i))===Gi;);if(e!==Gi||i===t){var r=Hi.apply(null,A.slice(n,i));return n=i,{value:r,done:!1}}return{done:!0,value:null}}}},zi=function(e){return 0===e[0]&&255===e[1]&&0===e[2]&&255===e[3]},Ki=function(e,A,t,i,n){var s="http://www.w3.org/2000/svg",r=document.createElementNS(s,"svg"),a=document.createElementNS(s,"foreignObject");return r.setAttributeNS(null,"width",e.toString()),r.setAttributeNS(null,"height",A.toString()),a.setAttributeNS(null,"width","100%"),a.setAttributeNS(null,"height","100%"),a.setAttributeNS(null,"x",t.toString()),a.setAttributeNS(null,"y",i.toString()),a.setAttributeNS(null,"externalResourcesRequired","true"),r.appendChild(a),a.appendChild(n),r},qi=function(e){return new Promise((function(A,t){var i=new Image;i.onload=function(){return A(i)},i.onerror=t,i.src="data:image/svg+xml;charset=utf-8,"+encodeURIComponent((new XMLSerializer).serializeToString(e))}))},Ji={get SUPPORT_RANGE_BOUNDS(){var e=function(e){if(e.createRange){var A=e.createRange();if(A.getBoundingClientRect){var t=e.createElement("boundtest");t.style.height="123px",t.style.display="block",e.body.appendChild(t),A.selectNode(t);var i=A.getBoundingClientRect(),n=Math.round(i.height);if(e.body.removeChild(t),123===n)return!0}}return!1}(document);return Object.defineProperty(Ji,"SUPPORT_RANGE_BOUNDS",{value:e}),e},get SUPPORT_WORD_BREAKING(){var e=Ji.SUPPORT_RANGE_BOUNDS&&function(e){var A=e.createElement("boundtest");A.style.width="50px",A.style.display="block",A.style.fontSize="12px",A.style.letterSpacing="0px",A.style.wordSpacing="0px",e.body.appendChild(A);var t=e.createRange();A.innerHTML="function"==typeof"".repeat?"&#128104;".repeat(10):"";var i=A.firstChild,n=o(i.data).map((function(e){return l(e)})),s=0,r={},a=n.every((function(e,A){t.setStart(i,s),t.setEnd(i,s+e.length);var n=t.getBoundingClientRect();s+=e.length;var a=n.x>r.x||n.y>r.y;return r=n,0===A||a}));return e.body.removeChild(A),a}(document);return Object.defineProperty(Ji,"SUPPORT_WORD_BREAKING",{value:e}),e},get SUPPORT_SVG_DRAWING(){var e=function(e){var A=new Image,t=e.createElement("canvas"),i=t.getContext("2d");if(!i)return!1;A.src="data:image/svg+xml,<svg xmlns='http://www.w3.org/2000/svg'></svg>";try{i.drawImage(A,0,0),t.toDataURL()}catch(e){return!1}return!0}(document);return Object.defineProperty(Ji,"SUPPORT_SVG_DRAWING",{value:e}),e},get SUPPORT_FOREIGNOBJECT_DRAWING(){var e="function"==typeof Array.from&&"function"==typeof window.fetch?function(e){var A=e.createElement("canvas"),t=100;A.width=t,A.height=t;var i=A.getContext("2d");if(!i)return Promise.reject(!1);i.fillStyle="rgb(0, 255, 0)",i.fillRect(0,0,t,t);var n=new Image,s=A.toDataURL();n.src=s;var r=Ki(t,t,0,0,n);return i.fillStyle="red",i.fillRect(0,0,t,t),qi(r).then((function(A){i.drawImage(A,0,0);var n=i.getImageData(0,0,t,t).data;i.fillStyle="red",i.fillRect(0,0,t,t);var r=e.createElement("div");return r.style.backgroundImage="url("+s+")",r.style.height=t+"px",zi(n)?qi(Ki(t,t,0,0,r)):Promise.reject(!1)})).then((function(e){return i.drawImage(e,0,0),zi(i.getImageData(0,0,t,t).data)})).catch((function(){return!1}))}(document):Promise.resolve(!1);return Object.defineProperty(Ji,"SUPPORT_FOREIGNOBJECT_DRAWING",{value:e}),e},get SUPPORT_CORS_IMAGES(){var e=void 0!==(new Image).crossOrigin;return Object.defineProperty(Ji,"SUPPORT_CORS_IMAGES",{value:e}),e},get SUPPORT_RESPONSE_TYPE(){var e="string"==typeof(new XMLHttpRequest).responseType;return Object.defineProperty(Ji,"SUPPORT_RESPONSE_TYPE",{value:e}),e},get SUPPORT_CORS_XHR(){var e="withCredentials"in new XMLHttpRequest;return Object.defineProperty(Ji,"SUPPORT_CORS_XHR",{value:e}),e},get SUPPORT_NATIVE_TEXT_SEGMENTATION(){var e=!("undefined"==typeof Intl||!Intl.Segmenter);return Object.defineProperty(Ji,"SUPPORT_NATIVE_TEXT_SEGMENTATION",{value:e}),e}},Vi=function(e,A){this.text=e,this.bounds=A},Zi=function(e,A){var t=A.ownerDocument;if(t){var i=t.createElement("html2canvaswrapper");i.appendChild(A.cloneNode(!0));var n=A.parentNode;if(n){n.replaceChild(i,A);var s=a(e,i);return i.firstChild&&n.replaceChild(i.firstChild,i),s}}return r.EMPTY},Xi=function(e,A,t){var i=e.ownerDocument;if(!i)throw new Error("Node has no owner document");var n=i.createRange();return n.setStart(e,A),n.setEnd(e,A+t),n},_i=function(e){if(Ji.SUPPORT_NATIVE_TEXT_SEGMENTATION){var A=new Intl.Segmenter(void 0,{granularity:"grapheme"});return Array.from(A.segment(e)).map((function(e){return e.segment}))}return function(e){for(var A,t=Pi(e),i=[];!(A=t.next()).done;)A.value&&i.push(A.value.slice());return i}(e)},$i=function(e,A){return 0!==A.letterSpacing?_i(e):function(e,A){if(Ji.SUPPORT_NATIVE_TEXT_SEGMENTATION){var t=new Intl.Segmenter(void 0,{granularity:"word"});return Array.from(t.segment(e)).map((function(e){return e.segment}))}return An(e,A)}(e,A)},en=[32,160,4961,65792,65793,4153,4241],An=function(e,A){for(var t,i=function(e,A){var t=o(e),i=se(t,A),n=i[0],s=i[1],r=i[2],a=t.length,l=0,c=0;return{next:function(){if(c>=a)return{done:!0,value:null};for(var e=K;c<a&&(e=ne(t,s,n,++c,r))===K;);if(e!==K||c===a){var A=new re(t,e,l,c);return l=c,{value:A,done:!1}}return{done:!0,value:null}}}}(e,{lineBreak:A.lineBreak,wordBreak:"break-word"===A.overflowWrap?"break-word":A.wordBreak}),n=[],s=function(){if(t.value){var e=t.value.slice(),A=o(e),i="";A.forEach((function(e){-1===en.indexOf(e)?i+=l(e):(i.length&&n.push(i),n.push(l(e)),i="")})),i.length&&n.push(i)}};!(t=i.next()).done;)s();return n},tn=function(e,A,t){this.text=nn(A.data,t.textTransform),this.textBounds=function(e,A,t,i){var n=$i(A,t),s=[],a=0;return n.forEach((function(A){if(t.textDecorationLine.length||A.trim().length>0)if(Ji.SUPPORT_RANGE_BOUNDS){var n=Xi(i,a,A.length).getClientRects();if(n.length>1){var o=_i(A),l=0;o.forEach((function(A){s.push(new Vi(A,r.fromDOMRectList(e,Xi(i,l+a,A.length).getClientRects()))),l+=A.length}))}else s.push(new Vi(A,r.fromDOMRectList(e,n)))}else{var c=i.splitText(A.length);s.push(new Vi(A,Zi(e,i))),i=c}else Ji.SUPPORT_RANGE_BOUNDS||(i=i.splitText(A.length));a+=A.length})),s}(e,this.text,t,A)},nn=function(e,A){switch(A){case 1:return e.toLowerCase();case 3:return e.replace(sn,rn);case 2:return e.toUpperCase();default:return e}},sn=/(^|\s|:|-|\(|\))([a-z])/g,rn=function(e,A,t){return e.length>0?A+t.toUpperCase():e},an=function(e){function t(A,t){var i=e.call(this,A,t)||this;return i.src=t.currentSrc||t.src,i.intrinsicWidth=t.naturalWidth,i.intrinsicHeight=t.naturalHeight,i.context.cache.addImage(i.src),i}return A(t,e),t}(xi),on=function(e){function t(A,t){var i=e.call(this,A,t)||this;return i.canvas=t,i.intrinsicWidth=t.width,i.intrinsicHeight=t.height,i}return A(t,e),t}(xi),ln=function(e){function t(A,t){var i=e.call(this,A,t)||this,n=new XMLSerializer,s=a(A,t);return t.setAttribute("width",s.width+"px"),t.setAttribute("height",s.height+"px"),i.svg="data:image/svg+xml,"+encodeURIComponent(n.serializeToString(t)),i.intrinsicWidth=t.width.baseVal.value,i.intrinsicHeight=t.height.baseVal.value,i.context.cache.addImage(i.svg),i}return A(t,e),t}(xi),cn=function(e){function t(A,t){var i=e.call(this,A,t)||this;return i.value=t.value,i}return A(t,e),t}(xi),gn=function(e){function t(A,t){var i=e.call(this,A,t)||this;return i.start=t.start,i.reversed="boolean"==typeof t.reversed&&!0===t.reversed,i}return A(t,e),t}(xi),un=[{type:15,flags:0,unit:"px",number:3}],dn=[{type:16,flags:0,number:50}],hn="checkbox",mn="radio",pn="password",wn=707406591,Bn=function(e){function t(A,t){var i,n,s,a=e.call(this,A,t)||this;switch(a.type=t.type.toLowerCase(),a.checked=t.checked,a.value=0===(s=(n=t).type===pn?new Array(n.value.length+1).join("•"):n.value).length?n.placeholder||"":s,a.type!==hn&&a.type!==mn||(a.styles.backgroundColor=3739148031,a.styles.borderTopColor=a.styles.borderRightColor=a.styles.borderBottomColor=a.styles.borderLeftColor=2779096575,a.styles.borderTopWidth=a.styles.borderRightWidth=a.styles.borderBottomWidth=a.styles.borderLeftWidth=1,a.styles.borderTopStyle=a.styles.borderRightStyle=a.styles.borderBottomStyle=a.styles.borderLeftStyle=1,a.styles.backgroundClip=[0],a.styles.backgroundOrigin=[0],a.bounds=(i=a.bounds).width>i.height?new r(i.left+(i.width-i.height)/2,i.top,i.height,i.height):i.width<i.height?new r(i.left,i.top+(i.height-i.width)/2,i.width,i.width):i),a.type){case hn:a.styles.borderTopRightRadius=a.styles.borderTopLeftRadius=a.styles.borderBottomRightRadius=a.styles.borderBottomLeftRadius=un;break;case mn:a.styles.borderTopRightRadius=a.styles.borderTopLeftRadius=a.styles.borderBottomRightRadius=a.styles.borderBottomLeftRadius=dn}return a}return A(t,e),t}(xi),En=function(e){function t(A,t){var i=e.call(this,A,t)||this,n=t.options[t.selectedIndex||0];return i.value=n&&n.text||"",i}return A(t,e),t}(xi),kn=function(e){function t(A,t){var i=e.call(this,A,t)||this;return i.value=t.value,i}return A(t,e),t}(xi),fn=function(e){function t(A,t){var i=e.call(this,A,t)||this;i.src=t.src,i.width=parseInt(t.width,10)||0,i.height=parseInt(t.height,10)||0,i.backgroundColor=i.styles.backgroundColor;try{if(t.contentWindow&&t.contentWindow.document&&t.contentWindow.document.documentElement){i.tree=xn(A,t.contentWindow.document.documentElement);var n=t.contentWindow.document.documentElement?fA(A,getComputedStyle(t.contentWindow.document.documentElement).backgroundColor):OA.TRANSPARENT,s=t.contentWindow.document.body?fA(A,getComputedStyle(t.contentWindow.document.body).backgroundColor):OA.TRANSPARENT;i.backgroundColor=dA(n)?dA(s)?i.styles.backgroundColor:s:n}}catch(e){}return i}return A(t,e),t}(xi),On=["OL","UL","MENU"],Wn=function(e,A,t,i){for(var n=A.firstChild,s=void 0;n;n=s)if(s=n.nextSibling,yn(n)&&n.data.trim().length>0)t.textNodes.push(new tn(e,n,t.styles));else if(vn(n))if(Pn(n)&&n.assignedNodes)n.assignedNodes().forEach((function(A){return Wn(e,A,t,i)}));else{var r=Cn(e,n);r.styles.isVisible()&&(bn(n,r,i)?r.flags|=4:Qn(r.styles)&&(r.flags|=2),-1!==On.indexOf(n.tagName)&&(r.flags|=8),t.elements.push(r),n.slot,n.shadowRoot?Wn(e,n.shadowRoot,r,i):jn(n)||Rn(n)||Yn(n)||Wn(e,n,r,i))}},Cn=function(e,A){return Hn(A)?new an(e,A):Tn(A)?new on(e,A):Rn(A)?new ln(e,A):Dn(A)?new cn(e,A):Fn(A)?new gn(e,A):Un(A)?new Bn(e,A):Yn(A)?new En(e,A):jn(A)?new kn(e,A):Ln(A)?new fn(e,A):new xi(e,A)},xn=function(e,A){var t=Cn(e,A);return t.flags|=4,Wn(e,A,t,t),t},bn=function(e,A,t){return A.styles.isPositionedWithZIndex()||A.styles.opacity<1||A.styles.isTransformed()||Nn(e)&&t.styles.isTransparent()},Qn=function(e){return e.isPositioned()||e.isFloating()},yn=function(e){return e.nodeType===Node.TEXT_NODE},vn=function(e){return e.nodeType===Node.ELEMENT_NODE},In=function(e){return vn(e)&&void 0!==e.style&&!Mn(e)},Mn=function(e){return"object"==typeof e.className},Dn=function(e){return"LI"===e.tagName},Fn=function(e){return"OL"===e.tagName},Un=function(e){return"INPUT"===e.tagName},Rn=function(e){return"svg"===e.tagName},Nn=function(e){return"BODY"===e.tagName},Tn=function(e){return"CANVAS"===e.tagName},Sn=function(e){return"VIDEO"===e.tagName},Hn=function(e){return"IMG"===e.tagName},Ln=function(e){return"IFRAME"===e.tagName},Gn=function(e){return"STYLE"===e.tagName},jn=function(e){return"TEXTAREA"===e.tagName},Yn=function(e){return"SELECT"===e.tagName},Pn=function(e){return"SLOT"===e.tagName},zn=function(e){return e.tagName.indexOf("-")>0},Kn=function(){function e(){this.counters={}}return e.prototype.getCounterValue=function(e){var A=this.counters[e];return A&&A.length?A[A.length-1]:1},e.prototype.getCounterValues=function(e){return this.counters[e]||[]},e.prototype.pop=function(e){var A=this;e.forEach((function(e){return A.counters[e].pop()}))},e.prototype.parse=function(e){var A=this,t=e.counterIncrement,i=e.counterReset,n=!0;null!==t&&t.forEach((function(e){var t=A.counters[e.counter];t&&0!==e.increment&&(n=!1,t.length||t.push(1),t[Math.max(0,t.length-1)]+=e.increment)}));var s=[];return n&&i.forEach((function(e){var t=A.counters[e.counter];s.push(e.counter),t||(t=A.counters[e.counter]=[]),t.push(e.reset)})),s},e}(),qn={integers:[1e3,900,500,400,100,90,50,40,10,9,5,4,1],values:["M","CM","D","CD","C","XC","L","XL","X","IX","V","IV","I"]},Jn={integers:[9e3,8e3,7e3,6e3,5e3,4e3,3e3,2e3,1e3,900,800,700,600,500,400,300,200,100,90,80,70,60,50,40,30,20,10,9,8,7,6,5,4,3,2,1],values:["Ք","Փ","Ւ","Ց","Ր","Տ","Վ","Ս","Ռ","Ջ","Պ","Չ","Ո","Շ","Ն","Յ","Մ","Ճ","Ղ","Ձ","Հ","Կ","Ծ","Խ","Լ","Ի","Ժ","Թ","Ը","Է","Զ","Ե","Դ","Գ","Բ","Ա"]},Vn={integers:[1e4,9e3,8e3,7e3,6e3,5e3,4e3,3e3,2e3,1e3,400,300,200,100,90,80,70,60,50,40,30,20,19,18,17,16,15,10,9,8,7,6,5,4,3,2,1],values:["י׳","ט׳","ח׳","ז׳","ו׳","ה׳","ד׳","ג׳","ב׳","א׳","ת","ש","ר","ק","צ","פ","ע","ס","נ","מ","ל","כ","יט","יח","יז","טז","טו","י","ט","ח","ז","ו","ה","ד","ג","ב","א"]},Zn={integers:[1e4,9e3,8e3,7e3,6e3,5e3,4e3,3e3,2e3,1e3,900,800,700,600,500,400,300,200,100,90,80,70,60,50,40,30,20,10,9,8,7,6,5,4,3,2,1],values:["ჵ","ჰ","ჯ","ჴ","ხ","ჭ","წ","ძ","ც","ჩ","შ","ყ","ღ","ქ","ფ","ჳ","ტ","ს","რ","ჟ","პ","ო","ჲ","ნ","მ","ლ","კ","ი","თ","ჱ","ზ","ვ","ე","დ","გ","ბ","ა"]},Xn=function(e,A,t,i,n,s){return e<A||e>t?rs(e,n,s.length>0):i.integers.reduce((function(A,t,n){for(;e>=t;)e-=t,A+=i.values[n];return A}),"")+s},_n=function(e,A,t,i){var n="";do{t||e--,n=i(e)+n,e/=A}while(e*A>=A);return n},$n=function(e,A,t,i,n){var s=t-A+1;return(e<0?"-":"")+(_n(Math.abs(e),s,i,(function(e){return l(Math.floor(e%s)+A)}))+n)},es=function(e,A,t){void 0===t&&(t=". ");var i=A.length;return _n(Math.abs(e),i,!1,(function(e){return A[Math.floor(e%i)]}))+t},As=function(e,A,t,i,n,s){if(e<-9999||e>9999)return rs(e,4,n.length>0);var r=Math.abs(e),a=n;if(0===r)return A[0]+a;for(var o=0;r>0&&o<=4;o++){var l=r%10;0===l&&li(s,1)&&""!==a?a=A[l]+a:l>1||1===l&&0===o||1===l&&1===o&&li(s,2)||1===l&&1===o&&li(s,4)&&e>100||1===l&&o>1&&li(s,8)?a=A[l]+(o>0?t[o-1]:"")+a:1===l&&o>0&&(a=t[o-1]+a),r=Math.floor(r/10)}return(e<0?i:"")+a},ts="十百千萬",is="拾佰仟萬",ns="マイナス",ss="마이너스",rs=function(e,A,t){var i=t?". ":"",n=t?"、":"",s=t?", ":"",r=t?" ":"";switch(A){case 0:return"•"+r;case 1:return"◦"+r;case 2:return"◾"+r;case 5:var a=$n(e,48,57,!0,i);return a.length<4?"0"+a:a;case 4:return es(e,"〇一二三四五六七八九",n);case 6:return Xn(e,1,3999,qn,3,i).toLowerCase();case 7:return Xn(e,1,3999,qn,3,i);case 8:return $n(e,945,969,!1,i);case 9:return $n(e,97,122,!1,i);case 10:return $n(e,65,90,!1,i);case 11:return $n(e,1632,1641,!0,i);case 12:case 49:return Xn(e,1,9999,Jn,3,i);case 35:return Xn(e,1,9999,Jn,3,i).toLowerCase();case 13:return $n(e,2534,2543,!0,i);case 14:case 30:return $n(e,6112,6121,!0,i);case 15:return es(e,"子丑寅卯辰巳午未申酉戌亥",n);case 16:return es(e,"甲乙丙丁戊己庚辛壬癸",n);case 17:case 48:return As(e,"零一二三四五六七八九",ts,"負",n,14);case 47:return As(e,"零壹貳參肆伍陸柒捌玖",is,"負",n,15);case 42:return As(e,"零一二三四五六七八九",ts,"负",n,14);case 41:return As(e,"零壹贰叁肆伍陆柒捌玖",is,"负",n,15);case 26:return As(e,"〇一二三四五六七八九","十百千万",ns,n,0);case 25:return As(e,"零壱弐参四伍六七八九","拾百千万",ns,n,7);case 31:return As(e,"영일이삼사오육칠팔구","십백천만",ss,s,7);case 33:return As(e,"零一二三四五六七八九","十百千萬",ss,s,0);case 32:return As(e,"零壹貳參四五六七八九","拾百千",ss,s,7);case 18:return $n(e,2406,2415,!0,i);case 20:return Xn(e,1,19999,Zn,3,i);case 21:return $n(e,2790,2799,!0,i);case 22:return $n(e,2662,2671,!0,i);case 22:return Xn(e,1,10999,Vn,3,i);case 23:return es(e,"あいうえおかきくけこさしすせそたちつてとなにぬねのはひふへほまみむめもやゆよらりるれろわゐゑをん");case 24:return es(e,"いろはにほへとちりぬるをわかよたれそつねならむうゐのおくやまけふこえてあさきゆめみしゑひもせす");case 27:return $n(e,3302,3311,!0,i);case 28:return es(e,"アイウエオカキクケコサシスセソタチツテトナニヌネノハヒフヘホマミムメモヤユヨラリルレロワヰヱヲン",n);case 29:return es(e,"イロハニホヘトチリヌルヲワカヨタレソツネナラムウヰノオクヤマケフコエテアサキユメミシヱヒモセス",n);case 34:return $n(e,3792,3801,!0,i);case 37:return $n(e,6160,6169,!0,i);case 38:return $n(e,4160,4169,!0,i);case 39:return $n(e,2918,2927,!0,i);case 40:return $n(e,1776,1785,!0,i);case 43:return $n(e,3046,3055,!0,i);case 44:return $n(e,3174,3183,!0,i);case 45:return $n(e,3664,3673,!0,i);case 46:return $n(e,3872,3881,!0,i);default:return $n(e,48,57,!0,i)}},as="data-html2canvas-ignore",os=function(){function e(e,A,t){if(this.context=e,this.options=t,this.scrolledElements=[],this.referenceElement=A,this.counters=new Kn,this.quoteDepth=0,!A.ownerDocument)throw new Error("Cloned element does not have an owner document");this.documentElement=this.cloneNode(A.ownerDocument.documentElement,!1)}return e.prototype.toIFrame=function(e,A){var t=this,s=cs(e,A);if(!s.contentWindow)return Promise.reject("Unable to find iframe window");var r=e.defaultView.pageXOffset,a=e.defaultView.pageYOffset,o=s.contentWindow,l=o.document,c=ds(s).then((function(){return i(t,void 0,void 0,(function(){var e,t;return n(this,(function(i){switch(i.label){case 0:return this.scrolledElements.forEach(Bs),o&&(o.scrollTo(A.left,A.top),!/(iPad|iPhone|iPod)/g.test(navigator.userAgent)||o.scrollY===A.top&&o.scrollX===A.left||(this.context.logger.warn("Unable to restore scroll position for cloned document"),this.context.windowBounds=this.context.windowBounds.add(o.scrollX-A.left,o.scrollY-A.top,0,0))),e=this.options.onclone,void 0===(t=this.clonedReferenceElement)?[2,Promise.reject("Error finding the "+this.referenceElement.nodeName+" in the cloned document")]:l.fonts&&l.fonts.ready?[4,l.fonts.ready]:[3,2];case 1:i.sent(),i.label=2;case 2:return/(AppleWebKit)/g.test(navigator.userAgent)?[4,us(l)]:[3,4];case 3:i.sent(),i.label=4;case 4:return"function"==typeof e?[2,Promise.resolve().then((function(){return e(l,t)})).then((function(){return s}))]:[2,s]}}))}))}));return l.open(),l.write(ps(document.doctype)+"<html></html>"),ws(this.referenceElement.ownerDocument,r,a),l.replaceChild(l.adoptNode(this.documentElement),l.documentElement),l.close(),c},e.prototype.createElementClone=function(e){if(Ci(e,2),Tn(e))return this.createCanvasClone(e);if(Sn(e))return this.createVideoClone(e);if(Gn(e))return this.createStyleClone(e);var A=e.cloneNode(!1);return Hn(A)&&(Hn(e)&&e.currentSrc&&e.currentSrc!==e.src&&(A.src=e.currentSrc,A.srcset=""),"lazy"===A.loading&&(A.loading="eager")),zn(A)?this.createCustomElementClone(A):A},e.prototype.createCustomElementClone=function(e){var A=document.createElement("html2canvascustomelement");return ms(e.style,A),A},e.prototype.createStyleClone=function(e){try{var A=e.sheet;if(A&&A.cssRules){var t=[].slice.call(A.cssRules,0).reduce((function(e,A){return A&&"string"==typeof A.cssText?e+A.cssText:e}),""),i=e.cloneNode(!1);return i.textContent=t,i}}catch(e){if(this.context.logger.error("Unable to access cssRules property",e),"SecurityError"!==e.name)throw e}return e.cloneNode(!1)},e.prototype.createCanvasClone=function(e){var A;if(this.options.inlineImages&&e.ownerDocument){var t=e.ownerDocument.createElement("img");try{return t.src=e.toDataURL(),t}catch(A){this.context.logger.info("Unable to inline canvas contents, canvas is tainted",e)}}var i=e.cloneNode(!1);try{i.width=e.width,i.height=e.height;var n=e.getContext("2d"),s=i.getContext("2d");if(s)if(!this.options.allowTaint&&n)s.putImageData(n.getImageData(0,0,e.width,e.height),0,0);else{var r=null!==(A=e.getContext("webgl2"))&&void 0!==A?A:e.getContext("webgl");if(r){var a=r.getContextAttributes();!1===(null==a?void 0:a.preserveDrawingBuffer)&&this.context.logger.warn("Unable to clone WebGL context as it has preserveDrawingBuffer=false",e)}s.drawImage(e,0,0)}return i}catch(A){this.context.logger.info("Unable to clone canvas as it is tainted",e)}return i},e.prototype.createVideoClone=function(e){var A=e.ownerDocument.createElement("canvas");A.width=e.offsetWidth,A.height=e.offsetHeight;var t=A.getContext("2d");try{return t&&(t.drawImage(e,0,0,A.width,A.height),this.options.allowTaint||t.getImageData(0,0,A.width,A.height)),A}catch(A){this.context.logger.info("Unable to clone video as it is tainted",e)}var i=e.ownerDocument.createElement("canvas");return i.width=e.offsetWidth,i.height=e.offsetHeight,i},e.prototype.appendChildNode=function(e,A,t){vn(A)&&("SCRIPT"===A.tagName||A.hasAttribute(as)||"function"==typeof this.options.ignoreElements&&this.options.ignoreElements(A))||this.options.copyStyles&&vn(A)&&Gn(A)||e.appendChild(this.cloneNode(A,t))},e.prototype.cloneChildNodes=function(e,A,t){for(var i=this,n=e.shadowRoot?e.shadowRoot.firstChild:e.firstChild;n;n=n.nextSibling)if(vn(n)&&Pn(n)&&"function"==typeof n.assignedNodes){var s=n.assignedNodes();s.length&&s.forEach((function(e){return i.appendChildNode(A,e,t)}))}else this.appendChildNode(A,n,t)},e.prototype.cloneNode=function(e,A){if(yn(e))return document.createTextNode(e.data);if(!e.ownerDocument)return e.cloneNode(!1);var t=e.ownerDocument.defaultView;if(t&&vn(e)&&(In(e)||Mn(e))){var i=this.createElementClone(e);i.style.transitionProperty="none";var n=t.getComputedStyle(e),s=t.getComputedStyle(e,":before"),r=t.getComputedStyle(e,":after");this.referenceElement===e&&In(i)&&(this.clonedReferenceElement=i),Nn(i)&&Os(i);var a=this.counters.parse(new Oi(this.context,n)),o=this.resolvePseudoContent(e,i,s,Ui.BEFORE);zn(e)&&(A=!0),Sn(e)||this.cloneChildNodes(e,i,A),o&&i.insertBefore(o,i.firstChild);var l=this.resolvePseudoContent(e,i,r,Ui.AFTER);return l&&i.appendChild(l),this.counters.pop(a),(n&&(this.options.copyStyles||Mn(e))&&!Ln(e)||A)&&ms(n,i),0===e.scrollTop&&0===e.scrollLeft||this.scrolledElements.push([i,e.scrollLeft,e.scrollTop]),(jn(e)||Yn(e))&&(jn(i)||Yn(i))&&(i.value=e.value),i}return e.cloneNode(!1)},e.prototype.resolvePseudoContent=function(e,A,t,i){var n=this;if(t){var s=t.content,r=A.ownerDocument;if(r&&s&&"none"!==s&&"-moz-alt-content"!==s&&"none"!==t.display){this.counters.parse(new Oi(this.context,t));var a=new fi(this.context,t),o=r.createElement("html2canvaspseudoelement");ms(t,o),a.content.forEach((function(A){if(0===A.type)o.appendChild(r.createTextNode(A.value));else if(22===A.type){var t=r.createElement("img");t.src=A.value,t.style.opacity="1",o.appendChild(t)}else if(18===A.type){if("attr"===A.name){var i=A.values.filter(ze);i.length&&o.appendChild(r.createTextNode(e.getAttribute(i[0].value)||""))}else if("counter"===A.name){var s=A.values.filter(Ve),l=s[0],c=s[1];if(l&&ze(l)){var g=n.counters.getCounterValue(l.value),u=c&&ze(c)?vt.parse(n.context,c.value):3;o.appendChild(r.createTextNode(rs(g,u,!1)))}}else if("counters"===A.name){var d=A.values.filter(Ve),h=(l=d[0],d[1]);if(c=d[2],l&&ze(l)){var m=n.counters.getCounterValues(l.value),p=c&&ze(c)?vt.parse(n.context,c.value):3,w=h&&0===h.type?h.value:"",B=m.map((function(e){return rs(e,p,!1)})).join(w);o.appendChild(r.createTextNode(B))}}}else if(20===A.type)switch(A.value){case"open-quote":o.appendChild(r.createTextNode(mi(a.quotes,n.quoteDepth++,!0)));break;case"close-quote":o.appendChild(r.createTextNode(mi(a.quotes,--n.quoteDepth,!1)));break;default:o.appendChild(r.createTextNode(A.value))}})),o.className=Es+" "+ks;var l=i===Ui.BEFORE?" "+Es:" "+ks;return Mn(A)?A.className.baseValue+=l:A.className+=l,o}}},e.destroy=function(e){return!!e.parentNode&&(e.parentNode.removeChild(e),!0)},e}();!function(e){e[e.BEFORE=0]="BEFORE",e[e.AFTER=1]="AFTER"}(Ui||(Ui={}));var ls,cs=function(e,A){var t=e.createElement("iframe");return t.className="html2canvas-container",t.style.visibility="hidden",t.style.position="fixed",t.style.left="-10000px",t.style.top="0px",t.style.border="0",t.width=A.width.toString(),t.height=A.height.toString(),t.scrolling="no",t.setAttribute(as,"true"),e.body.appendChild(t),t},gs=function(e){return new Promise((function(A){e.complete?A():e.src?(e.onload=A,e.onerror=A):A()}))},us=function(e){return Promise.all([].slice.call(e.images,0).map(gs))},ds=function(e){return new Promise((function(A,t){var i=e.contentWindow;if(!i)return t("No window assigned for iframe");var n=i.document;i.onload=e.onload=function(){i.onload=e.onload=null;var t=setInterval((function(){n.body.childNodes.length>0&&"complete"===n.readyState&&(clearInterval(t),A(e))}),50)}}))},hs=["all","d","content"],ms=function(e,A){for(var t=e.length-1;t>=0;t--){var i=e.item(t);-1===hs.indexOf(i)&&A.style.setProperty(i,e.getPropertyValue(i))}return A},ps=function(e){var A="";return e&&(A+="<!DOCTYPE ",e.name&&(A+=e.name),e.internalSubset&&(A+=e.internalSubset),e.publicId&&(A+='"'+e.publicId+'"'),e.systemId&&(A+='"'+e.systemId+'"'),A+=">"),A},ws=function(e,A,t){e&&e.defaultView&&(A!==e.defaultView.pageXOffset||t!==e.defaultView.pageYOffset)&&e.defaultView.scrollTo(A,t)},Bs=function(e){var A=e[0],t=e[1],i=e[2];A.scrollLeft=t,A.scrollTop=i},Es="___html2canvas___pseudoelement_before",ks="___html2canvas___pseudoelement_after",fs='{\n content: "" !important;\n display: none !important;\n}',Os=function(e){Ws(e,"."+Es+":before"+fs+"\n ."+ks+":after"+fs)},Ws=function(e,A){var t=e.ownerDocument;if(t){var i=t.createElement("style");i.textContent=A,e.appendChild(i)}},Cs=function(){function e(){}return e.getOrigin=function(A){var t=e._link;return t?(t.href=A,t.href=t.href,t.protocol+t.hostname+t.port):"about:blank"},e.isSameOrigin=function(A){return e.getOrigin(A)===e._origin},e.setContext=function(A){e._link=A.document.createElement("a"),e._origin=e.getOrigin(A.location.href)},e._origin="about:blank",e}(),xs=function(){function e(e,A){this.context=e,this._options=A,this._cache={}}return e.prototype.addImage=function(e){var A=Promise.resolve();return this.has(e)?A:Ds(e)||vs(e)?((this._cache[e]=this.loadImage(e)).catch((function(){})),A):A},e.prototype.match=function(e){return this._cache[e]},e.prototype.loadImage=function(e){return i(this,void 0,void 0,(function(){var A,t,i,s,r=this;return n(this,(function(n){switch(n.label){case 0:return A=Cs.isSameOrigin(e),t=!Is(e)&&!0===this._options.useCORS&&Ji.SUPPORT_CORS_IMAGES&&!A,i=!Is(e)&&!A&&!Ds(e)&&"string"==typeof this._options.proxy&&Ji.SUPPORT_CORS_XHR&&!t,A||!1!==this._options.allowTaint||Is(e)||Ds(e)||i||t?(s=e,i?[4,this.proxy(s)]:[3,2]):[2];case 1:s=n.sent(),n.label=2;case 2:return this.context.logger.debug("Added image "+e.substring(0,256)),[4,new Promise((function(e,A){var i=new Image;i.onload=function(){return e(i)},i.onerror=A,(Ms(s)||t)&&(i.crossOrigin="anonymous"),i.src=s,!0===i.complete&&setTimeout((function(){return e(i)}),500),r._options.imageTimeout>0&&setTimeout((function(){return A("Timed out ("+r._options.imageTimeout+"ms) loading image")}),r._options.imageTimeout)}))];case 3:return[2,n.sent()]}}))}))},e.prototype.has=function(e){return void 0!==this._cache[e]},e.prototype.keys=function(){return Promise.resolve(Object.keys(this._cache))},e.prototype.proxy=function(e){var A=this,t=this._options.proxy;if(!t)throw new Error("No proxy defined");var i=e.substring(0,256);return new Promise((function(n,s){var r=Ji.SUPPORT_RESPONSE_TYPE?"blob":"text",a=new XMLHttpRequest;a.onload=function(){if(200===a.status)if("text"===r)n(a.response);else{var e=new FileReader;e.addEventListener("load",(function(){return n(e.result)}),!1),e.addEventListener("error",(function(e){return s(e)}),!1),e.readAsDataURL(a.response)}else s("Failed to proxy resource "+i+" with status code "+a.status)},a.onerror=s;var o=t.indexOf("?")>-1?"&":"?";if(a.open("GET",""+t+o+"url="+encodeURIComponent(e)+"&responseType="+r),"text"!==r&&a instanceof XMLHttpRequest&&(a.responseType=r),A._options.imageTimeout){var l=A._options.imageTimeout;a.timeout=l,a.ontimeout=function(){return s("Timed out ("+l+"ms) proxying "+i)}}a.send()}))},e}(),bs=/^data:image\/svg\+xml/i,Qs=/^data:image\/.*;base64,/i,ys=/^data:image\/.*/i,vs=function(e){return Ji.SUPPORT_SVG_DRAWING||!Fs(e)},Is=function(e){return ys.test(e)},Ms=function(e){return Qs.test(e)},Ds=function(e){return"blob"===e.substr(0,4)},Fs=function(e){return"svg"===e.substr(-3).toLowerCase()||bs.test(e)},Us=function(){function e(e,A){this.type=0,this.x=e,this.y=A}return e.prototype.add=function(A,t){return new e(this.x+A,this.y+t)},e}(),Rs=function(e,A,t){return new Us(e.x+(A.x-e.x)*t,e.y+(A.y-e.y)*t)},Ns=function(){function e(e,A,t,i){this.type=1,this.start=e,this.startControl=A,this.endControl=t,this.end=i}return e.prototype.subdivide=function(A,t){var i=Rs(this.start,this.startControl,A),n=Rs(this.startControl,this.endControl,A),s=Rs(this.endControl,this.end,A),r=Rs(i,n,A),a=Rs(n,s,A),o=Rs(r,a,A);return t?new e(this.start,i,r,o):new e(o,a,s,this.end)},e.prototype.add=function(A,t){return new e(this.start.add(A,t),this.startControl.add(A,t),this.endControl.add(A,t),this.end.add(A,t))},e.prototype.reverse=function(){return new e(this.end,this.endControl,this.startControl,this.start)},e}(),Ts=function(e){return 1===e.type},Ss=function(e){var A=e.styles,t=e.bounds,i=nA(A.borderTopLeftRadius,t.width,t.height),n=i[0],s=i[1],r=nA(A.borderTopRightRadius,t.width,t.height),a=r[0],o=r[1],l=nA(A.borderBottomRightRadius,t.width,t.height),c=l[0],g=l[1],u=nA(A.borderBottomLeftRadius,t.width,t.height),d=u[0],h=u[1],m=[];m.push((n+a)/t.width),m.push((d+c)/t.width),m.push((s+h)/t.height),m.push((o+g)/t.height);var p=Math.max.apply(Math,m);p>1&&(n/=p,s/=p,a/=p,o/=p,c/=p,g/=p,d/=p,h/=p);var w=t.width-a,B=t.height-g,E=t.width-c,k=t.height-h,f=A.borderTopWidth,O=A.borderRightWidth,W=A.borderBottomWidth,C=A.borderLeftWidth,x=sA(A.paddingTop,e.bounds.width),b=sA(A.paddingRight,e.bounds.width),Q=sA(A.paddingBottom,e.bounds.width),y=sA(A.paddingLeft,e.bounds.width);this.topLeftBorderDoubleOuterBox=n>0||s>0?Hs(t.left+C/3,t.top+f/3,n-C/3,s-f/3,ls.TOP_LEFT):new Us(t.left+C/3,t.top+f/3),this.topRightBorderDoubleOuterBox=n>0||s>0?Hs(t.left+w,t.top+f/3,a-O/3,o-f/3,ls.TOP_RIGHT):new Us(t.left+t.width-O/3,t.top+f/3),this.bottomRightBorderDoubleOuterBox=c>0||g>0?Hs(t.left+E,t.top+B,c-O/3,g-W/3,ls.BOTTOM_RIGHT):new Us(t.left+t.width-O/3,t.top+t.height-W/3),this.bottomLeftBorderDoubleOuterBox=d>0||h>0?Hs(t.left+C/3,t.top+k,d-C/3,h-W/3,ls.BOTTOM_LEFT):new Us(t.left+C/3,t.top+t.height-W/3),this.topLeftBorderDoubleInnerBox=n>0||s>0?Hs(t.left+2*C/3,t.top+2*f/3,n-2*C/3,s-2*f/3,ls.TOP_LEFT):new Us(t.left+2*C/3,t.top+2*f/3),this.topRightBorderDoubleInnerBox=n>0||s>0?Hs(t.left+w,t.top+2*f/3,a-2*O/3,o-2*f/3,ls.TOP_RIGHT):new Us(t.left+t.width-2*O/3,t.top+2*f/3),this.bottomRightBorderDoubleInnerBox=c>0||g>0?Hs(t.left+E,t.top+B,c-2*O/3,g-2*W/3,ls.BOTTOM_RIGHT):new Us(t.left+t.width-2*O/3,t.top+t.height-2*W/3),this.bottomLeftBorderDoubleInnerBox=d>0||h>0?Hs(t.left+2*C/3,t.top+k,d-2*C/3,h-2*W/3,ls.BOTTOM_LEFT):new Us(t.left+2*C/3,t.top+t.height-2*W/3),this.topLeftBorderStroke=n>0||s>0?Hs(t.left+C/2,t.top+f/2,n-C/2,s-f/2,ls.TOP_LEFT):new Us(t.left+C/2,t.top+f/2),this.topRightBorderStroke=n>0||s>0?Hs(t.left+w,t.top+f/2,a-O/2,o-f/2,ls.TOP_RIGHT):new Us(t.left+t.width-O/2,t.top+f/2),this.bottomRightBorderStroke=c>0||g>0?Hs(t.left+E,t.top+B,c-O/2,g-W/2,ls.BOTTOM_RIGHT):new Us(t.left+t.width-O/2,t.top+t.height-W/2),this.bottomLeftBorderStroke=d>0||h>0?Hs(t.left+C/2,t.top+k,d-C/2,h-W/2,ls.BOTTOM_LEFT):new Us(t.left+C/2,t.top+t.height-W/2),this.topLeftBorderBox=n>0||s>0?Hs(t.left,t.top,n,s,ls.TOP_LEFT):new Us(t.left,t.top),this.topRightBorderBox=a>0||o>0?Hs(t.left+w,t.top,a,o,ls.TOP_RIGHT):new Us(t.left+t.width,t.top),this.bottomRightBorderBox=c>0||g>0?Hs(t.left+E,t.top+B,c,g,ls.BOTTOM_RIGHT):new Us(t.left+t.width,t.top+t.height),this.bottomLeftBorderBox=d>0||h>0?Hs(t.left,t.top+k,d,h,ls.BOTTOM_LEFT):new Us(t.left,t.top+t.height),this.topLeftPaddingBox=n>0||s>0?Hs(t.left+C,t.top+f,Math.max(0,n-C),Math.max(0,s-f),ls.TOP_LEFT):new Us(t.left+C,t.top+f),this.topRightPaddingBox=a>0||o>0?Hs(t.left+Math.min(w,t.width-O),t.top+f,w>t.width+O?0:Math.max(0,a-O),Math.max(0,o-f),ls.TOP_RIGHT):new Us(t.left+t.width-O,t.top+f),this.bottomRightPaddingBox=c>0||g>0?Hs(t.left+Math.min(E,t.width-C),t.top+Math.min(B,t.height-W),Math.max(0,c-O),Math.max(0,g-W),ls.BOTTOM_RIGHT):new Us(t.left+t.width-O,t.top+t.height-W),this.bottomLeftPaddingBox=d>0||h>0?Hs(t.left+C,t.top+Math.min(k,t.height-W),Math.max(0,d-C),Math.max(0,h-W),ls.BOTTOM_LEFT):new Us(t.left+C,t.top+t.height-W),this.topLeftContentBox=n>0||s>0?Hs(t.left+C+y,t.top+f+x,Math.max(0,n-(C+y)),Math.max(0,s-(f+x)),ls.TOP_LEFT):new Us(t.left+C+y,t.top+f+x),this.topRightContentBox=a>0||o>0?Hs(t.left+Math.min(w,t.width+C+y),t.top+f+x,w>t.width+C+y?0:a-C+y,o-(f+x),ls.TOP_RIGHT):new Us(t.left+t.width-(O+b),t.top+f+x),this.bottomRightContentBox=c>0||g>0?Hs(t.left+Math.min(E,t.width-(C+y)),t.top+Math.min(B,t.height+f+x),Math.max(0,c-(O+b)),g-(W+Q),ls.BOTTOM_RIGHT):new Us(t.left+t.width-(O+b),t.top+t.height-(W+Q)),this.bottomLeftContentBox=d>0||h>0?Hs(t.left+C+y,t.top+k,Math.max(0,d-(C+y)),h-(W+Q),ls.BOTTOM_LEFT):new Us(t.left+C+y,t.top+t.height-(W+Q))};!function(e){e[e.TOP_LEFT=0]="TOP_LEFT",e[e.TOP_RIGHT=1]="TOP_RIGHT",e[e.BOTTOM_RIGHT=2]="BOTTOM_RIGHT",e[e.BOTTOM_LEFT=3]="BOTTOM_LEFT"}(ls||(ls={}));var Hs=function(e,A,t,i,n){var s=(Math.sqrt(2)-1)/3*4,r=t*s,a=i*s,o=e+t,l=A+i;switch(n){case ls.TOP_LEFT:return new Ns(new Us(e,l),new Us(e,l-a),new Us(o-r,A),new Us(o,A));case ls.TOP_RIGHT:return new Ns(new Us(e,A),new Us(e+r,A),new Us(o,l-a),new Us(o,l));case ls.BOTTOM_RIGHT:return new Ns(new Us(o,A),new Us(o,A+a),new Us(e+r,l),new Us(e,l));case ls.BOTTOM_LEFT:default:return new Ns(new Us(o,l),new Us(o-r,l),new Us(e,A+a),new Us(e,A))}},Ls=function(e){return[e.topLeftBorderBox,e.topRightBorderBox,e.bottomRightBorderBox,e.bottomLeftBorderBox]},Gs=function(e){return[e.topLeftPaddingBox,e.topRightPaddingBox,e.bottomRightPaddingBox,e.bottomLeftPaddingBox]},js=function(e,A,t){this.offsetX=e,this.offsetY=A,this.matrix=t,this.type=0,this.target=6},Ys=function(e,A){this.path=e,this.target=A,this.type=1},Ps=function(e){this.opacity=e,this.type=2,this.target=6},zs=function(e){return 1===e.type},Ks=function(e,A){return e.length===A.length&&e.some((function(e,t){return e===A[t]}))},qs=function(e){this.element=e,this.inlineLevel=[],this.nonInlineLevel=[],this.negativeZIndex=[],this.zeroOrAutoZIndexOrTransformedOrOpacity=[],this.positiveZIndex=[],this.nonPositionedFloats=[],this.nonPositionedInlineLevel=[]},Js=function(){function e(e,A){if(this.container=e,this.parent=A,this.effects=[],this.curves=new Ss(this.container),this.container.styles.opacity<1&&this.effects.push(new Ps(this.container.styles.opacity)),null!==this.container.styles.transform){var t=this.container.bounds.left+this.container.styles.transformOrigin[0].number,i=this.container.bounds.top+this.container.styles.transformOrigin[1].number,n=this.container.styles.transform;this.effects.push(new js(t,i,n))}if(0!==this.container.styles.overflowX){var s=Ls(this.curves),r=Gs(this.curves);Ks(s,r)?this.effects.push(new Ys(s,6)):(this.effects.push(new Ys(s,2)),this.effects.push(new Ys(r,4)))}}return e.prototype.getEffects=function(e){for(var A=-1===[2,3].indexOf(this.container.styles.position),t=this.parent,i=this.effects.slice(0);t;){var n=t.effects.filter((function(e){return!zs(e)}));if(A||0!==t.container.styles.position||!t.parent){if(i.unshift.apply(i,n),A=-1===[2,3].indexOf(t.container.styles.position),0!==t.container.styles.overflowX){var s=Ls(t.curves),r=Gs(t.curves);Ks(s,r)||i.unshift(new Ys(r,6))}}else i.unshift.apply(i,n);t=t.parent}return i.filter((function(A){return li(A.target,e)}))},e}(),Vs=function(e,A,t,i){e.container.elements.forEach((function(n){var s=li(n.flags,4),r=li(n.flags,2),a=new Js(n,e);li(n.styles.display,2048)&&i.push(a);var o=li(n.flags,8)?[]:i;if(s||r){var l=s||n.styles.isPositioned()?t:A,c=new qs(a);if(n.styles.isPositioned()||n.styles.opacity<1||n.styles.isTransformed()){var g=n.styles.zIndex.order;if(g<0){var u=0;l.negativeZIndex.some((function(e,A){return g>e.element.container.styles.zIndex.order?(u=A,!1):u>0})),l.negativeZIndex.splice(u,0,c)}else if(g>0){var d=0;l.positiveZIndex.some((function(e,A){return g>=e.element.container.styles.zIndex.order?(d=A+1,!1):d>0})),l.positiveZIndex.splice(d,0,c)}else l.zeroOrAutoZIndexOrTransformedOrOpacity.push(c)}else n.styles.isFloating()?l.nonPositionedFloats.push(c):l.nonPositionedInlineLevel.push(c);Vs(a,c,s?c:t,o)}else n.styles.isInlineLevel()?A.inlineLevel.push(a):A.nonInlineLevel.push(a),Vs(a,A,t,o);li(n.flags,8)&&Zs(n,o)}))},Zs=function(e,A){for(var t=e instanceof gn?e.start:1,i=e instanceof gn&&e.reversed,n=0;n<A.length;n++){var s=A[n];s.container instanceof cn&&"number"==typeof s.container.value&&0!==s.container.value&&(t=s.container.value),s.listValue=rs(t,s.container.styles.listStyleType,!0),t+=i?-1:1}},Xs=function(e,A){switch(A){case 0:return $s(e.topLeftBorderBox,e.topLeftPaddingBox,e.topRightBorderBox,e.topRightPaddingBox);case 1:return $s(e.topRightBorderBox,e.topRightPaddingBox,e.bottomRightBorderBox,e.bottomRightPaddingBox);case 2:return $s(e.bottomRightBorderBox,e.bottomRightPaddingBox,e.bottomLeftBorderBox,e.bottomLeftPaddingBox);default:return $s(e.bottomLeftBorderBox,e.bottomLeftPaddingBox,e.topLeftBorderBox,e.topLeftPaddingBox)}},_s=function(e,A){var t=[];return Ts(e)?t.push(e.subdivide(.5,!1)):t.push(e),Ts(A)?t.push(A.subdivide(.5,!0)):t.push(A),t},$s=function(e,A,t,i){var n=[];return Ts(e)?n.push(e.subdivide(.5,!1)):n.push(e),Ts(t)?n.push(t.subdivide(.5,!0)):n.push(t),Ts(i)?n.push(i.subdivide(.5,!0).reverse()):n.push(i),Ts(A)?n.push(A.subdivide(.5,!1).reverse()):n.push(A),n},er=function(e){var A=e.bounds,t=e.styles;return A.add(t.borderLeftWidth,t.borderTopWidth,-(t.borderRightWidth+t.borderLeftWidth),-(t.borderTopWidth+t.borderBottomWidth))},Ar=function(e){var A=e.styles,t=e.bounds,i=sA(A.paddingLeft,t.width),n=sA(A.paddingRight,t.width),s=sA(A.paddingTop,t.width),r=sA(A.paddingBottom,t.width);return t.add(i+A.borderLeftWidth,s+A.borderTopWidth,-(A.borderRightWidth+A.borderLeftWidth+i+n),-(A.borderTopWidth+A.borderBottomWidth+s+r))},tr=function(e,A,t){var i=function(e,A){return 0===e?A.bounds:2===e?Ar(A):er(A)}(rr(e.styles.backgroundOrigin,A),e),n=function(e,A){return 0===e?A.bounds:2===e?Ar(A):er(A)}(rr(e.styles.backgroundClip,A),e),s=sr(rr(e.styles.backgroundSize,A),t,i),r=s[0],a=s[1],o=nA(rr(e.styles.backgroundPosition,A),i.width-r,i.height-a);return[ar(rr(e.styles.backgroundRepeat,A),o,s,i,n),Math.round(i.left+o[0]),Math.round(i.top+o[1]),r,a]},ir=function(e){return ze(e)&&e.value===GA.AUTO},nr=function(e){return"number"==typeof e},sr=function(e,A,t){var i=A[0],n=A[1],s=A[2],r=e[0],a=e[1];if(!r)return[0,0];if($e(r)&&a&&$e(a))return[sA(r,t.width),sA(a,t.height)];var o=nr(s);if(ze(r)&&(r.value===GA.CONTAIN||r.value===GA.COVER))return nr(s)?t.width/t.height<s!=(r.value===GA.COVER)?[t.width,t.width/s]:[t.height*s,t.height]:[t.width,t.height];var l=nr(i),c=nr(n),g=l||c;if(ir(r)&&(!a||ir(a)))return l&&c?[i,n]:o||g?g&&o?[l?i:n*s,c?n:i/s]:[l?i:t.width,c?n:t.height]:[t.width,t.height];if(o){var u=0,d=0;return $e(r)?u=sA(r,t.width):$e(a)&&(d=sA(a,t.height)),ir(r)?u=d*s:a&&!ir(a)||(d=u/s),[u,d]}var h=null,m=null;if($e(r)?h=sA(r,t.width):a&&$e(a)&&(m=sA(a,t.height)),null===h||a&&!ir(a)||(m=l&&c?h/i*n:t.height),null!==m&&ir(r)&&(h=l&&c?m/n*i:t.width),null!==h&&null!==m)return[h,m];throw new Error("Unable to calculate background-size for element")},rr=function(e,A){var t=e[A];return void 0===t?e[0]:t},ar=function(e,A,t,i,n){var s=A[0],r=A[1],a=t[0],o=t[1];switch(e){case 2:return[new Us(Math.round(i.left),Math.round(i.top+r)),new Us(Math.round(i.left+i.width),Math.round(i.top+r)),new Us(Math.round(i.left+i.width),Math.round(o+i.top+r)),new Us(Math.round(i.left),Math.round(o+i.top+r))];case 3:return[new Us(Math.round(i.left+s),Math.round(i.top)),new Us(Math.round(i.left+s+a),Math.round(i.top)),new Us(Math.round(i.left+s+a),Math.round(i.height+i.top)),new Us(Math.round(i.left+s),Math.round(i.height+i.top))];case 1:return[new Us(Math.round(i.left+s),Math.round(i.top+r)),new Us(Math.round(i.left+s+a),Math.round(i.top+r)),new Us(Math.round(i.left+s+a),Math.round(i.top+r+o)),new Us(Math.round(i.left+s),Math.round(i.top+r+o))];default:return[new Us(Math.round(n.left),Math.round(n.top)),new Us(Math.round(n.left+n.width),Math.round(n.top)),new Us(Math.round(n.left+n.width),Math.round(n.height+n.top)),new Us(Math.round(n.left),Math.round(n.height+n.top))]}},or="Hidden Text",lr=function(){function e(e){this._data={},this._document=e}return e.prototype.parseMetrics=function(e,A){var t=this._document.createElement("div"),i=this._document.createElement("img"),n=this._document.createElement("span"),s=this._document.body;t.style.visibility="hidden",t.style.fontFamily=e,t.style.fontSize=A,t.style.margin="0",t.style.padding="0",t.style.whiteSpace="nowrap",s.appendChild(t),i.src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7",i.width=1,i.height=1,i.style.margin="0",i.style.padding="0",i.style.verticalAlign="baseline",n.style.fontFamily=e,n.style.fontSize=A,n.style.margin="0",n.style.padding="0",n.appendChild(this._document.createTextNode(or)),t.appendChild(n),t.appendChild(i);var r=i.offsetTop-n.offsetTop+2;t.removeChild(n),t.appendChild(this._document.createTextNode(or)),t.style.lineHeight="normal",i.style.verticalAlign="super";var a=i.offsetTop-t.offsetTop+2;return s.removeChild(t),{baseline:r,middle:a}},e.prototype.getMetrics=function(e,A){var t=e+" "+A;return void 0===this._data[t]&&(this._data[t]=this.parseMetrics(e,A)),this._data[t]},e}(),cr=function(e,A){this.context=e,this.options=A},gr=function(e){function t(A,t){var i=e.call(this,A,t)||this;return i._activeEffects=[],i.canvas=t.canvas?t.canvas:document.createElement("canvas"),i.ctx=i.canvas.getContext("2d"),t.canvas||(i.canvas.width=Math.floor(t.width*t.scale),i.canvas.height=Math.floor(t.height*t.scale),i.canvas.style.width=t.width+"px",i.canvas.style.height=t.height+"px"),i.fontMetrics=new lr(document),i.ctx.scale(i.options.scale,i.options.scale),i.ctx.translate(-t.x,-t.y),i.ctx.textBaseline="bottom",i._activeEffects=[],i.context.logger.debug("Canvas renderer initialized ("+t.width+"x"+t.height+") with scale "+t.scale),i}return A(t,e),t.prototype.applyEffects=function(e){for(var A=this;this._activeEffects.length;)this.popEffect();e.forEach((function(e){return A.applyEffect(e)}))},t.prototype.applyEffect=function(e){this.ctx.save(),function(e){return 2===e.type}(e)&&(this.ctx.globalAlpha=e.opacity),function(e){return 0===e.type}(e)&&(this.ctx.translate(e.offsetX,e.offsetY),this.ctx.transform(e.matrix[0],e.matrix[1],e.matrix[2],e.matrix[3],e.matrix[4],e.matrix[5]),this.ctx.translate(-e.offsetX,-e.offsetY)),zs(e)&&(this.path(e.path),this.ctx.clip()),this._activeEffects.push(e)},t.prototype.popEffect=function(){this._activeEffects.pop(),this.ctx.restore()},t.prototype.renderStack=function(e){return i(this,void 0,void 0,(function(){return n(this,(function(A){switch(A.label){case 0:return e.element.container.styles.isVisible()?[4,this.renderStackContent(e)]:[3,2];case 1:A.sent(),A.label=2;case 2:return[2]}}))}))},t.prototype.renderNode=function(e){return i(this,void 0,void 0,(function(){return n(this,(function(A){switch(A.label){case 0:return li(e.container.flags,16),e.container.styles.isVisible()?[4,this.renderNodeBackgroundAndBorders(e)]:[3,3];case 1:return A.sent(),[4,this.renderNodeContent(e)];case 2:A.sent(),A.label=3;case 3:return[2]}}))}))},t.prototype.renderTextWithLetterSpacing=function(e,A,t){var i=this;0===A?this.ctx.fillText(e.text,e.bounds.left,e.bounds.top+t):_i(e.text).reduce((function(A,n){return i.ctx.fillText(n,A,e.bounds.top+t),A+i.ctx.measureText(n).width}),e.bounds.left)},t.prototype.createFontStyle=function(e){var A=e.fontVariant.filter((function(e){return"normal"===e||"small-caps"===e})).join(""),t=pr(e.fontFamily).join(", "),i=Ye(e.fontSize)?""+e.fontSize.number+e.fontSize.unit:e.fontSize.number+"px";return[[e.fontStyle,A,e.fontWeight,i,t].join(" "),t,i]},t.prototype.renderTextNode=function(e,A){return i(this,void 0,void 0,(function(){var t,i,s,r,a,o,l,c,g=this;return n(this,(function(n){return t=this.createFontStyle(A),i=t[0],s=t[1],r=t[2],this.ctx.font=i,this.ctx.direction=1===A.direction?"rtl":"ltr",this.ctx.textAlign="left",this.ctx.textBaseline="alphabetic",a=this.fontMetrics.getMetrics(s,r),o=a.baseline,l=a.middle,c=A.paintOrder,e.textBounds.forEach((function(e){c.forEach((function(t){switch(t){case 0:g.ctx.fillStyle=hA(A.color),g.renderTextWithLetterSpacing(e,A.letterSpacing,o);var i=A.textShadow;i.length&&e.text.trim().length&&(i.slice(0).reverse().forEach((function(t){g.ctx.shadowColor=hA(t.color),g.ctx.shadowOffsetX=t.offsetX.number*g.options.scale,g.ctx.shadowOffsetY=t.offsetY.number*g.options.scale,g.ctx.shadowBlur=t.blur.number,g.renderTextWithLetterSpacing(e,A.letterSpacing,o)})),g.ctx.shadowColor="",g.ctx.shadowOffsetX=0,g.ctx.shadowOffsetY=0,g.ctx.shadowBlur=0),A.textDecorationLine.length&&(g.ctx.fillStyle=hA(A.textDecorationColor||A.color),A.textDecorationLine.forEach((function(A){switch(A){case 1:g.ctx.fillRect(e.bounds.left,Math.round(e.bounds.top+o),e.bounds.width,1);break;case 2:g.ctx.fillRect(e.bounds.left,Math.round(e.bounds.top),e.bounds.width,1);break;case 3:g.ctx.fillRect(e.bounds.left,Math.ceil(e.bounds.top+l),e.bounds.width,1)}})));break;case 1:A.webkitTextStrokeWidth&&e.text.trim().length&&(g.ctx.strokeStyle=hA(A.webkitTextStrokeColor),g.ctx.lineWidth=A.webkitTextStrokeWidth,g.ctx.lineJoin=window.chrome?"miter":"round",g.ctx.strokeText(e.text,e.bounds.left,e.bounds.top+o)),g.ctx.strokeStyle="",g.ctx.lineWidth=0,g.ctx.lineJoin="miter"}}))})),[2]}))}))},t.prototype.renderReplacedElement=function(e,A,t){if(t&&e.intrinsicWidth>0&&e.intrinsicHeight>0){var i=Ar(e),n=Gs(A);this.path(n),this.ctx.save(),this.ctx.clip(),this.ctx.drawImage(t,0,0,e.intrinsicWidth,e.intrinsicHeight,i.left,i.top,i.width,i.height),this.ctx.restore()}},t.prototype.renderNodeContent=function(e){return i(this,void 0,void 0,(function(){var A,i,s,a,o,l,c,g,u,d,h,m,p,w,B,E,k,f;return n(this,(function(n){switch(n.label){case 0:this.applyEffects(e.getEffects(4)),A=e.container,i=e.curves,s=A.styles,a=0,o=A.textNodes,n.label=1;case 1:return a<o.length?(l=o[a],[4,this.renderTextNode(l,s)]):[3,4];case 2:n.sent(),n.label=3;case 3:return a++,[3,1];case 4:if(!(A instanceof an))return[3,8];n.label=5;case 5:return n.trys.push([5,7,,8]),[4,this.context.cache.match(A.src)];case 6:return B=n.sent(),this.renderReplacedElement(A,i,B),[3,8];case 7:return n.sent(),this.context.logger.error("Error loading image "+A.src),[3,8];case 8:if(A instanceof on&&this.renderReplacedElement(A,i,A.canvas),!(A instanceof ln))return[3,12];n.label=9;case 9:return n.trys.push([9,11,,12]),[4,this.context.cache.match(A.svg)];case 10:return B=n.sent(),this.renderReplacedElement(A,i,B),[3,12];case 11:return n.sent(),this.context.logger.error("Error loading svg "+A.svg.substring(0,255)),[3,12];case 12:return A instanceof fn&&A.tree?[4,new t(this.context,{scale:this.options.scale,backgroundColor:A.backgroundColor,x:0,y:0,width:A.width,height:A.height}).render(A.tree)]:[3,14];case 13:c=n.sent(),A.width&&A.height&&this.ctx.drawImage(c,0,0,A.width,A.height,A.bounds.left,A.bounds.top,A.bounds.width,A.bounds.height),n.label=14;case 14:if(A instanceof Bn&&(g=Math.min(A.bounds.width,A.bounds.height),A.type===hn?A.checked&&(this.ctx.save(),this.path([new Us(A.bounds.left+.39363*g,A.bounds.top+.79*g),new Us(A.bounds.left+.16*g,A.bounds.top+.5549*g),new Us(A.bounds.left+.27347*g,A.bounds.top+.44071*g),new Us(A.bounds.left+.39694*g,A.bounds.top+.5649*g),new Us(A.bounds.left+.72983*g,A.bounds.top+.23*g),new Us(A.bounds.left+.84*g,A.bounds.top+.34085*g),new Us(A.bounds.left+.39363*g,A.bounds.top+.79*g)]),this.ctx.fillStyle=hA(wn),this.ctx.fill(),this.ctx.restore()):A.type===mn&&A.checked&&(this.ctx.save(),this.ctx.beginPath(),this.ctx.arc(A.bounds.left+g/2,A.bounds.top+g/2,g/4,0,2*Math.PI,!0),this.ctx.fillStyle=hA(wn),this.ctx.fill(),this.ctx.restore())),ur(A)&&A.value.length){switch(u=this.createFontStyle(s),k=u[0],d=u[1],h=this.fontMetrics.getMetrics(k,d).baseline,this.ctx.font=k,this.ctx.fillStyle=hA(s.color),this.ctx.textBaseline="alphabetic",this.ctx.textAlign=hr(A.styles.textAlign),f=Ar(A),m=0,A.styles.textAlign){case 1:m+=f.width/2;break;case 2:m+=f.width}p=f.add(m,0,0,-f.height/2+1),this.ctx.save(),this.path([new Us(f.left,f.top),new Us(f.left+f.width,f.top),new Us(f.left+f.width,f.top+f.height),new Us(f.left,f.top+f.height)]),this.ctx.clip(),this.renderTextWithLetterSpacing(new Vi(A.value,p),s.letterSpacing,h),this.ctx.restore(),this.ctx.textBaseline="alphabetic",this.ctx.textAlign="left"}if(!li(A.styles.display,2048))return[3,20];if(null===A.styles.listStyleImage)return[3,19];if(0!==(w=A.styles.listStyleImage).type)return[3,18];B=void 0,E=w.url,n.label=15;case 15:return n.trys.push([15,17,,18]),[4,this.context.cache.match(E)];case 16:return B=n.sent(),this.ctx.drawImage(B,A.bounds.left-(B.width+10),A.bounds.top),[3,18];case 17:return n.sent(),this.context.logger.error("Error loading list-style-image "+E),[3,18];case 18:return[3,20];case 19:e.listValue&&-1!==A.styles.listStyleType&&(k=this.createFontStyle(s)[0],this.ctx.font=k,this.ctx.fillStyle=hA(s.color),this.ctx.textBaseline="middle",this.ctx.textAlign="right",f=new r(A.bounds.left,A.bounds.top+sA(A.styles.paddingTop,A.bounds.width),A.bounds.width,bt(s.lineHeight,s.fontSize.number)/2+1),this.renderTextWithLetterSpacing(new Vi(e.listValue,f),s.letterSpacing,bt(s.lineHeight,s.fontSize.number)/2+2),this.ctx.textBaseline="bottom",this.ctx.textAlign="left"),n.label=20;case 20:return[2]}}))}))},t.prototype.renderStackContent=function(e){return i(this,void 0,void 0,(function(){var A,t,i,s,r,a,o,l,c,g,u,d,h,m,p;return n(this,(function(n){switch(n.label){case 0:return li(e.element.container.flags,16),[4,this.renderNodeBackgroundAndBorders(e.element)];case 1:n.sent(),A=0,t=e.negativeZIndex,n.label=2;case 2:return A<t.length?(p=t[A],[4,this.renderStack(p)]):[3,5];case 3:n.sent(),n.label=4;case 4:return A++,[3,2];case 5:return[4,this.renderNodeContent(e.element)];case 6:n.sent(),i=0,s=e.nonInlineLevel,n.label=7;case 7:return i<s.length?(p=s[i],[4,this.renderNode(p)]):[3,10];case 8:n.sent(),n.label=9;case 9:return i++,[3,7];case 10:r=0,a=e.nonPositionedFloats,n.label=11;case 11:return r<a.length?(p=a[r],[4,this.renderStack(p)]):[3,14];case 12:n.sent(),n.label=13;case 13:return r++,[3,11];case 14:o=0,l=e.nonPositionedInlineLevel,n.label=15;case 15:return o<l.length?(p=l[o],[4,this.renderStack(p)]):[3,18];case 16:n.sent(),n.label=17;case 17:return o++,[3,15];case 18:c=0,g=e.inlineLevel,n.label=19;case 19:return c<g.length?(p=g[c],[4,this.renderNode(p)]):[3,22];case 20:n.sent(),n.label=21;case 21:return c++,[3,19];case 22:u=0,d=e.zeroOrAutoZIndexOrTransformedOrOpacity,n.label=23;case 23:return u<d.length?(p=d[u],[4,this.renderStack(p)]):[3,26];case 24:n.sent(),n.label=25;case 25:return u++,[3,23];case 26:h=0,m=e.positiveZIndex,n.label=27;case 27:return h<m.length?(p=m[h],[4,this.renderStack(p)]):[3,30];case 28:n.sent(),n.label=29;case 29:return h++,[3,27];case 30:return[2]}}))}))},t.prototype.mask=function(e){this.ctx.beginPath(),this.ctx.moveTo(0,0),this.ctx.lineTo(this.canvas.width,0),this.ctx.lineTo(this.canvas.width,this.canvas.height),this.ctx.lineTo(0,this.canvas.height),this.ctx.lineTo(0,0),this.formatPath(e.slice(0).reverse()),this.ctx.closePath()},t.prototype.path=function(e){this.ctx.beginPath(),this.formatPath(e),this.ctx.closePath()},t.prototype.formatPath=function(e){var A=this;e.forEach((function(e,t){var i=Ts(e)?e.start:e;0===t?A.ctx.moveTo(i.x,i.y):A.ctx.lineTo(i.x,i.y),Ts(e)&&A.ctx.bezierCurveTo(e.startControl.x,e.startControl.y,e.endControl.x,e.endControl.y,e.end.x,e.end.y)}))},t.prototype.renderRepeat=function(e,A,t,i){this.path(e),this.ctx.fillStyle=A,this.ctx.translate(t,i),this.ctx.fill(),this.ctx.translate(-t,-i)},t.prototype.resizeImage=function(e,A,t){var i;if(e.width===A&&e.height===t)return e;var n=(null!==(i=this.canvas.ownerDocument)&&void 0!==i?i:document).createElement("canvas");return n.width=Math.max(1,A),n.height=Math.max(1,t),n.getContext("2d").drawImage(e,0,0,e.width,e.height,0,0,A,t),n},t.prototype.renderBackgroundImage=function(e){return i(this,void 0,void 0,(function(){var A,t,i,s,r,a;return n(this,(function(o){switch(o.label){case 0:A=e.styles.backgroundImage.length-1,t=function(t){var s,r,a,o,l,c,g,u,d,h,m,p,w,B,E,k,f,O,W,C,x,b,Q,y,v,I,M,D,F,U,R;return n(this,(function(n){switch(n.label){case 0:if(0!==t.type)return[3,5];s=void 0,r=t.url,n.label=1;case 1:return n.trys.push([1,3,,4]),[4,i.context.cache.match(r)];case 2:return s=n.sent(),[3,4];case 3:return n.sent(),i.context.logger.error("Error loading background-image "+r),[3,4];case 4:return s&&(a=tr(e,A,[s.width,s.height,s.width/s.height]),k=a[0],b=a[1],Q=a[2],W=a[3],C=a[4],B=i.ctx.createPattern(i.resizeImage(s,W,C),"repeat"),i.renderRepeat(k,B,b,Q)),[3,6];case 5:1===t.type?(o=tr(e,A,[null,null,null]),k=o[0],b=o[1],Q=o[2],W=o[3],C=o[4],l=QA(t.angle,W,C),c=l[0],g=l[1],u=l[2],d=l[3],h=l[4],(m=document.createElement("canvas")).width=W,m.height=C,p=m.getContext("2d"),w=p.createLinearGradient(g,d,u,h),bA(t.stops,c).forEach((function(e){return w.addColorStop(e.stop,hA(e.color))})),p.fillStyle=w,p.fillRect(0,0,W,C),W>0&&C>0&&(B=i.ctx.createPattern(m,"repeat"),i.renderRepeat(k,B,b,Q))):function(e){return 2===e.type}(t)&&(E=tr(e,A,[null,null,null]),k=E[0],f=E[1],O=E[2],W=E[3],C=E[4],x=0===t.position.length?[tA]:t.position,b=sA(x[0],W),Q=sA(x[x.length-1],C),y=function(e,A,t,i,n){var s=0,r=0;switch(e.size){case 0:0===e.shape?s=r=Math.min(Math.abs(A),Math.abs(A-i),Math.abs(t),Math.abs(t-n)):1===e.shape&&(s=Math.min(Math.abs(A),Math.abs(A-i)),r=Math.min(Math.abs(t),Math.abs(t-n)));break;case 2:if(0===e.shape)s=r=Math.min(yA(A,t),yA(A,t-n),yA(A-i,t),yA(A-i,t-n));else if(1===e.shape){var a=Math.min(Math.abs(t),Math.abs(t-n))/Math.min(Math.abs(A),Math.abs(A-i)),o=vA(i,n,A,t,!0),l=o[0],c=o[1];r=a*(s=yA(l-A,(c-t)/a))}break;case 1:0===e.shape?s=r=Math.max(Math.abs(A),Math.abs(A-i),Math.abs(t),Math.abs(t-n)):1===e.shape&&(s=Math.max(Math.abs(A),Math.abs(A-i)),r=Math.max(Math.abs(t),Math.abs(t-n)));break;case 3:if(0===e.shape)s=r=Math.max(yA(A,t),yA(A,t-n),yA(A-i,t),yA(A-i,t-n));else if(1===e.shape){a=Math.max(Math.abs(t),Math.abs(t-n))/Math.max(Math.abs(A),Math.abs(A-i));var g=vA(i,n,A,t,!1);l=g[0],c=g[1],r=a*(s=yA(l-A,(c-t)/a))}}return Array.isArray(e.size)&&(s=sA(e.size[0],i),r=2===e.size.length?sA(e.size[1],n):s),[s,r]}(t,b,Q,W,C),v=y[0],I=y[1],v>0&&I>0&&(M=i.ctx.createRadialGradient(f+b,O+Q,0,f+b,O+Q,v),bA(t.stops,2*v).forEach((function(e){return M.addColorStop(e.stop,hA(e.color))})),i.path(k),i.ctx.fillStyle=M,v!==I?(D=e.bounds.left+.5*e.bounds.width,F=e.bounds.top+.5*e.bounds.height,R=1/(U=I/v),i.ctx.save(),i.ctx.translate(D,F),i.ctx.transform(1,0,0,U,0,0),i.ctx.translate(-D,-F),i.ctx.fillRect(f,R*(O-F)+F,W,C*R),i.ctx.restore()):i.ctx.fill())),n.label=6;case 6:return A--,[2]}}))},i=this,s=0,r=e.styles.backgroundImage.slice(0).reverse(),o.label=1;case 1:return s<r.length?(a=r[s],[5,t(a)]):[3,4];case 2:o.sent(),o.label=3;case 3:return s++,[3,1];case 4:return[2]}}))}))},t.prototype.renderSolidBorder=function(e,A,t){return i(this,void 0,void 0,(function(){return n(this,(function(i){return this.path(Xs(t,A)),this.ctx.fillStyle=hA(e),this.ctx.fill(),[2]}))}))},t.prototype.renderDoubleBorder=function(e,A,t,s){return i(this,void 0,void 0,(function(){var i,r;return n(this,(function(n){switch(n.label){case 0:return A<3?[4,this.renderSolidBorder(e,t,s)]:[3,2];case 1:return n.sent(),[2];case 2:return i=function(e,A){switch(A){case 0:return $s(e.topLeftBorderBox,e.topLeftBorderDoubleOuterBox,e.topRightBorderBox,e.topRightBorderDoubleOuterBox);case 1:return $s(e.topRightBorderBox,e.topRightBorderDoubleOuterBox,e.bottomRightBorderBox,e.bottomRightBorderDoubleOuterBox);case 2:return $s(e.bottomRightBorderBox,e.bottomRightBorderDoubleOuterBox,e.bottomLeftBorderBox,e.bottomLeftBorderDoubleOuterBox);default:return $s(e.bottomLeftBorderBox,e.bottomLeftBorderDoubleOuterBox,e.topLeftBorderBox,e.topLeftBorderDoubleOuterBox)}}(s,t),this.path(i),this.ctx.fillStyle=hA(e),this.ctx.fill(),r=function(e,A){switch(A){case 0:return $s(e.topLeftBorderDoubleInnerBox,e.topLeftPaddingBox,e.topRightBorderDoubleInnerBox,e.topRightPaddingBox);case 1:return $s(e.topRightBorderDoubleInnerBox,e.topRightPaddingBox,e.bottomRightBorderDoubleInnerBox,e.bottomRightPaddingBox);case 2:return $s(e.bottomRightBorderDoubleInnerBox,e.bottomRightPaddingBox,e.bottomLeftBorderDoubleInnerBox,e.bottomLeftPaddingBox);default:return $s(e.bottomLeftBorderDoubleInnerBox,e.bottomLeftPaddingBox,e.topLeftBorderDoubleInnerBox,e.topLeftPaddingBox)}}(s,t),this.path(r),this.ctx.fill(),[2]}}))}))},t.prototype.renderNodeBackgroundAndBorders=function(e){return i(this,void 0,void 0,(function(){var A,t,i,s,r,a,o,l,c=this;return n(this,(function(n){switch(n.label){case 0:return this.applyEffects(e.getEffects(2)),A=e.container.styles,t=!dA(A.backgroundColor)||A.backgroundImage.length,i=[{style:A.borderTopStyle,color:A.borderTopColor,width:A.borderTopWidth},{style:A.borderRightStyle,color:A.borderRightColor,width:A.borderRightWidth},{style:A.borderBottomStyle,color:A.borderBottomColor,width:A.borderBottomWidth},{style:A.borderLeftStyle,color:A.borderLeftColor,width:A.borderLeftWidth}],s=dr(rr(A.backgroundClip,0),e.curves),t||A.boxShadow.length?(this.ctx.save(),this.path(s),this.ctx.clip(),dA(A.backgroundColor)||(this.ctx.fillStyle=hA(A.backgroundColor),this.ctx.fill()),[4,this.renderBackgroundImage(e.container)]):[3,2];case 1:n.sent(),this.ctx.restore(),A.boxShadow.slice(0).reverse().forEach((function(A){c.ctx.save();var t,i,n,s,r,a=Ls(e.curves),o=A.inset?0:1e4,l=(t=a,i=-o+(A.inset?1:-1)*A.spread.number,n=(A.inset?1:-1)*A.spread.number,s=A.spread.number*(A.inset?-2:2),r=A.spread.number*(A.inset?-2:2),t.map((function(e,A){switch(A){case 0:return e.add(i,n);case 1:return e.add(i+s,n);case 2:return e.add(i+s,n+r);case 3:return e.add(i,n+r)}return e})));A.inset?(c.path(a),c.ctx.clip(),c.mask(l)):(c.mask(a),c.ctx.clip(),c.path(l)),c.ctx.shadowOffsetX=A.offsetX.number+o,c.ctx.shadowOffsetY=A.offsetY.number,c.ctx.shadowColor=hA(A.color),c.ctx.shadowBlur=A.blur.number,c.ctx.fillStyle=A.inset?hA(A.color):"rgba(0,0,0,1)",c.ctx.fill(),c.ctx.restore()})),n.label=2;case 2:r=0,a=0,o=i,n.label=3;case 3:return a<o.length?0!==(l=o[a]).style&&!dA(l.color)&&l.width>0?2!==l.style?[3,5]:[4,this.renderDashedDottedBorder(l.color,l.width,r,e.curves,2)]:[3,11]:[3,13];case 4:return n.sent(),[3,11];case 5:return 3!==l.style?[3,7]:[4,this.renderDashedDottedBorder(l.color,l.width,r,e.curves,3)];case 6:return n.sent(),[3,11];case 7:return 4!==l.style?[3,9]:[4,this.renderDoubleBorder(l.color,l.width,r,e.curves)];case 8:return n.sent(),[3,11];case 9:return[4,this.renderSolidBorder(l.color,r,e.curves)];case 10:n.sent(),n.label=11;case 11:r++,n.label=12;case 12:return a++,[3,3];case 13:return[2]}}))}))},t.prototype.renderDashedDottedBorder=function(e,A,t,s,r){return i(this,void 0,void 0,(function(){var i,a,o,l,c,g,u,d,h,m,p,w,B,E,k,f;return n(this,(function(n){return this.ctx.save(),i=function(e,A){switch(A){case 0:return _s(e.topLeftBorderStroke,e.topRightBorderStroke);case 1:return _s(e.topRightBorderStroke,e.bottomRightBorderStroke);case 2:return _s(e.bottomRightBorderStroke,e.bottomLeftBorderStroke);default:return _s(e.bottomLeftBorderStroke,e.topLeftBorderStroke)}}(s,t),a=Xs(s,t),2===r&&(this.path(a),this.ctx.clip()),Ts(a[0])?(o=a[0].start.x,l=a[0].start.y):(o=a[0].x,l=a[0].y),Ts(a[1])?(c=a[1].end.x,g=a[1].end.y):(c=a[1].x,g=a[1].y),u=0===t||2===t?Math.abs(o-c):Math.abs(l-g),this.ctx.beginPath(),3===r?this.formatPath(i):this.formatPath(a.slice(0,2)),d=A<3?3*A:2*A,h=A<3?2*A:A,3===r&&(d=A,h=A),m=!0,u<=2*d?m=!1:u<=2*d+h?(d*=p=u/(2*d+h),h*=p):(w=Math.floor((u+h)/(d+h)),B=(u-w*d)/(w-1),h=(E=(u-(w+1)*d)/w)<=0||Math.abs(h-B)<Math.abs(h-E)?B:E),m&&(3===r?this.ctx.setLineDash([0,d+h]):this.ctx.setLineDash([d,h])),3===r?(this.ctx.lineCap="round",this.ctx.lineWidth=A):this.ctx.lineWidth=2*A+1.1,this.ctx.strokeStyle=hA(e),this.ctx.stroke(),this.ctx.setLineDash([]),2===r&&(Ts(a[0])&&(k=a[3],f=a[0],this.ctx.beginPath(),this.formatPath([new Us(k.end.x,k.end.y),new Us(f.start.x,f.start.y)]),this.ctx.stroke()),Ts(a[1])&&(k=a[1],f=a[2],this.ctx.beginPath(),this.formatPath([new Us(k.end.x,k.end.y),new Us(f.start.x,f.start.y)]),this.ctx.stroke())),this.ctx.restore(),[2]}))}))},t.prototype.render=function(e){return i(this,void 0,void 0,(function(){var A;return n(this,(function(t){switch(t.label){case 0:return this.options.backgroundColor&&(this.ctx.fillStyle=hA(this.options.backgroundColor),this.ctx.fillRect(this.options.x,this.options.y,this.options.width,this.options.height)),i=new Js(e,null),n=new qs(i),Vs(i,n,n,s=[]),Zs(i.container,s),A=n,[4,this.renderStack(A)];case 1:return t.sent(),this.applyEffects([]),[2,this.canvas]}var i,n,s}))}))},t}(cr),ur=function(e){return e instanceof kn||e instanceof En||e instanceof Bn&&e.type!==mn&&e.type!==hn},dr=function(e,A){switch(e){case 0:return Ls(A);case 2:return function(e){return[e.topLeftContentBox,e.topRightContentBox,e.bottomRightContentBox,e.bottomLeftContentBox]}(A);default:return Gs(A)}},hr=function(e){switch(e){case 1:return"center";case 2:return"right";default:return"left"}},mr=["-apple-system","system-ui"],pr=function(e){return/iPhone OS 15_(0|1)/.test(window.navigator.userAgent)?e.filter((function(e){return-1===mr.indexOf(e)})):e},wr=function(e){function t(A,t){var i=e.call(this,A,t)||this;return i.canvas=t.canvas?t.canvas:document.createElement("canvas"),i.ctx=i.canvas.getContext("2d"),i.options=t,i.canvas.width=Math.floor(t.width*t.scale),i.canvas.height=Math.floor(t.height*t.scale),i.canvas.style.width=t.width+"px",i.canvas.style.height=t.height+"px",i.ctx.scale(i.options.scale,i.options.scale),i.ctx.translate(-t.x,-t.y),i.context.logger.debug("EXPERIMENTAL ForeignObject renderer initialized ("+t.width+"x"+t.height+" at "+t.x+","+t.y+") with scale "+t.scale),i}return A(t,e),t.prototype.render=function(e){return i(this,void 0,void 0,(function(){var A,t;return n(this,(function(i){switch(i.label){case 0:return A=Ki(this.options.width*this.options.scale,this.options.height*this.options.scale,this.options.scale,this.options.scale,e),[4,Br(A)];case 1:return t=i.sent(),this.options.backgroundColor&&(this.ctx.fillStyle=hA(this.options.backgroundColor),this.ctx.fillRect(0,0,this.options.width*this.options.scale,this.options.height*this.options.scale)),this.ctx.drawImage(t,-this.options.x*this.options.scale,-this.options.y*this.options.scale),[2,this.canvas]}}))}))},t}(cr),Br=function(e){return new Promise((function(A,t){var i=new Image;i.onload=function(){A(i)},i.onerror=t,i.src="data:image/svg+xml;charset=utf-8,"+encodeURIComponent((new XMLSerializer).serializeToString(e))}))},Er=function(){function e(e){var A=e.id,t=e.enabled;this.id=A,this.enabled=t,this.start=Date.now()}return e.prototype.debug=function(){for(var e=[],A=0;A<arguments.length;A++)e[A]=arguments[A];this.enabled&&("undefined"!=typeof window&&window.console&&"function"==typeof console.debug?console.debug.apply(console,s([this.id,this.getTime()+"ms"],e)):this.info.apply(this,e))},e.prototype.getTime=function(){return Date.now()-this.start},e.prototype.info=function(){for(var e=[],A=0;A<arguments.length;A++)e[A]=arguments[A];this.enabled&&"undefined"!=typeof window&&window.console&&"function"==typeof console.info&&console.info.apply(console,s([this.id,this.getTime()+"ms"],e))},e.prototype.warn=function(){for(var e=[],A=0;A<arguments.length;A++)e[A]=arguments[A];this.enabled&&("undefined"!=typeof window&&window.console&&"function"==typeof console.warn?console.warn.apply(console,s([this.id,this.getTime()+"ms"],e)):this.info.apply(this,e))},e.prototype.error=function(){for(var e=[],A=0;A<arguments.length;A++)e[A]=arguments[A];this.enabled&&("undefined"!=typeof window&&window.console&&"function"==typeof console.error?console.error.apply(console,s([this.id,this.getTime()+"ms"],e)):this.info.apply(this,e))},e.instances={},e}(),kr=function(){function e(A,t){var i;this.windowBounds=t,this.instanceName="#"+e.instanceCount++,this.logger=new Er({id:this.instanceName,enabled:A.logging}),this.cache=null!==(i=A.cache)&&void 0!==i?i:new xs(this,A)}return e.instanceCount=1,e}();"undefined"!=typeof window&&Cs.setContext(window);var fr=function(e,A){return i(void 0,void 0,void 0,(function(){var i,s,o,l,c,g,u,d,h,m,p,w,B,E,k,f,O,W,C,x,b,Q,y,v,I,M,D,F,U,R,N,T,S,H,L,G,j,Y;return n(this,(function(n){switch(n.label){case 0:if(!e||"object"!=typeof e)return[2,Promise.reject("Invalid element provided as first argument")];if(!(i=e.ownerDocument))throw new Error("Element is not attached to a Document");if(!(s=i.defaultView))throw new Error("Document is not attached to a Window");return o={allowTaint:null!==(Q=A.allowTaint)&&void 0!==Q&&Q,imageTimeout:null!==(y=A.imageTimeout)&&void 0!==y?y:15e3,proxy:A.proxy,useCORS:null!==(v=A.useCORS)&&void 0!==v&&v},l=t({logging:null===(I=A.logging)||void 0===I||I,cache:A.cache},o),c={windowWidth:null!==(M=A.windowWidth)&&void 0!==M?M:s.innerWidth,windowHeight:null!==(D=A.windowHeight)&&void 0!==D?D:s.innerHeight,scrollX:null!==(F=A.scrollX)&&void 0!==F?F:s.pageXOffset,scrollY:null!==(U=A.scrollY)&&void 0!==U?U:s.pageYOffset},g=new r(c.scrollX,c.scrollY,c.windowWidth,c.windowHeight),u=new kr(l,g),d=null!==(R=A.foreignObjectRendering)&&void 0!==R&&R,h={allowTaint:null!==(N=A.allowTaint)&&void 0!==N&&N,onclone:A.onclone,ignoreElements:A.ignoreElements,inlineImages:d,copyStyles:d},u.logger.debug("Starting document clone with size "+g.width+"x"+g.height+" scrolled to "+-g.left+","+-g.top),m=new os(u,e,h),(p=m.clonedReferenceElement)?[4,m.toIFrame(i,g)]:[2,Promise.reject("Unable to find element in cloned iframe")];case 1:return w=n.sent(),B=Nn(p)||"HTML"===p.tagName?function(e){var A=e.body,t=e.documentElement;if(!A||!t)throw new Error("Unable to get document size");var i=Math.max(Math.max(A.scrollWidth,t.scrollWidth),Math.max(A.offsetWidth,t.offsetWidth),Math.max(A.clientWidth,t.clientWidth)),n=Math.max(Math.max(A.scrollHeight,t.scrollHeight),Math.max(A.offsetHeight,t.offsetHeight),Math.max(A.clientHeight,t.clientHeight));return new r(0,0,i,n)}(p.ownerDocument):a(u,p),E=B.width,k=B.height,f=B.left,O=B.top,W=Or(u,p,A.backgroundColor),C={canvas:A.canvas,backgroundColor:W,scale:null!==(S=null!==(T=A.scale)&&void 0!==T?T:s.devicePixelRatio)&&void 0!==S?S:1,x:(null!==(H=A.x)&&void 0!==H?H:0)+f,y:(null!==(L=A.y)&&void 0!==L?L:0)+O,width:null!==(G=A.width)&&void 0!==G?G:Math.ceil(E),height:null!==(j=A.height)&&void 0!==j?j:Math.ceil(k)},d?(u.logger.debug("Document cloned, using foreign object rendering"),[4,new wr(u,C).render(p)]):[3,3];case 2:return x=n.sent(),[3,5];case 3:return u.logger.debug("Document cloned, element located at "+f+","+O+" with size "+E+"x"+k+" using computed rendering"),u.logger.debug("Starting DOM parsing"),b=xn(u,p),W===b.styles.backgroundColor&&(b.styles.backgroundColor=OA.TRANSPARENT),u.logger.debug("Starting renderer for element at "+C.x+","+C.y+" with size "+C.width+"x"+C.height),[4,new gr(u,C).render(b)];case 4:x=n.sent(),n.label=5;case 5:return(null===(Y=A.removeContainer)||void 0===Y||Y)&&(os.destroy(w)||u.logger.error("Cannot detach cloned iframe as it is not in the DOM anymore")),u.logger.debug("Finished rendering"),[2,x]}}))}))},Or=function(e,A,t){var i=A.ownerDocument,n=i.documentElement?fA(e,getComputedStyle(i.documentElement).backgroundColor):OA.TRANSPARENT,s=i.body?fA(e,getComputedStyle(i.body).backgroundColor):OA.TRANSPARENT,r="string"==typeof t?fA(e,t):null===t?OA.TRANSPARENT:4294967295;return A===i.documentElement?dA(n)?dA(s)?r:s:n:r};return function(e,A){return void 0===A&&(A={}),fr(e,A)}}()}(html2canvas$1,html2canvas$1.exports);var html2canvasExports=html2canvas$1.exports,html2canvas=getDefaultExportFromCjs(html2canvasExports);const updateEquation=async(e,A,t,i,n)=>{const s=await tex2dataURL(e,n);if(s){const e=[];e.push({mimeType:s.mimeType,id:A,dataURL:s.dataURL,created:s.created,size:s.size,hasSVGwithBitmap:!1,shouldScale:!0}),i(e,t)}};async function tex2dataURL(e,A){let t=0;for(;!A.mathjax&&!A.mathjaxLoaderFinished&&t<10;)await sleep$1(100),t++;A.mathjaxLoaderFinished||errorlog({where:"text2dataURL",fn:tex2dataURL,message:"mathjaxLoader not ready, using fallback. Try reloading Obsidian or restarting the Excalidraw plugin"});try{return await mathjaxSVG(e,A)}catch(t){await sleep$1(100);try{return await mathjaxSVG(e,A)}catch(t){await sleep$1(100);try{return await mathjaxSVG(e,A)}catch(t){return A.mathjax?new obsidian_module.Notice("Unknown error loading LaTeX. Using fallback solution. Try closing and reopening this drawing."):new obsidian_module.Notice("LaTeX support did not load. Using fallback solution. Try checking your network connection."),await mathjaxImage2html(e)}}}}async function mathjaxSVG(e,A){const t=A.mathjax.tex2svg(e,{display:!0,scale:4}).querySelector("svg");if(t){t.width.baseVal.valueInSpecifiedUnits<2&&(t.width.baseVal.valueAsString=`${(t.width.baseVal.valueInSpecifiedUnits+1).toFixed(3)}ex`);const e=svgToBase64(t.outerHTML);return{mimeType:"image/svg+xml",fileId:fileid(),dataURL:e,created:Date.now(),size:await getImageSize(e)}}return null}async function mathjaxImage2html(e){const A=document.body.createDiv();A.style.display="table";const t=window.MathJax.tex2chtml(e,{display:!0,scale:4});t.style.margin="3px",t.style.color="black";const i=t.querySelector("mjx-assistive-mml");i&&i.parentElement.removeChild(i),A.appendChild(t),window.MathJax.typeset();const n=await html2canvas(A,{backgroundColor:null});return document.body.removeChild(A),{mimeType:"image/png",fileId:fileid(),dataURL:n.toDataURL(),created:Date.now(),size:{height:n.height,width:n.width}}}const getMermaidImageElements=e=>e?e.filter((e=>{var A;return"image"===e.type&&(null===(A=e.customData)||void 0===A?void 0:A.mermaidText)})):[],getMermaidText=e=>{var A;return null===(A=e.customData)||void 0===A?void 0:A.mermaidText},shouldRenderMermaid=()=>obsidian_module.requireApiVersion("1.4.14"),markdownRendererRecursionWatcthdog=new Set,replaceSVGColors=(e,A)=>{if(!A)return e;if("string"==typeof e){for(const[t,i]of Object.entries(A)){const A=new RegExp(`fill="${t}"`,"gi");e=e.replaceAll(A,`fill="${i}"`);const n=new RegExp(`stroke="${t}"`,"gi");e=e.replaceAll(n,`stroke="${i}"`)}return e}const t=e=>{var i,n;if(e instanceof SVGElement){const t=null===(i=e.getAttribute("fill"))||void 0===i?void 0:i.toLocaleLowerCase(),s=null===(n=e.getAttribute("stroke"))||void 0===n?void 0:n.toLocaleLowerCase();t&&A[t]&&e.setAttribute("fill",A[t]),s&&A[s]&&e.setAttribute("stroke",A[s])}for(const A of e.childNodes)t(A)};for(const A of e.childNodes)t(A);return e};class EmbeddedFile{constructor(e,A,t,i){if(this.file=null,this.isSVGwithBitmap=!1,this.img="",this.imgInverted="",this.mtime=0,this.mimeType="application/octet-stream",this.size={height:0,width:0},this.attemptCounter=0,this.isHyperLink=!1,this.isLocalLink=!1,this.colorMap=null,this.plugin=e,this.resetImage(A,t),this.file&&(this.plugin.ea.isExcalidrawFile(this.file)||"svg"===this.file.extension.toLowerCase()))try{this.colorMap=i?JSON.parse(i.toLocaleLowerCase()):null}catch(e){this.colorMap=null}}resetImage(e,A){return this.imgInverted=this.img="",this.mtime=0,A.startsWith("https://")||A.startsWith("http://")||A.startsWith("ftp://")||A.startsWith("ftps://")?(this.isHyperLink=!0,void(this.hyperlink=A)):A.startsWith("file://")?(this.isLocalLink=!0,void(this.hyperlink=A)):(this.linkParts=getLinkParts(A),this.hostPath=e,void(this.linkParts.path?(this.linkParts.width||(this.linkParts.width=this.plugin.settings.mdSVGwidth),this.linkParts.height||(this.linkParts.height=this.plugin.settings.mdSVGmaxHeight),this.file=app.metadataCache.getFirstLinkpathDest(this.linkParts.path,e),this.file||0==this.attemptCounter++&&new obsidian_module.Notice(`Excalidraw Warning: could not find image file: ${A}`,5e3)):new obsidian_module.Notice(`Excalidraw Error\nIncorrect embedded filename: ${A}`)))}fileChanged(){return!this.isHyperLink&&!this.isLocalLink&&(this.file||(this.file=this.plugin.app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),this.file)?this.mtime!=this.file.stat.mtime:(this.attemptCounter++,!1))}setImage(e,A,t,i,n){if(this.file||this.isHyperLink||this.isLocalLink){switch(this.fileChanged()&&(this.imgInverted=this.img=""),this.mtime=this.isHyperLink||this.isLocalLink?0:this.file.stat.mtime,this.size=t,this.mimeType=A,i&&n){case!0:this.imgInverted=e;break;case!1:this.img=e}this.isSVGwithBitmap=n}}isLoaded(e){if(!this.isHyperLink&&!this.isLocalLink){if(!this.file&&(this.file=app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),!this.file))return this.attemptCounter++,!0;if(this.fileChanged())return!1}return this.isSVGwithBitmap&&e?""!==this.imgInverted:""!==this.img}getImage(e){return this.file||this.isHyperLink||this.isLocalLink?e&&this.isSVGwithBitmap?this.imgInverted:this.img:""}shouldScale(){return this.isHyperLink||this.isLocalLink||!Boolean(this.linkParts&&this.linkParts.original&&this.linkParts.original.endsWith("|100%"))}}class EmbeddedFilesLoader{constructor(e,A){this.pdfDocsMap=new Map,this.terminate=!1,this.plugin=e,this.isDark=A,this.uid=nanoid()}emptyPDFDocsMap(){this.pdfDocsMap.forEach((e=>e.destroy())),this.pdfDocsMap.clear()}async getObsidianImage(e,A){const t=await this._getObsidianImage(e,A);return this.emptyPDFDocsMap(),t}async getExcalidrawSVG({isDark:e,file:A,depth:t,inFile:i,hasSVGwithBitmap:n,elements:s=[]}){const r=hasExportTheme(this.plugin,A)?getExportTheme(this.plugin,A,"light"):void 0,a={withBackground:!!hasExportBackground(this.plugin,A)&&getWithBackground(this.plugin,A),withTheme:!!r},o=replaceSVGColors(await createSVG(null==A?void 0:A.path,!0,a,this,r,null,null,s,this.plugin,t+1,getExportPadding(this.plugin,A)),i instanceof EmbeddedFile?i.colorMap:null),l=o.querySelectorAll("image:not([href^='data:image/svg'])");return l.length>0&&(n=!0),n&&e&&l.forEach((e=>{var A;const t=null===(A=e.parentElement)||void 0===A?void 0:A.id;o.querySelectorAll(`use[href='#${t}']`).forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))})),!n&&o.getAttribute("hasbitmap")&&(n=!0),{dataURL:svgToBase64(o.outerHTML),hasSVGwithBitmap:n}}async _getObsidianImage(e,A){var t;if(!this.plugin||!e)return null;const i=e instanceof EmbeddedFile&&e.isHyperLink,n=e instanceof EmbeddedFile&&e.isLocalLink,s=e instanceof EmbeddedFile?e.hyperlink:"",r=e instanceof EmbeddedFile?e.file:e;if(r&&markdownRendererRecursionWatcthdog.has(r))return new obsidian_module.Notice(`Loading of ${r.path}. Please check if there is an inifinite loop of one file embedded in the other.`),null;const a=i?null:e instanceof EmbeddedFile?e.linkParts:{original:r.path,path:r.path,isBlockRef:!1,ref:null,width:this.plugin.settings.mdSVGwidth,height:this.plugin.settings.mdSVGmaxHeight,page:null};let o=!1;const l=!i&&!n&&this.plugin.isExcalidrawFile(r),c=!i&&!n&&"pdf"===r.extension.toLowerCase();if(!(i||c||n||IMAGE_TYPES.contains(r.extension)||l||"md"===r.extension))return null;const g=i||c?null:n?await readLocalFileBinary(e.hyperlink.split("file://")[1]):await app.vault.readBinary(r);let u=null;if(l){const t=await this.getExcalidrawSVG({isDark:this.isDark,file:r,depth:A,inFile:e,hasSVGwithBitmap:o});u=t.dataURL,o=t.hasSVGwithBitmap}const d=l?u:null,[h,m]=c?await this.pdfToDataURL(r,a):[null,null];let p=c?"image/png":"image/svg+xml";const w=i||n?getURLImageExtension(s):r.extension;l||c||(p=getMimeType(w));let B=i?e instanceof EmbeddedFile?await getDataURLFromURL(e.hyperlink,p):null:null!==(t=null!=d?d:h)&&void 0!==t?t:"svg"===(null==r?void 0:r.extension)?await getSVGData(app,r,e instanceof EmbeddedFile?e.colorMap:null):"md"===(null==r?void 0:r.extension)?null:await getDataURL(g,p);if(!i&&!B&&!n){markdownRendererRecursionWatcthdog.add(r);const e=await this.convertMarkdownToSVG(this.plugin,r,a,A);markdownRendererRecursionWatcthdog.delete(r),B=e.dataURL,o=e.hasSVGwithBitmap}try{const e=c?m:await getImageSize(B);return{mimeType:p,fileId:await generateIdFromFile(i||c?(new TextEncoder).encode(B):g),dataURL:B,created:i||n?0:r.stat.mtime,hasSVGwithBitmap:o,size:e}}catch(e){return null}}async loadSceneFiles(e,A,t){var i,n;if(t>4)return void new obsidian_module.Notice(t$d("INFINITE_LOOP_WARNING")+t.toString(),6e3);const s=e.getFileEntries();let r;void 0===this.isDark&&(this.isDark="dark"===(null===(n=null===(i=null==e?void 0:e.scene)||void 0===i?void 0:i.appState)||void 0===n?void 0:n.theme));const a=[];for(;!this.terminate&&!(r=s.next()).done;){const e=r.value[1];if(e.isLoaded(this.isDark)){if(e.isSVGwithBitmap){const t={mimeType:e.mimeType,id:r.value[0],dataURL:e.getImage(this.isDark),created:e.mtime,size:e.size,hasSVGwithBitmap:e.isSVGwithBitmap,shouldScale:e.shouldScale()};try{A([t],this.isDark,!1)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}}else{const i=await this._getObsidianImage(e,t);if(i){const t={mimeType:i.mimeType,id:r.value[0],dataURL:i.dataURL,created:i.created,size:i.size,hasSVGwithBitmap:i.hasSVGwithBitmap,shouldScale:e.shouldScale()};try{A([t],this.isDark,!1)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}}}let o;const l=e.getEquationEntries();for(;!this.terminate&&!(o=l.next()).done;)if(!e.getEquation(o.value[0]).isLoaded){const e=o.value[1].latex,A=await tex2dataURL(e,this.plugin);if(A){const e={mimeType:A.mimeType,id:o.value[0],dataURL:A.dataURL,created:A.created,size:A.size,hasSVGwithBitmap:!1,shouldScale:!0};a.push(e)}}if(shouldRenderMermaid()){const A=getMermaidImageElements(e.scene.elements);for(const e of A){if(this.terminate)continue;const A=getMermaidText(e),i=await mermaidToExcalidraw(A,{fontSize:20},!0);if(i)if(null==i?void 0:i.files)for(const A in i.files){const t=Object.assign(Object.assign({},i.files[A]),{id:e.fileId,created:Date.now(),hasSVGwithBitmap:!1,shouldScale:!0,size:await getImageSize(i.files[A].dataURL)});a.push(t)}else if(null==i?void 0:i.elements){const A=await this.getExcalidrawSVG({isDark:this.isDark,file:null,depth:t,inFile:null,hasSVGwithBitmap:!1,elements:i.elements});if(null==A?void 0:A.dataURL){const t=await getImageSize(A.dataURL),i={mimeType:"image/svg+xml",id:e.fileId,dataURL:A.dataURL,created:Date.now(),hasSVGwithBitmap:A.hasSVGwithBitmap,size:t,shouldScale:!0};a.push(i)}}}}if(this.emptyPDFDocsMap(),!this.terminate)try{A(a,this.isDark,!0)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}async pdfToDataURL(e,A){var t,i;try{let n=0,s=0;const r=null!==(t=this.pdfDocsMap.get(e.path))&&void 0!==t?t:await getPDFDoc(e);this.pdfDocsMap.has(e.path)||this.pdfDocsMap.set(e.path,r);const a=isNaN(A.page)?1:null!==(i=A.page)&&void 0!==i?i:1,o=this.plugin.settings.pdfScale,l=async e=>{const A=createEl("canvas"),t=A.getContext("2d"),i=await r.getPage(e),a=i.getViewport({scale:o});s=A.height=a.height,n=A.width=a.width;const l={canvasContext:t,background:"rgba(0,0,0,0)",viewport:a};return await i.render(l).promise,A},c=await l(a);if(c){const e=[`data:image/png;base64,${await new Promise(((e,A)=>{c.toBlob((async A=>{const t=await blobToBase64(A);e(t)}))}))}`,{width:n,height:s}];return c.width=0,c.height=0,e}}catch(e){return console.log(e),[null,null]}}async convertMarkdownToSVG(e,A,t,i){var n,s,r,a;let o=!1;const l=await getTransclusion(t,e.app,A);let c=(null!==(n=l.leadingHashes)&&void 0!==n?n:"")+l.contents;""===c&&(c="# Empty markdown file\nCTRL+Click here to open the file for editing in the current active pane, or CTRL+SHIFT+Click to open it in an adjacent pane.");const g=e.app.metadataCache.getFileCache(A);let u,d=e.settings.mdFont;switch((null==g?void 0:g.frontmatter)&&Boolean(g.frontmatter["excalidraw-font"])&&(d=g.frontmatter["excalidraw-font"]),d){case"Virgil":u=VIRGIL_FONT;break;case"Cascadia":u=CASCADIA_FONT;break;case"":u="";break;default:const t=await getFontDataURL(e.app,d,A.path);u=t.fontDef,d=t.fontName}(null==g?void 0:g.frontmatter)&&null!==g.frontmatter.banner&&(c=c.replace(/banner:\s*.*/,""));const h=(null==g?void 0:g.frontmatter)&&null!==(s=g.frontmatter["excalidraw-font-color"])&&void 0!==s?s:e.settings.mdFontColor;let m=(null==g?void 0:g.frontmatter)&&null!==(r=g.frontmatter["excalidraw-css"])&&void 0!==r?r:"",p=!1;if(m&&""!=m){const t=e.app.metadataCache.getFirstLinkpathDest(m,A.path);t&&(m=await e.app.vault.read(t),p=!0)}if(!p)if(e.settings.mdCSS&&""!==e.settings.mdCSS){const t=e.app.metadataCache.getFirstLinkpathDest(e.settings.mdCSS,A.path);m+=t?`\n${await e.app.vault.read(t)}`:DEFAULT_MD_EMBED_CSS}else m+=DEFAULT_MD_EMBED_CSS;const w=(null==g?void 0:g.frontmatter)&&null!==(a=g.frontmatter["excalidraw-border-color"])&&void 0!==a?a:e.settings.mdBorderColor;w&&""!==w&&!m.match(/svg/i)&&(m+=`svg{border:2px solid;color:${w};transform:scale(.95)}`);let B=` width="${t.width}px" height="100000"`,E=` width="${t.width}px" height="100%"`;const k=(e,A,t)=>`<svg xmlns="http://www.w3.org/2000/svg"${B}>${t?`<style>${t}</style>`:""}<foreignObject x="0" y="0"${E}>${e}${A}</foreignObject>${""!==u?`<defs><style>${u}</style></defs>`:""}</svg>`,f=createDiv();f.setAttribute("xmlns","http://www.w3.org/1999/xhtml"),f.setAttribute("class","excalidraw-md-host"),""!==d&&(f.style.fontFamily=d),f.style.overflow="auto",f.style.display="block",f.style.color=h&&""!==h?h:"initial",await obsidian_module.MarkdownRenderer.renderMarkdown(c,f,A.path,e),f.querySelectorAll(":scope > *[class^='frontmatter']").forEach((e=>f.removeChild(e)));const O=Array.from(f.querySelectorAll("span[class='internal-embed']"));for(let t=0;t<O.length;t++){const i=O[t],n=i.getAttribute("src");if(!n)continue;const s=i.getAttribute("width"),r=i.getAttribute("height"),a=new EmbeddedFile(e,A.path,n);if(!a.file)continue;const o=await this._getObsidianImage(a,1),l=createEl("img");s&&l.setAttribute("width",s),r&&l.setAttribute("height",r),l.src=o.dataURL,i.replaceWith(l)}const W=document.body.createDiv();W.style.display="none";const C=W.createEl("iframe").contentWindow.document;if(m){const e=C.createElement("style");e.type="text/css",e.innerHTML=m,C.head.appendChild(e)}const x=C.importNode(f,!0);C.body.appendChild(x);const b=createDiv();b.setAttribute("class","excalidraw-md-footer"),C.body.appendChild(b),C.body.querySelectorAll("*").forEach((e=>{const A=e.style,t=window.getComputedStyle(e);let i="";for(const e in A)A.hasOwnProperty(e)&&(i+=`${e}: ${t[e]};`);e.setAttribute("style",i)}));const Q=(new XMLSerializer).serializeToString(x),y=(new XMLSerializer).serializeToString(b);document.body.removeChild(W);const v=new DOMParser,I=v.parseFromString(k(Q,y),"image/svg+xml").firstElementChild,M=createDiv();M.appendChild(I),document.body.appendChild(M);const D=I.querySelector(".excalidraw-md-footer").scrollHeight,F=I.querySelector(".excalidraw-md-host").scrollHeight+D,U=F<=t.height?F:t.height;document.body.removeChild(M),B=` width="${t.width}px" height="${U}px"`,E=` width="${t.width}px" height="${U}px"`,f.style.height=U-D+"px",f.style.overflow="hidden";const R=f.querySelectorAll("img:not([src^='data:image/svg+xml'])");R.length>0&&(o=!0),o&&this.isDark&&R.forEach((e=>{e instanceof HTMLImageElement&&(e.style.filter=THEME_FILTER)}));const N=k((new XMLSerializer).serializeToString(f),'<div class="excalidraw-md-footer"></div>',m);return e.ea.mostRecentMarkdownSVG=v.parseFromString(N,"image/svg+xml").firstElementChild,{dataURL:svgToBase64(N),hasSVGwithBitmap:o}}}const getSVGData=async(e,A,t)=>{const i=replaceSVGColors(await e.vault.read(A),t);return svgToBase64(i)},generateIdFromFile=async e=>{let A;try{const t=await window.crypto.subtle.digest("SHA-1",e);A=Array.from(new Uint8Array(t)).map((e=>e.toString(16).padStart(2,"0"))).join("")}catch(e){errorlog({where:"EmbeddedFileLoader.generateIdFromFile",error:e}),A=fileid()}return A},getEA=e=>{try{return window.ExcalidrawAutomate.getAPI(e)}catch(e){return console.log({message:"Excalidraw not available",fn:getEA}),null}};class Prompt extends obsidian_module.Modal{constructor(e,A,t,i,n){super(e),this.prompt_text=A,this.default_value=t,this.placeholder=i,this.prompt_desc=n}onOpen(){this.titleEl.setText(this.prompt_text),this.createForm()}onClose(){this.contentEl.empty()}createForm(){var e;let A=this.contentEl.createDiv();A.addClass("excalidraw-prompt-div"),this.prompt_desc&&(A=A.createDiv(),A.style.width="100%",A.createEl("p").innerHTML=this.prompt_desc);const t=A.createEl("form");t.addClass("excalidraw-prompt-form"),t.type="submit",t.onsubmit=e=>{e.preventDefault(),this.resolve(this.promptEl.value),this.close()},this.promptEl=t.createEl("input"),this.promptEl.type="text",this.promptEl.placeholder=this.placeholder,this.promptEl.value=null!==(e=this.default_value)&&void 0!==e?e:"",this.promptEl.addClass("excalidraw-prompt-input"),this.promptEl.select()}async openAndGetValue(e){this.resolve=e,this.open()}}class GenericInputPrompt extends obsidian_module.Modal{static Prompt(e,A,t,i,n,s,r,a,o,l,c){return new GenericInputPrompt(e,A,t,i,n,s,r,a,o,l,c).waitForClose}constructor(e,A,t,i,n,s,r,a,o,l,c){super(t),this.header=i,this.didSubmit=!1,this.lines=1,this.displayEditorButtons=!1,this.selectionStart=0,this.selectionEnd=0,this.selectionUpdateTimer=0,this.blockPointerInputOutsideModal=!1,this.linkBtnClickCallback=()=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),this.plugin.insertLinkDialog.start(this.view.file.path,(e=>{const A=this.inputComponent.inputEl.value;this.selectionStart>0&&" "!==A.slice(this.selectionStart-1,this.selectionStart)&&(e=" "+e),this.selectionStart<A.length&&" "!==A.slice(this.selectionStart,this.selectionStart+1)&&(e+=" ");const t=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+e+this.inputComponent.inputEl.value.slice(this.selectionStart);this.inputComponent.inputEl.value=t,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=this.selectionStart+e.length,this.selectionEnd=this.selectionStart+e.length,this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionStart)}))},this.insertStringBtnClickCallback=e=>{this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer);const A=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+e+this.inputComponent.inputEl.value.slice(this.selectionStart);this.inputComponent.inputEl.value=A,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=this.selectionStart+1,this.selectionEnd=this.selectionStart,this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionEnd)},this.delBtnClickCallback=()=>{if(this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),0===this.input.length)return;const e=this.selectionEnd>this.selectionStart?this.selectionStart:this.selectionStart>0?this.selectionStart-1:0,A=this.selectionEnd,t=this.inputComponent.inputEl.value.slice(0,e)+this.inputComponent.inputEl.value.slice(A);this.inputComponent.inputEl.value=t,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.selectionStart=e,this.selectionEnd=e,this.inputComponent.inputEl.setSelectionRange(e,e)},this.uppercaseBtnClickCallback=()=>{if(this.view.ownerWindow.clearTimeout(this.selectionUpdateTimer),this.selectionEnd===this.selectionStart)return;const e=this.inputComponent.inputEl.value.slice(0,this.selectionStart)+this.inputComponent.inputEl.value.slice(this.selectionStart,this.selectionEnd).toUpperCase()+this.inputComponent.inputEl.value.slice(this.selectionEnd);this.inputComponent.inputEl.value=e,this.input=this.inputComponent.inputEl.value,this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.setSelectionRange(this.selectionStart,this.selectionEnd)},this.submitClickCallback=()=>this.submit(),this.cancelClickCallback=()=>this.cancel(),this.keyDownCallback=e=>{("Enter"===e.key&&1===this.lines||isCTRL(e)&&"Enter"===e.key)&&(e.preventDefault(),this.submit()),this.displayEditorButtons&&"k"===e.key&&isCTRL(e)&&(e.preventDefault(),this.linkBtnClickCallback())},this.view=e,this.plugin=A,this.placeholder=n,this.input=s,this.buttons=r,this.lines=null!=a?a:1,this.displayEditorButtons=this.lines>1&&null!=o&&o,this.customComponents=l,this.blockPointerInputOutsideModal=null!=c&&c,this.waitForClose=new Promise(((e,A)=>{this.resolvePromise=e,this.rejectPromise=A})),this.display(),this.inputComponent.inputEl.focus(),this.open()}display(){var e;this.contentEl.empty(),this.blockPointerInputOutsideModal&&(this.bgEl.style.pointerEvents=this.blockPointerInputOutsideModal?"none":"auto"),this.titleEl.textContent=this.header;const A=this.contentEl.createDiv();this.inputComponent=this.createInputField(A,this.placeholder,this.input),null===(e=this.customComponents)||void 0===e||e.call(this,A),this.createButtonBar(A)}createInputField(e,A,t){const i=new obsidian_module.TextAreaComponent(e);i.inputEl.style.width="100%",i.inputEl.style.height=2*this.lines+"em",1===this.lines&&(i.inputEl.style.resize="none",i.inputEl.style.overflow="hidden"),i.setPlaceholder(null!=A?A:"").setValue(null!=t?t:"").onChange((e=>this.input=e));const n=()=>{this.selectionUpdateTimer=this.view.ownerWindow.setTimeout((()=>{this.selectionStart=this.inputComponent.inputEl.selectionStart,this.selectionEnd=this.inputComponent.inputEl.selectionEnd}),30)};return i.inputEl.addEventListener("keydown",this.keyDownCallback),i.inputEl.addEventListener("keyup",n),i.inputEl.addEventListener("pointerup",n),i.inputEl.addEventListener("touchend",n),i.inputEl.addEventListener("input",n),i.inputEl.addEventListener("paste",n),i.inputEl.addEventListener("cut",n),i.inputEl.addEventListener("select",n),i.inputEl.addEventListener("selectionchange",n),i}createButton(e,A,t,i="",n="5px"){const s=new obsidian_module.ButtonComponent(e);return s.buttonEl.style.padding="0.5em",s.buttonEl.style.marginLeft=n,s.setTooltip(i),s.setButtonText(A).onClick(t),s}createButtonBar(e){const A=e.createDiv();A.style.display="flex",A.style.justifyContent="space-between",A.style.marginTop="1rem";const t=A.createDiv(),i=A.createDiv();if(this.buttons&&this.buttons.length>0){let e=null;for(const A of this.buttons){const t=new obsidian_module.ButtonComponent(i);t.buttonEl.style.marginLeft="5px",A.tooltip&&t.setTooltip(A.tooltip),t.setButtonText(A.caption).onClick((e=>{const t=A.action(this.input);t&&(this.input=t),this.submit()})),e=null!=e?e:t}e&&(e.setCta(),e.buttonEl.style.marginRight="0")}else this.createButton(i,"✅",this.submitClickCallback).setCta().buttonEl.style.marginRight="0";this.createButton(i,"❌",this.cancelClickCallback,t$d("PROMPT_BUTTON_CANCEL")),this.displayEditorButtons&&(this.createButton(t,"⏎",(()=>this.insertStringBtnClickCallback("\n")),t$d("PROMPT_BUTTON_INSERT_LINE"),"0"),this.createButton(t,"⌫",this.delBtnClickCallback,"Delete"),this.createButton(t,"⎵",(()=>this.insertStringBtnClickCallback(" ")),t$d("PROMPT_BUTTON_INSERT_SPACE")),this.view&&this.createButton(t,"🔗",this.linkBtnClickCallback,t$d("PROMPT_BUTTON_INSERT_LINK")),this.createButton(t,"🔠",this.uppercaseBtnClickCallback,t$d("PROMPT_BUTTON_UPPERCASE")))}submit(){this.didSubmit=!0,this.close()}cancel(){this.close()}resolveInput(){this.didSubmit?this.resolvePromise(this.input):this.rejectPromise("No input given.")}removeInputListener(){var e,A;null===(A=null===(e=this.inputComponent)||void 0===e?void 0:e.inputEl)||void 0===A||A.removeEventListener("keydown",this.keyDownCallback)}onOpen(){super.onOpen(),this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.select()}onClose(){super.onClose(),this.resolveInput(),this.removeInputListener()}}class GenericSuggester extends obsidian_module.FuzzySuggestModal{static Suggest(e,A,t,i,n){return new GenericSuggester(e,A,t,i,n).promise}constructor(e,A,t,i,n){var s;super(e),this.displayItems=A,this.items=t,this.hint=i,this.instructions=n,this.limit=20,this.setPlaceholder(null!==(s=this.hint)&&void 0!==s?s:""),n&&this.setInstructions(this.instructions),this.promise=new Promise(((e,A)=>{this.resolvePromise=e,this.rejectPromise=A})),this.open()}getItemText(e){return this.displayItems[this.items.indexOf(e)]}getItems(){return this.items}selectSuggestion(e,A){this.resolved=!0,super.selectSuggestion(e,A)}onChooseItem(e){this.resolved=!0,this.resolvePromise(e)}onClose(){super.onClose(),this.resolved||this.rejectPromise(this.inputEl.value)}}class NewFileActions extends obsidian_module.Modal{constructor({plugin:e,path:A,keys:t,view:i,openNewFile:n=!0,parentFile:s,sourceElement:r}){super(e.app),this.newFile=null,this.plugin=e,this.path=A,this.keys=t,this.view=i,this.openNewFile=n,this.sourceElement=r,s||(this.parentFile=i.file),this.waitForClose=new Promise(((e,A)=>{this.resolvePromise=e,this.rejectPromise=A}))}onOpen(){this.createForm()}openFile(e){this.newFile=e,e&&this.openNewFile&&getLeaf(this.plugin,this.view.leaf,this.keys).openFile(e,{active:!0})}onClose(){super.onClose(),this.resolvePromise(this.newFile)}createForm(){this.titleEl.setText(t$d("PROMPT_TITLE_NEW_FILE")),this.contentEl.createDiv({cls:"excalidraw-prompt-center",text:t$d("PROMPT_FILE_DOES_NOT_EXIST")}),this.contentEl.createDiv({cls:"excalidraw-prompt-center filepath",text:this.path}),this.contentEl.createDiv({cls:"excalidraw-prompt-center"},(e=>{e.style.textAlign="right";const A=()=>this.path&&""!==this.path?!!this.parentFile||(new obsidian_module.Notice(t$d("PROMPT_ERROR_DRAWING_CLOSED")),!1):(new obsidian_module.Notice(t$d("PROMPT_ERROR_NO_FILENAME")),!1),t=async e=>{if(!this.path.includes("/")){const e=new RegExp(`${escapeRegExp(this.parentFile.name)}$`,"g");this.path=this.parentFile.path.replace(e,this.path)}return this.path.match(/\.md$/)||(this.path=`${this.path}.md`),checkAndCreateFolder(splitFolderAndFilename(this.path).folderpath),await this.app.vault.create(this.path,e)};this.sourceElement&&(e.createEl("button",{text:t$d("PROMPT_BUTTON_EMBED_MARKDOWN"),attr:{"aria-label":t$d("PROMPT_BUTTON_EMBED_MARKDOWN_ARIA")}}).onclick=async()=>{if(!A)return;const e=await t("");if(e){const A=getEA(this.view);A.copyViewElementsToEAforEditing([this.sourceElement]),A.getElement(this.sourceElement.id).isDeleted=!0,A.addEmbeddable(this.sourceElement.x,this.sourceElement.y,500,500,void 0,e),A.addElementsToView()}this.close()}),e.createEl("button",{text:t$d("PROMPT_BUTTON_CREATE_MARKDOWN"),attr:{"aria-label":t$d("PROMPT_BUTTON_CREATE_MARKDOWN_ARIA")}}).onclick=async()=>{if(!A)return;const e=await t("");this.openFile(e),this.close()},e.createEl("button",{text:t$d("PROMPT_BUTTON_CREATE_EXCALIDRAW"),attr:{"aria-label":t$d("PROMPT_BUTTON_CREATE_EXCALIDRAW_ARIA")}}).onclick=async()=>{if(!A)return;const e=await t(await this.plugin.getBlankDrawing());await sleep$1(200),this.openFile(e),this.close()},e.createEl("button",{text:t$d("PROMPT_BUTTON_NEVERMIND")}).onclick=()=>{this.close()}}))}}class ConfirmationPrompt extends obsidian_module.Modal{constructor(e,A){super(e.app),this.plugin=e,this.didConfirm=!1,this.cancelClickCallback=()=>{this.didConfirm=!1,this.close()},this.confirmClickCallback=()=>{this.didConfirm=!0,this.close()},this.message=A,this.waitForClose=new Promise(((e,A)=>{this.resolvePromise=e,this.rejectPromise=A})),this.display(),this.open()}display(){this.contentEl.empty(),this.titleEl.textContent=t$d("PROMPT_TITLE_CONFIRMATION");const e=this.contentEl.createDiv();e.style.marginBottom="1rem",e.innerHTML=this.message;const A=this.contentEl.createDiv();A.style.display="flex",A.style.justifyContent="flex-end";const t=this.createButton(A,t$d("PROMPT_BUTTON_CANCEL"),this.cancelClickCallback);t.buttonEl.style.marginRight="0.5rem",this.createButton(A,t$d("PROMPT_BUTTON_OK"),this.confirmClickCallback).buttonEl.style.marginRight="0",t.buttonEl.focus()}createButton(e,A,t){const i=new obsidian_module.ButtonComponent(e);return i.setButtonText(A).onClick(t),i}onOpen(){var e;super.onOpen(),null===(e=this.contentEl.querySelector("button"))||void 0===e||e.focus()}onClose(){super.onClose(),this.didConfirm?this.resolvePromise(!0):this.resolvePromise(!1)}}var AutoexportPreference;!function(e){e[e.none=0]="none",e[e.both=1]="both",e[e.png=2]="png",e[e.svg=3]="svg",e[e.inherit=4]="inherit"}(AutoexportPreference||(AutoexportPreference={}));const REGEX_LINK={
//![[link|alias]] [alias](link){num}
EXPR:/(!)?(\[\[([^|\]]+)\|?([^\]]+)?]]|\[([^\]]*)]\(([^)]*)\))(\{(\d+)\})?/g,getResList:e=>{const A=e.matchAll(REGEX_LINK.EXPR);let t;const i=[];for(;!(t=A.next()).done;)i.push(t);return i},getRes:e=>e.matchAll(REGEX_LINK.EXPR),isTransclusion:e=>!!e.value[1],getLink:e=>e.value[3]?e.value[3]:e.value[6],isWikiLink:e=>!!e.value[3],getAliasOrLink:e=>REGEX_LINK.isWikiLink(e)?e.value[4]?e.value[4]:e.value[3]:e.value[5]?e.value[5]:e.value[6],getWrapLength:(e,A)=>{const t=parseInt(e.value[8]);return isNaN(t)?A>0?A:null:t}},DRAWING_REG=/\n# Drawing\n[^`]*(```json\n)([\s\S]*?)```\n/gm,DRAWING_REG_FALLBACK=/\n# Drawing\n(```json\n)?(.*)(```)?(%%)?/gm,DRAWING_COMPRESSED_REG=/(\n# Drawing\n[^`]*(?:```compressed\-json\n))([\s\S]*?)(```\n)/gm,DRAWING_COMPRESSED_REG_FALLBACK=/(\n# Drawing\n(?:```compressed\-json\n)?)(.*)((```)?(%%)?)/gm,REG_LINKINDEX_HYPERLINK=/^\w+:\/\//,isCompressedMD=e=>null!==e.match(/```compressed\-json\n/gm),getDecompressedScene=e=>{let A,t=e.matchAll(DRAWING_COMPRESSED_REG);return A=t.next(),A.done&&(t=e.matchAll(DRAWING_COMPRESSED_REG_FALLBACK),A=t.next()),A.value&&A.value.length>1?[decompress(A.value[2]),A]:[null,A]},changeThemeOfExcalidrawMD=e=>{const A=isCompressedMD(e);let t=A?getDecompressedScene(e)[0]:e;return t?(isObsidianThemeDark?1===(t.match(/"theme"\s*:\s*"light"\s*,/g)||[]).length&&(t=t.replace(/"theme"\s*:\s*"light"\s*,/,'"theme": "dark",')):1===(t.match(/"theme"\s*:\s*"dark"\s*,/g)||[]).length&&(t=t.replace(/"theme"\s*:\s*"dark"\s*,/,'"theme": "light",')),A?e.replace(DRAWING_COMPRESSED_REG,`$1${compress(t)}$3`):t):e};function getJSON(e){let A,t;if(isCompressedMD(e)){const[A,t]=getDecompressedScene(e);return A?{scene:A.substring(0,A.lastIndexOf("}")+1),pos:t.value.index}:{scene:e,pos:t.value?t.value.index:0}}if(A=e.matchAll(DRAWING_REG),t=A.next(),t.done&&(A=e.matchAll(DRAWING_REG_FALLBACK),t=A.next()),t.value&&t.value.length>1){const e=t.value[2];return{scene:e.substr(0,e.lastIndexOf("}")+1),pos:t.value.index}}return{scene:e,pos:t.value?t.value.index:0}}function getMarkdownDrawingSection(e,A){return A?`%%\n# Drawing\n\`\`\`compressed-json\n${compress(e)}\n\`\`\`\n%%`:`%%\n# Drawing\n\`\`\`json\n${e}\n\`\`\`\n%%`}const estimateMaxLineLen=(e,A)=>{if(!A||!e)return null;if(e===A)return null;let t=0;const i=e.split("\n");if(1===i.length)return null;for(const e of i){const A=e.trim();A.length>t&&(t=A.length)}return t},wrap=(e,A)=>A?wrapTextAtCharLength(e,A,!1,0):e;class ExcalidrawData{constructor(e){this.plugin=e,this.textElements=null,this.elementLinks=null,this.scene=null,this.deletedElements=[],this.file=null,this.embeddableTheme="auto",this.autoexportPreference=AutoexportPreference.inherit,this.textMode=TextMode.raw,this.loaded=!1,this.files=null,this.equations=null,this.mermaids=null,this.compatibilityMode=!1,this.selectedElementIds={},this.disableCompression=!1,this.app=e.app,this.files=new Map,this.equations=new Map,this.mermaids=new Map}initializeNonInitializedFields(){var e,A,t;if(!this.scene||!this.scene.elements)return;const i=null!==(e=this.scene.source.split("https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/")[1])&&void 0!==e?e:"1.8.16",n=this.scene.elements;for(const e of n){if("iframe"===e.type&&(e.type="embeddable"),e.boundElements){const A=new Map;let t=!1;e.boundElements.forEach((e=>{"text"===e.type?t?n.find((A=>A.id===e.id)).containerId=null:(A.set(e.id,e.type),t=!0):A.set(e.id,e.type)}));const i=Array.from(A,(([e,A])=>({id:e,type:A})));i.length!==e.boundElements.length&&(e.boundElements=i)}e.boundElementIds&&(e.boundElements||(e.boundElements=[]),e.boundElements=e.boundElements.concat(e.boundElementIds.map((e=>({type:"arrow",id:e})))),delete e.boundElementIds),"text"!==e.type||e.containerId||(e.containerId=null),null===e.x&&(e.x=0),null===e.y&&(e.y=0),null===(null===(A=e.startBinding)||void 0===A?void 0:A.focus)&&(e.startBinding.focus=0),null===(null===(t=e.endBinding)||void 0===t?void 0:t.focus)&&(e.endBinding.focus=0),null===e.fontSize&&(e.fontSize=20)}try{n.filter((e=>"text"===e.type&&e.containerId&&n.some((A=>A.id===e.containerId&&A.boundElements.length>0&&A.boundElements.some((A=>"text"===A.type&&A.id!==e.id&&A.id.length>8)))))).forEach((e=>{try{const A=n.filter((A=>A.id===e.containerId))[0],t=A.boundElements.filter((e=>!("text"===e.type&&!n.some((A=>A.id===e.id)))));A.boundElements=[{id:e.id,type:"text"}].concat(t)}catch(e){}}));const e=!isVersionNewerThanOther(i,"1.8.16");n.filter((e=>e.boundElements&&e.boundElements.length>0)).forEach((A=>{var t;e&&!(null===(t=A.customData)||void 0===t?void 0:t.legacyTextWrap)&&addAppendUpdateCustomData(A,{legacyTextWrap:!0});const i=A.boundElements.filter((e=>n.some((A=>A.id===e.id))));i.length!==A.boundElements.length&&(A.boundElements=i)})),n.filter((e=>"text"===e.type&&e.containerId&&!n.some((A=>A.id===e.containerId)))).forEach((e=>{e.containerId=null}))}catch(e){}}async loadData(e,A,t){var i,n;if(!A)return!1;if(this.loaded=!1,this.selectedElementIds={},this.textElements=new Map,this.elementLinks=new Map,this.file!=A&&(this.files.clear(),this.equations.clear(),this.mermaids.clear()),this.file=A,this.compatibilityMode=!1,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setAutoexportPreferences(),this.setembeddableThemePreference(),this.scene=null,this.plugin.settings.syncExcalidraw){const e=`${A.path.substring(0,A.path.lastIndexOf(".md"))}.excalidraw`,t=this.app.vault.getAbstractFileByPath(e);if(t&&t instanceof obsidian_module.TFile&&t.stat.mtime>A.stat.mtime){const e=await this.app.vault.read(t);this.scene=JSON.parse(e)}}let s=null;if(s=(()=>{const A=getJSON(e);if(-1===A.pos)throw new Error("Excalidraw JSON not found in the file");return this.scene||(this.scene=JSON_parse(A.scene)),A})(),this.deletedElements=this.scene.elements.filter((e=>e.isDeleted)),this.scene.elements=this.scene.elements.filter((e=>!e.isDeleted)),this.scene.files||(this.scene.files={}),hasExportTheme(this.plugin,this.file)?this.scene.appState.theme=getExportTheme(this.plugin,this.file,"light"):this.plugin.settings.matchThemeAlways&&(this.scene.appState.theme=isObsidianThemeDark()?"dark":"light"),null===(n=null===(i=this.scene)||void 0===i?void 0:i.elements)||void 0===n?void 0:n.some((e=>"iframe"===e.type))){const e=new ConfirmationPrompt(this.plugin,"This file contains embedded frames which will be migrated to a newer version for compatibility with <a href='https://excalidraw.com'>excalidraw.com</a>.<br>🔄 If you're using Obsidian on multiple devices, you may proceed now, but please, before opening this file on your other devices, update Excalidraw on those as well.<br>🔍 More info is available <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.9.9'>here</a>.<br>🌐 <a href='https://translate.google.com/?sl=en&tl=zh-CN&text=This%20file%20contains%20embedded%20frames%20which%20will%20be%20migrated%20to%20a%20newer%20version%20for%20compatibility%20with%20excalidraw.com.%0A%0AIf%20you%27re%20using%20Obsidian%20on%20multiple%20devices%2C%20you%20may%20proceed%20now%2C%20but%20please%2C%20before%20opening%20this%20file%20on%20your%20other%20devices%2C%20update%20Excalidraw%20on%20those%20as%20well.%0A%0AMore%20info%20is%20available%20here%3A%20https%3A%2F%2Fgithub.com%2Fzsviczian%2Fobsidian-excalidraw-plugin%2Freleases%2Ftag%2F1.9.9%27%3Ehere%3C%2Fa%3E.&op=translate'>Translate</a>.");if(e.contentEl.focus(),!await e.waitForClose)throw new Error("iframe conversion canceled")}this.initializeNonInitializedFields();let r=(e=e.substring(0,s.pos)).search(/(^%%\n)?# Text Elements\n/m);if(-1===r)return await this.setTextMode(t,!1),this.loaded=!0,!0;r+=e.match(/((^%%\n)?# Text Elements\n)/m)[0].length,e=e.substring(r),r=0;let a,o=e.matchAll(/\s\^(.{8})[\n]+/g);for(;!(a=o.next()).done;){let A=e.substring(r,a.value.index);const t=a.value[1],i=this.scene.elements.filter((e=>e.id===t))[0];if(i)if("text"!==i.type)i.link!==A&&(i.link=A,i.version++,i.versionNonce++),this.elementLinks.set(t,A);else{const e=estimateMaxLineLen(i.text,i.originalText),n=A.matchAll(/^%%\*\*\*>>>text element-link:(\[\[[^<*\]]*]])<<<\*\*\*%%/gm).next();n.done||(A=A.replace(/^%%\*\*\*>>>text element-link:\[\[[^<*\]]*]]<<<\*\*\*%%/gm,""),i.link=n.value[1]);const s=await this.parse(A);i.rawText=A,this.textElements.set(t,{raw:A,parsed:s.parsed,wrapAt:e}),s.link&&(i.link=s.link),!i||i.rawText&&""!==i.rawText||(i.rawText=A)}r=a.value.index+12}for(o=(e=e.substring(e.indexOf("# Embedded files\n")+17)).matchAll(/([\w\d]*):\s*\[\[([^\]]*)]]\s?(\{[^}]*})?\n/gm);!(a=o.next()).done;){const e=new EmbeddedFile(this.plugin,this.file.path,a.value[2],a.value[3]);this.setFile(a.value[1],e)}for(o=e.matchAll(/([\w\d]*):\s*((?:https?|file|ftps?):\/\/[^\s]*)\n/gm);!(a=o.next()).done;){const e=new EmbeddedFile(this.plugin,null,a.value[2]);this.setFile(a.value[1],e)}for(o=e.matchAll(/([\w\d]*):\s*\$\$([\s\S]*?)(\$\$\s*\n)/gm);!(a=o.next()).done;)this.setEquation(a.value[1],{latex:a.value[2],isLoaded:!1});const l=getMermaidImageElements(this.scene.elements);return l.length>0&&!shouldRenderMermaid()?new obsidian_module.Notice("Mermaid images are only supported in Obsidian 1.4.14 and above. Please update Obsidian to see the mermaid images in this drawing. Obsidian mobile 1.4.14 currently only avaiable to Obsidian insiders",5e3):l.forEach((e=>this.setMermaid(e.fileId,{mermaid:getMermaidText(e),isLoaded:!1}))),this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(t,!0),this.loaded=!0,!0}async loadLegacyData(e,A){return!!A&&(this.loaded=!1,this.selectedElementIds={},this.compatibilityMode=!0,this.file=A,this.textElements=new Map,this.elementLinks=new Map,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setembeddableThemePreference(),this.scene=JSON.parse(e),this.scene.files||(this.scene.files={}),this.initializeNonInitializedFields(),this.plugin.settings.matchThemeAlways&&(this.scene.appState.theme=isObsidianThemeDark()?"dark":"light"),this.files.clear(),this.equations.clear(),this.mermaids.clear(),this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(TextMode.raw,!0),this.loaded=!0,!0)}async setTextMode(e,A=!1){this.scene&&(this.textMode=e,await this.updateSceneTextElements(A))}updateTextElement(e,A,t,i=!1,n){var s;if(i||A!=e.text){const i=_measureText(A,e.fontSize,e.fontFamily,null!==(s=e.lineHeight)&&void 0!==s?s:getDefaultLineHeight(e.fontFamily));e.text=A,e.originalText=t,e.containerId&&"arrow"!==n||(e.width=i.w),e.height=i.h,e.baseline=i.baseline}}async updateSceneTextElements(e=!1){var A,t,i,n;const s=null===(A=this.scene.elements)||void 0===A?void 0:A.filter((e=>"text"===e.type));for(const A of s){const s=getContainerElement(A,this.scene),r=null!==(i=null!==(t=await this.getText(A.id))&&void 0!==t?t:A.originalText)&&void 0!==i?i:A.text,a=null===(n=this.textElements.get(A.id))||void 0===n?void 0:n.wrapAt;try{this.updateTextElement(A,a?wrapText(r,getFontString({fontSize:A.fontSize,fontFamily:A.fontFamily}),getBoundTextMaxWidth(s)):r,r,e,null==s?void 0:s.type)}catch(e){debug({where:"ExcalidrawData.updateSceneTextElements",fn:this.updateSceneTextElements,textElement:A})}}}async getText(e){const A=this.textElements.get(e);return A?this.textMode===TextMode.parsed?(A.parsed||this.textElements.set(e,{raw:A.raw,parsed:(await this.parse(A.raw)).parsed,wrapAt:A.wrapAt}),A.parsed):A.raw:null}findNewElementLinksInScene(){var e;let A=!1;const t=null===(e=this.scene.elements)||void 0===e?void 0:e.filter((e=>"text"!==e.type&&e.link&&e.link.startsWith("[[")&&!this.elementLinks.has(e.id)));if(0===t.length)return A;let i,n=JSON.stringify(this.scene);for(const e of t)i=e.id,e.id.length>8&&(A=!0,i=nanoid(),n=n.replaceAll(e.id,i)),this.elementLinks.set(i,e.link);return this.scene=JSON.parse(n),A}findNewTextElementsInScene(e={}){var A;this.selectedElementIds=e;const t=null===(A=this.scene.elements)||void 0===A?void 0:A.filter((e=>"text"===e.type));let i,n=JSON.stringify(this.scene),s=!1;for(const e of t)if(i=e.id,e.id.length>8){if(s=!0,i=nanoid(),this.selectedElementIds[e.id]&&(delete this.selectedElementIds[e.id],this.selectedElementIds[i]=!0),n=n.replaceAll(e.id,i),this.textElements.has(e.id)){const A=this.textElements.get(e.id);this.textElements.set(i,{raw:A.raw,parsed:A.parsed,wrapAt:A.wrapAt}),this.textElements.delete(e.id)}if(!this.textElements.has(i)){const A=e.rawText&&""!==e.rawText?e.rawText:e.text,t=estimateMaxLineLen(e.text,e.originalText);this.textElements.set(i,{raw:A,parsed:null,wrapAt:t}),this.parseasync(i,A,t)}}else if(!this.textElements.has(e.id)){const A=e.rawText&&""!==e.rawText?e.rawText:e.text,t=estimateMaxLineLen(e.text,e.originalText);this.textElements.set(i,{raw:A,parsed:null,wrapAt:t}),this.parseasync(i,A,t)}return s&&(this.scene=JSON.parse(n)),s}updateElementLinksFromScene(){var e;for(const A of this.elementLinks.keys()){const t=null===(e=this.scene.elements)||void 0===e?void 0:e.filter((e=>"text"!==e.type&&e.id===A&&e.link&&e.link.startsWith("[[")));0===t.length?this.elementLinks.delete(A):this.elementLinks.set(A,t[0].link)}}async updateTextElementsFromScene(){var e,A,t;for(const i of this.textElements.keys()){const n=null===(e=this.scene.elements)||void 0===e?void 0:e.filter((e=>"text"===e.type&&e.id===i));if(0===n.length)this.textElements.delete(i);else{const e=await this.getText(i),s=this.scene.prevTextMode===TextMode.parsed?n[0].rawText:null!==(A=n[0].originalText)&&void 0!==A?A:n[0].text;if(e!==(null!==(t=n[0].originalText)&&void 0!==t?t:n[0].text)){const e=estimateMaxLineLen(n[0].text,n[0].originalText);this.textElements.set(i,{raw:s,parsed:(await this.parse(s)).parsed,wrapAt:e})}}}}async parseasync(e,A,t){this.textElements.set(e,{raw:A,parsed:(await this.parse(A)).parsed,wrapAt:t})}parseLinks(e,A,t){return e.substring(A,t.value.index)+(this.showLinkBrackets?"[[":"")+REGEX_LINK.getAliasOrLink(t)+(this.showLinkBrackets?"]]":"")}async getTransclusion(e){const A=getLinkParts(e,this.file),t=this.app.metadataCache.getFirstLinkpathDest(A.path,this.file.path);return await getTransclusion(A,this.app,t,this.plugin.settings.pageTransclusionCharLimit)}async parse(e){e=this.parseCheckbox(e);let A="",t=null,i=0;const n=REGEX_LINK.getRes(e);let s,r=!1,a=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(t=e,a=!0);!(s=n.next()).done;){if(!t){const e=REGEX_LINK.getLink(s);t=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}if(REGEX_LINK.isTransclusion(s)){let t=this.parseCheckbox((await this.getTransclusion(REGEX_LINK.getLink(s))).contents).replaceAll(/%%[^%]*%%/gm,"");this.plugin.settings.removeTransclusionQuoteSigns&&(t=t.replaceAll(/\n\s*>\s?/gm,"\n")),A+=e.substring(i,s.value.index)+wrapTextAtCharLength(t,REGEX_LINK.getWrapLength(s,this.plugin.settings.wordWrappingDefault),this.plugin.settings.forceWrap)}else{const t=this.parseLinks(e,i,s);if(t&&(A+=t,!a&&!r)){const e=REGEX_LINK.getLink(s);e.match(REG_LINKINDEX_HYPERLINK)?a=!e.startsWith("cmd://"):r=!0}}i=s.value.index+s.value[0].length}return A+=e.substring(i,e.length),r&&(A=this.linkPrefix+A),a&&(A=this.urlPrefix+A),{parsed:A,link:t}}parseCheckbox(e){return this.plugin.settings.parseTODO?e.replaceAll(/^- \[\s] /g,`${this.plugin.settings.todo} `).replaceAll(/\n- \[\s] /g,`\n${this.plugin.settings.todo} `).replaceAll(/^- \[[^\s]] /g,`${this.plugin.settings.done} `).replaceAll(/\n- \[[^\s]] /g,`\n${this.plugin.settings.done} `):e}quickParse(e){if((e=>{const A=REGEX_LINK.getRes(e);let t;for(;!(t=A.next()).done;)if(REGEX_LINK.isTransclusion(t))return!0;return!1})(e))return[null,null];e=this.parseCheckbox(e);let A="",t=null,i=0;const n=REGEX_LINK.getRes(e);let s,r=!1,a=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(t=e,a=!0);!(s=n.next()).done;){if(!t){const e=REGEX_LINK.getLink(s);t=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}const n=this.parseLinks(e,i,s);if(n&&(A+=n,!a&&!r)){const e=REGEX_LINK.getLink(s);e.match(REG_LINKINDEX_HYPERLINK)?a=!e.startsWith("cmd://"):r=!0}i=s.value.index+s.value[0].length}return A+=e.substring(i,e.length),r&&(A=this.linkPrefix+A),a&&(A=this.urlPrefix+A),[A,t]}generateMD(e=[]){let A="# Text Elements\n";for(const e of this.textElements.keys()){const t=this.scene.elements.filter((A=>A.id===e));let i=this.textElements.get(e).raw;t&&1===t.length&&t[0].link&&t[0].rawText===t[0].originalText&&t[0].link.match(/^\[\[[^\]]*]]$/g)&&(i=`%%***>>>text element-link:${t[0].link}<<<***%%`+i),A+=`${i} ^${e}\n\n`}for(const e of this.elementLinks.keys())A+=`${this.elementLinks.get(e)} ^${e}\n\n`;if(A+=this.equations.size>0||this.files.size>0?"\n# Embedded files\n":"",this.equations.size>0)for(const e of this.equations.keys())A+=`${e}: $$${this.equations.get(e).latex}$$\n`;if(this.files.size>0)for(const e of this.files.keys()){const t=/(^[^#\|]*)/,i=this.files.get(e);i.isHyperLink||i.isLocalLink?A+=`${e}: ${i.hyperlink}\n`:A+=`${e}: [[${i.file?i.linkParts.original.replace(t,app.metadataCache.fileToLinktext(i.file,this.file.path)):i.linkParts.original}]]${i.colorMap?" "+JSON.stringify(i.colorMap):""}\n`}return A+=this.equations.size>0||this.files.size>0?"\n":"",A+getMarkdownDrawingSection(JSON.stringify({type:this.scene.type,version:this.scene.version,source:this.scene.source,elements:this.scene.elements.concat(e),appState:this.scene.appState,files:this.scene.files},null,"\t"),!this.disableCompression&&this.plugin.settings.compress)}async saveDataURLtoVault(e,A,t){var i;const n=this.scene;let s=`Pasted Image ${window.moment().format("YYYYMMDDHHmmss_SSS")}`;switch(A){case"image/png":default:s+=".png";break;case"image/jpeg":s+=".jpg";break;case"image/svg+xml":s+=".svg";break;case"image/gif":s+=".gif"}const r=(await getAttachmentsFolderAndFilePath(this.app,this.file.path,s)).filepath,a=await getBinaryFileFromDataURL(e);if(!a)return null;const o=await this.app.vault.createBinary(r,a),l=new EmbeddedFile(this.plugin,this.file.path,r);return l.setImage(e,A,{height:0,width:0},"dark"===(null===(i=n.appState)||void 0===i?void 0:i.theme),"image/svg+xml"===A),this.setFile(t,l),o}async syncFiles(){let e=!1;const A=this.scene,t=A.elements.filter((e=>"image"===e.type)).map((e=>e.fileId));if(this.files.forEach(((A,i)=>{t.contains(i)||(this.files.delete(i),e=!0)})),this.equations.forEach(((A,i)=>{t.contains(i)||(this.equations.delete(i),e=!0)})),this.mermaids.forEach(((A,i)=>{t.contains(i)||(this.mermaids.delete(i),e=!0)})),!A.files||0===Object.keys(A.files).length)return!1;const i=new Set;t.forEach((t=>{if(i.has(t)){const n=this.getFile(t),s=this.getEquation(t),r=this.getMermaid(t);if(n&&(n.isHyperLink||n.isLocalLink||n.file&&("md"!==n.file.extension||this.plugin.isExcalidrawFile(n.file))))return;if(r)return;const a=fileid();A.elements.filter((e=>e.fileId===t)).sort(((e,A)=>e.updated<A.updated?1:-1))[0].fileId=a,e=!0,i.add(a),n&&this.setFile(a,new EmbeddedFile(this.plugin,this.file.path,n.linkParts.original)),s&&this.setEquation(a,{latex:s.latex,isLoaded:!1})}i.add(t)}));for(const t of Object.keys(A.files)){const i=getMermaidImageElements(A.elements.filter((e=>e.fileId===t)));this.hasFile(t)||this.hasEquation(t)||this.hasMermaid(t)||i.length>0||(e=!0,await this.saveDataURLtoVault(A.files[t].dataURL,A.files[t].mimeType,t))}return e}async syncElements(e,A){this.scene=e;let t=!1;return this.compatibilityMode||(t=await this.syncFiles(),this.scene.files={}),this.updateElementLinksFromScene(),t=t||this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.findNewElementLinksInScene(),await this.updateTextElementsFromScene(),t||this.findNewTextElementsInScene(A)}async updateScene(e){this.scene=JSON_parse(e),this.updateElementLinksFromScene();const A=this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.setembeddableThemePreference()||this.findNewElementLinksInScene();return await this.updateTextElementsFromScene(),!(!A&&!this.findNewTextElementsInScene()||(await this.updateSceneTextElements(),0))}getRawText(e){var A;return null===(A=this.textElements.get(e))||void 0===A?void 0:A.raw}getParsedText(e){const A=this.textElements.get(e);return A?[wrap(A.parsed,A.wrapAt),A.parsed,null]:[null,null,null]}setTextElement(e,A,t,i){const n=estimateMaxLineLen(A,t),[s,r]=this.quickParse(t);return s?(this.textElements.set(e,{raw:t,parsed:s,wrapAt:n}),[wrap(s,n),s,r]):(this.parse(t).then((A=>{const s=A.parsed;this.textElements.set(e,{raw:t,parsed:s,wrapAt:n}),s&&i(wrap(s,n),s)})),[null,null,null])}async addTextElement(e,A,t){let i=estimateMaxLineLen(A,t);this.textElements.has(e)&&(i=this.textElements.get(e).wrapAt);const n=await this.parse(t);return this.textElements.set(e,{raw:t,parsed:n.parsed,wrapAt:i}),[wrap(n.parsed,i),n.parsed,n.link]}deleteTextElement(e){this.textElements.delete(e)}getOpenMode(){const e=this.app.metadataCache.getFileCache(this.file);let A="view-mobile"===this.plugin.settings.defaultMode?DEVICE.isPhone?"view":"normal":this.plugin.settings.defaultMode;switch((null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-default-mode"]&&(A=e.frontmatter["excalidraw-default-mode"]),A){case"zen":return{viewModeEnabled:!1,zenModeEnabled:!0};case"view":return{viewModeEnabled:!0,zenModeEnabled:!1};default:return{viewModeEnabled:!1,zenModeEnabled:!1}}}getLinkOpacity(){const e=this.app.metadataCache.getFileCache(this.file);let A=this.plugin.settings.linkOpacity;return(null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-linkbutton-opacity"]&&(A=e.frontmatter["excalidraw-linkbutton-opacity"]),A}getOnLoadScript(){const e=this.app.metadataCache.getFileCache(this.file);return(null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-onload-script"]?e.frontmatter["excalidraw-onload-script"]:null}setLinkPrefix(){const e=this.linkPrefix,A=this.app.metadataCache.getFileCache(this.file);return(null==A?void 0:A.frontmatter)&&null!=A.frontmatter["excalidraw-link-prefix"]?this.linkPrefix=A.frontmatter["excalidraw-link-prefix"]:this.linkPrefix=this.plugin.settings.linkPrefix,e!=this.linkPrefix}setUrlPrefix(){const e=this.urlPrefix,A=this.app.metadataCache.getFileCache(this.file);return(null==A?void 0:A.frontmatter)&&null!=A.frontmatter["excalidraw-url-prefix"]?this.urlPrefix=A.frontmatter["excalidraw-url-prefix"]:this.urlPrefix=this.plugin.settings.urlPrefix,e!=this.urlPrefix}setAutoexportPreferences(){const e=this.app.metadataCache.getFileCache(this.file);if((null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-autoexport"])switch(e.frontmatter["excalidraw-autoexport"].toLowerCase()){case"none":this.autoexportPreference=AutoexportPreference.none;break;case"both":this.autoexportPreference=AutoexportPreference.both;break;case"png":this.autoexportPreference=AutoexportPreference.png;break;case"svg":this.autoexportPreference=AutoexportPreference.svg;break;default:this.autoexportPreference=AutoexportPreference.inherit}else this.autoexportPreference=AutoexportPreference.inherit}setembeddableThemePreference(){const e=this.embeddableTheme,A=this.app.metadataCache.getFileCache(this.file);return(null==A?void 0:A.frontmatter)&&null!=A.frontmatter["excalidraw-iframe-theme"]?(this.embeddableTheme=A.frontmatter["excalidraw-iframe-theme"].toLowerCase(),EMBEDDABLE_THEME_FRONTMATTER_VALUES.includes(this.embeddableTheme)||(this.embeddableTheme="default")):this.embeddableTheme=this.plugin.settings.iframeMatchExcalidrawTheme?"auto":"default",e!=this.embeddableTheme}setShowLinkBrackets(){const e=this.showLinkBrackets,A=this.app.metadataCache.getFileCache(this.file);return(null==A?void 0:A.frontmatter)&&null!=A.frontmatter["excalidraw-link-brackets"]?this.showLinkBrackets=0!=A.frontmatter["excalidraw-link-brackets"]:this.showLinkBrackets=this.plugin.settings.showLinkBrackets,e!=this.showLinkBrackets}setFile(e,A){if(!A)return;if(this.files.set(e,A),A.isHyperLink||A.isLocalLink)return void this.plugin.filesMaster.set(e,{isHyperLink:A.isHyperLink,isLocalLink:A.isLocalLink,path:A.hyperlink,blockrefData:null,hasSVGwithBitmap:A.isSVGwithBitmap});if(!A.file)return;const t=A.linkParts.original.split("#");this.plugin.filesMaster.set(e,{isHyperLink:!1,isLocalLink:!1,path:A.file.path+(A.shouldScale()?"":"|100%"),blockrefData:1===t.length?null:t[1],hasSVGwithBitmap:A.isSVGwithBitmap,colorMapJSON:A.colorMap?JSON.stringify(A.colorMap):null})}getFiles(){return Object.values(this.files)}getFile(e){let A=this.files.get(e);if(A)return A;const t=this.plugin.filesMaster.get(e);return t?(A=new EmbeddedFile(this.plugin,this.file.path,t.blockrefData?t.path+"#"+t.blockrefData:t.path),this.files.set(e,A),A):A}getFileEntries(){return this.files.entries()}deleteFile(e){this.files.delete(e)}hasFile(e){if(this.files.has(e))return!0;if(this.plugin.filesMaster.has(e)){const A=this.plugin.filesMaster.get(e);if(A.isHyperLink||A.isLocalLink)return this.files.set(e,new EmbeddedFile(this.plugin,this.file.path,A.path)),!0;const t=A.path.split("|")[0].split("#")[0];if(!this.app.vault.getAbstractFileByPath(t))return this.plugin.filesMaster.delete(e),!0;const i=A.path.endsWith("100%"),n=new EmbeddedFile(this.plugin,this.file.path,(A.blockrefData?t+"#"+A.blockrefData:t)+(i?"|100%":""),A.colorMapJSON);return this.files.set(e,n),!0}return!1}setEquation(e,A){this.equations.set(e,{latex:A.latex,isLoaded:A.isLoaded}),this.plugin.equationsMaster.set(e,A.latex)}getEquation(e){let A=this.equations.get(e);if(A)return A;const t=this.plugin.equationsMaster.get(e);return t?(this.equations.set(e,{latex:t,isLoaded:!1}),{latex:t,isLoaded:!1}):A}getEquationEntries(){return this.equations.entries()}deleteEquation(e){this.equations.delete(e)}hasEquation(e){return!!this.equations.has(e)||!!this.plugin.equationsMaster.has(e)&&(this.equations.set(e,{latex:this.plugin.equationsMaster.get(e),isLoaded:!1}),!0)}setMermaid(e,A){this.mermaids.set(e,{mermaid:A.mermaid,isLoaded:A.isLoaded}),this.plugin.mermaidsMaster.set(e,A.mermaid)}getMermaid(e){let A=this.mermaids.get(e);if(A)return A;const t=this.plugin.mermaidsMaster.get(e);return t?(this.mermaids.set(e,{mermaid:t,isLoaded:!1}),{mermaid:t,isLoaded:!1}):A}getMermaidEntries(){return this.mermaids.entries()}deleteMermaid(e){this.mermaids.delete(e)}hasMermaid(e){return!!this.mermaids.has(e)||!!this.plugin.mermaidsMaster.has(e)&&(this.mermaids.set(e,{mermaid:this.plugin.mermaidsMaster.get(e),isLoaded:!1}),!0)}}const getTransclusion=async(e,A,t,i)=>{var n,s,r,a,o,l,c;if(!e.path)return{contents:e.original.trim(),lineNum:0};if(!(t&&t instanceof obsidian_module.TFile))return{contents:e.original.trim(),lineNum:0};const g=await A.vault.read(t);if(!e.ref)return i?{contents:g.substring(0,i).trim(),lineNum:0}:{contents:g.trim(),lineNum:0};const u=(await A.metadataCache.blockCache.getForFile({isCancelled:()=>!1},t)).blocks.filter((e=>"comment"!=e.node.type));if(!u)return{contents:e.original.trim(),lineNum:0};if(e.isBlockRef){let A=null===(n=u.filter((A=>A.node.id==e.ref))[0])||void 0===n?void 0:n.node;if(!A)return{contents:e.original.trim(),lineNum:0};["blockquote"].includes(A.type)&&(A=A.children[0]);const t=A.position.start.offset,i=A.position.start.line,s=A.position.end.offset;return{contents:g.substring(t,s).replaceAll(/ \^\S*$|^\^\S*$/gm,"").trim(),lineNum:i}}const d=u.filter((e=>0===e.display.search(/^#+\s/)));let h=null,m=0,p=null,w=1;for(let A=0;A<d.length;A++){if(h&&!p){let e=A;for(;e<d.length&&d[e].node.depth>w;)e++;return e===d.length&&d[e-1].node.depth>w?{leadingHashes:"#".repeat(w)+" ",contents:g.substring(h).trim(),lineNum:m}:(p=d[e].node.position.start.offset-1,{leadingHashes:"#".repeat(w)+" ",contents:g.substring(h,p).trim(),lineNum:m})}const t=d[A].node.children[0],i=null===(r=null===(s=d[A].node.data)||void 0===s?void 0:s.hProperties)||void 0===r?void 0:r.dataHeading,n=null==t?void 0:t.children;!h&&(cleanBlockRef(null==t?void 0:t.value)===e.ref||cleanBlockRef(null==t?void 0:t.title)===e.ref||cleanBlockRef(i)===e.ref||n&&cleanBlockRef(null===(a=n[0])||void 0===a?void 0:a.value)===e.ref||cleanSectionHeading(null==t?void 0:t.value)===e.ref||cleanSectionHeading(null==t?void 0:t.title)===e.ref||cleanSectionHeading(i)===e.ref||n&&cleanSectionHeading(null===(o=n[0])||void 0===o?void 0:o.value)===e.ref)&&(h=null===(l=d[A].node.children[0])||void 0===l?void 0:l.position.start.offset,w=d[A].node.depth,m=null===(c=d[A].node.children[0])||void 0===c?void 0:c.position.start.line)}return h?{leadingHashes:"#".repeat(w)+" ",contents:g.substring(h).trim(),lineNum:m}:{contents:e.original.trim(),lineNum:0}};class ScriptEngine{constructor(e){this.plugin=e,this.scriptIconMap={},this.loadScripts(),this.registerEventHandlers()}registerEventHandlers(){const e=e=>{if(!e.endsWith(".svg"))return;const A=app.vault.getAbstractFileByPath(getIMGFilename(e,"md"));A&&A instanceof obsidian_module.TFile&&(this.unloadScript(this.getScriptName(A),A.path),this.loadScript(A))};this.plugin.registerEvent(app.vault.on("delete",(async A=>{A instanceof obsidian_module.TFile&&A.path.startsWith(this.scriptPath)&&(this.unloadScript(this.getScriptName(A),A.path),e(A.path))}))),this.plugin.registerEvent(app.vault.on("create",(async A=>{A instanceof obsidian_module.TFile&&A.path.startsWith(this.scriptPath)&&(this.loadScript(A),e(A.path))}))),this.plugin.registerEvent(app.vault.on("rename",(async(A,t)=>{if(!(A instanceof obsidian_module.TFile))return;const i=t.startsWith(this.scriptPath),n=A.path.startsWith(this.scriptPath);i&&(this.unloadScript(this.getScriptName(t),t),e(t)),n&&(this.loadScript(A),e(A.path))})))}updateScriptPath(){this.scriptPath!==this.plugin.settings.scriptFolderPath&&(this.scriptPath&&this.unloadScripts(),this.loadScripts())}getListofScripts(){if(this.scriptPath=this.plugin.settings.scriptFolderPath,app.vault.getAbstractFileByPath(this.scriptPath))return app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)&&"md"===e.extension));this.scriptPath=null}loadScripts(){var e;null===(e=this.getListofScripts())||void 0===e||e.forEach((e=>this.loadScript(e)))}getScriptName(e){let A="",t="";e instanceof obsidian_module.TFile?(A=e.basename,t=e.path):(A=splitFolderAndFilename(e).basename,t=e);const i=t.split(`${this.scriptPath}/`)[1],n=i.lastIndexOf("/");return n>-1?i.substring(0,n+1)+A:A}async addScriptIconToMap(e,A){const t=getIMGFilename(e,"svg"),i=app.vault.getAbstractFileByPath(t),n=i&&i instanceof obsidian_module.TFile?await app.vault.read(i):null;this.scriptIconMap=Object.assign({},this.scriptIconMap);const s=splitFolderAndFilename(A);this.scriptIconMap[e]={name:s.filename,group:"/"===s.folderpath?"":s.folderpath,svgString:n},this.updateToolPannels()}loadScript(e){if("md"!==e.extension)return;const A=this.getScriptName(e);this.addScriptIconToMap(e.path,A),this.plugin.addCommand({id:A,name:`(Script) ${A}`,checkCallback:t=>{if(t)return Boolean(app.workspace.getActiveViewOfType(ExcalidrawView));const i=app.workspace.getActiveViewOfType(ExcalidrawView);return!!i&&((async()=>{const t=await app.vault.read(e);t&&this.executeScript(i,t,A,e)})(),!0)}})}unloadScripts(){const e=app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)));e.forEach((e=>{this.unloadScript(this.getScriptName(e),e.path)}))}unloadScript(e,A){if(!A.endsWith(".md"))return;delete this.scriptIconMap[A],this.scriptIconMap=Object.assign({},this.scriptIconMap),this.updateToolPannels();const t=`${PLUGIN_ID}:${e}`;this.plugin.app.commands.commands[t]&&delete this.plugin.app.commands.commands[t]}async executeScript(e,A,t,i){if(!e||!A||!t)return;const n=getEA(e);n.activeScript=t;const s=Object.getPrototypeOf((async()=>{})).constructor;let r=null;return r=await new s("ea","utils",A)(n,{inputPrompt:(A,t,i,n,s,r,a,o)=>ScriptEngine.inputPrompt(e,this.plugin,this.plugin.app,A,t,i,n,s,r,a,o),suggester:(e,A,t,i)=>ScriptEngine.suggester(app,e,A,t,i),scriptFile:i}),n.activeScript=null,r}updateToolPannels(){app.workspace.getLeavesOfType("excalidraw").forEach((e=>{var A,t;null===(t=null===(A=e.view.toolsPanelRef)||void 0===A?void 0:A.current)||void 0===t||t.updateScriptIconMap(this.scriptIconMap)}))}static async inputPrompt(e,A,t,i,n,s,r,a,o,l,c){try{return await GenericInputPrompt.Prompt(e,A,t,i,n,s,r,a,o,l,c)}catch(e){return}}static async suggester(e,A,t,i,n){try{return await GenericSuggester.Suggest(e,A,t,i,n)}catch(e){return}}}var t$c={d:(e,A)=>{for(var t in A)t$c.o(A,t)&&!t$c.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},r$e={};t$c.d(r$e,{QA:()=>w$1,ZP:()=>j$1,qt:()=>x$1,MX:()=>$});const e$d={red:"hsl(0, 100%, 50%)",orange:"hsl(30, 100%, 50%)",yellow:"hsl(60, 100%, 50%)","lime green":"hsl(90, 100%, 50%)",green:"hsl(120, 100%, 50%)","blue green":"hsl(150, 100%, 50%)",cyan:"hsl(180, 100%, 50%)","sky blue":"hsl(210, 100%, 50%)",blue:"hsl(240, 100%, 50%)",purple:"hsl(270, 100%, 50%)",magenta:"hsl(300, 100%, 50%)",pink:"hsl(330, 100%, 50%)"};function s$a(e,A,t){return Math.max(e,Math.min(A,t))}function n$c(e,A){return+e.toFixed(A>=0?A:0)}function a$c(e){const A=e%360;return A<0?A+360:A}function i$a(e){return void 0!==e?s$a(0,e,1):1}function o$b(e){return Math.floor(Math.random()*e)}function h$4(e){var A;const{Cmin:t,Cmax:i,H:n,delta:s}=function(e){const[A,t,i]=Object.values(e).map((e=>e/255)),n=Math.max(A,t,i),s=Math.min(A,t,i),r=n-s;return{Cmin:s,Cmax:n,H:0===r?0:n===A?(t-i)/r%6:n===t?(i-A)/r+2:(A-t)/r+4,delta:r}}(e),r=(i+t)/2,a=0===s?0:s/(1-Math.abs(2*r-1));return{h:a$c(60*n),s:100*a,l:100*r,a:null!==(A=e.a)&&void 0!==A?A:1}}function u$8(e){const{h:A,s:t,l:i,a:n}=e,s=i/100,r=t/100,a=(1-Math.abs(2*s-1))*r,o=a*(1-Math.abs(A/60%2-1)),l=s-a/2,c=A<60||300<=A&&A<360?a:120<=A&&A<240?0:o,g=240<=A&&A<360?0:60<=A&&A<180?a:o,u=A<120?0:180<=A&&A<300?a:o,[d,h,m]=[c,g,u].map((e=>255*(e+l)));return{r:d,g:h,b:m,a:null!=n?n:1}}function l$5(e){const[A,t,i,n]=Object.values(e).map((e=>parseInt(e,16)));return{r:A,g:t,b:i,a:n?n/255:1}}const c$a=/^#?([\da-f])([\da-f])([\da-f])([\da-f])?$|^#?([\da-f]{2})([\da-f]{2})([\da-f]{2})?([\da-f]{2})?$/gi,f$3=/hsla?\s*\(\s*([+-]?\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function d$2({h:e,s:A,l:t,a:i}){return[u$8({h:a$c(e),s:s$a(0,A,100),l:s$a(0,t,100),a:i$a(i)}),"hsl"]}const g$2=/rgba?\s*\(\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function b$5({r:e,g:A,b:t,a:i}){return[{r:s$a(0,e,255),g:s$a(0,A,255),b:s$a(0,t,255),a:i$a(i)},"rgb"]}var p$3,v$2,m$1=function(e,A,t,i,n){if("m"===i)throw new TypeError("Private method is not writable");if("a"===i&&!n)throw new TypeError("Private accessor was defined without a setter");if("function"==typeof A?e!==A||!n:!A.has(e))throw new TypeError("Cannot write private member to an object whose class did not declare it");return"a"===i?n.call(e,t):n?n.value=t:A.set(e,t),t},y$1=function(e,A,t,i){if("a"===t&&!i)throw new TypeError("Private accessor was defined without a getter");if("function"==typeof A?e!==A||!i:!A.has(e))throw new TypeError("Cannot read private member from an object whose class did not declare it");return"m"===t?i:"a"===t?i.call(e):i?i.value:A.get(e)};class w$1{constructor(e){var A,t;p$3.set(this,{r:0,g:0,b:0,a:1}),v$2.set(this,"rgb");const i=w$1.Parsers.map((A=>A(e))).find((e=>"invalid"!==e[1]));i?(A=this,t=this,[{set value(e){m$1(A,p$3,e,"f")}}.value,{set value(e){m$1(t,v$2,e,"f")}}.value]=i):m$1(this,v$2,"invalid","f")}get red(){return y$1(this,p$3,"f").r}get blue(){return y$1(this,p$3,"f").b}get green(){return y$1(this,p$3,"f").g}get alpha(){return y$1(this,p$3,"f").a}get hue(){return h$4(y$1(this,p$3,"f")).h}get saturation(){return h$4(y$1(this,p$3,"f")).s}get lightness(){return h$4(y$1(this,p$3,"f")).l}get format(){return y$1(this,v$2,"f")}isValid(){return"invalid"!==y$1(this,v$2,"f")}rgba(){return y$1(this,p$3,"f")}hsla(){return h$4(y$1(this,p$3,"f"))}hexa({round:e=!1}={}){return function(e,A=!1){let{r:t,g:i,b:n,a:s}=e;s&&(s*=255),A&&([t,i,n,s]=[t,i,n,s].map((e=>e&&Math.round(e))));const[r,a,o,l]=[t,i,n,null!=s?s:255].map((e=>e.toString(16).padStart(2,"0").toUpperCase()));return{r:r,g:a,b:o,a:l}}(y$1(this,p$3,"f"),e)}stringRGB({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,i,n,s]=Object.values(y$1(this,p$3,"f")).map(((e,t)=>n$c(e,A[t])));return e?`rgba(${t}, ${i}, ${n}, ${s})`:`rgb(${t}, ${i}, ${n})`}stringHEX({alpha:e=!0}={}){const[A,t,i,n]=Object.values(this.hexa({round:!0}));return`#${A}${t}${i}${e?n:""}`}stringHSL({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,i,n,s]=Object.values(this.hsla()).map(((e,t)=>n$c(e,A[t])));return e?`hsla(${t}, ${i}%, ${n}%, ${s})`:`hsl(${t}, ${i}%, ${n}%)`}hueTo(e){var A;const{h:t,s:i,l:n,a:s}=this.hsla(),r="number"==typeof e?a$c(e):Number(null!==(A=e$d[e].match(/\d{1,3}/))&&void 0!==A?A:t);return m$1(this,p$3,u$8({h:r,s:i,l:n,a:s}),"f"),this}hueBy(e){const{h:A,s:t,l:i,a:n}=this.hsla();return m$1(this,p$3,u$8({h:a$c(A+e),s:t,l:i,a:n}),"f"),this}saturationTo(e){const{h:A,l:t,a:i}=this.hsla();return m$1(this,p$3,u$8({h:A,s:s$a(0,e,100),l:t,a:i}),"f"),this}saturateBy(e){const{h:A,s:t,l:i,a:n}=this.hsla();return m$1(this,p$3,u$8({h:A,s:s$a(0,t+e,100),l:i,a:n}),"f"),this}desaturateBy(e){return this.saturateBy(-1*e)}lightnessTo(e){const{h:A,s:t,a:i}=this.hsla();return m$1(this,p$3,u$8({h:A,s:t,l:s$a(0,e,100),a:i}),"f"),this}lighterBy(e){const{h:A,s:t,l:i,a:n}=this.hsla();return m$1(this,p$3,u$8({h:A,s:t,l:s$a(0,i+e,100),a:n}),"f"),this}darkerBy(e){return this.lighterBy(-1*e)}alphaTo(e){return m$1(this,p$3,Object.assign(Object.assign({},y$1(this,p$3,"f")),{a:s$a(0,e,1)}),"f"),this}alphaBy(e){return m$1(this,p$3,Object.assign(Object.assign({},y$1(this,p$3,"f")),{a:s$a(0,y$1(this,p$3,"f").a+e,1)}),"f"),this}invert({alpha:e=!1}={}){const{r:A,g:t,b:i,a:n}=y$1(this,p$3,"f");return m$1(this,p$3,{r:255-A,g:255-t,b:255-i,a:e?1-n:n},"f"),this}grayscale(){return this.desaturateBy(100)}rotate(e){return this.hueBy(e)}}function $(){return new w$1({r:o$b(255),g:o$b(255),b:o$b(255),a:Math.random()})}function x$1(e){(e=e.filter(((e,A,t)=>t.indexOf(e)===A))).forEach((e=>e(w$1)))}p$3=new WeakMap,v$2=new WeakMap,w$1.Parsers=[function(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{r:A,g:t,b:i}=e;return void 0!==A&&void 0!==t&&void 0!==i&&"number"==typeof A}(e))return b$5(e);if("string"==typeof e){g$2.lastIndex=0;const A=g$2.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map(((e,A)=>e.includes("%")?+e.slice(0,-1)*(A<3?2.55:.01):+e));return b$5({r:e,g:t,b:i,a:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]},function(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{r:A,g:t,b:i}=e;return void 0!==A&&void 0!==t&&void 0!==i&&"string"==typeof A}(e))return[l$5(e),"hex"];if("string"==typeof e){c$a.lastIndex=0;const A=c$a.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map((e=>1===e.length?e.repeat(2):e));return[l$5({r:e,g:t,b:i,a:null!=n?n:"FF"}),"hex"]}}return[{r:0,g:0,b:0,a:1},"invalid"]},function(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{h:A,s:t,l:i}=e;return void 0!==A&&void 0!==t&&void 0!==i}(e))return d$2(e);if("string"==typeof e){f$3.lastIndex=0;const A=f$3.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map(((e,A)=>e.includes("%")?+e.slice(0,-1)*(0===A?3.59:A<3?1:.01):+e));return d$2({h:e,s:t,l:i,a:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]}];const j$1=e=>new w$1(e);r$e.QA;var O$1=r$e.ZP,B=r$e.qt;r$e.MX;var e$c={d:(e,A)=>{for(var t in A)e$c.o(A,t)&&!e$c.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},a$b={};function t$b(e){const A=e%360;return A<0?A+360:A}e$c.d(a$b,{Z:()=>n$b});const n$b=e=>{e.prototype.harmony=function({type:A="analogous",effect:t="tones",amount:i=5}={}){const{h:n,s:s,l:r,a:a}=this.hsla();switch("monochromatic"===A&&(o=i,i=Math.max(2,Math.min(o,10))),A){case"analogous":return[-30,0,30].map((A=>new e({h:t$b(n+A),s:s,l:r,a:a})));case"complementary":return[0,180].map((A=>new e({h:t$b(n+A),s:s,l:r,a:a})));case"split-complementary":return[0,150,210].map((A=>new e({h:t$b(n+A),s:s,l:r,a:a})));case"double-split-complementary":return[-30,0,30,150,210].map((A=>new e({h:t$b(n+A),s:s,l:r,a:a})));case"triad":return[0,120,240].map((A=>new e({h:t$b(n+A),s:s,l:r,a:a})));case"rectangle":return[0,60,180,240].map((A=>new e({h:t$b(n+A),s:s,l:r,a:a})));case"square":return[0,90,180,270].map((A=>new e({h:t$b(n+A),s:s,l:r,a:a})));case"monochromatic":{const A="tones"===t?s:r;let o=("tints"===t?100-A:A)/i;o="tints"===t?o:-1*o;const l=[A];for(let e=0;e<i;e++)l.push(l[e]+o);return"tones"===t?l.map((A=>new e({h:n,s:A,l:r,a:a}))):l.map((A=>new e({h:n,s:s,l:A,a:a})))}}var o}};var r$d=a$b.Z,a$a={d:(e,A)=>{for(var t in A)a$a.o(A,t)&&!a$a.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},t$a={};a$a.d(t$a,{Z:()=>k});const e$b=6/29,n$a=Math.pow(e$b,3),c$9=Math.pow(29/3,3),r$c={x:.96422,y:1,z:.82521};function u$7(e,A){return[e[0][0]*A[0]+e[0][1]*A[1]+e[0][2]*A[2],e[1][0]*A[0]+e[1][1]*A[1]+e[1][2]*A[2],e[2][0]*A[0]+e[2][1]*A[1]+e[2][2]*A[2]]}function s$9(e,A,t){return Math.max(e,Math.min(A,t))}function o$a(e){const A=e%360;return A<0?A+360:A}function l$4(e){const[A,t,i]=Object.values(e).map((e=>e/255)),n=Math.max(A,t,i),s=Math.min(A,t,i),r=n-s;return{Cmin:s,Cmax:n,H:0===r?0:n===A?(t-i)/r%6:n===t?(i-A)/r+2:(A-t)/r+4,delta:r}}function b$4(e){var A;const{Cmin:t,Cmax:i,H:n,delta:s}=l$4(e),r=(i+t)/2,a=0===s?0:s/(1-Math.abs(2*r-1));return{h:o$a(60*n),s:100*a,l:100*r,a:null!==(A=e.a)&&void 0!==A?A:1}}function h$3(e){var A;const{Cmax:t,H:i,delta:n}=l$4(e),s=0===n?0:n/t;return{h:o$a(60*i),s:100*s,v:100*t,a:null!==(A=e.a)&&void 0!==A?A:1}}function v$1(e){const{h:A,a:t}=b$4(e),{r:i,g:n,b:s}=e;return{h:A,w:Math.min(i,n,s)/2.55,b:100*(1-Math.max(i,n,s)/255),a:t}}function i$9(e){const[A,t,i]=u$7([[.41239079926595934,.357584339383878,.1804807884018343],[.21263900587151027,.715168678767756,.07219231536073371],[.01933081871559182,.11919477979462598,.9505321522496607]],Object.values(e).map((e=>{return 100*(A=e,(A/=255)<.04045?A/12.92:Math.pow((A+.055)/1.055,2.4));var A})));return function(e){const[A,t,i]=u$7([[1.0479298208405488,.022946793341019088,-.05019222954313557],[.029627815688159344,.990434484573249,-.01707382502938514],[-.009243058152591178,.015055144896577895,.7518742899580008]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}({x:A,y:t,z:i,a:e.a})}function m(e){const A=Object.values(i$9(e)).map(((e,A)=>e/(100*Object.values(r$c)[A]))).map((e=>e>n$a?Math.cbrt(e):(c$9*e+16)/116));return{l:116*A[1]-16,a:500*(A[0]-A[1]),b:200*(A[1]-A[2]),alpha:e.a}}function p$2(e){const{l:A,a:t,b:i}=m(e),n=180*Math.atan2(i,t)/Math.PI;return{l:A,c:Math.sqrt(Math.pow(t,2)+Math.pow(i,2)),h:o$a(n),a:e.a}}function f$2(e){const[A,t,i]=Object.values(i$9(e)).map((e=>e/100)),n=t/r$c.y,s=A&&t&&i?A+15*t+3*i:19,r=4*A/s,a=9*t/s,o=r$c.x+15*r$c.y+3*r$c.z,l=4*r$c.x/o,c=9*r$c.y/o;let g=n>n$a?116*Math.cbrt(n)-16:c$9*n,u=13*g*(r-l),d=13*g*(a-c);return g===Number(-0)&&(g=0),u===Number(-0)&&(u=0),d===Number(-0)&&(d=0),{l:g,u:u,v:d,a:e.a}}function M(e){const{x:A,y:t,z:i}=i$9(e),[n,s,r]=u$7([[2/3,0,0],[0,1,0],[-.5,1.5,.5]],[A,t,i]);return{u:n,v:s,w:r,a:e.a}}function w(e){let{r:A,g:t,b:i}=e;const n=Math.min(A,t,i);[A,t,i]=[A,t,i].map((e=>e-n));const s=Math.max(A,t,i);let r=Math.min(A,t);A-=r,t-=r,i&&t&&(i/=2,t/=2),r+=t,i+=t;const a=Math.max(A,r,i);if(a){const e=s/a;[A,r,i]=[A,r,i].map((A=>A*e))}return[A,r,i]=[A,r,i].map((e=>e+n)),{r:A,y:r,b:i,a:e.a}}function O(e){const{r:A,g:t,b:i,a:n}=e,s=1-Math.max(A,t,i)/255,[r,a,o]=1===s?[0,0,0]:[A,t,i].map((e=>100*(1-e/255-s)/(1-s)));return{c:r,m:a,y:o,k:100*s,a:n}}function j(e){const{h:A,s:t,v:i,a:n}=e,s=i/100,r=s*(t/100),a=r*(1-Math.abs(A/60%2-1)),o=s-r,l=A<60||300<=A&&A<360?r:120<=A&&A<240?0:a,c=240<=A&&A<360?0:60<=A&&A<180?r:a,g=A<120?0:180<=A&&A<300?r:a,[u,d,h]=[l,c,g].map((e=>255*(e+o)));return{r:u,g:d,b:h,a:null!=n?n:1}}function x(e){const[A,t,i]=Object.values(function(e){const[A,t,i]=u$7([[.9554734527042182,-.023098536874261423,.0632593086610217],[-.028369706963208136,1.0099954580058226,.021041398966943008],[.012314001688319899,-.020507696433477912,1.3303659366080753]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}(e)).map((e=>e/100)),[n,s,r]=u$7([[3.2409699419045226,-1.537383177570094,-.4986107602930034],[-.9692436362808796,1.8759675015077202,.04155505740717559],[.05563007969699366,-.20397695888897652,1.0569715142428786]],[A,t,i]).map((e=>{return s$9(0,255*((A=e)>.0031308?1.055*Math.pow(A,1/2.4)-.055:12.92*A),255);var A}));return{r:n,g:s,b:r,a:e.a}}function y(e){const{l:A,a:t,b:i}=e,n=(A+16)/116,s=n+t/500,r=n-i/200,a=Object.values(r$c),[o,l,c]=[s,n,r].map(((e,A)=>(e>e$b?Math.pow(e,3):3*Math.pow(e$b,2)*(e-4/29))*a[A]*100));return x({x:o,y:l,z:c,a:e.alpha})}const k=e=>{e.prototype.mix=function({color:A="#fff",ratio:t=.5,colorspace:i="luv"}={}){const n=this.rgba(),s=(A instanceof e?A:new e(A)).rgba();let r,a;switch(t=s$9(0,t,1),i){case"hsl":r=Object.values(b$4(n)),a=Object.values(b$4(s));break;case"hsv":r=Object.values(h$3(n)),a=Object.values(h$3(s));break;case"hwb":r=Object.values(v$1(n)),a=Object.values(v$1(s));break;case"lab":r=Object.values(m(n)),a=Object.values(m(s));break;case"lch":r=Object.values(p$2(n)),a=Object.values(p$2(s));break;case"luv":r=Object.values(f$2(n)),a=Object.values(f$2(s));break;case"ryb":r=Object.values(w(n)),a=Object.values(w(s));break;case"uvw":r=Object.values(M(n)),a=Object.values(M(s));break;case"xyz":r=Object.values(i$9(n)),a=Object.values(i$9(s));break;case"cmyk":r=Object.values(O(n)),a=Object.values(O(s));break;default:r=Object.values(n),a=Object.values(s)}const[o,l,c,g,u]=r.map(((e,A)=>r[A]*(1-t)+a[A]*t));switch(i){case"hsl":return new e(function(e){const{h:A,s:t,l:i,a:n}=e,s=i/100,r=t/100,a=(1-Math.abs(2*s-1))*r,o=a*(1-Math.abs(A/60%2-1)),l=s-a/2,c=A<60||300<=A&&A<360?a:120<=A&&A<240?0:o,g=240<=A&&A<360?0:60<=A&&A<180?a:o,u=A<120?0:180<=A&&A<300?a:o,[d,h,m]=[c,g,u].map((e=>255*(e+l)));return{r:d,g:h,b:m,a:null!=n?n:1}}({h:o,s:l,l:c,a:g}));case"hsv":return new e(j({h:o,s:l,v:c,a:g}));case"hwb":return new e(function(e){const{h:A,b:t,w:i,a:n}=e;return j({h:A,s:100===t?0:100-i/(100-t)*100,v:100-t,a:n})}({h:o,w:l,b:c,a:g}));case"lab":return new e(y({l:o,a:l,b:c,alpha:g}));case"lch":return new e(function(e){const{l:A,c:t,h:i}=e;return y({l:A,a:t*Math.cos(i*Math.PI/180),b:t*Math.sin(i*Math.PI/180),alpha:e.a})}({l:o,c:l,h:c,a:g}));case"luv":return new e(function(e){const{l:A,u:t,v:i}=e,n=A>c$9*n$a?Math.pow((A+16)/116,3):A/c$9,s=r$c.x+15*r$c.y+3*r$c.z,r=(52*A/(t&&A?t+13*A*(4*r$c.x/s):1)-1)/3,a=-5*n,o=n*(39*A/(i&&A?i+13*A*(9*r$c.y/s):1)-5),l=r===-1/3?o-a:(o-a)/(r- -1/3);return x({x:100*l,y:100*n,z:100*(r*l+a),a:e.a})}({l:o,u:l,v:c,a:g}));case"ryb":return new e(function(e){let{r:A,y:t,b:i}=e;const n=Math.min(A,t,i);[A,t,i]=[A,t,i].map((e=>e-n));const s=Math.max(A,t,i);let r=Math.min(t,i);t-=r,i-=r,i&&r&&(i*=2,r*=2),A+=t,r+=t;const a=Math.max(A,r,i);if(a){const e=s/a;[A,r,i]=[A,r,i].map((A=>A*e))}return[A,r,i]=[A,r,i].map((e=>e+n)),{r:A,g:r,b:i,a:e.a}}({r:o,y:l,b:c,a:g}));case"uvw":return new e(function(e){const{u:A,v:t,w:i}=e,[n,s,r]=u$7([[1.5,0,0],[0,1,0],[1.5,-3,2]],[A,t,i]);return x({x:n,y:s,z:r,a:e.a})}({u:o,v:l,w:c,a:g}));case"xyz":return new e(x({x:o,y:l,z:c,a:g}));case"cmyk":return new e(function(e){const{c:A,m:t,y:i,k:n,a:s}=e,[r,a,o]=[A,t,i].map((e=>255*(1-e/100)*(1-n/100)));return{r:r,g:a,b:o,a:s}}({c:o,m:l,y:c,k:g,a:u}));default:return new e({r:o,g:l,b:c,a:g})}}};var z=t$a.Z,r$b={d:(e,A)=>{for(var t in A)r$b.o(A,t)&&!r$b.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},b$3={};r$b.d(b$3,{Z:()=>n$9});const g$1=["rgb(0,0,0)","rgb(0,0,51)","rgb(0,0,102)","rgb(0,0,153)","rgb(0,0,204)","rgb(0,0,255)","rgb(0,51,0)","rgb(0,51,51)","rgb(0,51,102)","rgb(0,51,153)","rgb(0,51,204)","rgb(0,51,255)","rgb(0,102,0)","rgb(0,102,51)","rgb(0,102,102)","rgb(0,102,153)","rgb(0,102,204)","rgb(0,102,255)","rgb(0,153,0)","rgb(0,153,51)","rgb(0,153,102)","rgb(0,153,153)","rgb(0,153,204)","rgb(0,153,255)","rgb(0,204,0)","rgb(0,204,51)","rgb(0,204,102)","rgb(0,204,153)","rgb(0,204,204)","rgb(0,204,255)","rgb(0,255,0)","rgb(0,255,51)","rgb(0,255,102)","rgb(0,255,153)","rgb(0,255,204)","rgb(0,255,255)","rgb(51,0,0)","rgb(51,0,51)","rgb(51,0,102)","rgb(51,0,153)","rgb(51,0,204)","rgb(51,0,255)","rgb(51,51,0)","rgb(51,51,51)","rgb(51,51,102)","rgb(51,51,153)","rgb(51,51,204)","rgb(51,51,255)","rgb(51,102,0)","rgb(51,102,51)","rgb(51,102,102)","rgb(51,102,153)","rgb(51,102,204)","rgb(51,102,255)","rgb(51,153,0)","rgb(51,153,51)","rgb(51,153,102)","rgb(51,153,153)","rgb(51,153,204)","rgb(51,153,255)","rgb(51,204,0)","rgb(51,204,51)","rgb(51,204,102)","rgb(51,204,153)","rgb(51,204,204)","rgb(51,204,255)","rgb(51,255,0)","rgb(51,255,51)","rgb(51,255,102)","rgb(51,255,153)","rgb(51,255,204)","rgb(51,255,255)","rgb(102,0,0)","rgb(102,0,51)","rgb(102,0,102)","rgb(102,0,153)","rgb(102,0,204)","rgb(102,0,255)","rgb(102,51,0)","rgb(102,51,51)","rgb(102,51,102)","rgb(102,51,153)","rgb(102,51,204)","rgb(102,51,255)","rgb(102,102,0)","rgb(102,102,51)","rgb(102,102,102)","rgb(102,102,153)","rgb(102,102,204)","rgb(102,102,255)","rgb(102,153,0)","rgb(102,153,51)","rgb(102,153,102)","rgb(102,153,153)","rgb(102,153,204)","rgb(102,153,255)","rgb(102,204,0)","rgb(102,204,51)","rgb(102,204,102)","rgb(102,204,153)","rgb(102,204,204)","rgb(102,204,255)","rgb(102,255,0)","rgb(102,255,51)","rgb(102,255,102)","rgb(102,255,153)","rgb(102,255,204)","rgb(102,255,255)","rgb(153,0,0)","rgb(153,0,51)","rgb(153,0,102)","rgb(153,0,153)","rgb(153,0,204)","rgb(153,0,255)","rgb(153,51,0)","rgb(153,51,51)","rgb(153,51,102)","rgb(153,51,153)","rgb(153,51,204)","rgb(153,51,255)","rgb(153,102,0)","rgb(153,102,51)","rgb(153,102,102)","rgb(153,102,153)","rgb(153,102,204)","rgb(153,102,255)","rgb(153,153,0)","rgb(153,153,51)","rgb(153,153,102)","rgb(153,153,153)","rgb(153,153,204)","rgb(153,153,255)","rgb(153,204,0)","rgb(153,204,51)","rgb(153,204,102)","rgb(153,204,153)","rgb(153,204,204)","rgb(153,204,255)","rgb(153,255,0)","rgb(153,255,51)","rgb(153,255,102)","rgb(153,255,153)","rgb(153,255,204)","rgb(153,255,255)","rgb(204,0,0)","rgb(204,0,51)","rgb(204,0,102)","rgb(204,0,153)","rgb(204,0,204)","rgb(204,0,255)","rgb(204,51,0)","rgb(204,51,51)","rgb(204,51,102)","rgb(204,51,153)","rgb(204,51,204)","rgb(204,51,255)","rgb(204,102,0)","rgb(204,102,51)","rgb(204,102,102)","rgb(204,102,153)","rgb(204,102,204)","rgb(204,102,255)","rgb(204,153,0)","rgb(204,153,51)","rgb(204,153,102)","rgb(204,153,153)","rgb(204,153,204)","rgb(204,153,255)","rgb(204,204,0)","rgb(204,204,51)","rgb(204,204,102)","rgb(204,204,153)","rgb(204,204,204)","rgb(204,204,255)","rgb(204,255,0)","rgb(204,255,51)","rgb(204,255,102)","rgb(204,255,153)","rgb(204,255,204)","rgb(204,255,255)","rgb(255,0,0)","rgb(255,0,51)","rgb(255,0,102)","rgb(255,0,153)","rgb(255,0,204)","rgb(255,0,255)","rgb(255,51,0)","rgb(255,51,51)","rgb(255,51,102)","rgb(255,51,153)","rgb(255,51,204)","rgb(255,51,255)","rgb(255,102,0)","rgb(255,102,51)","rgb(255,102,102)","rgb(255,102,153)","rgb(255,102,204)","rgb(255,102,255)","rgb(255,153,0)","rgb(255,153,51)","rgb(255,153,102)","rgb(255,153,153)","rgb(255,153,204)","rgb(255,153,255)","rgb(255,204,0)","rgb(255,204,51)","rgb(255,204,102)","rgb(255,204,153)","rgb(255,204,204)","rgb(255,204,255)","rgb(255,255,0)","rgb(255,255,51)","rgb(255,255,102)","rgb(255,255,153)","rgb(255,255,204)","rgb(255,255,255)"];function t$9(e){return(e/=255)<.04045?e/12.92:Math.pow((e+.055)/1.055,2.4)}function o$9(e,A=[0,0,0,1]){var t,i;return null!==(i=null===(t=e.match(/\d{1,3}/g))||void 0===t?void 0:t.map((e=>+e)))&&void 0!==i?i:A}const n$9=e=>{e.prototype.brightness=function({precision:e=4,percentage:A=!1}={}){const{r:t,g:i,b:n}=this.rgba(),s=+((.299*t+.587*i+.114*n)/255).toFixed(e);return A?100*s:s},e.prototype.luminance=function({precision:e=4,percentage:A=!1}={}){const{r:t,g:i,b:n}=this.rgba(),s=+(.2126*t$9(t)+.7152*t$9(i)+.0722*t$9(n)).toFixed(e);return A?100*s:s},e.prototype.contrast=function({bgColor:A="#fff",precision:t=4,ratio:i=!1}={}){const n=this.luminance(),s=(A instanceof e?A:new e(A)).luminance(),r=((Math.max(n,s)+.05)/(Math.min(n,s)+.05)).toFixed(t);return i?r+":1":+r},e.prototype.readableOn=function({bgColor:e="#fff",size:A="body",level:t="minimum"}={}){const i=this.contrast({bgColor:e});return"body"===A&&"enhanced"===t?i>=7:"large"===A&&"minimum"===t?i>=3:i>=4.5},e.prototype.equalTo=function(A="#fff"){const t=Object.values(this.rgba()),i=Object.values((A instanceof e?A:new e(A)).rgba());return t.toString()===i.toString()},e.prototype.isLight=function(){return this.brightness()>=.5},e.prototype.isDark=function(){return!this.isLight()},e.prototype.isCool=function(){const{h:e}=this.hsla();return 75<=e&&e<255},e.prototype.isWarm=function(){return!this.isCool()},e.prototype.isTinted=function(){return this.hsla().l>50},e.prototype.isShaded=function(){return this.hsla().l<50},e.prototype.isToned=function(){return this.hsla().s<100},e.prototype.isPureHue=function({reason:e=!0}={}){return this.isTinted()?!!e&&{pure:!1,reason:"tinted"}:this.isShaded()?!!e&&{pure:!1,reason:"shaded"}:this.isToned()?!!e&&{pure:!1,reason:"toned"}:!e||{pure:!0,reason:"N/A"}},e.prototype.closestCool=function(){const{h:e}=this.hsla();return this.isCool()?this:this.hueTo(e<75?75:254)},e.prototype.closestWarm=function(){const{h:e}=this.hsla();return this.isWarm()?this:this.hueTo(e<165?74:255)},e.prototype.closestPureHue=function(){const{h:A,a:t}=this.hsla(),{r:i,g:n,b:s,a:r}=function(e){const{h:A,s:t,l:i,a:n}=e,s=i/100,r=t/100,a=(1-Math.abs(2*s-1))*r,o=a*(1-Math.abs(A/60%2-1)),l=s-a/2,c=A<60||300<=A&&A<360?a:120<=A&&A<240?0:o,g=240<=A&&A<360?0:60<=A&&A<180?a:o,u=A<120?0:180<=A&&A<300?a:o,[d,h,m]=[c,g,u].map((e=>255*(e+l)));return{r:d,g:h,b:m,a:null!=n?n:1}}({h:A,s:100,l:50,a:t});return new e({r:i,g:n,b:s,a:r})},e.prototype.closestWebSafe=function(){const{r:A,g:t,b:i,a:n}=this.rgba();let[s,r,a]=new Array(3).fill(0),o=Number.POSITIVE_INFINITY,l={r:A,g:t,b:i,a:n};for(let e=0;e<g$1.length;e++){[s,r,a]=o$9(g$1[e],[s,r,a]);const u=(c=[s,r,a],g=[A,t,i],Math.abs(c[0]-g[0])+Math.abs(c[1]-g[1])+Math.abs(c[2]-g[2]));u<o&&(o=u,l={r:s,g:r,b:a,a:n})}var c,g;return new e(l)}};var e$a=b$3.Z,r$a={d:(e,A)=>{for(var t in A)r$a.o(A,t)&&!r$a.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},g={};r$a.d(g,{Z:()=>a$9});const e$9={maroon:"rgb(128,0,0)","dark red":"rgb(139,0,0)",brown:"rgb(165,42,42)",firebrick:"rgb(178,34,34)",crimson:"rgb(220,20,60)",red:"rgb(255,0,0)",tomato:"rgb(255,99,71)",coral:"rgb(255,127,80)","indian red":"rgb(205,92,92)","light coral":"rgb(240,128,128)","dark salmon":"rgb(233,150,122)",salmon:"rgb(250,128,114)","light salmon":"rgb(255,160,122)","orange red":"rgb(255,69,0)","dark orange":"rgb(255,140,0)",orange:"rgb(255,165,0)",gold:"rgb(255,215,0)","dark golden rod":"rgb(184,134,11)","golden rod":"rgb(218,165,32)","pale golden rod":"rgb(238,232,170)","dark khaki":"rgb(189,183,107)",khaki:"rgb(240,230,140)",olive:"rgb(128,128,0)",yellow:"rgb(255,255,0)","yellow green":"rgb(154,205,50)","dark olive green":"rgb(85,107,47)","olive drab":"rgb(107,142,35)","lawn green":"rgb(124,252,0)","chart reuse":"rgb(127,255,0)","green yellow":"rgb(173,255,47)","dark green":"rgb(0,100,0)",green:"rgb(0,128,0)","forest green":"rgb(34,139,34)",lime:"rgb(0,255,0)","lime green":"rgb(50,205,50)","light green":"rgb(144,238,144)","pale green":"rgb(152,251,152)","dark sea green":"rgb(143,188,143)","medium spring green":"rgb(0,250,154)","spring green":"rgb(0,255,127)","sea green":"rgb(46,139,87)","medium aqua marine":"rgb(102,205,170)","medium sea green":"rgb(60,179,113)","light sea green":"rgb(32,178,170)","dark slate gray":"rgb(47,79,79)",teal:"rgb(0,128,128)","dark cyan":"rgb(0,139,139)",cyan:"rgb(0,255,255)",aqua:"rgb(0,255,255)","light cyan":"rgb(224,255,255)","dark turquoise":"rgb(0,206,209)",turquoise:"rgb(64,224,208)","medium turquoise":"rgb(72,209,204)","pale turquoise":"rgb(175,238,238)","aqua marine":"rgb(127,255,212)","powder blue":"rgb(176,224,230)","cadet blue":"rgb(95,158,160)","steel blue":"rgb(70,130,180)","corn flower blue":"rgb(100,149,237)","deep sky blue":"rgb(0,191,255)","dodger blue":"rgb(30,144,255)","light blue":"rgb(173,216,230)","sky blue":"rgb(135,206,235)","light sky blue":"rgb(135,206,250)","midnight blue":"rgb(25,25,112)",navy:"rgb(0,0,128)","dark blue":"rgb(0,0,139)","medium blue":"rgb(0,0,205)",blue:"rgb(0,0,255)","royal blue":"rgb(65,105,225)","blue violet":"rgb(138,43,226)",indigo:"rgb(75,0,130)","dark slate blue":"rgb(72,61,139)","slate blue":"rgb(106,90,205)","medium slate blue":"rgb(123,104,238)","medium purple":"rgb(147,112,219)","dark magenta":"rgb(139,0,139)","dark violet":"rgb(148,0,211)","dark orchid":"rgb(153,50,204)","medium orchid":"rgb(186,85,211)",purple:"rgb(128,0,128)",thistle:"rgb(216,191,216)",plum:"rgb(221,160,221)",violet:"rgb(238,130,238)",magenta:"rgb(255,0,255)",fuchsia:"rgb(255,0,255)",orchid:"rgb(218,112,214)","medium violet red":"rgb(199,21,133)","pale violet red":"rgb(219,112,147)","deep pink":"rgb(255,20,147)","hot pink":"rgb(255,105,180)","light pink":"rgb(255,182,193)",pink:"rgb(255,192,203)","antique white":"rgb(250,235,215)",beige:"rgb(245,245,220)",bisque:"rgb(255,228,196)","blanched almond":"rgb(255,235,205)",wheat:"rgb(245,222,179)","corn silk":"rgb(255,248,220)","lemon chiffon":"rgb(255,250,205)","light golden rod yellow":"rgb(250,250,210)","light yellow":"rgb(255,255,224)","saddle brown":"rgb(139,69,19)",sienna:"rgb(160,82,45)",chocolate:"rgb(210,105,30)",peru:"rgb(205,133,63)","sandy brown":"rgb(244,164,96)","burly wood":"rgb(222,184,135)",tan:"rgb(210,180,140)","rosy brown":"rgb(188,143,143)",moccasin:"rgb(255,228,181)","navajo white":"rgb(255,222,173)","peach puff":"rgb(255,218,185)","misty rose":"rgb(255,228,225)","lavender blush":"rgb(255,240,245)",linen:"rgb(250,240,230)","old lace":"rgb(253,245,230)","papaya whip":"rgb(255,239,213)","sea shell":"rgb(255,245,238)","mint cream":"rgb(245,255,250)","slate gray":"rgb(112,128,144)","light slate gray":"rgb(119,136,153)","light steel blue":"rgb(176,196,222)",lavender:"rgb(230,230,250)","floral white":"rgb(255,250,240)","alice blue":"rgb(240,248,255)","ghost white":"rgb(248,248,255)",honeydew:"rgb(240,255,240)",ivory:"rgb(255,255,240)",azure:"rgb(240,255,255)",snow:"rgb(255,250,250)",black:"rgb(0,0,0)","dim gray":"rgb(105,105,105)","dim grey":"rgb(105,105,105)",gray:"rgb(128,128,128)",grey:"rgb(128,128,128)","dark gray":"rgb(169,169,169)","dark grey":"rgb(169,169,169)",silver:"rgb(192,192,192)","light gray":"rgb(211,211,211)","light grey":"rgb(211,211,211)",gainsboro:"rgb(220,220,220)",gainsborough:"rgb(220,220,220)","white smoke":"rgb(245,245,245)",white:"rgb(255,255,255)",transparent:"rgba(0,0,0,0)"};function b$2(e,A=[0,0,0,1]){var t,i;return null!==(i=null===(t=e.match(/\d{1,3}/g))||void 0===t?void 0:t.map((e=>+e)))&&void 0!==i?i:A}const a$9=e=>{e.prototype.name=function({exact:e=!0}={}){const{r:A,g:t,b:i,a:n}=this.rgba();if(0===n)return"transparent";const[s,r]=[Object.keys(e$9),Object.values(e$9)];let a;if(e){const e=this.stringRGB({alpha:!1}).replace(/\s/g,"");a=s.find((A=>e$9[A]===e))}else{let e=Number.POSITIVE_INFINITY;for(let n=0;n<r.length;n++){const c=(o=b$2(r[n]),l=[A,t,i],Math.abs(o[0]-l[0])+Math.abs(o[1]-l[1])+Math.abs(o[2]-l[2]));c<e&&(e=c,a=s[n])}}var o,l;return a?a+(n<1?" (with opacity)":""):"undefined"},e.Parsers.push((function(e){if(Object.keys(e$9).includes(e)){const[A,t,i,n]=b$2(e$9[e]);return[{r:A,g:t,b:i,a:null!=n?n:1},"name"]}return[{r:0,g:0,b:0,a:1},"invalid"]}))};var l$3=g.Z,t$8={d:(e,A)=>{for(var t in A)t$8.o(A,t)&&!t$8.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},a$8={};t$8.d(a$8,{Z:()=>d$1});const n$8=6/29,r$9=Math.pow(n$8,3),o$8=Math.pow(29/3,3),e$8={x:.96422,y:1,z:.82521};function c$8(e,A){return[e[0][0]*A[0]+e[0][1]*A[1]+e[0][2]*A[2],e[1][0]*A[0]+e[1][1]*A[1]+e[1][2]*A[2],e[2][0]*A[0]+e[2][1]*A[1]+e[2][2]*A[2]]}function s$8(e,A,t){return Math.max(e,Math.min(A,t))}function u$6(e){const A=e%360;return A<0?A+360:A}function i$8(e){const{l:A,a:t,b:i}=function(e){const A=Object.values(function(e){const[A,t,i]=c$8([[.41239079926595934,.357584339383878,.1804807884018343],[.21263900587151027,.715168678767756,.07219231536073371],[.01933081871559182,.11919477979462598,.9505321522496607]],Object.values(e).map((e=>{return 100*(A=e,(A/=255)<.04045?A/12.92:Math.pow((A+.055)/1.055,2.4));var A})));return function(e){const[A,t,i]=c$8([[1.0479298208405488,.022946793341019088,-.05019222954313557],[.029627815688159344,.990434484573249,-.01707382502938514],[-.009243058152591178,.015055144896577895,.7518742899580008]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}({x:A,y:t,z:i,a:e.a})}(e)).map(((e,A)=>e/(100*Object.values(e$8)[A]))).map((e=>e>r$9?Math.cbrt(e):(o$8*e+16)/116));return{l:116*A[1]-16,a:500*(A[0]-A[1]),b:200*(A[1]-A[2]),alpha:e.a}}(e),n=180*Math.atan2(i,t)/Math.PI;return{l:A,c:Math.sqrt(Math.pow(t,2)+Math.pow(i,2)),h:u$6(n),a:e.a}}function h$2(e){const{l:A,c:t,h:i}=e;return function(e){const{l:A,a:t,b:i}=e,n=(A+16)/116,s=n+t/500,r=n-i/200,a=Object.values(e$8),[o,l,c]=[s,n,r].map(((e,A)=>(e>n$8?Math.pow(e,3):3*Math.pow(n$8,2)*(e-4/29))*a[A]*100));return function(e){const[A,t,i]=Object.values(function(e){const[A,t,i]=c$8([[.9554734527042182,-.023098536874261423,.0632593086610217],[-.028369706963208136,1.0099954580058226,.021041398966943008],[.012314001688319899,-.020507696433477912,1.3303659366080753]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}(e)).map((e=>e/100)),[n,s,r]=c$8([[3.2409699419045226,-1.537383177570094,-.4986107602930034],[-.9692436362808796,1.8759675015077202,.04155505740717559],[.05563007969699366,-.20397695888897652,1.0569715142428786]],[A,t,i]).map((e=>{return s$8(0,255*((A=e)>.0031308?1.055*Math.pow(A,1/2.4)-.055:12.92*A),255);var A}));return{r:n,g:s,b:r,a:e.a}}({x:o,y:l,z:c,a:e.alpha})}({l:A,a:t*Math.cos(i*Math.PI/180),b:t*Math.sin(i*Math.PI/180),alpha:e.a})}const l$2=/lcha?\s*\(\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*([+-]?\d*\.?\d+%?)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function p$1({l:e,c:A,h:t,a:i}){return[h$2({l:s$8(0,e,100),c:s$8(0,A,230),h:u$6(t),a:(n=i,void 0!==n?s$8(0,n,1):1)}),"lch"];var n}function f$1(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{l:A,c:t,h:i}=e;return void 0!==A&&void 0!==t&&void 0!==i}(e))return p$1(e);if("string"==typeof e){l$2.lastIndex=0;const A=l$2.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map(((e,A)=>e.includes("%")?+e.slice(0,-1)*(0===A?1:1===A?2.3:2===A?3.59:.01):+e));return p$1({l:e,c:t,h:i,a:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const d$1=e=>{e.prototype.lcha=function(){return i$8(this.rgba())},e.prototype.stringLCH=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,i,n,s]=Object.values(this.lcha()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`lcha(${t}%, ${i}, ${n}, ${s})`:`lch(${t}%, ${i}, ${n})`},e.Parsers.push(f$1)};var b$1=a$8.Z,t$7={d:(e,A)=>{for(var t in A)t$7.o(A,t)&&!t$7.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},n$7={};t$7.d(n$7,{Z:()=>l$1});const r$8=Math.pow(6/29,3),e$7=Math.pow(29/3,3);function o$7(e,A){return[e[0][0]*A[0]+e[0][1]*A[1]+e[0][2]*A[2],e[1][0]*A[0]+e[1][1]*A[1]+e[1][2]*A[2],e[2][0]*A[0]+e[2][1]*A[1]+e[2][2]*A[2]]}function a$7(e,A,t){return Math.max(e,Math.min(A,t))}function u$5(e){const{l:A,u:t,v:i}=e,n=A>e$7*r$8?Math.pow((A+16)/116,3):A/e$7,s=(52*A/(t&&A?t+13*A*.20916005282038627:1)-1)/3,r=-5*n,a=n*(39*A/(i&&A?i+13*A*(9/18.43985):1)-5),o=s===-1/3?a-r:(a-r)/(s- -1/3);return function(e){const[A,t,i]=Object.values(function(e){const[A,t,i]=o$7([[.9554734527042182,-.023098536874261423,.0632593086610217],[-.028369706963208136,1.0099954580058226,.021041398966943008],[.012314001688319899,-.020507696433477912,1.3303659366080753]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}(e)).map((e=>e/100)),[n,s,r]=o$7([[3.2409699419045226,-1.537383177570094,-.4986107602930034],[-.9692436362808796,1.8759675015077202,.04155505740717559],[.05563007969699366,-.20397695888897652,1.0569715142428786]],[A,t,i]).map((e=>{return a$7(0,255*((A=e)>.0031308?1.055*Math.pow(A,1/2.4)-.055:12.92*A),255);var A}));return{r:n,g:s,b:r,a:e.a}}({x:100*o,y:100*n,z:100*(s*o+r),a:e.a})}const c$7=/color\s*\(\s*luva?\s*(\d*\.?\d+%?)\s*,?\s*([+-]?\d*\.?\d+%?)\s*,?\s*([+-]?\d*\.?\d+%?)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function s$7({l:e,u:A,v:t,a:i}){return[u$5({l:a$7(0,e,100),u:a$7(-100,A,100),v:a$7(-100,t,100),a:(n=i,void 0!==n?a$7(0,n,1):1)}),"luv"];var n}function i$7(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{l:A,u:t,v:i}=e;return void 0!==A&&void 0!==t&&null!=i}(e))return s$7(e);if("string"==typeof e){c$7.lastIndex=0;const A=c$7.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map(((e,A)=>e.includes("%")?+e.slice(0,-1)*(A<3?1:.01):+e));return s$7({l:e,u:t,v:i,a:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const l$1=e=>{e.prototype.luva=function(){return function(e){const[A,t,i]=Object.values(function(e){const[A,t,i]=o$7([[.41239079926595934,.357584339383878,.1804807884018343],[.21263900587151027,.715168678767756,.07219231536073371],[.01933081871559182,.11919477979462598,.9505321522496607]],Object.values(e).map((e=>{return 100*(A=e,(A/=255)<.04045?A/12.92:Math.pow((A+.055)/1.055,2.4));var A})));return function(e){const[A,t,i]=o$7([[1.0479298208405488,.022946793341019088,-.05019222954313557],[.029627815688159344,.990434484573249,-.01707382502938514],[-.009243058152591178,.015055144896577895,.7518742899580008]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}({x:A,y:t,z:i,a:e.a})}(e)).map((e=>e/100)),n=t/1,s=A&&t&&i?A+15*t+3*i:19,r=4*A/s,a=9*t/s;let o=n>r$8?116*Math.cbrt(n)-16:e$7*n,l=13*o*(r-.20916005282038627),c=13*o*(a-.48807338454488514);return o===Number(-0)&&(o=0),l===Number(-0)&&(l=0),c===Number(-0)&&(c=0),{l:o,u:l,v:c,a:e.a}}(this.rgba())},e.prototype.stringLUV=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,i,n,s]=Object.values(this.luva()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`color(luva ${t}%, ${i}%, ${n}%, ${s})`:`color(luv ${t}%, ${i}%, ${n}%)`},e.Parsers.push(i$7)};var v=n$7.Z,t$6={d:(e,A)=>{for(var t in A)t$6.o(A,t)&&!t$6.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},a$6={};t$6.d(a$6,{Z:()=>d});const n$6=6/29,r$7=Math.pow(n$6,3),e$6=Math.pow(29/3,3),o$6={x:.96422,y:1,z:.82521};function c$6(e,A){return[e[0][0]*A[0]+e[0][1]*A[1]+e[0][2]*A[2],e[1][0]*A[0]+e[1][1]*A[1]+e[1][2]*A[2],e[2][0]*A[0]+e[2][1]*A[1]+e[2][2]*A[2]]}function s$6(e,A,t){return Math.max(e,Math.min(A,t))}function u$4(e){return void 0!==e?s$6(0,e,1):1}function i$6(e){const A=Object.values(function(e){const[A,t,i]=c$6([[.41239079926595934,.357584339383878,.1804807884018343],[.21263900587151027,.715168678767756,.07219231536073371],[.01933081871559182,.11919477979462598,.9505321522496607]],Object.values(e).map((e=>{return 100*(A=e,(A/=255)<.04045?A/12.92:Math.pow((A+.055)/1.055,2.4));var A})));return function(e){const[A,t,i]=c$6([[1.0479298208405488,.022946793341019088,-.05019222954313557],[.029627815688159344,.990434484573249,-.01707382502938514],[-.009243058152591178,.015055144896577895,.7518742899580008]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}({x:A,y:t,z:i,a:e.a})}(e)).map(((e,A)=>e/(100*Object.values(o$6)[A]))).map((e=>e>r$7?Math.cbrt(e):(e$6*e+16)/116));return{l:116*A[1]-16,a:500*(A[0]-A[1]),b:200*(A[1]-A[2]),alpha:e.a}}function l(e){const{l:A,a:t,b:i}=e,n=(A+16)/116,s=n+t/500,r=n-i/200,a=Object.values(o$6),[o,l,c]=[s,n,r].map(((e,A)=>(e>n$6?Math.pow(e,3):3*Math.pow(n$6,2)*(e-4/29))*a[A]*100));return function(e){const[A,t,i]=Object.values(function(e){const[A,t,i]=c$6([[.9554734527042182,-.023098536874261423,.0632593086610217],[-.028369706963208136,1.0099954580058226,.021041398966943008],[.012314001688319899,-.020507696433477912,1.3303659366080753]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}(e)).map((e=>e/100)),[n,s,r]=c$6([[3.2409699419045226,-1.537383177570094,-.4986107602930034],[-.9692436362808796,1.8759675015077202,.04155505740717559],[.05563007969699366,-.20397695888897652,1.0569715142428786]],[A,t,i]).map((e=>{return s$6(0,255*((A=e)>.0031308?1.055*Math.pow(A,1/2.4)-.055:12.92*A),255);var A}));return{r:n,g:s,b:r,a:e.a}}({x:o,y:l,z:c,a:e.alpha})}const p=/laba?\s*\(\s*(\d*\.?\d+%?)\s*,?\s*([+-]?\d*\.?\d+)\s*,?\s*([+-]?\d*\.?\d+)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function b({l:e,a:A,b:t,alpha:i}){return[l({l:s$6(0,e,100),a:s$6(-160,A,160),b:s$6(-160,t,160),alpha:u$4(i)}),"lab"]}function f(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{l:A,a:t,b:i}=e;return void 0!==A&&void 0!==t&&void 0!==i}(e))return b(e);if("string"==typeof e){p.lastIndex=0;const A=p.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map(((e,A)=>e.includes("%")?+e.slice(0,-1)*(A<3?1:.01):+e));return b({l:e,a:t,b:i,alpha:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const d=e=>{e.prototype.laba=function(){return i$6(this.rgba())},e.prototype.stringLAB=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,i,n,s]=Object.values(this.laba()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`laba(${t}%, ${i}, ${n}, ${s})`:`lab(${t}%, ${i}, ${n})`},e.Parsers.push(f)};var h$1=a$6.Z,t$5={d:(e,A)=>{for(var t in A)t$5.o(A,t)&&!t$5.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},n$5={};function r$6(e,A){return[e[0][0]*A[0]+e[0][1]*A[1]+e[0][2]*A[2],e[1][0]*A[0]+e[1][1]*A[1]+e[1][2]*A[2],e[2][0]*A[0]+e[2][1]*A[1]+e[2][2]*A[2]]}function o$5(e,A,t){return Math.max(e,Math.min(A,t))}function e$5(e){const{u:A,v:t,w:i}=e,[n,s,r]=r$6([[1.5,0,0],[0,1,0],[1.5,-3,2]],[A,t,i]);return function(e){const[A,t,i]=Object.values(function(e){const[A,t,i]=r$6([[.9554734527042182,-.023098536874261423,.0632593086610217],[-.028369706963208136,1.0099954580058226,.021041398966943008],[.012314001688319899,-.020507696433477912,1.3303659366080753]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}(e)).map((e=>e/100)),[n,s,r]=r$6([[3.2409699419045226,-1.537383177570094,-.4986107602930034],[-.9692436362808796,1.8759675015077202,.04155505740717559],[.05563007969699366,-.20397695888897652,1.0569715142428786]],[A,t,i]).map((e=>{return o$5(0,255*((A=e)>.0031308?1.055*Math.pow(A,1/2.4)-.055:12.92*A),255);var A}));return{r:n,g:s,b:r,a:e.a}}({x:n,y:s,z:r,a:e.a})}t$5.d(n$5,{Z:()=>s$5});const a$5=/color\s*\(\s*uvwa?\s*(\d*\.?\d+)\s*,?\s*([+-]?\d*\.?\d+)\s*,?\s*([+-]?\d*\.?\d+)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function u$3({u:e,v:A,w:t,a:i}){return[e$5({u:o$5(0,e,200/3*.96422),v:o$5(0,A,100),w:o$5(-48.211,t,191.2605),a:(n=i,void 0!==n?o$5(0,n,1):1)}),"uvw"];var n}function c$5(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{u:A,v:t,w:i}=e;return void 0!==A&&void 0!==t&&void 0!==i}(e))return u$3(e);if("string"==typeof e){a$5.lastIndex=0;const A=a$5.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map((e=>e.includes("%")?.01*+e.slice(0,-1):+e));return u$3({u:e,v:t,w:i,a:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const s$5=e=>{e.prototype.uvwa=function(){return function(e){const{x:A,y:t,z:i}=function(e){const[A,t,i]=r$6([[.41239079926595934,.357584339383878,.1804807884018343],[.21263900587151027,.715168678767756,.07219231536073371],[.01933081871559182,.11919477979462598,.9505321522496607]],Object.values(e).map((e=>{return 100*(A=e,(A/=255)<.04045?A/12.92:Math.pow((A+.055)/1.055,2.4));var A})));return function(e){const[A,t,i]=r$6([[1.0479298208405488,.022946793341019088,-.05019222954313557],[.029627815688159344,.990434484573249,-.01707382502938514],[-.009243058152591178,.015055144896577895,.7518742899580008]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}({x:A,y:t,z:i,a:e.a})}(e),[n,s,r]=r$6([[2/3,0,0],[0,1,0],[-.5,1.5,.5]],[A,t,i]);return{u:n,v:s,w:r,a:e.a}}(this.rgba())},e.prototype.stringUVW=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,i,n,s]=Object.values(this.uvwa()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`color(uvwa ${t}, ${i}, ${n}, ${s})`:`color(uvw ${t}, ${i}, ${n})`},e.Parsers.push(c$5)};var i$5=n$5.Z,t$4={d:(e,A)=>{for(var t in A)t$4.o(A,t)&&!t$4.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},n$4={};function r$5(e,A){return[e[0][0]*A[0]+e[0][1]*A[1]+e[0][2]*A[2],e[1][0]*A[0]+e[1][1]*A[1]+e[1][2]*A[2],e[2][0]*A[0]+e[2][1]*A[1]+e[2][2]*A[2]]}function o$4(e,A,t){return Math.max(e,Math.min(A,t))}function e$4(e){const[A,t,i]=Object.values(function(e){const[A,t,i]=r$5([[.9554734527042182,-.023098536874261423,.0632593086610217],[-.028369706963208136,1.0099954580058226,.021041398966943008],[.012314001688319899,-.020507696433477912,1.3303659366080753]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}(e)).map((e=>e/100)),[n,s,r]=r$5([[3.2409699419045226,-1.537383177570094,-.4986107602930034],[-.9692436362808796,1.8759675015077202,.04155505740717559],[.05563007969699366,-.20397695888897652,1.0569715142428786]],[A,t,i]).map((e=>{return o$4(0,255*((A=e)>.0031308?1.055*Math.pow(A,1/2.4)-.055:12.92*A),255);var A}));return{r:n,g:s,b:r,a:e.a}}t$4.d(n$4,{Z:()=>u$2});const a$4=/color\s*\(\s*xyza?\s*(\d*\.?\d+)\s*,?\s*(\d*\.?\d+)\s*,?\s*(\d*\.?\d+)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function s$4({x:e,y:A,z:t,a:i}){return[e$4({x:o$4(0,e,96.422),y:o$4(0,A,100),z:o$4(0,t,82.521),a:(n=i,void 0!==n?o$4(0,n,1):1)}),"xyz"];var n}function c$4(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{x:A,y:t,z:i}=e;return void 0!==A&&void 0!==t&&void 0!==i}(e))return s$4(e);if("string"==typeof e){a$4.lastIndex=0;const A=a$4.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map((e=>e.includes("%")?.01*+e.slice(0,-1):+e));return s$4({x:e,y:t,z:i,a:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const u$2=e=>{e.prototype.xyza=function(){return function(e){const[A,t,i]=r$5([[.41239079926595934,.357584339383878,.1804807884018343],[.21263900587151027,.715168678767756,.07219231536073371],[.01933081871559182,.11919477979462598,.9505321522496607]],Object.values(e).map((e=>{return 100*(A=e,(A/=255)<.04045?A/12.92:Math.pow((A+.055)/1.055,2.4));var A})));return function(e){const[A,t,i]=r$5([[1.0479298208405488,.022946793341019088,-.05019222954313557],[.029627815688159344,.990434484573249,-.01707382502938514],[-.009243058152591178,.015055144896577895,.7518742899580008]],Object.values(e));return{x:A,y:t,z:i,a:e.a}}({x:A,y:t,z:i,a:e.a})}(this.rgba())},e.prototype.stringXYZ=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,i,n,s]=Object.values(this.xyza()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`color(xyza ${t}, ${i}, ${n}, ${s})`:`color(xyz ${t}, ${i}, ${n})`},e.Parsers.push(c$4)};var i$4=n$4.Z,t$3={d:(e,A)=>{for(var t in A)t$3.o(A,t)&&!t$3.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},n$3={};function r$4(e,A,t){return Math.max(e,Math.min(A,t))}function a$3(e){const A=e%360;return A<0?A+360:A}function o$3(e){const{h:A,a:t}=function(e){var A;const{Cmin:t,Cmax:i,H:n,delta:s}=function(e){const[A,t,i]=Object.values(e).map((e=>e/255)),n=Math.max(A,t,i),s=Math.min(A,t,i),r=n-s;return{Cmin:s,Cmax:n,H:0===r?0:n===A?(t-i)/r%6:n===t?(i-A)/r+2:(A-t)/r+4,delta:r}}(e),r=(i+t)/2,a=0===s?0:s/(1-Math.abs(2*r-1));return{h:a$3(60*n),s:100*a,l:100*r,a:null!==(A=e.a)&&void 0!==A?A:1}}(e),{r:i,g:n,b:s}=e;return{h:A,w:Math.min(i,n,s)/2.55,b:100*(1-Math.max(i,n,s)/255),a:t}}function e$3(e){const{h:A,b:t,w:i,a:n}=e;return function(e){const{h:A,s:t,v:i,a:n}=e,s=i/100,r=s*(t/100),a=r*(1-Math.abs(A/60%2-1)),o=s-r,l=A<60||300<=A&&A<360?r:120<=A&&A<240?0:a,c=240<=A&&A<360?0:60<=A&&A<180?r:a,g=A<120?0:180<=A&&A<300?r:a,[u,d,h]=[l,c,g].map((e=>255*(e+o)));return{r:u,g:d,b:h,a:null!=n?n:1}}({h:A,s:100===t?0:100-i/(100-t)*100,v:100-t,a:n})}t$3.d(n$3,{Z:()=>u$1});const s$3=/hwba?\s*\(\s*([+-]?\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function i$3({h:e,w:A,b:t,a:i}){return[e$3({h:a$3(e),w:r$4(0,A,100),b:r$4(0,t,100),a:(n=i,void 0!==n?r$4(0,n,1):1)}),"hwb"];var n}function c$3(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{h:A,w:t,b:i}=e;return void 0!==A&&void 0!==t&&void 0!==i}(e))return i$3(e);if("string"==typeof e){s$3.lastIndex=0;const A=s$3.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map(((e,A)=>e.includes("%")?+e.slice(0,-1)*(0===A?3.59:A<3?1:.01):+e));return i$3({h:e,w:t,b:i,a:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const u$1=e=>{e.prototype.hwba=function(){return o$3(this.rgba())},e.prototype.stringHWB=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,i,n,s]=Object.values(this.hwba()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`hwba(${a$3(t)}, ${i}%, ${n}%, ${s})`:`hwb(${a$3(t)}, ${i}%, ${n}%)`},e.Parsers.push(c$3)};var h=n$3.Z,t$2={d:(e,A)=>{for(var t in A)t$2.o(A,t)&&!t$2.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},n$2={};function r$3(e,A,t){return Math.max(e,Math.min(A,t))}function s$2(e){const A=e%360;return A<0?A+360:A}function e$2(e){const{h:A,s:t,v:i,a:n}=e,s=i/100,r=s*(t/100),a=r*(1-Math.abs(A/60%2-1)),o=s-r,l=A<60||300<=A&&A<360?r:120<=A&&A<240?0:a,c=240<=A&&A<360?0:60<=A&&A<180?r:a,g=A<120?0:180<=A&&A<300?r:a,[u,d,h]=[l,c,g].map((e=>255*(e+o)));return{r:u,g:d,b:h,a:null!=n?n:1}}t$2.d(n$2,{Z:()=>c$2});const a$2=/hsva?\s*\(\s*([+-]?\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function o$2({h:e,s:A,v:t,a:i}){return[e$2({h:s$2(e),s:r$3(0,A,100),v:r$3(0,t,100),a:(n=i,void 0!==n?r$3(0,n,1):1)}),"hsv"];var n}function i$2(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{h:A,s:t,v:i}=e;return void 0!==A&&void 0!==t&&void 0!==i}(e))return o$2(e);if("string"==typeof e){a$2.lastIndex=0;const A=a$2.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map(((e,A)=>e.includes("%")?+e.slice(0,-1)*(0===A?3.59:A<3?1:.01):+e));return o$2({h:e,s:t,v:i,a:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const c$2=e=>{e.prototype.hsva=function(){return function(e){var A;const{Cmax:t,H:i,delta:n}=function(e){const[A,t,i]=Object.values(e).map((e=>e/255)),n=Math.max(A,t,i),s=Math.min(A,t,i),r=n-s;return{Cmin:s,Cmax:n,H:0===r?0:n===A?(t-i)/r%6:n===t?(i-A)/r+2:(A-t)/r+4,delta:r}}(e),s=0===n?0:n/t;return{h:s$2(60*i),s:100*s,v:100*t,a:null!==(A=e.a)&&void 0!==A?A:1}}(this.rgba())},e.prototype.stringHSV=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,i,n,s]=Object.values(this.hsva()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`hsva(${s$2(t)}, ${i}%, ${n}%, ${s})`:`hsv(${s$2(t)}, ${i}%, ${n}%)`},e.Parsers.push(i$2)};var u=n$2.Z,t$1={d:(e,A)=>{for(var t in A)t$1.o(A,t)&&!t$1.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},r$2={};function n$1(e,A,t){return Math.max(e,Math.min(A,t))}function o$1(e){let{r:A,y:t,b:i}=e;const n=Math.min(A,t,i);[A,t,i]=[A,t,i].map((e=>e-n));const s=Math.max(A,t,i);let r=Math.min(t,i);t-=r,i-=r,i&&r&&(i*=2,r*=2),A+=t,r+=t;const a=Math.max(A,r,i);if(a){const e=s/a;[A,r,i]=[A,r,i].map((A=>A*e))}return[A,r,i]=[A,r,i].map((e=>e+n)),{r:A,g:r,b:i,a:e.a}}t$1.d(r$2,{Z:()=>i$1});const a$1=/color\s*\(\s*ryba?\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function e$1({r:e,y:A,b:t,a:i}){return[o$1({r:n$1(0,e,255),y:n$1(0,A,255),b:n$1(0,t,255),a:(n=i,void 0!==n?n$1(0,n,1):1)}),"ryb"];var n}function s$1(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{r:A,y:t,b:i}=e;return void 0!==A&&void 0!==t&&void 0!==i}(e))return e$1(e);if("string"==typeof e){a$1.lastIndex=0;const A=a$1.exec(e);if(A){const[e,t,i,n]=A.filter((e=>void 0!==e)).slice(1).map(((e,A)=>e.includes("%")?+e.slice(0,-1)*(A<3?2.55:.01):+e));return e$1({r:e,y:t,b:i,a:n})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const i$1=e=>{e.prototype.ryba=function(){return function(e){let{r:A,g:t,b:i}=e;const n=Math.min(A,t,i);[A,t,i]=[A,t,i].map((e=>e-n));const s=Math.max(A,t,i);let r=Math.min(A,t);A-=r,t-=r,i&&t&&(i/=2,t/=2),r+=t,i+=t;const a=Math.max(A,r,i);if(a){const e=s/a;[A,r,i]=[A,r,i].map((A=>A*e))}return[A,r,i]=[A,r,i].map((e=>e+n)),{r:A,y:r,b:i,a:e.a}}(this.rgba())},e.prototype.stringRYB=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,i,n,s]=Object.values(this.ryba()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`color(ryba ${t}, ${i}, ${n}, ${s})`:`color(ryb ${t}, ${i}, ${n})`},e.Parsers.push(s$1)};var c$1=r$2.Z,t={d:(e,A)=>{for(var i in A)t.o(A,i)&&!t.o(e,i)&&Object.defineProperty(e,i,{enumerable:!0,get:A[i]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},n={};function e(e,A,t){return Math.max(e,Math.min(A,t))}function r$1(e){const{c:A,m:t,y:i,k:n,a:s}=e,[r,a,o]=[A,t,i].map((e=>255*(1-e/100)*(1-n/100)));return{r:r,g:a,b:o,a:s}}t.d(n,{Z:()=>i});const c=/device-cmyka?\s*\(\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?),?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function o({c:A,m:t,y:i,k:n,a:s}){return[r$1({c:e(0,A,100),m:e(0,t,100),y:e(0,i,100),k:e(0,n,100),a:(r=s,void 0!==r?e(0,r,1):1)}),"cmyk"];var r}function a(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{c:A,m:t,y:i,k:n}=e;return void 0!==A&&void 0!==t&&void 0!==i&&void 0!==n}(e))return o(e);if("string"==typeof e){c.lastIndex=0;const A=c.exec(e);if(A){const[e,t,i,n,s]=A.filter((e=>void 0!==e)).slice(1).map(((e,A)=>e.includes("%")?+e.slice(0,-1)*(A<4?1:.01):+e));return o({c:e,m:t,y:i,k:n,a:s})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const i=e=>{e.prototype.cmyka=function(){return function(e){const{r:A,g:t,b:i,a:n}=e,s=1-Math.max(A,t,i)/255,[r,a,o]=1===s?[0,0,0]:[A,t,i].map((e=>100*(1-e/255-s)/(1-s)));return{c:r,m:a,y:o,k:100*s,a:n}}(this.rgba())},e.prototype.stringCMYK=function({alpha:e=!0,precision:A=[0,0,0,0,1]}={}){const[t,i,n,s,r]=Object.values(this.cmyka()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`device-cmyk(${t}, ${i}, ${n}, ${s}, ${r})`:`device-cmyk(${t}, ${i}, ${n}, ${s})`},e.Parsers.push(a)};var s=n.Z;class ExcalidrawScene{constructor(e=[]){this.type="excalidraw",this.version=2,this.source=GITHUB_RELEASES+PLUGIN_VERSION,this.elements=[],this.elements=e}toExJSON(){return Object.assign(Object.assign({},this),{elements:this.elements.map((e=>Object.assign({},e)))})}}var ARRAY_TYPE="undefined"!=typeof Float32Array?Float32Array:Array;function create$1(){var e=new ARRAY_TYPE(16);return ARRAY_TYPE!=Float32Array&&(e[1]=0,e[2]=0,e[3]=0,e[4]=0,e[6]=0,e[7]=0,e[8]=0,e[9]=0,e[11]=0,e[12]=0,e[13]=0,e[14]=0),e[0]=1,e[5]=1,e[10]=1,e[15]=1,e}function clone(e){var A=new ARRAY_TYPE(16);return A[0]=e[0],A[1]=e[1],A[2]=e[2],A[3]=e[3],A[4]=e[4],A[5]=e[5],A[6]=e[6],A[7]=e[7],A[8]=e[8],A[9]=e[9],A[10]=e[10],A[11]=e[11],A[12]=e[12],A[13]=e[13],A[14]=e[14],A[15]=e[15],A}function fromValues$1(e,A,t,i,n,s,r,a,o,l,c,g,u,d,h,m){var p=new ARRAY_TYPE(16);return p[0]=e,p[1]=A,p[2]=t,p[3]=i,p[4]=n,p[5]=s,p[6]=r,p[7]=a,p[8]=o,p[9]=l,p[10]=c,p[11]=g,p[12]=u,p[13]=d,p[14]=h,p[15]=m,p}function multiply(e,A,t){var i=A[0],n=A[1],s=A[2],r=A[3],a=A[4],o=A[5],l=A[6],c=A[7],g=A[8],u=A[9],d=A[10],h=A[11],m=A[12],p=A[13],w=A[14],B=A[15],E=t[0],k=t[1],f=t[2],O=t[3];return e[0]=E*i+k*a+f*g+O*m,e[1]=E*n+k*o+f*u+O*p,e[2]=E*s+k*l+f*d+O*w,e[3]=E*r+k*c+f*h+O*B,E=t[4],k=t[5],f=t[6],O=t[7],e[4]=E*i+k*a+f*g+O*m,e[5]=E*n+k*o+f*u+O*p,e[6]=E*s+k*l+f*d+O*w,e[7]=E*r+k*c+f*h+O*B,E=t[8],k=t[9],f=t[10],O=t[11],e[8]=E*i+k*a+f*g+O*m,e[9]=E*n+k*o+f*u+O*p,e[10]=E*s+k*l+f*d+O*w,e[11]=E*r+k*c+f*h+O*B,E=t[12],k=t[13],f=t[14],O=t[15],e[12]=E*i+k*a+f*g+O*m,e[13]=E*n+k*o+f*u+O*p,e[14]=E*s+k*l+f*d+O*w,e[15]=E*r+k*c+f*h+O*B,e}function create(){var e=new ARRAY_TYPE(3);return ARRAY_TYPE!=Float32Array&&(e[0]=0,e[1]=0,e[2]=0),e}function fromValues(e,A,t){var i=new ARRAY_TYPE(3);return i[0]=e,i[1]=A,i[2]=t,i}function transformMat4(e,A,t){var i=A[0],n=A[1],s=A[2],r=t[3]*i+t[7]*n+t[11]*s+t[15];return r=r||1,e[0]=(t[0]*i+t[4]*n+t[8]*s+t[12])/r,e[1]=(t[1]*i+t[5]*n+t[9]*s+t[13])/r,e[2]=(t[2]*i+t[6]*n+t[10]*s+t[14])/r,e}Math.hypot||(Math.hypot=function(){for(var e=0,A=arguments.length;A--;)e+=arguments[A]*arguments[A];return Math.sqrt(e)}),create();const random=new Random(Date.now()),randomInteger=()=>Math.floor(random.next()*2**31),randomId=()=>nanoid$1();function dimensionsFromPoints(e){const A=e.map((([e])=>e)),t=e.map((([,e])=>e)),i=Math.min(...A),n=Math.min(...t);return[Math.max(...A)-i,Math.max(...t)-n]}function getWindingOrder(e){return e.reduce(((e,[A,t],i,n)=>{const s=n[i+1];return((s?s[0]:0)-A)*((s?s[1]:0)+t)+e}),0)>0?"clockwise":"counterclockwise"}var chroma$1={exports:{}};
/**
* chroma.js - JavaScript library for color conversions
*
* Copyright (c) 2011-2019, Gregor Aisch
* All rights reserved.
*
* Redistribution and use in source and binary forms, with or without
* modification, are permitted provided that the following conditions are met:
*
* 1. Redistributions of source code must retain the above copyright notice, this
* list of conditions and the following disclaimer.
*
* 2. Redistributions in binary form must reproduce the above copyright notice,
* this list of conditions and the following disclaimer in the documentation
* and/or other materials provided with the distribution.
*
* 3. The name Gregor Aisch may not be used to endorse or promote products
* derived from this software without specific prior written permission.
*
* THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
* AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
* IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
* DISCLAIMED. IN NO EVENT SHALL GREGOR AISCH OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT,
* INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING,
* BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
* DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY
* OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING
* NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE,
* EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
*
* -------------------------------------------------------
*
* chroma.js includes colors from colorbrewer2.org, which are released under
* the following license:
*
* Copyright (c) 2002 Cynthia Brewer, Mark Harrower,
* and The Pennsylvania State University.
*
* Licensed under the Apache License, Version 2.0 (the "License");
* you may not use this file except in compliance with the License.
* You may obtain a copy of the License at
* http://www.apache.org/licenses/LICENSE-2.0
*
* Unless required by applicable law or agreed to in writing,
* software distributed under the License is distributed on an
* "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND,
* either express or implied. See the License for the specific
* language governing permissions and limitations under the License.
*
* ------------------------------------------------------
*
* Named colors are taken from X11 Color Names.
* http://www.w3.org/TR/css3-color/#svg-color
*
* @preserve
*/chroma$1.exports,function(e,A){e.exports=function(){for(var e=function(e,A,t){return void 0===A&&(A=0),void 0===t&&(t=1),e<A?A:e>t?t:e},A=e,t={},i=0,n=["Boolean","Number","String","Function","Array","Date","RegExp","Undefined","Null"];i<n.length;i+=1){var s=n[i];t["[object "+s+"]"]=s.toLowerCase()}var r=function(e){return t[Object.prototype.toString.call(e)]||"object"},a=r,o=r,l=Math.PI,c={clip_rgb:function(e){e._clipped=!1,e._unclipped=e.slice(0);for(var t=0;t<=3;t++)t<3?((e[t]<0||e[t]>255)&&(e._clipped=!0),e[t]=A(e[t],0,255)):3===t&&(e[t]=A(e[t],0,1));return e},limit:e,type:r,unpack:function(e,A){return void 0===A&&(A=null),e.length>=3?Array.prototype.slice.call(e):"object"==a(e[0])&&A?A.split("").filter((function(A){return void 0!==e[0][A]})).map((function(A){return e[0][A]})):e[0]},last:function(e){if(e.length<2)return null;var A=e.length-1;return"string"==o(e[A])?e[A].toLowerCase():null},PI:l,TWOPI:2*l,PITHIRD:l/3,DEG2RAD:l/180,RAD2DEG:180/l},g={format:{},autodetect:[]},u=c.last,d=c.clip_rgb,h=c.type,m=g,p=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=this;if("object"===h(e[0])&&e[0].constructor&&e[0].constructor===this.constructor)return e[0];var i=u(e),n=!1;if(!i){n=!0,m.sorted||(m.autodetect=m.autodetect.sort((function(e,A){return A.p-e.p})),m.sorted=!0);for(var s=0,r=m.autodetect;s<r.length;s+=1){var a=r[s];if(i=a.test.apply(a,e))break}}if(!m.format[i])throw new Error("unknown format: "+e);var o=m.format[i].apply(null,n?e:e.slice(0,-1));t._rgb=d(o),3===t._rgb.length&&t._rgb.push(1)};p.prototype.toString=function(){return"function"==h(this.hex)?this.hex():"["+this._rgb.join(",")+"]"};var w=p,B=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(B.Color,[null].concat(e)))};B.Color=w,B.version="2.4.2";var E=B,k=c.unpack,f=Math.max,O=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=k(e,"rgb"),i=t[0],n=t[1],s=t[2],r=1-f(i/=255,f(n/=255,s/=255)),a=r<1?1/(1-r):0;return[(1-i-r)*a,(1-n-r)*a,(1-s-r)*a,r]},W=c.unpack,C=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=(e=W(e,"cmyk"))[0],i=e[1],n=e[2],s=e[3],r=e.length>4?e[4]:1;return 1===s?[0,0,0,r]:[t>=1?0:255*(1-t)*(1-s),i>=1?0:255*(1-i)*(1-s),n>=1?0:255*(1-n)*(1-s),r]},x=E,b=w,Q=g,y=c.unpack,v=c.type,I=O;b.prototype.cmyk=function(){return I(this._rgb)},x.cmyk=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(b,[null].concat(e,["cmyk"])))},Q.format.cmyk=C,Q.autodetect.push({p:2,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=y(e,"cmyk"),"array"===v(e)&&4===e.length)return"cmyk"}});var M=c.unpack,D=c.last,F=function(e){return Math.round(100*e)/100},U=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=M(e,"hsla"),i=D(e)||"lsa";return t[0]=F(t[0]||0),t[1]=F(100*t[1])+"%",t[2]=F(100*t[2])+"%","hsla"===i||t.length>3&&t[3]<1?(t[3]=t.length>3?t[3]:1,i="hsla"):t.length=3,i+"("+t.join(",")+")"},R=c.unpack,N=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=(e=R(e,"rgba"))[0],i=e[1],n=e[2];t/=255,i/=255,n/=255;var s,r,a=Math.min(t,i,n),o=Math.max(t,i,n),l=(o+a)/2;return o===a?(s=0,r=Number.NaN):s=l<.5?(o-a)/(o+a):(o-a)/(2-o-a),t==o?r=(i-n)/(o-a):i==o?r=2+(n-t)/(o-a):n==o&&(r=4+(t-i)/(o-a)),(r*=60)<0&&(r+=360),e.length>3&&void 0!==e[3]?[r,s,l,e[3]]:[r,s,l]},T=c.unpack,S=c.last,H=U,L=N,G=Math.round,j=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=T(e,"rgba"),i=S(e)||"rgb";return"hsl"==i.substr(0,3)?H(L(t),i):(t[0]=G(t[0]),t[1]=G(t[1]),t[2]=G(t[2]),("rgba"===i||t.length>3&&t[3]<1)&&(t[3]=t.length>3?t[3]:1,i="rgba"),i+"("+t.slice(0,"rgb"===i?3:4).join(",")+")")},Y=c.unpack,P=Math.round,z=function(){for(var e,A=[],t=arguments.length;t--;)A[t]=arguments[t];var i,n,s,r=(A=Y(A,"hsl"))[0],a=A[1],o=A[2];if(0===a)i=n=s=255*o;else{var l=[0,0,0],c=[0,0,0],g=o<.5?o*(1+a):o+a-o*a,u=2*o-g,d=r/360;l[0]=d+1/3,l[1]=d,l[2]=d-1/3;for(var h=0;h<3;h++)l[h]<0&&(l[h]+=1),l[h]>1&&(l[h]-=1),6*l[h]<1?c[h]=u+6*(g-u)*l[h]:2*l[h]<1?c[h]=g:3*l[h]<2?c[h]=u+(g-u)*(2/3-l[h])*6:c[h]=u;i=(e=[P(255*c[0]),P(255*c[1]),P(255*c[2])])[0],n=e[1],s=e[2]}return A.length>3?[i,n,s,A[3]]:[i,n,s,1]},K=z,q=g,J=/^rgb\(\s*(-?\d+),\s*(-?\d+)\s*,\s*(-?\d+)\s*\)$/,V=/^rgba\(\s*(-?\d+),\s*(-?\d+)\s*,\s*(-?\d+)\s*,\s*([01]|[01]?\.\d+)\)$/,Z=/^rgb\(\s*(-?\d+(?:\.\d+)?)%,\s*(-?\d+(?:\.\d+)?)%\s*,\s*(-?\d+(?:\.\d+)?)%\s*\)$/,X=/^rgba\(\s*(-?\d+(?:\.\d+)?)%,\s*(-?\d+(?:\.\d+)?)%\s*,\s*(-?\d+(?:\.\d+)?)%\s*,\s*([01]|[01]?\.\d+)\)$/,_=/^hsl\(\s*(-?\d+(?:\.\d+)?),\s*(-?\d+(?:\.\d+)?)%\s*,\s*(-?\d+(?:\.\d+)?)%\s*\)$/,$=/^hsla\(\s*(-?\d+(?:\.\d+)?),\s*(-?\d+(?:\.\d+)?)%\s*,\s*(-?\d+(?:\.\d+)?)%\s*,\s*([01]|[01]?\.\d+)\)$/,ee=Math.round,Ae=function(e){var A;if(e=e.toLowerCase().trim(),q.format.named)try{return q.format.named(e)}catch(e){}if(A=e.match(J)){for(var t=A.slice(1,4),i=0;i<3;i++)t[i]=+t[i];return t[3]=1,t}if(A=e.match(V)){for(var n=A.slice(1,5),s=0;s<4;s++)n[s]=+n[s];return n}if(A=e.match(Z)){for(var r=A.slice(1,4),a=0;a<3;a++)r[a]=ee(2.55*r[a]);return r[3]=1,r}if(A=e.match(X)){for(var o=A.slice(1,5),l=0;l<3;l++)o[l]=ee(2.55*o[l]);return o[3]=+o[3],o}if(A=e.match(_)){var c=A.slice(1,4);c[1]*=.01,c[2]*=.01;var g=K(c);return g[3]=1,g}if(A=e.match($)){var u=A.slice(1,4);u[1]*=.01,u[2]*=.01;var d=K(u);return d[3]=+A[4],d}};Ae.test=function(e){return J.test(e)||V.test(e)||Z.test(e)||X.test(e)||_.test(e)||$.test(e)};var te=E,ie=w,ne=g,se=c.type,re=j,ae=Ae;ie.prototype.css=function(e){return re(this._rgb,e)},te.css=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(ie,[null].concat(e,["css"])))},ne.format.css=ae,ne.autodetect.push({p:5,test:function(e){for(var A=[],t=arguments.length-1;t-- >0;)A[t]=arguments[t+1];if(!A.length&&"string"===se(e)&&ae.test(e))return"css"}});var oe=w,le=E,ce=c.unpack;g.format.gl=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=ce(e,"rgba");return t[0]*=255,t[1]*=255,t[2]*=255,t},le.gl=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(oe,[null].concat(e,["gl"])))},oe.prototype.gl=function(){var e=this._rgb;return[e[0]/255,e[1]/255,e[2]/255,e[3]]};var ge=c.unpack,ue=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t,i=ge(e,"rgb"),n=i[0],s=i[1],r=i[2],a=Math.min(n,s,r),o=Math.max(n,s,r),l=o-a,c=100*l/255,g=a/(255-l)*100;return 0===l?t=Number.NaN:(n===o&&(t=(s-r)/l),s===o&&(t=2+(r-n)/l),r===o&&(t=4+(n-s)/l),(t*=60)<0&&(t+=360)),[t,c,g]},de=c.unpack,he=Math.floor,me=function(){for(var e,A,t,i,n,s,r=[],a=arguments.length;a--;)r[a]=arguments[a];var o,l,c,g=(r=de(r,"hcg"))[0],u=r[1],d=r[2];d*=255;var h=255*u;if(0===u)o=l=c=d;else{360===g&&(g=0),g>360&&(g-=360),g<0&&(g+=360);var m=he(g/=60),p=g-m,w=d*(1-u),B=w+h*(1-p),E=w+h*p,k=w+h;switch(m){case 0:o=(e=[k,E,w])[0],l=e[1],c=e[2];break;case 1:o=(A=[B,k,w])[0],l=A[1],c=A[2];break;case 2:o=(t=[w,k,E])[0],l=t[1],c=t[2];break;case 3:o=(i=[w,B,k])[0],l=i[1],c=i[2];break;case 4:o=(n=[E,w,k])[0],l=n[1],c=n[2];break;case 5:o=(s=[k,w,B])[0],l=s[1],c=s[2]}}return[o,l,c,r.length>3?r[3]:1]},pe=c.unpack,we=c.type,Be=E,Ee=w,ke=g,fe=ue;Ee.prototype.hcg=function(){return fe(this._rgb)},Be.hcg=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(Ee,[null].concat(e,["hcg"])))},ke.format.hcg=me,ke.autodetect.push({p:1,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=pe(e,"hcg"),"array"===we(e)&&3===e.length)return"hcg"}});var Oe=c.unpack,We=c.last,Ce=Math.round,xe=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=Oe(e,"rgba"),i=t[0],n=t[1],s=t[2],r=t[3],a=We(e)||"auto";void 0===r&&(r=1),"auto"===a&&(a=r<1?"rgba":"rgb");var o="000000"+((i=Ce(i))<<16|(n=Ce(n))<<8|(s=Ce(s))).toString(16);o=o.substr(o.length-6);var l="0"+Ce(255*r).toString(16);switch(l=l.substr(l.length-2),a.toLowerCase()){case"rgba":return"#"+o+l;case"argb":return"#"+l+o;default:return"#"+o}},be=/^#?([A-Fa-f0-9]{6}|[A-Fa-f0-9]{3})$/,Qe=/^#?([A-Fa-f0-9]{8}|[A-Fa-f0-9]{4})$/,ye=function(e){if(e.match(be)){4!==e.length&&7!==e.length||(e=e.substr(1)),3===e.length&&(e=(e=e.split(""))[0]+e[0]+e[1]+e[1]+e[2]+e[2]);var A=parseInt(e,16);return[A>>16,A>>8&255,255&A,1]}if(e.match(Qe)){5!==e.length&&9!==e.length||(e=e.substr(1)),4===e.length&&(e=(e=e.split(""))[0]+e[0]+e[1]+e[1]+e[2]+e[2]+e[3]+e[3]);var t=parseInt(e,16);return[t>>24&255,t>>16&255,t>>8&255,Math.round((255&t)/255*100)/100]}throw new Error("unknown hex color: "+e)},ve=E,Ie=w,Me=c.type,De=g,Fe=xe;Ie.prototype.hex=function(e){return Fe(this._rgb,e)},ve.hex=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(Ie,[null].concat(e,["hex"])))},De.format.hex=ye,De.autodetect.push({p:4,test:function(e){for(var A=[],t=arguments.length-1;t-- >0;)A[t]=arguments[t+1];if(!A.length&&"string"===Me(e)&&[3,4,5,6,7,8,9].indexOf(e.length)>=0)return"hex"}});var Ue=c.unpack,Re=c.TWOPI,Ne=Math.min,Te=Math.sqrt,Se=Math.acos,He=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t,i=Ue(e,"rgb"),n=i[0],s=i[1],r=i[2],a=Ne(n/=255,s/=255,r/=255),o=(n+s+r)/3,l=o>0?1-a/o:0;return 0===l?t=NaN:(t=(n-s+(n-r))/2,t/=Te((n-s)*(n-s)+(n-r)*(s-r)),t=Se(t),r>s&&(t=Re-t),t/=Re),[360*t,l,o]},Le=c.unpack,Ge=c.limit,je=c.TWOPI,Ye=c.PITHIRD,Pe=Math.cos,ze=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t,i,n,s=(e=Le(e,"hsi"))[0],r=e[1],a=e[2];return isNaN(s)&&(s=0),isNaN(r)&&(r=0),s>360&&(s-=360),s<0&&(s+=360),(s/=360)<1/3?i=1-((n=(1-r)/3)+(t=(1+r*Pe(je*s)/Pe(Ye-je*s))/3)):s<2/3?n=1-((t=(1-r)/3)+(i=(1+r*Pe(je*(s-=1/3))/Pe(Ye-je*s))/3)):t=1-((i=(1-r)/3)+(n=(1+r*Pe(je*(s-=2/3))/Pe(Ye-je*s))/3)),[255*(t=Ge(a*t*3)),255*(i=Ge(a*i*3)),255*(n=Ge(a*n*3)),e.length>3?e[3]:1]},Ke=c.unpack,qe=c.type,Je=E,Ve=w,Ze=g,Xe=He;Ve.prototype.hsi=function(){return Xe(this._rgb)},Je.hsi=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(Ve,[null].concat(e,["hsi"])))},Ze.format.hsi=ze,Ze.autodetect.push({p:2,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=Ke(e,"hsi"),"array"===qe(e)&&3===e.length)return"hsi"}});var _e=c.unpack,$e=c.type,eA=E,AA=w,tA=g,iA=N;AA.prototype.hsl=function(){return iA(this._rgb)},eA.hsl=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(AA,[null].concat(e,["hsl"])))},tA.format.hsl=z,tA.autodetect.push({p:2,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=_e(e,"hsl"),"array"===$e(e)&&3===e.length)return"hsl"}});var nA=c.unpack,sA=Math.min,rA=Math.max,aA=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t,i,n,s=(e=nA(e,"rgb"))[0],r=e[1],a=e[2],o=sA(s,r,a),l=rA(s,r,a),c=l-o;return n=l/255,0===l?(t=Number.NaN,i=0):(i=c/l,s===l&&(t=(r-a)/c),r===l&&(t=2+(a-s)/c),a===l&&(t=4+(s-r)/c),(t*=60)<0&&(t+=360)),[t,i,n]},oA=c.unpack,lA=Math.floor,cA=function(){for(var e,A,t,i,n,s,r=[],a=arguments.length;a--;)r[a]=arguments[a];var o,l,c,g=(r=oA(r,"hsv"))[0],u=r[1],d=r[2];if(d*=255,0===u)o=l=c=d;else{360===g&&(g=0),g>360&&(g-=360),g<0&&(g+=360);var h=lA(g/=60),m=g-h,p=d*(1-u),w=d*(1-u*m),B=d*(1-u*(1-m));switch(h){case 0:o=(e=[d,B,p])[0],l=e[1],c=e[2];break;case 1:o=(A=[w,d,p])[0],l=A[1],c=A[2];break;case 2:o=(t=[p,d,B])[0],l=t[1],c=t[2];break;case 3:o=(i=[p,w,d])[0],l=i[1],c=i[2];break;case 4:o=(n=[B,p,d])[0],l=n[1],c=n[2];break;case 5:o=(s=[d,p,w])[0],l=s[1],c=s[2]}}return[o,l,c,r.length>3?r[3]:1]},gA=c.unpack,uA=c.type,dA=E,hA=w,mA=g,pA=aA;hA.prototype.hsv=function(){return pA(this._rgb)},dA.hsv=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(hA,[null].concat(e,["hsv"])))},mA.format.hsv=cA,mA.autodetect.push({p:2,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=gA(e,"hsv"),"array"===uA(e)&&3===e.length)return"hsv"}});var wA={Kn:18,Xn:.95047,Yn:1,Zn:1.08883,t0:.137931034,t1:.206896552,t2:.12841855,t3:.008856452},BA=wA,EA=c.unpack,kA=Math.pow,fA=function(e){return(e/=255)<=.04045?e/12.92:kA((e+.055)/1.055,2.4)},OA=function(e){return e>BA.t3?kA(e,1/3):e/BA.t2+BA.t0},WA=function(e,A,t){return e=fA(e),A=fA(A),t=fA(t),[OA((.4124564*e+.3575761*A+.1804375*t)/BA.Xn),OA((.2126729*e+.7151522*A+.072175*t)/BA.Yn),OA((.0193339*e+.119192*A+.9503041*t)/BA.Zn)]},CA=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=EA(e,"rgb"),i=t[0],n=t[1],s=t[2],r=WA(i,n,s),a=r[0],o=r[1],l=116*o-16;return[l<0?0:l,500*(a-o),200*(o-r[2])]},xA=wA,bA=c.unpack,QA=Math.pow,yA=function(e){return 255*(e<=.00304?12.92*e:1.055*QA(e,1/2.4)-.055)},vA=function(e){return e>xA.t1?e*e*e:xA.t2*(e-xA.t0)},IA=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t,i,n,s=(e=bA(e,"lab"))[0],r=e[1],a=e[2];return i=(s+16)/116,t=isNaN(r)?i:i+r/500,n=isNaN(a)?i:i-a/200,i=xA.Yn*vA(i),t=xA.Xn*vA(t),n=xA.Zn*vA(n),[yA(3.2404542*t-1.5371385*i-.4985314*n),yA(-.969266*t+1.8760108*i+.041556*n),yA(.0556434*t-.2040259*i+1.0572252*n),e.length>3?e[3]:1]},MA=c.unpack,DA=c.type,FA=E,UA=w,RA=g,NA=CA;UA.prototype.lab=function(){return NA(this._rgb)},FA.lab=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(UA,[null].concat(e,["lab"])))},RA.format.lab=IA,RA.autodetect.push({p:2,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=MA(e,"lab"),"array"===DA(e)&&3===e.length)return"lab"}});var TA=c.unpack,SA=c.RAD2DEG,HA=Math.sqrt,LA=Math.atan2,GA=Math.round,jA=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=TA(e,"lab"),i=t[0],n=t[1],s=t[2],r=HA(n*n+s*s),a=(LA(s,n)*SA+360)%360;return 0===GA(1e4*r)&&(a=Number.NaN),[i,r,a]},YA=c.unpack,PA=CA,zA=jA,KA=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=YA(e,"rgb"),i=t[0],n=t[1],s=t[2],r=PA(i,n,s),a=r[0],o=r[1],l=r[2];return zA(a,o,l)},qA=c.unpack,JA=c.DEG2RAD,VA=Math.sin,ZA=Math.cos,XA=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=qA(e,"lch"),i=t[0],n=t[1],s=t[2];return isNaN(s)&&(s=0),[i,ZA(s*=JA)*n,VA(s)*n]},_A=c.unpack,$A=XA,et=IA,At=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=(e=_A(e,"lch"))[0],i=e[1],n=e[2],s=$A(t,i,n),r=s[0],a=s[1],o=s[2],l=et(r,a,o);return[l[0],l[1],l[2],e.length>3?e[3]:1]},tt=c.unpack,it=At,nt=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=tt(e,"hcl").reverse();return it.apply(void 0,t)},st=c.unpack,rt=c.type,at=E,ot=w,lt=g,ct=KA;ot.prototype.lch=function(){return ct(this._rgb)},ot.prototype.hcl=function(){return ct(this._rgb).reverse()},at.lch=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(ot,[null].concat(e,["lch"])))},at.hcl=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(ot,[null].concat(e,["hcl"])))},lt.format.lch=At,lt.format.hcl=nt,["lch","hcl"].forEach((function(e){return lt.autodetect.push({p:2,test:function(){for(var A=[],t=arguments.length;t--;)A[t]=arguments[t];if(A=st(A,e),"array"===rt(A)&&3===A.length)return e}})}));var gt={aliceblue:"#f0f8ff",antiquewhite:"#faebd7",aqua:"#00ffff",aquamarine:"#7fffd4",azure:"#f0ffff",beige:"#f5f5dc",bisque:"#ffe4c4",black:"#000000",blanchedalmond:"#ffebcd",blue:"#0000ff",blueviolet:"#8a2be2",brown:"#a52a2a",burlywood:"#deb887",cadetblue:"#5f9ea0",chartreuse:"#7fff00",chocolate:"#d2691e",coral:"#ff7f50",cornflower:"#6495ed",cornflowerblue:"#6495ed",cornsilk:"#fff8dc",crimson:"#dc143c",cyan:"#00ffff",darkblue:"#00008b",darkcyan:"#008b8b",darkgoldenrod:"#b8860b",darkgray:"#a9a9a9",darkgreen:"#006400",darkgrey:"#a9a9a9",darkkhaki:"#bdb76b",darkmagenta:"#8b008b",darkolivegreen:"#556b2f",darkorange:"#ff8c00",darkorchid:"#9932cc",darkred:"#8b0000",darksalmon:"#e9967a",darkseagreen:"#8fbc8f",darkslateblue:"#483d8b",darkslategray:"#2f4f4f",darkslategrey:"#2f4f4f",darkturquoise:"#00ced1",darkviolet:"#9400d3",deeppink:"#ff1493",deepskyblue:"#00bfff",dimgray:"#696969",dimgrey:"#696969",dodgerblue:"#1e90ff",firebrick:"#b22222",floralwhite:"#fffaf0",forestgreen:"#228b22",fuchsia:"#ff00ff",gainsboro:"#dcdcdc",ghostwhite:"#f8f8ff",gold:"#ffd700",goldenrod:"#daa520",gray:"#808080",green:"#008000",greenyellow:"#adff2f",grey:"#808080",honeydew:"#f0fff0",hotpink:"#ff69b4",indianred:"#cd5c5c",indigo:"#4b0082",ivory:"#fffff0",khaki:"#f0e68c",laserlemon:"#ffff54",lavender:"#e6e6fa",lavenderblush:"#fff0f5",lawngreen:"#7cfc00",lemonchiffon:"#fffacd",lightblue:"#add8e6",lightcoral:"#f08080",lightcyan:"#e0ffff",lightgoldenrod:"#fafad2",lightgoldenrodyellow:"#fafad2",lightgray:"#d3d3d3",lightgreen:"#90ee90",lightgrey:"#d3d3d3",lightpink:"#ffb6c1",lightsalmon:"#ffa07a",lightseagreen:"#20b2aa",lightskyblue:"#87cefa",lightslategray:"#778899",lightslategrey:"#778899",lightsteelblue:"#b0c4de",lightyellow:"#ffffe0",lime:"#00ff00",limegreen:"#32cd32",linen:"#faf0e6",magenta:"#ff00ff",maroon:"#800000",maroon2:"#7f0000",maroon3:"#b03060",mediumaquamarine:"#66cdaa",mediumblue:"#0000cd",mediumorchid:"#ba55d3",mediumpurple:"#9370db",mediumseagreen:"#3cb371",mediumslateblue:"#7b68ee",mediumspringgreen:"#00fa9a",mediumturquoise:"#48d1cc",mediumvioletred:"#c71585",midnightblue:"#191970",mintcream:"#f5fffa",mistyrose:"#ffe4e1",moccasin:"#ffe4b5",navajowhite:"#ffdead",navy:"#000080",oldlace:"#fdf5e6",olive:"#808000",olivedrab:"#6b8e23",orange:"#ffa500",orangered:"#ff4500",orchid:"#da70d6",palegoldenrod:"#eee8aa",palegreen:"#98fb98",paleturquoise:"#afeeee",palevioletred:"#db7093",papayawhip:"#ffefd5",peachpuff:"#ffdab9",peru:"#cd853f",pink:"#ffc0cb",plum:"#dda0dd",powderblue:"#b0e0e6",purple:"#800080",purple2:"#7f007f",purple3:"#a020f0",rebeccapurple:"#663399",red:"#ff0000",rosybrown:"#bc8f8f",royalblue:"#4169e1",saddlebrown:"#8b4513",salmon:"#fa8072",sandybrown:"#f4a460",seagreen:"#2e8b57",seashell:"#fff5ee",sienna:"#a0522d",silver:"#c0c0c0",skyblue:"#87ceeb",slateblue:"#6a5acd",slategray:"#708090",slategrey:"#708090",snow:"#fffafa",springgreen:"#00ff7f",steelblue:"#4682b4",tan:"#d2b48c",teal:"#008080",thistle:"#d8bfd8",tomato:"#ff6347",turquoise:"#40e0d0",violet:"#ee82ee",wheat:"#f5deb3",white:"#ffffff",whitesmoke:"#f5f5f5",yellow:"#ffff00",yellowgreen:"#9acd32"},ut=g,dt=c.type,ht=gt,mt=ye,pt=xe;w.prototype.name=function(){for(var e=pt(this._rgb,"rgb"),A=0,t=Object.keys(ht);A<t.length;A+=1){var i=t[A];if(ht[i]===e)return i.toLowerCase()}return e},ut.format.named=function(e){if(e=e.toLowerCase(),ht[e])return mt(ht[e]);throw new Error("unknown color name: "+e)},ut.autodetect.push({p:5,test:function(e){for(var A=[],t=arguments.length-1;t-- >0;)A[t]=arguments[t+1];if(!A.length&&"string"===dt(e)&&ht[e.toLowerCase()])return"named"}});var wt=c.unpack,Bt=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=wt(e,"rgb");return(t[0]<<16)+(t[1]<<8)+t[2]},Et=c.type,kt=function(e){if("number"==Et(e)&&e>=0&&e<=16777215)return[e>>16,e>>8&255,255&e,1];throw new Error("unknown num color: "+e)},ft=E,Ot=w,Wt=g,Ct=c.type,xt=Bt;Ot.prototype.num=function(){return xt(this._rgb)},ft.num=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(Ot,[null].concat(e,["num"])))},Wt.format.num=kt,Wt.autodetect.push({p:5,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(1===e.length&&"number"===Ct(e[0])&&e[0]>=0&&e[0]<=16777215)return"num"}});var bt=E,Qt=w,yt=g,vt=c.unpack,It=c.type,Mt=Math.round;Qt.prototype.rgb=function(e){return void 0===e&&(e=!0),!1===e?this._rgb.slice(0,3):this._rgb.slice(0,3).map(Mt)},Qt.prototype.rgba=function(e){return void 0===e&&(e=!0),this._rgb.slice(0,4).map((function(A,t){return t<3?!1===e?A:Mt(A):A}))},bt.rgb=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(Qt,[null].concat(e,["rgb"])))},yt.format.rgb=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=vt(e,"rgba");return void 0===t[3]&&(t[3]=1),t},yt.autodetect.push({p:3,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=vt(e,"rgba"),"array"===It(e)&&(3===e.length||4===e.length&&"number"==It(e[3])&&e[3]>=0&&e[3]<=1))return"rgb"}});var Dt=Math.log,Ft=function(e){var A,t,i,n=e/100;return n<66?(A=255,t=n<6?0:-155.25485562709179-.44596950469579133*(t=n-2)+104.49216199393888*Dt(t),i=n<20?0:.8274096064007395*(i=n-10)-254.76935184120902+115.67994401066147*Dt(i)):(A=351.97690566805693+.114206453784165*(A=n-55)-40.25366309332127*Dt(A),t=325.4494125711974+.07943456536662342*(t=n-50)-28.0852963507957*Dt(t),i=255),[A,t,i,1]},Ut=Ft,Rt=c.unpack,Nt=Math.round,Tt=E,St=w,Ht=g,Lt=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];for(var t,i=Rt(e,"rgb"),n=i[0],s=i[2],r=1e3,a=4e4;a-r>.4;){var o=Ut(t=.5*(a+r));o[2]/o[0]>=s/n?a=t:r=t}return Nt(t)};St.prototype.temp=St.prototype.kelvin=St.prototype.temperature=function(){return Lt(this._rgb)},Tt.temp=Tt.kelvin=Tt.temperature=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(St,[null].concat(e,["temp"])))},Ht.format.temp=Ht.format.kelvin=Ht.format.temperature=Ft;var Gt=c.unpack,jt=Math.cbrt,Yt=Math.pow,Pt=Math.sign,zt=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=Gt(e,"rgb"),i=t[0],n=t[1],s=t[2],r=[Kt(i/255),Kt(n/255),Kt(s/255)],a=r[0],o=r[1],l=r[2],c=jt(.4122214708*a+.5363325363*o+.0514459929*l),g=jt(.2119034982*a+.6806995451*o+.1073969566*l),u=jt(.0883024619*a+.2817188376*o+.6299787005*l);return[.2104542553*c+.793617785*g-.0040720468*u,1.9779984951*c-2.428592205*g+.4505937099*u,.0259040371*c+.7827717662*g-.808675766*u]};function Kt(e){var A=Math.abs(e);return A<.04045?e/12.92:(Pt(e)||1)*Yt((A+.055)/1.055,2.4)}var qt=c.unpack,Jt=Math.pow,Vt=Math.sign,Zt=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=(e=qt(e,"lab"))[0],i=e[1],n=e[2],s=Jt(t+.3963377774*i+.2158037573*n,3),r=Jt(t-.1055613458*i-.0638541728*n,3),a=Jt(t-.0894841775*i-1.291485548*n,3);return[255*Xt(4.0767416621*s-3.3077115913*r+.2309699292*a),255*Xt(-1.2684380046*s+2.6097574011*r-.3413193965*a),255*Xt(-.0041960863*s-.7034186147*r+1.707614701*a),e.length>3?e[3]:1]};function Xt(e){var A=Math.abs(e);return A>.0031308?(Vt(e)||1)*(1.055*Jt(A,1/2.4)-.055):12.92*e}var _t=c.unpack,$t=c.type,ei=E,Ai=w,ti=g,ii=zt;Ai.prototype.oklab=function(){return ii(this._rgb)},ei.oklab=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(Ai,[null].concat(e,["oklab"])))},ti.format.oklab=Zt,ti.autodetect.push({p:3,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=_t(e,"oklab"),"array"===$t(e)&&3===e.length)return"oklab"}});var ni=c.unpack,si=zt,ri=jA,ai=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=ni(e,"rgb"),i=t[0],n=t[1],s=t[2],r=si(i,n,s),a=r[0],o=r[1],l=r[2];return ri(a,o,l)},oi=c.unpack,li=XA,ci=Zt,gi=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=(e=oi(e,"lch"))[0],i=e[1],n=e[2],s=li(t,i,n),r=s[0],a=s[1],o=s[2],l=ci(r,a,o);return[l[0],l[1],l[2],e.length>3?e[3]:1]},ui=c.unpack,di=c.type,hi=E,mi=w,pi=g,wi=ai;mi.prototype.oklch=function(){return wi(this._rgb)},hi.oklch=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(mi,[null].concat(e,["oklch"])))},pi.format.oklch=gi,pi.autodetect.push({p:3,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=ui(e,"oklch"),"array"===di(e)&&3===e.length)return"oklch"}});var Bi=w,Ei=c.type;Bi.prototype.alpha=function(e,A){return void 0===A&&(A=!1),void 0!==e&&"number"===Ei(e)?A?(this._rgb[3]=e,this):new Bi([this._rgb[0],this._rgb[1],this._rgb[2],e],"rgb"):this._rgb[3]},w.prototype.clipped=function(){return this._rgb._clipped||!1};var ki=w,fi=wA;ki.prototype.darken=function(e){void 0===e&&(e=1);var A=this.lab();return A[0]-=fi.Kn*e,new ki(A,"lab").alpha(this.alpha(),!0)},ki.prototype.brighten=function(e){return void 0===e&&(e=1),this.darken(-e)},ki.prototype.darker=ki.prototype.darken,ki.prototype.brighter=ki.prototype.brighten,w.prototype.get=function(e){var A=e.split("."),t=A[0],i=A[1],n=this[t]();if(i){var s=t.indexOf(i)-("ok"===t.substr(0,2)?2:0);if(s>-1)return n[s];throw new Error("unknown channel "+i+" in mode "+t)}return n};var Oi=w,Wi=c.type,Ci=Math.pow;Oi.prototype.luminance=function(e){if(void 0!==e&&"number"===Wi(e)){if(0===e)return new Oi([0,0,0,this._rgb[3]],"rgb");if(1===e)return new Oi([255,255,255,this._rgb[3]],"rgb");var A=this.luminance(),t=20,i=function(A,n){var s=A.interpolate(n,.5,"rgb"),r=s.luminance();return Math.abs(e-r)<1e-7||!t--?s:r>e?i(A,s):i(s,n)},n=(A>e?i(new Oi([0,0,0]),this):i(this,new Oi([255,255,255]))).rgb();return new Oi(n.concat([this._rgb[3]]))}return xi.apply(void 0,this._rgb.slice(0,3))};var xi=function(e,A,t){return.2126*(e=bi(e))+.7152*(A=bi(A))+.0722*bi(t)},bi=function(e){return(e/=255)<=.03928?e/12.92:Ci((e+.055)/1.055,2.4)},Qi={},yi=w,vi=c.type,Ii=Qi,Mi=function(e,A,t){void 0===t&&(t=.5);for(var i=[],n=arguments.length-3;n-- >0;)i[n]=arguments[n+3];var s=i[0]||"lrgb";if(Ii[s]||i.length||(s=Object.keys(Ii)[0]),!Ii[s])throw new Error("interpolation mode "+s+" is not defined");return"object"!==vi(e)&&(e=new yi(e)),"object"!==vi(A)&&(A=new yi(A)),Ii[s](e,A,t).alpha(e.alpha()+t*(A.alpha()-e.alpha()))},Di=w,Fi=Mi;Di.prototype.mix=Di.prototype.interpolate=function(e,A){void 0===A&&(A=.5);for(var t=[],i=arguments.length-2;i-- >0;)t[i]=arguments[i+2];return Fi.apply(void 0,[this,e,A].concat(t))};var Ui=w;Ui.prototype.premultiply=function(e){void 0===e&&(e=!1);var A=this._rgb,t=A[3];return e?(this._rgb=[A[0]*t,A[1]*t,A[2]*t,t],this):new Ui([A[0]*t,A[1]*t,A[2]*t,t],"rgb")};var Ri=w,Ni=wA;Ri.prototype.saturate=function(e){void 0===e&&(e=1);var A=this.lch();return A[1]+=Ni.Kn*e,A[1]<0&&(A[1]=0),new Ri(A,"lch").alpha(this.alpha(),!0)},Ri.prototype.desaturate=function(e){return void 0===e&&(e=1),this.saturate(-e)};var Ti=w,Si=c.type;Ti.prototype.set=function(e,A,t){void 0===t&&(t=!1);var i=e.split("."),n=i[0],s=i[1],r=this[n]();if(s){var a=n.indexOf(s)-("ok"===n.substr(0,2)?2:0);if(a>-1){if("string"==Si(A))switch(A.charAt(0)){case"+":case"-":r[a]+=+A;break;case"*":r[a]*=+A.substr(1);break;case"/":r[a]/=+A.substr(1);break;default:r[a]=+A}else{if("number"!==Si(A))throw new Error("unsupported value for Color.set");r[a]=A}var o=new Ti(r,n);return t?(this._rgb=o._rgb,this):o}throw new Error("unknown channel "+s+" in mode "+n)}return r};var Hi=w;Qi.rgb=function(e,A,t){var i=e._rgb,n=A._rgb;return new Hi(i[0]+t*(n[0]-i[0]),i[1]+t*(n[1]-i[1]),i[2]+t*(n[2]-i[2]),"rgb")};var Li=w,Gi=Math.sqrt,ji=Math.pow;Qi.lrgb=function(e,A,t){var i=e._rgb,n=i[0],s=i[1],r=i[2],a=A._rgb,o=a[0],l=a[1],c=a[2];return new Li(Gi(ji(n,2)*(1-t)+ji(o,2)*t),Gi(ji(s,2)*(1-t)+ji(l,2)*t),Gi(ji(r,2)*(1-t)+ji(c,2)*t),"rgb")};var Yi=w;Qi.lab=function(e,A,t){var i=e.lab(),n=A.lab();return new Yi(i[0]+t*(n[0]-i[0]),i[1]+t*(n[1]-i[1]),i[2]+t*(n[2]-i[2]),"lab")};var Pi=w,zi=function(e,A,t,i){var n,s,r,a,o,l,c,g,u,d,h,m,p;return"hsl"===i?(r=e.hsl(),a=A.hsl()):"hsv"===i?(r=e.hsv(),a=A.hsv()):"hcg"===i?(r=e.hcg(),a=A.hcg()):"hsi"===i?(r=e.hsi(),a=A.hsi()):"lch"===i||"hcl"===i?(i="hcl",r=e.hcl(),a=A.hcl()):"oklch"===i&&(r=e.oklch().reverse(),a=A.oklch().reverse()),"h"!==i.substr(0,1)&&"oklch"!==i||(o=(n=r)[0],c=n[1],u=n[2],l=(s=a)[0],g=s[1],d=s[2]),isNaN(o)||isNaN(l)?isNaN(o)?isNaN(l)?m=Number.NaN:(m=l,1!=u&&0!=u||"hsv"==i||(h=g)):(m=o,1!=d&&0!=d||"hsv"==i||(h=c)):m=o+t*(l>o&&l-o>180?l-(o+360):l<o&&o-l>180?l+360-o:l-o),void 0===h&&(h=c+t*(g-c)),p=u+t*(d-u),new Pi("oklch"===i?[p,h,m]:[m,h,p],i)},Ki=zi,qi=function(e,A,t){return Ki(e,A,t,"lch")};Qi.lch=qi,Qi.hcl=qi;var Ji=w;Qi.num=function(e,A,t){var i=e.num(),n=A.num();return new Ji(i+t*(n-i),"num")};var Vi=zi;Qi.hcg=function(e,A,t){return Vi(e,A,t,"hcg")};var Zi=zi;Qi.hsi=function(e,A,t){return Zi(e,A,t,"hsi")};var Xi=zi;Qi.hsl=function(e,A,t){return Xi(e,A,t,"hsl")};var _i=zi;Qi.hsv=function(e,A,t){return _i(e,A,t,"hsv")};var $i=w;Qi.oklab=function(e,A,t){var i=e.oklab(),n=A.oklab();return new $i(i[0]+t*(n[0]-i[0]),i[1]+t*(n[1]-i[1]),i[2]+t*(n[2]-i[2]),"oklab")};var en=zi;Qi.oklch=function(e,A,t){return en(e,A,t,"oklch")};var An=w,tn=c.clip_rgb,nn=Math.pow,sn=Math.sqrt,rn=Math.PI,an=Math.cos,on=Math.sin,ln=Math.atan2,cn=function(e,A){for(var t=e.length,i=[0,0,0,0],n=0;n<e.length;n++){var s=e[n],r=A[n]/t,a=s._rgb;i[0]+=nn(a[0],2)*r,i[1]+=nn(a[1],2)*r,i[2]+=nn(a[2],2)*r,i[3]+=a[3]*r}return i[0]=sn(i[0]),i[1]=sn(i[1]),i[2]=sn(i[2]),i[3]>.9999999&&(i[3]=1),new An(tn(i))},gn=E,un=c.type,dn=Math.pow,hn=function(e){var A="rgb",t=gn("#ccc"),i=0,n=[0,1],s=[],r=[0,0],a=!1,o=[],l=!1,c=0,g=1,u=!1,d={},h=!0,m=1,p=function(e){if((e=e||["#fff","#000"])&&"string"===un(e)&&gn.brewer&&gn.brewer[e.toLowerCase()]&&(e=gn.brewer[e.toLowerCase()]),"array"===un(e)){1===e.length&&(e=[e[0],e[0]]),e=e.slice(0);for(var A=0;A<e.length;A++)e[A]=gn(e[A]);s.length=0;for(var t=0;t<e.length;t++)s.push(t/(e.length-1))}return k(),o=e},w=function(e){return e},B=function(e){return e},E=function(e,i){var n,l;if(null==i&&(i=!1),isNaN(e)||null===e)return t;l=i?e:a&&a.length>2?function(e){if(null!=a){for(var A=a.length-1,t=0;t<A&&e>=a[t];)t++;return t-1}return 0}(e)/(a.length-2):g!==c?(e-c)/(g-c):1,l=B(l),i||(l=w(l)),1!==m&&(l=dn(l,m)),l=r[0]+l*(1-r[0]-r[1]),l=Math.min(1,Math.max(0,l));var u=Math.floor(1e4*l);if(h&&d[u])n=d[u];else{if("array"===un(o))for(var p=0;p<s.length;p++){var E=s[p];if(l<=E){n=o[p];break}if(l>=E&&p===s.length-1){n=o[p];break}if(l>E&&l<s[p+1]){l=(l-E)/(s[p+1]-E),n=gn.interpolate(o[p],o[p+1],l,A);break}}else"function"===un(o)&&(n=o(l));h&&(d[u]=n)}return n},k=function(){return d={}};p(e);var f=function(e){var A=gn(E(e));return l&&A[l]?A[l]():A};return f.classes=function(e){if(null!=e){if("array"===un(e))a=e,n=[e[0],e[e.length-1]];else{var A=gn.analyze(n);a=0===e?[A.min,A.max]:gn.limits(A,"e",e)}return f}return a},f.domain=function(e){if(!arguments.length)return n;c=e[0],g=e[e.length-1],s=[];var A=o.length;if(e.length===A&&c!==g)for(var t=0,i=Array.from(e);t<i.length;t+=1){var r=i[t];s.push((r-c)/(g-c))}else{for(var a=0;a<A;a++)s.push(a/(A-1));if(e.length>2){var l=e.map((function(A,t){return t/(e.length-1)})),u=e.map((function(e){return(e-c)/(g-c)}));u.every((function(e,A){return l[A]===e}))||(B=function(e){if(e<=0||e>=1)return e;for(var A=0;e>=u[A+1];)A++;var t=(e-u[A])/(u[A+1]-u[A]);return l[A]+t*(l[A+1]-l[A])})}}return n=[c,g],f},f.mode=function(e){return arguments.length?(A=e,k(),f):A},f.range=function(e,A){return p(e),f},f.out=function(e){return l=e,f},f.spread=function(e){return arguments.length?(i=e,f):i},f.correctLightness=function(e){return null==e&&(e=!0),u=e,k(),w=u?function(e){for(var A=E(0,!0).lab()[0],t=E(1,!0).lab()[0],i=A>t,n=E(e,!0).lab()[0],s=A+(t-A)*e,r=n-s,a=0,o=1,l=20;Math.abs(r)>.01&&l-- >0;)i&&(r*=-1),r<0?(a=e,e+=.5*(o-e)):(o=e,e+=.5*(a-e)),r=(n=E(e,!0).lab()[0])-s;return e}:function(e){return e},f},f.padding=function(e){return null!=e?("number"===un(e)&&(e=[e,e]),r=e,f):r},f.colors=function(A,t){arguments.length<2&&(t="hex");var i=[];if(0===arguments.length)i=o.slice(0);else if(1===A)i=[f(.5)];else if(A>1){var s=n[0],r=n[1]-s;i=function(e,A,t){for(var i=[],n=e<A,s=t?n?A+1:A-1:A,r=e;n?r<s:r>s;n?r++:r--)i.push(r);return i}(0,A,!1).map((function(e){return f(s+e/(A-1)*r)}))}else{e=[];var l=[];if(a&&a.length>2)for(var c=1,g=a.length,u=1<=g;u?c<g:c>g;u?c++:c--)l.push(.5*(a[c-1]+a[c]));else l=n;i=l.map((function(e){return f(e)}))}return gn[t]&&(i=i.map((function(e){return e[t]()}))),i},f.cache=function(e){return null!=e?(h=e,f):h},f.gamma=function(e){return null!=e?(m=e,f):m},f.nodata=function(e){return null!=e?(t=gn(e),f):t},f};var mn=w,pn=hn,wn=E,Bn=function(e,A,t){if(!Bn[t])throw new Error("unknown blend mode "+t);return Bn[t](e,A)},En=function(e){return function(A,t){var i=wn(t).rgb(),n=wn(A).rgb();return wn.rgb(e(i,n))}},kn=function(e){return function(A,t){var i=[];return i[0]=e(A[0],t[0]),i[1]=e(A[1],t[1]),i[2]=e(A[2],t[2]),i}};Bn.normal=En(kn((function(e){return e}))),Bn.multiply=En(kn((function(e,A){return e*A/255}))),Bn.screen=En(kn((function(e,A){return 255*(1-(1-e/255)*(1-A/255))}))),Bn.overlay=En(kn((function(e,A){return A<128?2*e*A/255:255*(1-2*(1-e/255)*(1-A/255))}))),Bn.darken=En(kn((function(e,A){return e>A?A:e}))),Bn.lighten=En(kn((function(e,A){return e>A?e:A}))),Bn.dodge=En(kn((function(e,A){return 255===e||(e=A/255*255/(1-e/255))>255?255:e}))),Bn.burn=En(kn((function(e,A){return 255*(1-(1-A/255)/(e/255))})));for(var fn=Bn,On=c.type,Wn=c.clip_rgb,Cn=c.TWOPI,xn=Math.pow,bn=Math.sin,Qn=Math.cos,yn=E,vn=w,In=Math.floor,Mn=Math.random,Dn=r,Fn=Math.log,Un=Math.pow,Rn=Math.floor,Nn=Math.abs,Tn=function(e,A){void 0===A&&(A=null);var t={min:Number.MAX_VALUE,max:-1*Number.MAX_VALUE,sum:0,values:[],count:0};return"object"===Dn(e)&&(e=Object.values(e)),e.forEach((function(e){A&&"object"===Dn(e)&&(e=e[A]),null==e||isNaN(e)||(t.values.push(e),t.sum+=e,e<t.min&&(t.min=e),e>t.max&&(t.max=e),t.count+=1)})),t.domain=[t.min,t.max],t.limits=function(e,A){return Sn(t,e,A)},t},Sn=function(e,A,t){void 0===A&&(A="equal"),void 0===t&&(t=7),"array"==Dn(e)&&(e=Tn(e));var i=e.min,n=e.max,s=e.values.sort((function(e,A){return e-A}));if(1===t)return[i,n];var r=[];if("c"===A.substr(0,1)&&(r.push(i),r.push(n)),"e"===A.substr(0,1)){r.push(i);for(var a=1;a<t;a++)r.push(i+a/t*(n-i));r.push(n)}else if("l"===A.substr(0,1)){if(i<=0)throw new Error("Logarithmic scales are only possible for values > 0");var o=Math.LOG10E*Fn(i),l=Math.LOG10E*Fn(n);r.push(i);for(var c=1;c<t;c++)r.push(Un(10,o+c/t*(l-o)));r.push(n)}else if("q"===A.substr(0,1)){r.push(i);for(var g=1;g<t;g++){var u=(s.length-1)*g/t,d=Rn(u);if(d===u)r.push(s[d]);else{var h=u-d;r.push(s[d]*(1-h)+s[d+1]*h)}}r.push(n)}else if("k"===A.substr(0,1)){var m,p=s.length,w=new Array(p),B=new Array(t),E=!0,k=0,f=null;(f=[]).push(i);for(var O=1;O<t;O++)f.push(i+O/t*(n-i));for(f.push(n);E;){for(var W=0;W<t;W++)B[W]=0;for(var C=0;C<p;C++)for(var x=s[C],b=Number.MAX_VALUE,Q=void 0,y=0;y<t;y++){var v=Nn(f[y]-x);v<b&&(b=v,Q=y),B[Q]++,w[C]=Q}for(var I=new Array(t),M=0;M<t;M++)I[M]=null;for(var D=0;D<p;D++)null===I[m=w[D]]?I[m]=s[D]:I[m]+=s[D];for(var F=0;F<t;F++)I[F]*=1/B[F];E=!1;for(var U=0;U<t;U++)if(I[U]!==f[U]){E=!0;break}f=I,++k>200&&(E=!1)}for(var R={},N=0;N<t;N++)R[N]=[];for(var T=0;T<p;T++)R[m=w[T]].push(s[T]);for(var S=[],H=0;H<t;H++)S.push(R[H][0]),S.push(R[H][R[H].length-1]);S=S.sort((function(e,A){return e-A})),r.push(S[0]);for(var L=1;L<S.length;L+=2){var G=S[L];isNaN(G)||-1!==r.indexOf(G)||r.push(G)}}return r},Hn={analyze:Tn,limits:Sn},Ln=w,Gn=w,jn=Math.sqrt,Yn=Math.pow,Pn=Math.min,zn=Math.max,Kn=Math.atan2,qn=Math.abs,Jn=Math.cos,Vn=Math.sin,Zn=Math.exp,Xn=Math.PI,_n=w,$n=w,es=E,As=hn,ts={cool:function(){return As([es.hsl(180,1,.9),es.hsl(250,.7,.4)])},hot:function(){return As(["#000","#f00","#ff0","#fff"]).mode("rgb")}},is={OrRd:["#fff7ec","#fee8c8","#fdd49e","#fdbb84","#fc8d59","#ef6548","#d7301f","#b30000","#7f0000"],PuBu:["#fff7fb","#ece7f2","#d0d1e6","#a6bddb","#74a9cf","#3690c0","#0570b0","#045a8d","#023858"],BuPu:["#f7fcfd","#e0ecf4","#bfd3e6","#9ebcda","#8c96c6","#8c6bb1","#88419d","#810f7c","#4d004b"],Oranges:["#fff5eb","#fee6ce","#fdd0a2","#fdae6b","#fd8d3c","#f16913","#d94801","#a63603","#7f2704"],BuGn:["#f7fcfd","#e5f5f9","#ccece6","#99d8c9","#66c2a4","#41ae76","#238b45","#006d2c","#00441b"],YlOrBr:["#ffffe5","#fff7bc","#fee391","#fec44f","#fe9929","#ec7014","#cc4c02","#993404","#662506"],YlGn:["#ffffe5","#f7fcb9","#d9f0a3","#addd8e","#78c679","#41ab5d","#238443","#006837","#004529"],Reds:["#fff5f0","#fee0d2","#fcbba1","#fc9272","#fb6a4a","#ef3b2c","#cb181d","#a50f15","#67000d"],RdPu:["#fff7f3","#fde0dd","#fcc5c0","#fa9fb5","#f768a1","#dd3497","#ae017e","#7a0177","#49006a"],Greens:["#f7fcf5","#e5f5e0","#c7e9c0","#a1d99b","#74c476","#41ab5d","#238b45","#006d2c","#00441b"],YlGnBu:["#ffffd9","#edf8b1","#c7e9b4","#7fcdbb","#41b6c4","#1d91c0","#225ea8","#253494","#081d58"],Purples:["#fcfbfd","#efedf5","#dadaeb","#bcbddc","#9e9ac8","#807dba","#6a51a3","#54278f","#3f007d"],GnBu:["#f7fcf0","#e0f3db","#ccebc5","#a8ddb5","#7bccc4","#4eb3d3","#2b8cbe","#0868ac","#084081"],Greys:["#ffffff","#f0f0f0","#d9d9d9","#bdbdbd","#969696","#737373","#525252","#252525","#000000"],YlOrRd:["#ffffcc","#ffeda0","#fed976","#feb24c","#fd8d3c","#fc4e2a","#e31a1c","#bd0026","#800026"],PuRd:["#f7f4f9","#e7e1ef","#d4b9da","#c994c7","#df65b0","#e7298a","#ce1256","#980043","#67001f"],Blues:["#f7fbff","#deebf7","#c6dbef","#9ecae1","#6baed6","#4292c6","#2171b5","#08519c","#08306b"],PuBuGn:["#fff7fb","#ece2f0","#d0d1e6","#a6bddb","#67a9cf","#3690c0","#02818a","#016c59","#014636"],Viridis:["#440154","#482777","#3f4a8a","#31678e","#26838f","#1f9d8a","#6cce5a","#b6de2b","#fee825"],Spectral:["#9e0142","#d53e4f","#f46d43","#fdae61","#fee08b","#ffffbf","#e6f598","#abdda4","#66c2a5","#3288bd","#5e4fa2"],RdYlGn:["#a50026","#d73027","#f46d43","#fdae61","#fee08b","#ffffbf","#d9ef8b","#a6d96a","#66bd63","#1a9850","#006837"],RdBu:["#67001f","#b2182b","#d6604d","#f4a582","#fddbc7","#f7f7f7","#d1e5f0","#92c5de","#4393c3","#2166ac","#053061"],PiYG:["#8e0152","#c51b7d","#de77ae","#f1b6da","#fde0ef","#f7f7f7","#e6f5d0","#b8e186","#7fbc41","#4d9221","#276419"],PRGn:["#40004b","#762a83","#9970ab","#c2a5cf","#e7d4e8","#f7f7f7","#d9f0d3","#a6dba0","#5aae61","#1b7837","#00441b"],RdYlBu:["#a50026","#d73027","#f46d43","#fdae61","#fee090","#ffffbf","#e0f3f8","#abd9e9","#74add1","#4575b4","#313695"],BrBG:["#543005","#8c510a","#bf812d","#dfc27d","#f6e8c3","#f5f5f5","#c7eae5","#80cdc1","#35978f","#01665e","#003c30"],RdGy:["#67001f","#b2182b","#d6604d","#f4a582","#fddbc7","#ffffff","#e0e0e0","#bababa","#878787","#4d4d4d","#1a1a1a"],PuOr:["#7f3b08","#b35806","#e08214","#fdb863","#fee0b6","#f7f7f7","#d8daeb","#b2abd2","#8073ac","#542788","#2d004b"],Set2:["#66c2a5","#fc8d62","#8da0cb","#e78ac3","#a6d854","#ffd92f","#e5c494","#b3b3b3"],Accent:["#7fc97f","#beaed4","#fdc086","#ffff99","#386cb0","#f0027f","#bf5b17","#666666"],Set1:["#e41a1c","#377eb8","#4daf4a","#984ea3","#ff7f00","#ffff33","#a65628","#f781bf","#999999"],Set3:["#8dd3c7","#ffffb3","#bebada","#fb8072","#80b1d3","#fdb462","#b3de69","#fccde5","#d9d9d9","#bc80bd","#ccebc5","#ffed6f"],Dark2:["#1b9e77","#d95f02","#7570b3","#e7298a","#66a61e","#e6ab02","#a6761d","#666666"],Paired:["#a6cee3","#1f78b4","#b2df8a","#33a02c","#fb9a99","#e31a1c","#fdbf6f","#ff7f00","#cab2d6","#6a3d9a","#ffff99","#b15928"],Pastel2:["#b3e2cd","#fdcdac","#cbd5e8","#f4cae4","#e6f5c9","#fff2ae","#f1e2cc","#cccccc"],Pastel1:["#fbb4ae","#b3cde3","#ccebc5","#decbe4","#fed9a6","#ffffcc","#e5d8bd","#fddaec","#f2f2f2"]},ns=0,ss=Object.keys(is);ns<ss.length;ns+=1){var rs=ss[ns];is[rs.toLowerCase()]=is[rs]}var as=is,os=E;return os.average=function(e,A,t){void 0===A&&(A="lrgb"),void 0===t&&(t=null);var i=e.length;t||(t=Array.from(new Array(i)).map((function(){return 1})));var n=i/t.reduce((function(e,A){return e+A}));if(t.forEach((function(e,A){t[A]*=n})),e=e.map((function(e){return new An(e)})),"lrgb"===A)return cn(e,t);for(var s=e.shift(),r=s.get(A),a=[],o=0,l=0,c=0;c<r.length;c++)if(r[c]=(r[c]||0)*t[0],a.push(isNaN(r[c])?0:t[0]),"h"===A.charAt(c)&&!isNaN(r[c])){var g=r[c]/180*rn;o+=an(g)*t[0],l+=on(g)*t[0]}var u=s.alpha()*t[0];e.forEach((function(e,i){var n=e.get(A);u+=e.alpha()*t[i+1];for(var s=0;s<r.length;s++)if(!isNaN(n[s]))if(a[s]+=t[i+1],"h"===A.charAt(s)){var c=n[s]/180*rn;o+=an(c)*t[i+1],l+=on(c)*t[i+1]}else r[s]+=n[s]*t[i+1]}));for(var d=0;d<r.length;d++)if("h"===A.charAt(d)){for(var h=ln(l/a[d],o/a[d])/rn*180;h<0;)h+=360;for(;h>=360;)h-=360;r[d]=h}else r[d]=r[d]/a[d];return u/=i,new An(r,A).alpha(u>.99999?1:u,!0)},os.bezier=function(e){var A=function(e){var A,t,i,n,s,r,a;if(e=e.map((function(e){return new mn(e)})),2===e.length)A=e.map((function(e){return e.lab()})),s=A[0],r=A[1],n=function(e){var A=[0,1,2].map((function(A){return s[A]+e*(r[A]-s[A])}));return new mn(A,"lab")};else if(3===e.length)t=e.map((function(e){return e.lab()})),s=t[0],r=t[1],a=t[2],n=function(e){var A=[0,1,2].map((function(A){return(1-e)*(1-e)*s[A]+2*(1-e)*e*r[A]+e*e*a[A]}));return new mn(A,"lab")};else if(4===e.length){var o;i=e.map((function(e){return e.lab()})),s=i[0],r=i[1],a=i[2],o=i[3],n=function(e){var A=[0,1,2].map((function(A){return(1-e)*(1-e)*(1-e)*s[A]+3*(1-e)*(1-e)*e*r[A]+3*(1-e)*e*e*a[A]+e*e*e*o[A]}));return new mn(A,"lab")}}else{if(!(e.length>=5))throw new RangeError("No point in running bezier with only one color.");var l,c,g;l=e.map((function(e){return e.lab()})),g=e.length-1,c=function(e){for(var A=[1,1],t=1;t<e;t++){for(var i=[1],n=1;n<=A.length;n++)i[n]=(A[n]||0)+A[n-1];A=i}return A}(g),n=function(e){var A=1-e,t=[0,1,2].map((function(t){return l.reduce((function(i,n,s){return i+c[s]*Math.pow(A,g-s)*Math.pow(e,s)*n[t]}),0)}));return new mn(t,"lab")}}return n}(e);return A.scale=function(){return pn(A)},A},os.blend=fn,os.cubehelix=function(e,A,t,i,n){void 0===e&&(e=300),void 0===A&&(A=-1.5),void 0===t&&(t=1),void 0===i&&(i=1),void 0===n&&(n=[0,1]);var s,r=0;"array"===On(n)?s=n[1]-n[0]:(s=0,n=[n,n]);var a=function(a){var o=Cn*((e+120)/360+A*a),l=xn(n[0]+s*a,i),c=(0!==r?t[0]+a*r:t)*l*(1-l)/2,g=Qn(o),u=bn(o);return yn(Wn([255*(l+c*(-.14861*g+1.78277*u)),255*(l+c*(-.29227*g-.90649*u)),255*(l+c*(1.97294*g)),1]))};return a.start=function(A){return null==A?e:(e=A,a)},a.rotations=function(e){return null==e?A:(A=e,a)},a.gamma=function(e){return null==e?i:(i=e,a)},a.hue=function(e){return null==e?t:("array"===On(t=e)?0==(r=t[1]-t[0])&&(t=t[1]):r=0,a)},a.lightness=function(e){return null==e?n:("array"===On(e)?(n=e,s=e[1]-e[0]):(n=[e,e],s=0),a)},a.scale=function(){return yn.scale(a)},a.hue(t),a},os.mix=os.interpolate=Mi,os.random=function(){for(var e="#",A=0;A<6;A++)e+="0123456789abcdef".charAt(In(16*Mn()));return new vn(e,"hex")},os.scale=hn,os.analyze=Hn.analyze,os.contrast=function(e,A){e=new Ln(e),A=new Ln(A);var t=e.luminance(),i=A.luminance();return t>i?(t+.05)/(i+.05):(i+.05)/(t+.05)},os.deltaE=function(e,A,t,i,n){void 0===t&&(t=1),void 0===i&&(i=1),void 0===n&&(n=1);var s=function(e){return 360*e/(2*Xn)},r=function(e){return 2*Xn*e/360};e=new Gn(e),A=new Gn(A);var a=Array.from(e.lab()),o=a[0],l=a[1],c=a[2],g=Array.from(A.lab()),u=g[0],d=g[1],h=g[2],m=(o+u)/2,p=(jn(Yn(l,2)+Yn(c,2))+jn(Yn(d,2)+Yn(h,2)))/2,w=.5*(1-jn(Yn(p,7)/(Yn(p,7)+Yn(25,7)))),B=l*(1+w),E=d*(1+w),k=jn(Yn(B,2)+Yn(c,2)),f=jn(Yn(E,2)+Yn(h,2)),O=(k+f)/2,W=s(Kn(c,B)),C=s(Kn(h,E)),x=W>=0?W:W+360,b=C>=0?C:C+360,Q=qn(x-b)>180?(x+b+360)/2:(x+b)/2,y=1-.17*Jn(r(Q-30))+.24*Jn(r(2*Q))+.32*Jn(r(3*Q+6))-.2*Jn(r(4*Q-63)),v=b-x;v=qn(v)<=180?v:b<=x?v+360:v-360,v=2*jn(k*f)*Vn(r(v)/2);var I=u-o,M=f-k,D=1+.015*Yn(m-50,2)/jn(20+Yn(m-50,2)),F=1+.045*O,U=1+.015*O*y,R=30*Zn(-Yn((Q-275)/25,2)),N=-2*jn(Yn(O,7)/(Yn(O,7)+Yn(25,7)))*Vn(2*r(R)),T=jn(Yn(I/(t*D),2)+Yn(M/(i*F),2)+Yn(v/(n*U),2)+N*(M/(i*F))*(v/(n*U)));return zn(0,Pn(100,T))},os.distance=function(e,A,t){void 0===t&&(t="lab"),e=new _n(e),A=new _n(A);var i=e.get(t),n=A.get(t),s=0;for(var r in i){var a=(i[r]||0)-(n[r]||0);s+=a*a}return Math.sqrt(s)},os.limits=Hn.limits,os.valid=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];try{return new(Function.prototype.bind.apply($n,[null].concat(e))),!0}catch(e){return!1}},os.scales=ts,os.colors=gt,os.brewer=as,os}()}(chroma$1,chroma$1.exports);var chromaExports=chroma$1.exports,chroma=getDefaultExportFromCjs(chromaExports);function hexWithAlpha(e,A){return chroma(e).alpha(A).css()}function has(e,A){return e.hasAttribute(A)}function get(e,A,t){return e.getAttribute(A)||t||""}function getNum(e,A,t){const i=Number(get(e,A));return Number.isNaN(i)?t||0:i}const attrHandlers={stroke:({el:e,exVals:A})=>{const t=get(e,"stroke");A.strokeColor=has(e,"stroke-opacity")?hexWithAlpha(t,getNum(e,"stroke-opacity")):t},"stroke-opacity":({el:e,exVals:A})=>{A.strokeColor=hexWithAlpha(get(e,"stroke","#000000"),getNum(e,"stroke-opacity"))},"stroke-width":({el:e,exVals:A})=>{A.strokeWidth=getNum(e,"stroke-width")},fill:({el:e,exVals:A})=>{const t=get(e,"fill");A.backgroundColor="none"===t?"#00000000":t},"fill-opacity":({el:e,exVals:A})=>{A.backgroundColor=hexWithAlpha(get(e,"fill","#000000"),getNum(e,"fill-opacity"))},opacity:({el:e,exVals:A})=>{A.opacity=getNum(e,"opacity",100)}};function presAttrsToElementValues(e){return[...e.attributes].reduce(((A,t)=>{const i=t.name;return Object.keys(attrHandlers).includes(i)&&attrHandlers[i]({el:e,exVals:A}),A}),{})}function filterAttrsToElementValues(e){const A={};return has(e,"x")&&(A.x=getNum(e,"x")),has(e,"y")&&(A.y=getNum(e,"y")),has(e,"width")&&(A.width=getNum(e,"width")),has(e,"height")&&(A.height=getNum(e,"height")),A}function pointsAttrToPoints(e){let A=[];return has(e,"points")&&(A=get(e,"points").split(" ").map((e=>e.split(",").map(parseFloat)))),A}function getGroupAttrs(e){return e.reduce(((e,{element:A})=>{const t=presAttrsToElementValues(A);return Object.assign(Object.assign({},e),t)}),{})}class Group{constructor(e){this.id=randomId(),this.element=e}}function createExElement(){return{id:randomId(),x:0,y:0,strokeColor:"#000000",backgroundColor:"#000000",fillStyle:"solid",strokeWidth:1,strokeStyle:"solid",roundness:null,roughness:0,opacity:100,width:0,height:0,angle:0,seed:randomInteger(),version:0,versionNonce:0,isDeleted:!1,groupIds:[],boundElementIds:null}}function createExRect(){return Object.assign(Object.assign({},createExElement()),{type:"rectangle"})}function createExLine(){return Object.assign(Object.assign({},createExElement()),{type:"line",points:[]})}function createExEllipse(){return Object.assign(Object.assign({},createExElement()),{type:"ellipse"})}function createExDraw(){return Object.assign(Object.assign({},createExElement()),{type:"line",points:[]})}const transformFunctions={matrix:"matrix",matrix3d:"matrix3d",perspective:"perspective",rotate:"rotate",rotate3d:"rotate3d",rotateX:"rotateX",rotateY:"rotateY",rotateZ:"rotateZ",scale:"scale",scale3d:"scale3d",scaleX:"scaleX",scaleY:"scaleY",scaleZ:"scaleZ",skew:"skew",skewX:"skewX",skewY:"skewY",translate:"translate",translate3d:"translate3d",translateX:"translateX",translateY:"translateY",translateZ:"translateZ"},transformFunctionsArr=Object.keys(transformFunctions),defaultUnits={matrix:"",matrix3d:"",perspective:"perspective",rotate:"deg",rotate3d:"deg",rotateX:"deg",rotateY:"deg",rotateZ:"deg",scale:"",scale3d:"",scaleX:"",scaleY:"",scaleZ:"",skew:"skew",skewX:"deg",skewY:"deg",translate:"px",translate3d:"px",translateX:"px",translateY:"px",translateZ:"px"},svgTransformToCSSTransform=e=>{const A=e.match(/(\w+)\(([^)]*)\)/g);if(!A)return"";const t=A.map((e=>{const A=e.split("(")[0];if(!A)throw new Error("Unable to find transform name");if(!transformFunctionsArr.includes(A))throw new Error(`transform function name "${A}" is not valid`);const t=e.match(/([-+]?[0-9]*\.?[0-9]+)([a-z])*/g);if(!t)return{type:A,values:[]};let i=t.map((e=>{const[t,i]=e.matchAll(/([-+]?[0-9]*\.?[0-9]+)|([a-z])*/g);return{unit:i[0]||defaultUnits[A],value:t[0]}}));return i&&"rotate"===A&&(null==i?void 0:i.length)>1&&(i=[i[0]]),{type:A,values:i}}));return t.map((({type:e,values:A})=>`${e}(${A.map((({unit:e,value:A})=>`${A}${e}`)).join(", ")})`)).join(" ")};function getElementMatrix(e){if(e.hasAttribute("transform")){const A=new DOMMatrix(svgTransformToCSSTransform(e.getAttribute("transform")||""));return multiply(create$1(),create$1(),A.toFloat32Array())}return create$1()}function getTransformMatrix(e,A){return A.map((({element:e})=>getElementMatrix(e))).concat([getElementMatrix(e)]).reduce(((e,A)=>multiply(e,e,A)),create$1())}function transformPoints(e,A){return e.map((([e,t])=>{const[i,n]=transformMat4(create(),fromValues(e,t,1),A);return[i,n]}))}function distance(e,A){return Math.sqrt(distanceSq(e,A))}function distanceSq(e,A){return Math.pow(e[0]-A[0],2)+Math.pow(e[1]-A[1],2)}function distanceToSegmentSq(e,A,t){const i=distanceSq(A,t);if(0===i)return distanceSq(e,A);let n=((e[0]-A[0])*(t[0]-A[0])+(e[1]-A[1])*(t[1]-A[1]))/i;return n=Math.max(0,Math.min(1,n)),distanceSq(e,lerp(A,t,n))}function lerp(e,A,t){return[e[0]+(A[0]-e[0])*t,e[1]+(A[1]-e[1])*t]}function flatness(e,A){const t=e[A+0],i=e[A+1],n=e[A+2],s=e[A+3];let r=3*i[0]-2*t[0]-s[0];r*=r;let a=3*i[1]-2*t[1]-s[1];a*=a;let o=3*n[0]-2*s[0]-t[0];o*=o;let l=3*n[1]-2*s[1]-t[1];return l*=l,r<o&&(r=o),a<l&&(a=l),r+a}function getPointsOnBezierCurveWithSplitting(e,A,t,i){const n=i||[];if(flatness(e,A)<t){const t=e[A+0];n.length?distance(n[n.length-1],t)>1&&n.push(t):n.push(t),n.push(e[A+3])}else{const i=.5,s=e[A+0],r=e[A+1],a=e[A+2],o=e[A+3],l=lerp(s,r,i),c=lerp(r,a,i),g=lerp(a,o,i),u=lerp(l,c,i),d=lerp(c,g,i),h=lerp(u,d,i);getPointsOnBezierCurveWithSplitting([s,l,u,h],0,t,n),getPointsOnBezierCurveWithSplitting([h,d,g,o],0,t,n)}return n}function simplify(e,A){return simplifyPoints(e,0,e.length,A)}function simplifyPoints(e,A,t,i,n){const s=n||[],r=e[A],a=e[t-1];let o=0,l=1;for(let i=A+1;i<t-1;++i){const A=distanceToSegmentSq(e[i],r,a);A>o&&(o=A,l=i)}return Math.sqrt(o)>i?(simplifyPoints(e,A,l+1,i,s),simplifyPoints(e,l,t,i,s)):(s.length||s.push(r),s.push(a)),s}function pointsOnBezierCurves(e,A=.15,t){const i=[],n=(e.length-1)/3;for(let t=0;t<n;t++)getPointsOnBezierCurveWithSplitting(e,3*t,A,i);return t&&t>0?simplifyPoints(i,0,i.length,t):i}const COMMAND=0,NUMBER=1,EOD=2,PARAMS={A:7,a:7,C:6,c:6,H:1,h:1,L:2,l:2,M:2,m:2,Q:4,q:4,S:4,s:4,T:2,t:2,V:1,v:1,Z:0,z:0};function tokenize(e){const A=new Array;for(;""!==e;)if(e.match(/^([ \t\r\n,]+)/))e=e.substr(RegExp.$1.length);else if(e.match(/^([aAcChHlLmMqQsStTvVzZ])/))A[A.length]={type:COMMAND,text:RegExp.$1},e=e.substr(RegExp.$1.length);else{if(!e.match(/^(([-+]?[0-9]+(\.[0-9]*)?|[-+]?\.[0-9]+)([eE][-+]?[0-9]+)?)/))return[];A[A.length]={type:NUMBER,text:`${parseFloat(RegExp.$1)}`},e=e.substr(RegExp.$1.length)}return A[A.length]={type:EOD,text:""},A}function isType(e,A){return e.type===A}function parsePath(e){const A=[],t=tokenize(e);let i="BOD",n=0,s=t[n];for(;!isType(s,EOD);){let r=0;const a=[];if("BOD"===i){if("M"!==s.text&&"m"!==s.text)return parsePath("M0,0"+e);n++,r=PARAMS[s.text],i=s.text}else isType(s,NUMBER)?r=PARAMS[i]:(n++,r=PARAMS[s.text],i=s.text);if(!(n+r<t.length))throw new Error("Path data ended short");for(let e=n;e<n+r;e++){const A=t[e];if(!isType(A,NUMBER))throw new Error("Param not a number: "+i+","+A.text);a[a.length]=+A.text}if("number"!=typeof PARAMS[i])throw new Error("Bad segment: "+i);{const e={key:i,data:a};A.push(e),n+=r,s=t[n],"M"===i&&(i="L"),"m"===i&&(i="l")}}return A}function absolutize(e){let A=0,t=0,i=0,n=0;const s=[];for(const{key:r,data:a}of e)switch(r){case"M":s.push({key:"M",data:[...a]}),[A,t]=a,[i,n]=a;break;case"m":A+=a[0],t+=a[1],s.push({key:"M",data:[A,t]}),i=A,n=t;break;case"L":s.push({key:"L",data:[...a]}),[A,t]=a;break;case"l":A+=a[0],t+=a[1],s.push({key:"L",data:[A,t]});break;case"C":s.push({key:"C",data:[...a]}),A=a[4],t=a[5];break;case"c":{const e=a.map(((e,i)=>i%2?e+t:e+A));s.push({key:"C",data:e}),A=e[4],t=e[5];break}case"Q":s.push({key:"Q",data:[...a]}),A=a[2],t=a[3];break;case"q":{const e=a.map(((e,i)=>i%2?e+t:e+A));s.push({key:"Q",data:e}),A=e[2],t=e[3];break}case"A":s.push({key:"A",data:[...a]}),A=a[5],t=a[6];break;case"a":A+=a[5],t+=a[6],s.push({key:"A",data:[a[0],a[1],a[2],a[3],a[4],A,t]});break;case"H":s.push({key:"H",data:[...a]}),A=a[0];break;case"h":A+=a[0],s.push({key:"H",data:[A]});break;case"V":s.push({key:"V",data:[...a]}),t=a[0];break;case"v":t+=a[0],s.push({key:"V",data:[t]});break;case"S":s.push({key:"S",data:[...a]}),A=a[2],t=a[3];break;case"s":{const e=a.map(((e,i)=>i%2?e+t:e+A));s.push({key:"S",data:e}),A=e[2],t=e[3];break}case"T":s.push({key:"T",data:[...a]}),A=a[0],t=a[1];break;case"t":A+=a[0],t+=a[1],s.push({key:"T",data:[A,t]});break;case"Z":case"z":s.push({key:"Z",data:[]}),A=i,t=n}return s}function normalize(e){const A=[];let t="",i=0,n=0,s=0,r=0,a=0,o=0;for(const{key:l,data:c}of e){switch(l){case"M":A.push({key:"M",data:[...c]}),[i,n]=c,[s,r]=c;break;case"C":A.push({key:"C",data:[...c]}),i=c[4],n=c[5],a=c[2],o=c[3];break;case"L":A.push({key:"L",data:[...c]}),[i,n]=c;break;case"H":i=c[0],A.push({key:"L",data:[i,n]});break;case"V":n=c[0],A.push({key:"L",data:[i,n]});break;case"S":{let e=0,s=0;"C"===t||"S"===t?(e=i+(i-a),s=n+(n-o)):(e=i,s=n),A.push({key:"C",data:[e,s,...c]}),a=c[0],o=c[1],i=c[2],n=c[3];break}case"T":{const[e,s]=c;let r=0,l=0;"Q"===t||"T"===t?(r=i+(i-a),l=n+(n-o)):(r=i,l=n);const g=i+2*(r-i)/3,u=n+2*(l-n)/3,d=e+2*(r-e)/3,h=s+2*(l-s)/3;A.push({key:"C",data:[g,u,d,h,e,s]}),a=r,o=l,i=e,n=s;break}case"Q":{const[e,t,s,r]=c,l=i+2*(e-i)/3,g=n+2*(t-n)/3,u=s+2*(e-s)/3,d=r+2*(t-r)/3;A.push({key:"C",data:[l,g,u,d,s,r]}),a=e,o=t,i=s,n=r;break}case"A":{const e=Math.abs(c[0]),t=Math.abs(c[1]),s=c[2],r=c[3],a=c[4],o=c[5],l=c[6];0===e||0===t?(A.push({key:"C",data:[i,n,o,l,o,l]}),i=o,n=l):i===o&&n===l||(arcToCubicCurves(i,n,o,l,e,t,s,r,a).forEach((function(e){A.push({key:"C",data:e})})),i=o,n=l);break}case"Z":A.push({key:"Z",data:[]}),i=s,n=r}t=l}return A}function degToRad(e){return Math.PI*e/180}function rotate(e,A,t){return[e*Math.cos(t)-A*Math.sin(t),e*Math.sin(t)+A*Math.cos(t)]}function arcToCubicCurves(e,A,t,i,n,s,r,a,o,l){const c=degToRad(r);let g=[],u=0,d=0,h=0,m=0;if(l)[u,d,h,m]=l;else{[e,A]=rotate(e,A,-c),[t,i]=rotate(t,i,-c);const r=(e-t)/2,l=(A-i)/2;let g=r*r/(n*n)+l*l/(s*s);g>1&&(g=Math.sqrt(g),n*=g,s*=g);const p=n*n,w=s*s,B=p*w-p*l*l-w*r*r,E=p*l*l+w*r*r,k=(a===o?-1:1)*Math.sqrt(Math.abs(B/E));h=k*n*l/s+(e+t)/2,m=k*-s*r/n+(A+i)/2,u=Math.asin(parseFloat(((A-m)/s).toFixed(9))),d=Math.asin(parseFloat(((i-m)/s).toFixed(9))),e<h&&(u=Math.PI-u),t<h&&(d=Math.PI-d),u<0&&(u=2*Math.PI+u),d<0&&(d=2*Math.PI+d),o&&u>d&&(u-=2*Math.PI),!o&&d>u&&(d-=2*Math.PI)}let p=d-u;if(Math.abs(p)>120*Math.PI/180){const e=d,A=t,a=i;d=o&&d>u?u+120*Math.PI/180*1:u+120*Math.PI/180*-1,g=arcToCubicCurves(t=h+n*Math.cos(d),i=m+s*Math.sin(d),A,a,n,s,r,0,o,[d,e,h,m])}p=d-u;const w=Math.cos(u),B=Math.sin(u),E=Math.cos(d),k=Math.sin(d),f=Math.tan(p/4),O=4/3*n*f,W=4/3*s*f,C=[e,A],x=[e+O*B,A-W*w],b=[t+O*k,i-W*E],Q=[t,i];if(x[0]=2*C[0]-x[0],x[1]=2*C[1]-x[1],l)return[x,b,Q].concat(g);{g=[x,b,Q].concat(g);const e=[];for(let A=0;A<g.length;A+=3){const t=rotate(g[A][0],g[A][1],c),i=rotate(g[A+1][0],g[A+1][1],c),n=rotate(g[A+2][0],g[A+2][1],c);e.push([t[0],t[1],i[0],i[1],n[0],n[1]])}return e}}function pointsOnPath(e,A,t){const i=normalize(absolutize(parsePath(e))),n=[];let s=[],r=[0,0],a=[];const o=()=>{a.length>=4&&s.push(...pointsOnBezierCurves(a,A)),a=[]},l=()=>{o(),s.length&&(n.push(s),s=[])};for(const{key:e,data:A}of i)switch(e){case"M":l(),r=[A[0],A[1]],s.push(r);break;case"L":o(),s.push([A[0],A[1]]);break;case"C":if(!a.length){const e=s.length?s[s.length-1]:r;a.push([e[0],e[1]])}a.push([A[0],A[1]]),a.push([A[2],A[3]]),a.push([A[4],A[5]]);break;case"Z":o(),s.push([r[0],r[1]])}if(l(),!t)return n;const c=[];for(const e of n){const A=simplify(e,t);A.length&&c.push(A)}return c}const SUPPORTED_TAGS=["svg","path","g","use","circle","ellipse","rect","polyline","polygon"],nodeValidator=e=>SUPPORTED_TAGS.includes(e.tagName)?NodeFilter.FILTER_ACCEPT:NodeFilter.FILTER_REJECT;function createTreeWalker(e){return document.createTreeWalker(e,NodeFilter.SHOW_ALL,{acceptNode:nodeValidator})}const presAttrs=(e,A)=>Object.assign(Object.assign(Object.assign({},getGroupAttrs(A)),presAttrsToElementValues(e)),filterAttrsToElementValues(e)),skippedUseAttrs=["id"],allwaysPassedUseAttrs=["x","y","width","height","href","xlink:href"],getDefElWithCorrectAttrs=(e,A)=>[...A.attributes].reduce(((t,i)=>(skippedUseAttrs.includes(i.value)||e.hasAttribute(i.name)&&!allwaysPassedUseAttrs.includes(i.name)||t.setAttribute(i.name,A.getAttribute(i.name)||""),t)),e.cloneNode()),walkers={svg:e=>{walk(e,e.tw.nextNode())},g:e=>{const A=Object.assign(Object.assign({},e),{tw:createTreeWalker(e.tw.currentNode),groups:[...e.groups,new Group(e.tw.currentNode)]});walk(A,A.tw.nextNode()),walk(e,e.tw.nextSibling())},use:e=>{const{root:A,tw:t,scene:i}=e,n=t.currentNode,s=n.getAttribute("href")||n.getAttribute("xlink:href");if(!s)throw new Error("unable to get id of use element");const r=A.querySelector(s);if(!r)throw new Error(`unable to find def element with id: ${s}`);const a=new ExcalidrawScene,o=getDefElWithCorrectAttrs(r,n);walk(Object.assign(Object.assign({},e),{scene:a,tw:createTreeWalker(o)}),o);const l=a.elements.pop();l&&i.elements.push(l),walk(e,e.tw.nextNode())},circle:e=>{const{tw:A,scene:t,groups:i}=e,n=A.currentNode,s=getNum(n,"r",0),r=2*s,a=getNum(n,"x",0)+getNum(n,"cx",0)-s,o=getNum(n,"y",0)+getNum(n,"cy",0)-s,l=getTransformMatrix(n,i),c=fromValues$1(r,0,0,0,0,r,0,0,0,0,1,0,a,o,0,1),g=multiply(create$1(),l,c),u=Object.assign(Object.assign(Object.assign({},createExEllipse()),presAttrs(n,i)),{x:g[12],y:g[13],width:g[0],height:g[5],groupIds:i.map((e=>e.id))});t.elements.push(u),walk(e,A.nextNode())},ellipse:e=>{const{tw:A,scene:t,groups:i}=e,n=A.currentNode,s=getNum(n,"rx",0),r=getNum(n,"ry",0),a=getNum(n,"cx",0),o=getNum(n,"cy",0),l=getNum(n,"x",0)+a-s,c=getNum(n,"y",0)+o-r,g=2*s,u=2*r,d=getTransformMatrix(n,i),h=fromValues$1(g,0,0,0,0,u,0,0,0,0,1,0,l,c,0,1),m=multiply(create$1(),d,h),p=Object.assign(Object.assign(Object.assign({},createExEllipse()),presAttrs(n,i)),{x:m[12],y:m[13],width:m[0],height:m[5],groupIds:i.map((e=>e.id))});t.elements.push(p),walk(e,A.nextNode())},line:e=>{walk(e,e.tw.nextNode())},polygon:e=>{const{tw:A,scene:t,groups:i}=e,n=A.currentNode,s=transformPoints(pointsAttrToPoints(n),getTransformMatrix(n,i)),r=s[0][0],a=s[0][1],o=s.map((([e,A])=>[e-r,A-a])),[l,c]=dimensionsFromPoints(o),g=Object.assign(Object.assign(Object.assign(Object.assign({},createExLine()),getGroupAttrs(i)),presAttrsToElementValues(n)),{points:o.concat([[0,0]]),x:r,y:a,width:l,height:c});t.elements.push(g),walk(e,e.tw.nextNode())},polyline:e=>{const{tw:A,scene:t,groups:i}=e,n=A.currentNode,s=getTransformMatrix(n,i),r=transformPoints(pointsAttrToPoints(n),s),a=r[0][0],o=r[0][1],l=r.map((([e,A])=>[e-a,A-o])),[c,g]=dimensionsFromPoints(l),u=has(n,"fill"),d=get(n,"fill"),h=!u||u&&"none"!==d,m=Object.assign(Object.assign(Object.assign(Object.assign({},createExLine()),getGroupAttrs(i)),presAttrsToElementValues(n)),{points:l.concat(h?[[0,0]]:[]),x:a,y:o,width:c,height:g});t.elements.push(m),walk(e,e.tw.nextNode())},rect:e=>{const{tw:A,scene:t,groups:i}=e,n=A.currentNode,s=getNum(n,"x",0),r=getNum(n,"y",0),a=getNum(n,"width",0),o=getNum(n,"height",0),l=getTransformMatrix(n,i),c=fromValues$1(a,0,0,0,0,o,0,0,0,0,1,0,s,r,0,1),g=multiply(create$1(),l,c),u=n.hasAttribute("rx")||n.hasAttribute("ry"),d=Object.assign(Object.assign(Object.assign({},createExRect()),presAttrs(n,i)),{x:g[12],y:g[13],width:g[0],height:g[5],roundness:u?{type:ROUNDNESS.LEGACY}:null});t.elements.push(d),walk(e,e.tw.nextNode())},path:e=>{const{tw:A,scene:t,groups:i}=e,n=A.currentNode,s=getTransformMatrix(n,i),r=pointsOnPath(get(n,"d")),a=get(n,"fill","black"),o=get(n,"fill-rule","nonzero");let l=[],c=randomId();switch(o){case"nonzero":let e="clockwise";l=r.map(((A,t)=>{const r=transformPoints(A,clone(s)),o=r[0][0],l=r[0][1],[g,u]=dimensionsFromPoints(r),d=r.map((([e,A])=>[e-o,A-l])),h=getWindingOrder(d);0===t&&(e=h,c=randomId());let m=a;return e!==h&&(m="#FFFFFF"),Object.assign(Object.assign(Object.assign(Object.assign({},createExDraw()),{strokeWidth:0,strokeColor:"#00000000"}),presAttrs(n,i)),{points:d,backgroundColor:m,width:g,height:u,x:o+getNum(n,"x",0),y:l+getNum(n,"y",0),groupIds:[c]})}));break;case"evenodd":l=r.map(((e,A)=>{const t=transformPoints(e,clone(s)),r=t[0][0],a=t[0][1],[o,l]=dimensionsFromPoints(t),g=t.map((([e,A])=>[e-r,A-a]));return 0===A&&(c=randomId()),Object.assign(Object.assign(Object.assign({},createExDraw()),presAttrs(n,i)),{points:g,width:o,height:l,x:r+getNum(n,"x",0),y:a+getNum(n,"y",0)})}))}t.elements=t.elements.concat(l),walk(e,A.nextNode())}};function walk(e,A){if(!A)return;const t=A.nodeName;walkers[t]&&walkers[t](e)}const svgToExcalidraw=e=>{const A=(new DOMParser).parseFromString(e,"image/svg+xml"),t=A.querySelectorAll("parsererror"),i=t.length>0;let n=null;if(i)console.error("There were errors while parsing the given SVG: ",[...t].map((e=>e.innerHTML)));else{const e=createTreeWalker(A),t=new ExcalidrawScene;walk({tw:e,scene:t,groups:[],root:A},e.nextNode()),n=t.elements}return{hasErrors:i,errors:i?t:null,content:n}};function BuildLog$1(){var e,A=0,t=!1;function i(A,t){return e.list.push({type:A,data:t?JSON.parse(JSON.stringify(t)):void 0}),e}return e={list:[],segmentId:function(){return A++},checkIntersection:function(e,A){return i("check",{seg1:e,seg2:A})},segmentChop:function(e,A){return i("div_seg",{seg:e,pt:A}),i("chop",{seg:e,pt:A})},statusRemove:function(e){return i("pop_seg",{seg:e})},segmentUpdate:function(e){return i("seg_update",{seg:e})},segmentNew:function(e,A){return i("new_seg",{seg:e,primary:A})},segmentRemove:function(e){return i("rem_seg",{seg:e})},tempStatus:function(e,A,t){return i("temp_status",{seg:e,above:A,below:t})},rewind:function(e){return i("rewind",{seg:e})},status:function(e,A,t){return i("status",{seg:e,above:A,below:t})},vert:function(A){return A===t?e:(t=A,i("vert",{x:A}))},log:function(e){return"string"!=typeof e&&(e=JSON.stringify(e,!1," ")),i("log",{txt:e})},reset:function(){return i("reset")},selected:function(e){return i("selected",{segs:e})},chainStart:function(e){return i("chain_start",{seg:e})},chainRemoveHead:function(e,A){return i("chain_rem_head",{index:e,pt:A})},chainRemoveTail:function(e,A){return i("chain_rem_tail",{index:e,pt:A})},chainNew:function(e,A){return i("chain_new",{pt1:e,pt2:A})},chainMatch:function(e){return i("chain_match",{index:e})},chainClose:function(e){return i("chain_close",{index:e})},chainAddHead:function(e,A){return i("chain_add_head",{index:e,pt:A})},chainAddTail:function(e,A){return i("chain_add_tail",{index:e,pt:A})},chainConnect:function(e,A){return i("chain_con",{index1:e,index2:A})},chainReverse:function(e){return i("chain_rev",{index:e})},chainJoin:function(e,A){return i("chain_join",{index1:e,index2:A})},done:function(){return i("done")}},e}var buildLog$1=BuildLog$1;function Epsilon$1(e){"number"!=typeof e&&(e=1e-10);var A={epsilon:function(A){return"number"==typeof A&&(e=A),e},pointAboveOrOnLine:function(A,t,i){var n=t[0],s=t[1],r=i[0],a=i[1],o=A[0];return(r-n)*(A[1]-s)-(a-s)*(o-n)>=-e},pointBetween:function(A,t,i){var n=A[1]-t[1],s=i[0]-t[0],r=A[0]-t[0],a=i[1]-t[1],o=r*s+n*a;return!(o<e||o-(s*s+a*a)>-e)},pointsSameX:function(A,t){return Math.abs(A[0]-t[0])<e},pointsSameY:function(A,t){return Math.abs(A[1]-t[1])<e},pointsSame:function(e,t){return A.pointsSameX(e,t)&&A.pointsSameY(e,t)},pointsCompare:function(e,t){return A.pointsSameX(e,t)?A.pointsSameY(e,t)?0:e[1]<t[1]?-1:1:e[0]<t[0]?-1:1},pointsCollinear:function(A,t,i){var n=A[0]-t[0],s=A[1]-t[1],r=t[0]-i[0],a=t[1]-i[1];return Math.abs(n*a-r*s)<e},linesIntersect:function(A,t,i,n){var s=t[0]-A[0],r=t[1]-A[1],a=n[0]-i[0],o=n[1]-i[1],l=s*o-r*a;if(Math.abs(l)<e)return!1;var c=A[0]-i[0],g=A[1]-i[1],u=(a*g-o*c)/l,d=(s*g-r*c)/l,h={alongA:0,alongB:0,pt:[A[0]+u*s,A[1]+u*r]};return h.alongA=u<=-e?-2:u<e?-1:u-1<=-e?0:u-1<e?1:2,h.alongB=d<=-e?-2:d<e?-1:d-1<=-e?0:d-1<e?1:2,h},pointInsideRegion:function(A,t){for(var i=A[0],n=A[1],s=t[t.length-1][0],r=t[t.length-1][1],a=!1,o=0;o<t.length;o++){var l=t[o][0],c=t[o][1];c-n>e!=r-n>e&&(s-l)*(n-c)/(r-c)+l-i>e&&(a=!a),s=l,r=c}return a}};return A}var epsilon$1=Epsilon$1,LinkedList$1={create:function(){var e={root:{root:!0,next:null},exists:function(A){return null!==A&&A!==e.root},isEmpty:function(){return null===e.root.next},getHead:function(){return e.root.next},insertBefore:function(A,t){for(var i=e.root,n=e.root.next;null!==n;){if(t(n))return A.prev=n.prev,A.next=n,n.prev.next=A,void(n.prev=A);i=n,n=n.next}i.next=A,A.prev=i,A.next=null},findTransition:function(A){for(var t=e.root,i=e.root.next;null!==i&&!A(i);)t=i,i=i.next;return{before:t===e.root?null:t,after:i,insert:function(e){return e.prev=t,e.next=i,t.next=e,null!==i&&(i.prev=e),e}}}};return e},node:function(e){return e.prev=null,e.next=null,e.remove=function(){e.prev.next=e.next,e.next&&(e.next.prev=e.prev),e.prev=null,e.next=null},e}},linkedList=LinkedList$1,LinkedList=linkedList;function Intersecter$1(e,A,t){function i(e,A){return{id:t?t.segmentId():-1,start:e,end:A,myFill:{above:null,below:null},otherFill:null}}function n(e,A,i){return{id:t?t.segmentId():-1,start:e,end:A,myFill:{above:i.myFill.above,below:i.myFill.below},otherFill:null}}var s=LinkedList.create();function r(e,t){s.insertBefore(e,(function(i){return n=e.isStart,s=e.pt,r=t,a=i.isStart,o=i.pt,l=i.other.pt,(0!==(c=A.pointsCompare(s,o))?c:A.pointsSame(r,l)?0:n!==a?n?1:-1:A.pointAboveOrOnLine(r,a?o:l,a?l:o)?1:-1)<0;var n,s,r,a,o,l,c}))}function a(e,A){var t=function(e,A){var t=LinkedList.node({isStart:!0,pt:e.start,seg:e,primary:A,other:null,status:null});return r(t,e.end),t}(e,A);return function(e,A,t){var i=LinkedList.node({isStart:!1,pt:A.end,seg:A,primary:t,other:e,status:null});e.other=i,r(i,e.pt)}(t,e,A),t}function o(e,A){var i=n(A,e.seg.end,e.seg);return function(e,A){t&&t.segmentChop(e.seg,A),e.other.remove(),e.seg.end=A,e.other.pt=A,r(e.other,e.pt)}(e,A),a(i,e.primary)}function l(i,n){var r=LinkedList.create();function a(e){return r.findTransition((function(t){var i,n,s,r,a,o;return i=e,n=t.ev,s=i.seg.start,r=i.seg.end,a=n.seg.start,o=n.seg.end,(A.pointsCollinear(s,a,o)?A.pointsCollinear(r,a,o)||A.pointAboveOrOnLine(r,a,o)?1:-1:A.pointAboveOrOnLine(s,a,o)?1:-1)>0}))}function l(e,i){var n=e.seg,s=i.seg,r=n.start,a=n.end,l=s.start,c=s.end;t&&t.checkIntersection(n,s);var g=A.linesIntersect(r,a,l,c);if(!1===g){if(!A.pointsCollinear(r,a,l))return!1;if(A.pointsSame(r,c)||A.pointsSame(a,l))return!1;var u=A.pointsSame(r,l),d=A.pointsSame(a,c);if(u&&d)return i;var h=!u&&A.pointBetween(r,l,c),m=!d&&A.pointBetween(a,l,c);if(u)return m?o(i,a):o(e,c),i;h&&(d||(m?o(i,a):o(e,c)),o(i,r))}else 0===g.alongA&&(-1===g.alongB?o(e,l):0===g.alongB?o(e,g.pt):1===g.alongB&&o(e,c)),0===g.alongB&&(-1===g.alongA?o(i,r):0===g.alongA?o(i,g.pt):1===g.alongA&&o(i,a));return!1}for(var c=[];!s.isEmpty();){var g=s.getHead();if(t&&t.vert(g.pt[0]),g.isStart){t&&t.segmentNew(g.seg,g.primary);var u=a(g),d=u.before?u.before.ev:null,h=u.after?u.after.ev:null;function k(){if(d){var e=l(g,d);if(e)return e}return!!h&&l(g,h)}t&&t.tempStatus(g.seg,!!d&&d.seg,!!h&&h.seg);var m,p,w=k();if(w)e?(p=null===g.seg.myFill.below||g.seg.myFill.above!==g.seg.myFill.below)&&(w.seg.myFill.above=!w.seg.myFill.above):w.seg.otherFill=g.seg.myFill,t&&t.segmentUpdate(w.seg),g.other.remove(),g.remove();if(s.getHead()!==g){t&&t.rewind(g.seg);continue}e?(p=null===g.seg.myFill.below||g.seg.myFill.above!==g.seg.myFill.below,g.seg.myFill.below=h?h.seg.myFill.above:i,g.seg.myFill.above=p?!g.seg.myFill.below:g.seg.myFill.below):null===g.seg.otherFill&&(m=h?g.primary===h.primary?h.seg.otherFill.above:h.seg.myFill.above:g.primary?n:i,g.seg.otherFill={above:m,below:m}),t&&t.status(g.seg,!!d&&d.seg,!!h&&h.seg),g.other.status=u.insert(LinkedList.node({ev:g}))}else{var B=g.status;if(null===B)throw new Error("PolyBool: Zero-length segment detected; your epsilon is probably too small or too large");if(r.exists(B.prev)&&r.exists(B.next)&&l(B.prev.ev,B.next.ev),t&&t.statusRemove(B.ev.seg),B.remove(),!g.primary){var E=g.seg.myFill;g.seg.myFill=g.seg.otherFill,g.seg.otherFill=E}c.push(g.seg)}s.getHead().remove()}return t&&t.done(),c}return e?{addRegion:function(e){for(var t,n=e[e.length-1],s=0;s<e.length;s++){t=n,n=e[s];var r=A.pointsCompare(t,n);0!==r&&a(i(r<0?t:n,r<0?n:t),!0)}},calculate:function(e){return l(e,!1)}}:{calculate:function(e,A,t,i){return e.forEach((function(e){a(n(e.start,e.end,e),!0)})),t.forEach((function(e){a(n(e.start,e.end,e),!1)})),l(A,i)}}}var intersecter=Intersecter$1;function SegmentChainer$1(e,A,t){var i=[],n=[];return e.forEach((function(e){var s=e.start,r=e.end;if(A.pointsSame(s,r))console.warn("PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large");else{t&&t.chainStart(e);for(var a={index:0,matches_head:!1,matches_pt1:!1},o={index:0,matches_head:!1,matches_pt1:!1},l=a,c=0;c<i.length;c++){var g=(p=i[c])[0];p[1];var u=p[p.length-1];if(p[p.length-2],A.pointsSame(g,s)){if(C(c,!0,!0))break}else if(A.pointsSame(g,r)){if(C(c,!0,!1))break}else if(A.pointsSame(u,s)){if(C(c,!1,!0))break}else if(A.pointsSame(u,r)&&C(c,!1,!1))break}if(l===a)return i.push([s,r]),void(t&&t.chainNew(s,r));if(l===o){t&&t.chainMatch(a.index);var d=a.index,h=a.matches_pt1?r:s,m=a.matches_head,p=i[d],w=m?p[0]:p[p.length-1],B=m?p[1]:p[p.length-2],E=m?p[p.length-1]:p[0],k=m?p[p.length-2]:p[1];return A.pointsCollinear(B,w,h)&&(m?(t&&t.chainRemoveHead(a.index,h),p.shift()):(t&&t.chainRemoveTail(a.index,h),p.pop()),w=B),A.pointsSame(E,h)?(i.splice(d,1),A.pointsCollinear(k,E,w)&&(m?(t&&t.chainRemoveTail(a.index,w),p.pop()):(t&&t.chainRemoveHead(a.index,w),p.shift())),t&&t.chainClose(a.index),void n.push(p)):void(m?(t&&t.chainAddHead(a.index,h),p.unshift(h)):(t&&t.chainAddTail(a.index,h),p.push(h)))}var f=a.index,O=o.index;t&&t.chainConnect(f,O);var W=i[f].length<i[O].length;a.matches_head?o.matches_head?W?(x(f),b(f,O)):(x(O),b(O,f)):b(O,f):o.matches_head?b(f,O):W?(x(f),b(O,f)):(x(O),b(f,O))}function C(e,A,t){return l.index=e,l.matches_head=A,l.matches_pt1=t,l===a?(l=o,!1):(l=null,!0)}function x(e){t&&t.chainReverse(e),i[e].reverse()}function b(e,n){var s=i[e],r=i[n],a=s[s.length-1],o=s[s.length-2],l=r[0],c=r[1];A.pointsCollinear(o,a,l)&&(t&&t.chainRemoveTail(e,a),s.pop(),a=o),A.pointsCollinear(a,l,c)&&(t&&t.chainRemoveHead(n,l),r.shift()),t&&t.chainJoin(e,n),i[e]=s.concat(r),i.splice(n,1)}})),n}var segmentChainer=SegmentChainer$1;function select(e,A,t){var i=[];return e.forEach((function(e){var n=(e.myFill.above?8:0)+(e.myFill.below?4:0)+(e.otherFill&&e.otherFill.above?2:0)+(e.otherFill&&e.otherFill.below?1:0);0!==A[n]&&i.push({id:t?t.segmentId():-1,start:e.start,end:e.end,myFill:{above:1===A[n],below:2===A[n]},otherFill:null})})),t&&t.selected(i),i}var PolyBool,SegmentSelector$1={union:function(e,A){return select(e,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],A)},intersect:function(e,A){return select(e,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],A)},difference:function(e,A){return select(e,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],A)},differenceRev:function(e,A){return select(e,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],A)},xor:function(e,A){return select(e,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],A)}},segmentSelector=SegmentSelector$1,GeoJSON$1={toPolygon:function(e,A){function t(A){if(A.length<=0)return e.segments({inverted:!1,regions:[]});function t(A){var t=A.slice(0,A.length-1);return e.segments({inverted:!1,regions:[t]})}for(var i=t(A[0]),n=1;n<A.length;n++)i=e.selectDifference(e.combine(i,t(A[n])));return i}if("Polygon"===A.type)return e.polygon(t(A.coordinates));if("MultiPolygon"===A.type){for(var i=e.segments({inverted:!1,regions:[]}),n=0;n<A.coordinates.length;n++)i=e.selectUnion(e.combine(i,t(A.coordinates[n])));return e.polygon(i)}throw new Error("PolyBool: Cannot convert GeoJSON object to PolyBool polygon")},fromPolygon:function(e,A,t){function i(e,t){return A.pointInsideRegion([.5*(e[0][0]+e[1][0]),.5*(e[0][1]+e[1][1])],t)}function n(e){return{region:e,children:[]}}t=e.polygon(e.segments(t));var s=n(null);function r(e,A){for(var t=0;t<e.children.length;t++)if(i(A,(a=e.children[t]).region))return void r(a,A);var s=n(A);for(t=0;t<e.children.length;t++){var a;i((a=e.children[t]).region,A)&&(s.children.push(a),e.children.splice(t,1),t--)}e.children.push(s)}for(var a=0;a<t.regions.length;a++){var o=t.regions[a];o.length<3||r(s,o)}function l(e,A){for(var t=0,i=e[e.length-1][0],n=e[e.length-1][1],s=[],r=0;r<e.length;r++){var a=e[r][0],o=e[r][1];s.push([a,o]),t+=o*i-a*n,i=a,n=o}return t<0!==A&&s.reverse(),s.push([s[0][0],s[0][1]]),s}var c=[];function g(e){var A=[l(e.region,!1)];c.push(A);for(var t=0;t<e.children.length;t++)A.push(u(e.children[t]))}function u(e){for(var A=0;A<e.children.length;A++)g(e.children[A]);return l(e.region,!0)}for(a=0;a<s.children.length;a++)g(s.children[a]);return c.length<=0?{type:"Polygon",coordinates:[]}:1==c.length?{type:"Polygon",coordinates:c[0]}:{type:"MultiPolygon",coordinates:c}}},geojson=GeoJSON$1,BuildLog=buildLog$1,Epsilon=epsilon$1,Intersecter=intersecter,SegmentChainer=segmentChainer,SegmentSelector=segmentSelector,GeoJSON=geojson,buildLog=!1,epsilon=Epsilon();function operate(e,A,t){var i=PolyBool.segments(e),n=PolyBool.segments(A),s=t(PolyBool.combine(i,n));return PolyBool.polygon(s)}PolyBool={buildLog:function(e){return!0===e?buildLog=BuildLog():!1===e&&(buildLog=!1),!1!==buildLog&&buildLog.list},epsilon:function(e){return epsilon.epsilon(e)},segments:function(e){var A=Intersecter(!0,epsilon,buildLog);return e.regions.forEach(A.addRegion),{segments:A.calculate(e.inverted),inverted:e.inverted}},combine:function(e,A){return{combined:Intersecter(!1,epsilon,buildLog).calculate(e.segments,e.inverted,A.segments,A.inverted),inverted1:e.inverted,inverted2:A.inverted}},selectUnion:function(e){return{segments:SegmentSelector.union(e.combined,buildLog),inverted:e.inverted1||e.inverted2}},selectIntersect:function(e){return{segments:SegmentSelector.intersect(e.combined,buildLog),inverted:e.inverted1&&e.inverted2}},selectDifference:function(e){return{segments:SegmentSelector.difference(e.combined,buildLog),inverted:e.inverted1&&!e.inverted2}},selectDifferenceRev:function(e){return{segments:SegmentSelector.differenceRev(e.combined,buildLog),inverted:!e.inverted1&&e.inverted2}},selectXor:function(e){return{segments:SegmentSelector.xor(e.combined,buildLog),inverted:e.inverted1!==e.inverted2}},polygon:function(e){return{regions:SegmentChainer(e.segments,epsilon,buildLog),inverted:e.inverted}},polygonFromGeoJSON:function(e){return GeoJSON.toPolygon(PolyBool,e)},polygonToGeoJSON:function(e){return GeoJSON.fromPolygon(PolyBool,epsilon,e)},union:function(e,A){return operate(e,A,PolyBool.selectUnion)},intersect:function(e,A){return operate(e,A,PolyBool.selectIntersect)},difference:function(e,A){return operate(e,A,PolyBool.selectDifference)},differenceRev:function(e,A){return operate(e,A,PolyBool.selectDifferenceRev)},xor:function(e,A){return operate(e,A,PolyBool.selectXor)}},"object"==typeof window&&(window.PolyBool=PolyBool);var polybooljs=PolyBool,PolyBool$1=getDefaultExportFromCjs(polybooljs);B([r$d,z,e$a,l$3,b$1,v,h$1,i$5,i$4,h,u,c$1,s]);const GAP=4;class ExcalidrawAutomate{get obsidian(){return obsidian_module__namespace}get LASERPOINTER(){return this.plugin.settings.laserSettings}get DEVICE(){return DEVICE}async getAttachmentFilepath(e){var A;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A.file))return errorMessage("targetView not set","getAttachmentFolderAndFilePath()"),null;const t=await getAttachmentsFolderAndFilePath(app,this.targetView.file.path,e);return getNewUniqueFilepath(app.vault,e,t.folder)}compressToBase64(e){return lzStringExports.compressToBase64(e)}decompressFromBase64(e){return lzStringExports.decompressFromBase64(e)}async newFilePrompt(e,A,t,i){var n;if(!this.targetView||!(null===(n=this.targetView)||void 0===n?void 0:n.file))return errorMessage("targetView not set","newFileActions()"),null;const s=emulateKeysForLinkClick(t),r=new NewFileActions({plugin:this.plugin,path:e,keys:s,view:this.targetView,openNewFile:A,parentFile:i});return r.open(),await r.waitForClose}getLeaf(e,A){const t=emulateKeysForLinkClick(null!=A?A:"new-tab");return getLeaf(this.plugin,e,t)}getActiveEmbeddableViewOrEditor(e){if(!this.targetView&&!e)return null;const A=(e=null!=e?e:this.targetView).getActiveEmbeddable();if(A){if(A.node&&A.node.isEditing)return{file:A.node.file,editor:A.node.child.editor};if(A.leaf&&A.leaf.view)return{view:A.leaf.view}}return null}constructor(e,A){this.mostRecentMarkdownSVG=null,this.targetView=null,this.onViewUnloadHook=null,this.onViewModeChangeHook=null,this.onLinkHoverHook=null,this.onLinkClickHook=null,this.onDropHook=null,this.onPasteHook=null,this.onCanvasColorChangeHook=null,this.activeScript=null,this.plugin=e,this.reset(),this.targetView=A}getViewLastPointerPosition(){var e;return this.targetView&&(null===(e=this.targetView)||void 0===e?void 0:e._loaded)?this.targetView.currentPosition:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getAPI(e){return new ExcalidrawAutomate(this.plugin,e)}setFillStyle(e){switch(e){case 0:return this.style.fillStyle="hachure","hachure";case 1:return this.style.fillStyle="cross-hatch","cross-hatch";default:return this.style.fillStyle="solid","solid"}}setStrokeStyle(e){switch(e){case 0:return this.style.strokeStyle="solid","solid";case 1:return this.style.strokeStyle="dashed","dashed";default:return this.style.strokeStyle="dotted","dotted"}}setStrokeSharpness(e){return 0===e?(this.style.roundness={type:ROUNDNESS.LEGACY},"round"):(this.style.roundness=null,"sharp")}setFontFamily(e){switch(e){case 1:return this.style.fontFamily=4,getFontFamily(4);case 2:return this.style.fontFamily=2,getFontFamily(2);case 3:return this.style.fontFamily=3,getFontFamily(3);default:return this.style.fontFamily=1,getFontFamily(1)}}setTheme(e){return 0===e?(this.canvas.theme="light","light"):(this.canvas.theme="dark","dark")}addToGroup(e){const A=nanoid();return e.forEach((e=>{var t,i;null===(i=null===(t=this.elementsDict[e])||void 0===t?void 0:t.groupIds)||void 0===i||i.push(A)})),A}async toClipboard(e){const A=e?await getTemplate(this.plugin,e,!1,new EmbeddedFilesLoader(this.plugin),0):null;let t=A?A.elements:[];t=t.concat(this.getElements()),navigator.clipboard.writeText(JSON.stringify({type:"excalidraw/clipboard",elements:t}))}async getSceneFromFile(e){if(!e)return errorMessage("file not found","getScene()"),null;if(!this.isExcalidrawFile(e))return errorMessage("file is not an Excalidraw file","getScene()"),null;const A=await getTemplate(this.plugin,e.path,!1,new EmbeddedFilesLoader(this.plugin),0);return{elements:A.elements,appState:A.appState}}getElements(){const e=[],A=Object.keys(this.elementsDict);for(let t=0;t<A.length;t++)e.push(this.elementsDict[A[t]]);return e}getElement(e){return this.elementsDict[e]}async create(e){var A,t,i,n,s,r,a,o,l,c,g,u,d,h,m,p,w,B,E,k,f,O,W,C,x,b,Q,y,v,I,M,D,F,U,R,N,T,S,H;const L=(null==e?void 0:e.templatePath)?await getTemplate(this.plugin,e.templatePath,!0,new EmbeddedFilesLoader(this.plugin),0):null;let G,j=L?L.elements:[];if(j=j.concat(this.getElements()),null==e?void 0:e.frontmatterKeys){Object.keys(e.frontmatterKeys).includes("excalidraw-plugin")||(e.frontmatterKeys["excalidraw-plugin"]="parsed"),G="---\n\n";for(const A of Object.keys(e.frontmatterKeys))G+=`${A}: ${""===e.frontmatterKeys[A]?'""':e.frontmatterKeys[A]}\n`;G+="\n---\n"}else G=(null==L?void 0:L.frontmatter)?L.frontmatter:FRONTMATTER;const Y={type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:j,appState:{theme:null!==(t=null===(A=null==L?void 0:L.appState)||void 0===A?void 0:A.theme)&&void 0!==t?t:this.canvas.theme,viewBackgroundColor:null!==(n=null===(i=null==L?void 0:L.appState)||void 0===i?void 0:i.viewBackgroundColor)&&void 0!==n?n:this.canvas.viewBackgroundColor,currentItemStrokeColor:null!==(r=null===(s=null==L?void 0:L.appState)||void 0===s?void 0:s.currentItemStrokeColor)&&void 0!==r?r:this.style.strokeColor,currentItemBackgroundColor:null!==(o=null===(a=null==L?void 0:L.appState)||void 0===a?void 0:a.currentItemBackgroundColor)&&void 0!==o?o:this.style.backgroundColor,currentItemFillStyle:null!==(c=null===(l=null==L?void 0:L.appState)||void 0===l?void 0:l.currentItemFillStyle)&&void 0!==c?c:this.style.fillStyle,currentItemStrokeWidth:null!==(u=null===(g=null==L?void 0:L.appState)||void 0===g?void 0:g.currentItemStrokeWidth)&&void 0!==u?u:this.style.strokeWidth,currentItemStrokeStyle:null!==(h=null===(d=null==L?void 0:L.appState)||void 0===d?void 0:d.currentItemStrokeStyle)&&void 0!==h?h:this.style.strokeStyle,currentItemRoughness:null!==(p=null===(m=null==L?void 0:L.appState)||void 0===m?void 0:m.currentItemRoughness)&&void 0!==p?p:this.style.roughness,currentItemOpacity:null!==(B=null===(w=null==L?void 0:L.appState)||void 0===w?void 0:w.currentItemOpacity)&&void 0!==B?B:this.style.opacity,currentItemFontFamily:null!==(k=null===(E=null==L?void 0:L.appState)||void 0===E?void 0:E.currentItemFontFamily)&&void 0!==k?k:this.style.fontFamily,currentItemFontSize:null!==(O=null===(f=null==L?void 0:L.appState)||void 0===f?void 0:f.currentItemFontSize)&&void 0!==O?O:this.style.fontSize,currentItemTextAlign:null!==(C=null===(W=null==L?void 0:L.appState)||void 0===W?void 0:W.currentItemTextAlign)&&void 0!==C?C:this.style.textAlign,currentItemStartArrowhead:null!==(b=null===(x=null==L?void 0:L.appState)||void 0===x?void 0:x.currentItemStartArrowhead)&&void 0!==b?b:this.style.startArrowHead,currentItemEndArrowhead:null!==(y=null===(Q=null==L?void 0:L.appState)||void 0===Q?void 0:Q.currentItemEndArrowhead)&&void 0!==y?y:this.style.endArrowHead,currentItemRoundness:(null!==(U=null!==(D=null!==(I=null===(v=null==L?void 0:L.appState)||void 0===v?void 0:v.currentItemLinearStrokeSharpness)&&void 0!==I?I:null===(M=null==L?void 0:L.appState)||void 0===M?void 0:M.currentItemStrokeSharpness)&&void 0!==D?D:null===(F=null==L?void 0:L.appState)||void 0===F?void 0:F.currentItemRoundness)&&void 0!==U?U:this.style.roundness)?"round":"sharp",gridSize:null!==(N=null===(R=null==L?void 0:L.appState)||void 0===R?void 0:R.gridSize)&&void 0!==N?N:this.canvas.gridSize,colorPalette:null!==(S=null===(T=null==L?void 0:L.appState)||void 0===T?void 0:T.colorPalette)&&void 0!==S?S:this.colorPalette},files:null!==(H=null==L?void 0:L.files)&&void 0!==H?H:{}},P=(null==e?void 0:e.filename)?e.filename+(e.filename.endsWith(".md")?"":".excalidraw.md"):getDrawingFilename(this.plugin.settings),z=(null==e?void 0:e.foldername)?e.foldername:this.plugin.settings.folder,K=this.plugin.settings.compatibilityMode?JSON.stringify(Y,null,"\t"):G+(()=>{let A=e.plaintext?e.plaintext+"\n\n":"";const t=this.getElements().filter((e=>"text"===e.type));return A+="# Text Elements\n",t.forEach((e=>{var t,i;A+=`${null!==(t=e.rawText)&&void 0!==t?t:null!==(i=e.originalText)&&void 0!==i?i:e.text} ^${e.id}\n\n`})),this.getElements().filter((e=>"text"!==e.type&&e.link)).forEach((e=>{A+=`${e.link} ^${e.id}\n\n`})),A+=Object.keys(this.imagesDict).length>0?"\n# Embedded files\n":"",Object.keys(this.imagesDict).forEach((e=>{const t=this.imagesDict[e];t.latex?A+=`${e}: $$${t.latex}$$\n`:A+=`${e}: [[${t.file}]]\n`})),A})()+getMarkdownDrawingSection(JSON.stringify(Y,null,"\t"),this.plugin.settings.compress);return e.silent?(await this.plugin.createDrawing(P,z,K)).path:this.plugin.createAndOpenDrawing(P,(null==e?void 0:e.onNewPane)&&e.onNewPane?"new-pane":"active-pane",z,K)}async createSVG(e,A=!1,t,i,n,s){return n||(n=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),n&&!t&&(t={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0}),i||(i=new EmbeddedFilesLoader(this.plugin,n?"dark"===n:void 0)),await createSVG(e,A,t,i,n,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,s,this.imagesDict)}async createPNG(e,A=1,t,i,n,s){return n||(n=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),n&&!t&&(t={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0}),i||(i=new EmbeddedFilesLoader(this.plugin,n?"dark"===n:void 0)),await createPNG(e,A,t,i,n,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,s,this.imagesDict)}wrapText(e,A){return wrapTextAtCharLength(e,A,this.plugin.settings.forceWrap)}boxedElement(e,A,t,i,n,s,r=null){return{id:e,type:A,x:t,y:i,width:n,height:s,angle:this.style.angle,strokeColor:this.style.strokeColor,backgroundColor:this.style.backgroundColor,fillStyle:this.style.fillStyle,strokeWidth:this.style.strokeWidth,strokeStyle:this.style.strokeStyle,roughness:this.style.roughness,opacity:this.style.opacity,roundness:this.style.strokeSharpness?"round"===this.style.strokeSharpness?{type:ROUNDNESS.ADAPTIVE_RADIUS}:null:this.style.roundness,seed:Math.floor(1e5*Math.random()),version:1,versionNonce:Math.floor(1e9*Math.random()),updated:Date.now(),isDeleted:!1,groupIds:[],boundElements:[],link:r,locked:!1}}addIFrame(e,A,t,i,n,s){return this.addEmbeddable(e,A,t,i,n,s)}addEmbeddable(e,A,t,i,n,s){var r;if(!this.targetView||!(null===(r=this.targetView)||void 0===r?void 0:r._loaded))return errorMessage("targetView not set","addEmbeddable()"),null;if(!n&&!s)return errorMessage("Either the url or the file must be set. If both are provided the URL takes precedence","addEmbeddable()"),null;const a=nanoid();return this.elementsDict[a]=this.boxedElement(a,"embeddable",e,A,t,i,n||(s?`[[${app.metadataCache.fileToLinktext(s,this.targetView.file.path,!1)}]]`:"")),a}addRect(e,A,t,i){const n=nanoid();return this.elementsDict[n]=this.boxedElement(n,"rectangle",e,A,t,i),n}addDiamond(e,A,t,i){const n=nanoid();return this.elementsDict[n]=this.boxedElement(n,"diamond",e,A,t,i),n}addEllipse(e,A,t,i){const n=nanoid();return this.elementsDict[n]=this.boxedElement(n,"ellipse",e,A,t,i),n}addBlob(e,A,t,i){const n=.5*i,s=.5*t,r=s/9,a=.8*n,o=[],l=(t,i)=>{const l=t+Math.random()*r-r/2;o.push([l+Math.random()*r-r/2+t%2*r/6+e,i*Math.sqrt(n*n*(1-l*l/(s*s)))+Math.random()*a-a/2+t%2*a/6+A])};let c;for(c=r/2-s;c<=s-r/2;c+=s/6)l(c,1);for(c=s-r/2;c>=r/2-s;c-=s/6)l(c,-1);o.push(o[0]);const g=this.addLine((e=>{const A=getLineBox(e),n=t/A.w,s=i/A.h;let r;for(r=0;r<e.length;r++){let[t,i]=e[r];t=(t-A.x)*n+A.x,i=(i-A.y)*s+A.y,e[r]=[t,i]}return e})(o));return this.elementsDict[g]=repositionElementsToCursor([this.getElement(g)],{x:e,y:A},!1)[0],g}refreshTextElementSize(e){const A=this.getElement(e);if("text"!==A.type)return;const{w:t,h:i,baseline:n}=_measureText(A.text,A.fontSize,A.fontFamily,getDefaultLineHeight(A.fontFamily));A.width=t,A.height=i,A.baseline=n}addText(e,A,t,i,n){var s,r,a,o;n=null!=n?n:nanoid();const l=t;t=(null==i?void 0:i.wrapAt)?this.wrapText(t,i.wrapAt):t;const{w:c,h:g,baseline:u}=_measureText(t,this.style.fontSize,this.style.fontFamily,getDefaultLineHeight(this.style.fontFamily)),d=(null==i?void 0:i.width)?i.width:c,h=(null==i?void 0:i.height)?i.height:g;let m=null;const p=null!==(s=null==i?void 0:i.boxPadding)&&void 0!==s?s:30,w=this.style.strokeColor;if(this.style.strokeColor=null!==(r=null==i?void 0:i.boxStrokeColor)&&void 0!==r?r:w,null==i?void 0:i.box)switch(i.box){case"ellipse":m=this.addEllipse(e-p,A-p,d+2*p,h+2*p);break;case"diamond":m=this.addDiamond(e-p,A-p,d+2*p,h+2*p);break;case"blob":m=this.addBlob(e-p,A-p,d+2*p,h+2*p);break;default:m=this.addRect(e-p,A-p,d+2*p,h+2*p)}this.style.strokeColor=w;const B=m&&"blob"!==i.box;if(this.elementsDict[n]=Object.assign(Object.assign({text:t,fontSize:this.style.fontSize,fontFamily:this.style.fontFamily,textAlign:(null==i?void 0:i.textAlign)?i.textAlign:null!==(a=this.style.textAlign)&&void 0!==a?a:"left",verticalAlign:null!==(o=null==i?void 0:i.textVerticalAlign)&&void 0!==o?o:this.style.verticalAlign,baseline:u},this.boxedElement(n,"text",e,A,d,h)),{containerId:B?m:null,originalText:B?l:t,rawText:B?l:t,lineHeight:getDefaultLineHeight(this.style.fontFamily)}),m&&"blob"===(null==i?void 0:i.box)&&this.addToGroup([n,m]),B){const e=this.elementsDict[m];e.boundElements||(e.boundElements=[]),e.boundElements.push({type:"text",id:n})}return null!=m?m:n}addLine(e){const A=getLineBox(e),t=nanoid();return this.elementsDict[t]=Object.assign({points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:null,endBinding:null,startArrowhead:null,endArrowhead:null},this.boxedElement(t,"line",e[0][0],e[0][1],A.w,A.h)),t}addArrow(e,A){const t=getLineBox(e),i=nanoid(),n=e[0],s=e[e.length-1];return this.elementsDict[i]=Object.assign({points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:{elementId:null==A?void 0:A.startObjectId,focus:(null==A?void 0:A.startObjectId)?determineFocusDistance(this.getElement(null==A?void 0:A.startObjectId),s,n):.1,gap:4},endBinding:{elementId:null==A?void 0:A.endObjectId,focus:(null==A?void 0:A.endObjectId)?determineFocusDistance(this.getElement(null==A?void 0:A.endObjectId),n,s):.1,gap:4},startArrowhead:void 0!==(null==A?void 0:A.startArrowHead)?A.startArrowHead:this.style.startArrowHead,endArrowhead:void 0!==(null==A?void 0:A.endArrowHead)?A.endArrowHead:this.style.endArrowHead},this.boxedElement(i,"arrow",e[0][0],e[0][1],t.w,t.h)),(null==A?void 0:A.startObjectId)&&(this.elementsDict[A.startObjectId].boundElements||(this.elementsDict[A.startObjectId].boundElements=[]),this.elementsDict[A.startObjectId].boundElements.push({type:"arrow",id:i})),(null==A?void 0:A.endObjectId)&&(this.elementsDict[A.endObjectId].boundElements||(this.elementsDict[A.endObjectId].boundElements=[]),this.elementsDict[A.endObjectId].boundElements.push({type:"arrow",id:i})),i}async addMermaid(e){const A=await mermaidToExcalidraw(e,{fontSize:this.style.fontSize}),t=[];if(!A)return t;if((null==A?void 0:A.elements)&&A.elements.forEach((e=>{t.push(e.id),this.elementsDict[e.id]=e})),null==A?void 0:A.files)for(const e in A.files)this.imagesDict[e]=Object.assign(Object.assign({},A.files[e]),{created:Date.now(),isHyperLink:!1,hyperlink:null,file:null,hasSVGwithBitmap:!1,latex:null});return t}async addImage(e,A,t,i=!0,n=!0){const s=nanoid(),r=new EmbeddedFilesLoader(this.plugin,"dark"===this.canvas.theme),a="string"==typeof t?await r.getObsidianImage(new EmbeddedFile(this.plugin,"",t),0):await r.getObsidianImage(t,0);if(!a)return null;const o="string"==typeof t?a.fileId:"md"===t.extension||"pdf"===t.extension.toLowerCase()?fileid():a.fileId;if(this.imagesDict[o]={mimeType:a.mimeType,id:o,dataURL:a.dataURL,created:a.created,isHyperLink:"string"==typeof t,hyperlink:"string"==typeof t?t:null,file:"string"==typeof t?null:t.path+(i||!n?"":"|100%"),hasSVGwithBitmap:a.hasSVGwithBitmap,latex:null},i&&Math.max(a.size.width,a.size.height)>500){const e=500/Math.max(a.size.width,a.size.height);a.size.width=e*a.size.width,a.size.height=e*a.size.height}return this.elementsDict[s]=this.boxedElement(s,"image",e,A,a.size.width,a.size.height),this.elementsDict[s].fileId=o,this.elementsDict[s].scale=[1,1],!i&&n&&(this.elementsDict[s].customData={isAnchored:!0}),s}async addLaTex(e,A,t){const i=nanoid(),n=await tex2dataURL(t,this.plugin);return n?(this.imagesDict[n.fileId]={mimeType:n.mimeType,id:n.fileId,dataURL:n.dataURL,created:n.created,file:null,hasSVGwithBitmap:!1,latex:t},this.elementsDict[i]=this.boxedElement(i,"image",e,A,n.size.width,n.size.height),this.elementsDict[i].fileId=n.fileId,this.elementsDict[i].scale=[1,1],i):null}connectObjects(e,A,t,i,n){if(!this.elementsDict[e]||!this.elementsDict[t])return;if(["line","arrow","freedraw"].includes(this.elementsDict[e].type)||["line","arrow","freedraw"].includes(this.elementsDict[t].type))return;const s=(null==n?void 0:n.padding)?n.padding:10,r=(null==n?void 0:n.numberOfPoints)?n.numberOfPoints:0,a=(e,A)=>{switch(e){case"bottom":return[(A.x+(A.x+A.width))/2,A.y+A.height+s];case"left":return[A.x-s,(A.y+(A.y+A.height))/2];case"right":return[A.x+A.width+s,(A.y+(A.y+A.height))/2];default:return[(A.x+(A.x+A.width))/2,A.y-s]}};let o,l,c,g;const u=this.elementsDict[e],d=this.elementsDict[t];if(!A||!i){const e=u.x+u.width/2,t=d.x+d.width/2,n=u.y+u.height/2,s=d.y+d.height/2;if(!A){const A=intersectElementWithLine(u,[t,s],[e,n],4);0===A.length?[o,l]=[e,n]:[o,l]=A[0]}if(!i){const A=intersectElementWithLine(d,[e,n],[t,s],4);0===A.length?[c,g]=[t,s]:[c,g]=A[0]}}A&&([o,l]=a(A,this.elementsDict[e])),i&&([c,g]=a(i,this.elementsDict[t]));const h=r+2,m=[];for(let e=0;e<h;e++)m.push([o+e*(c-o)/(h-1),l+e*(g-l)/(h-1)]);return this.addArrow(m,{startArrowHead:null==n?void 0:n.startArrowHead,endArrowHead:null==n?void 0:n.endArrowHead,startObjectId:e,endObjectId:t})}addLabelToLine(e,A){const t=this.elementsDict[e];if(!t||!["arrow","line"].includes(t.type)||2!==t.points.length)return;let i=Math.atan2(t.points[1][1],t.points[1][0]);const n=this.measureText(A);i<0?i<-Math.PI/2&&(i+=Math.PI):i>Math.PI/2&&(i-=Math.PI),this.style.angle=i;const s=this.addText(t.x+t.points[1][0]/2-n.width/2,t.y+t.points[1][1]/2-n.height,A);return this.style.angle=0,s}clear(){this.elementsDict={},this.imagesDict={}}reset(){this.clear(),this.activeScript=null,this.style={strokeColor:"#000000",backgroundColor:"transparent",angle:0,fillStyle:"hachure",strokeWidth:1,strokeStyle:"solid",roughness:1,opacity:100,roundness:null,fontFamily:1,fontSize:20,textAlign:"left",verticalAlign:"top",startArrowHead:null,endArrowHead:"arrow"},this.canvas={theme:"light",viewBackgroundColor:"#FFFFFF",gridSize:0}}isExcalidrawFile(e){return this.plugin.isExcalidrawFile(e)}setView(e){if(!e){const e=app.workspace.getActiveViewOfType(ExcalidrawView);if(e instanceof ExcalidrawView)this.targetView=e;else{const e=app.workspace.getLeavesOfType("excalidraw");if(!e||0==e.length)return;this.targetView=e[0].view}}if("active"==e){const e=app.workspace.getActiveViewOfType(ExcalidrawView);if(!(e instanceof ExcalidrawView))return;this.targetView=e}if("first"==e){const e=app.workspace.getLeavesOfType("excalidraw");if(!e||0==e.length)return;this.targetView=e[0].view}return e instanceof ExcalidrawView&&(this.targetView=e),this.targetView}getExcalidrawAPI(){var e;return this.targetView&&(null===(e=this.targetView)||void 0===e?void 0:e._loaded)?this.targetView.excalidrawAPI:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getViewElements(){var e;if(!this.targetView||!(null===(e=this.targetView)||void 0===e?void 0:e._loaded))return errorMessage("targetView not set","getViewElements()"),[];const A=this.targetView.excalidrawAPI;return A?A.getSceneElements():[]}deleteViewElements(e){var A,t,i;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return errorMessage("targetView not set","deleteViewElements()"),!1;const n=null===(i=null===(t=this.targetView)||void 0===t?void 0:t.excalidrawRef)||void 0===i?void 0:i.current;if(!n)return!1;const s=n.getSceneElements(),r=n.getAppState();return this.targetView.updateScene({elements:s.filter((A=>!e.includes(A))),appState:r,commitToHistory:!0}),!0}getViewSelectedElement(){const e=this.getViewSelectedElements();return e?e[0]:null}getViewSelectedElements(){var e;return this.targetView&&(null===(e=this.targetView)||void 0===e?void 0:e._loaded)?this.targetView.getViewSelectedElements():(errorMessage("targetView not set","getViewSelectedElements()"),[])}getViewFileForImageElement(e){var A,t,i,n;return this.targetView&&(null===(A=this.targetView)||void 0===A?void 0:A._loaded)?e&&"image"===e.type?null===(n=null===(i=null===(t=this.targetView)||void 0===t?void 0:t.excalidrawData)||void 0===i?void 0:i.getFile(e.fileId))||void 0===n?void 0:n.file:(errorMessage("Must provide an image element as input","getViewFileForImageElement()"),null):(errorMessage("targetView not set","getViewFileForImageElement()"),null)}copyViewElementsToEAforEditing(e){e.forEach((e=>{this.elementsDict[e.id]=cloneElement(e)}))}viewToggleFullScreen(e=!1){var A,t,i;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return void errorMessage("targetView not set","viewToggleFullScreen()");const n=this.targetView,s=n.isFullscreen();e&&(n.updateScene({appState:{viewModeEnabled:!s},commitToHistory:!1}),null===(i=null===(t=this.targetView.toolsPanelRef)||void 0===t?void 0:t.current)||void 0===i||i.setExcalidrawViewMode(!s)),s?n.exitFullscreen():n.gotoFullscreen()}setViewModeEnabled(e){var A,t,i;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return void errorMessage("targetView not set","viewToggleFullScreen()");const n=this.targetView;n.updateScene({appState:{viewModeEnabled:e}}),null===(i=null===(t=n.toolsPanelRef)||void 0===t?void 0:t.current)||void 0===i||i.setExcalidrawViewMode(e)}viewUpdateScene(e,A=!1){var t;this.targetView&&(null===(t=this.targetView)||void 0===t?void 0:t._loaded)?this.targetView.updateScene(e,A):errorMessage("targetView not set","viewToggleFullScreen()")}connectObjectWithViewSelectedElement(e,A,t,i){const n=this.getViewSelectedElement();if(!n)return!1;const s=n.id;return this.elementsDict[s]=n,this.connectObjects(e,A,s,t,i),delete this.elementsDict[s],!0}viewZoomToElements(e,A){var t;this.targetView&&(null===(t=this.targetView)||void 0===t?void 0:t._loaded)?this.targetView.zoomToElements(e,A):errorMessage("targetView not set","viewToggleFullScreen()")}async addElementsToView(e=!1,A=!0,t=!1,i=!1){var n;if(!this.targetView||!(null===(n=this.targetView)||void 0===n?void 0:n._loaded))return errorMessage("targetView not set","addElementsToView()"),!1;const s=this.getElements();return await this.targetView.addElements(s,e,A,this.imagesDict,t,i)}registerThisAsViewEA(){var e;return this.targetView&&(null===(e=this.targetView)||void 0===e?void 0:e._loaded)?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}deregisterThisAsViewEA(){var e;return this.targetView&&(null===(e=this.targetView)||void 0===e?void 0:e._loaded)?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}getEmbeddedFilesLoader(e){return new EmbeddedFilesLoader(this.plugin,e)}getExportSettings(e,A){return{withBackground:e,withTheme:A}}getBoundingBox(e){const A=getCommonBoundingBox(e);return{topX:A.minX,topY:A.minY,width:A.maxX-A.minX,height:A.maxY-A.minY}}getMaximumGroups(e){return getMaximumGroups(e)}getLargestElement(e){if(!e||0===e.length)return null;let A=e[0];const t=e=>e.height*e.width;let i=t(e[0]);for(let n=1;n<e.length;n++){const s=t(e[n]);s>i&&(i=s,A=e[n])}return A}intersectElementWithLine(e,A,t,i){return intersectElementWithLine(e,A,t,i)}getCommonGroupForElements(e){const A=e.map((e=>e.groupIds)).reduce(((e,A)=>A.filter((A=>e.includes(A)))));return A.length>0?A[0]:null}getElementsInTheSameGroupWithElement(e,A){if(!e||!A)return[];const t="text"===e.type&&e.containerId?A.filter((A=>A.id===e.containerId)):[];return 0===e.groupIds.length?1===t.length?[e,t[0]]:[e]:1===t.length?A.filter((A=>A.groupIds.some((A=>e.groupIds.includes(A)))||A===t[0])):A.filter((A=>A.groupIds.some((A=>e.groupIds.includes(A)))))}getElementsInFrame(e,A){return e&&A&&"frame"===e.type?A.filter((A=>A.frameId===e.id)):[]}getScriptSettings(){var e;return this.activeScript?null!==(e=this.plugin.settings.scriptEngineSettings[this.activeScript])&&void 0!==e?e:{}:null}async setScriptSettings(e){if(!this.activeScript)return null;this.plugin.settings.scriptEngineSettings[this.activeScript]=e,await this.plugin.saveSettings()}openFileInNewOrAdjacentLeaf(e,A){if(!(e&&e instanceof obsidian_module.TFile))return null;if(!this.targetView)return null;const t=getNewOrAdjacentLeaf(this.plugin,this.targetView.leaf);return t.openFile(e,null!=A?A:{active:!0}),t}measureText(e){var A,t;const i=_measureText(e,this.style.fontSize,this.style.fontFamily,getDefaultLineHeight(this.style.fontFamily));return{width:null!==(A=i.w)&&void 0!==A?A:0,height:null!==(t=i.h)&&void 0!==t?t:0}}async getOriginalImageSize(e){var A;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return errorMessage("targetView not set","getOriginalImageSize()"),null;if(!e||"image"!==e.type)return errorMessage("Please provide a single image element as input","getOriginalImageSize()"),null;const t=this.targetView.excalidrawData.getFile(e.fileId);if(!t)return errorMessage("Please provide a single image element as input","getOriginalImageSize()"),null;const i="dark"===this.getExcalidrawAPI().getAppState().theme,n=t.getImage(i);return await getImageSize(n)}verifyMinimumPluginVersion(e){return verifyMinimumPluginVersion(e)}isExcalidrawView(e){return e instanceof ExcalidrawView}selectElementsInView(e){var A;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return void errorMessage("targetView not set","selectElementsInView()");if(!e||0===e.length)return;const t=this.getExcalidrawAPI();if("string"==typeof e[0]){const A=this.getViewElements().filter((A=>e.includes(A.id)));t.selectElements(A)}else t.selectElements(e)}generateElementId(){return nanoid()}cloneElement(e){const A=JSON.parse(JSON.stringify(e));return A.id=nanoid(),A}moveViewElementToZIndex(e,A){var t;if(!this.targetView||!(null===(t=this.targetView)||void 0===t?void 0:t._loaded))return void errorMessage("targetView not set","moveViewElementToZIndex()");const i=this.getExcalidrawAPI(),n=this.getViewElements(),s=n.filter((A=>A.id===e));if(0===s.length)return void errorMessage(`Element (id: ${e}) not found`,"moveViewElementToZIndex");if(A>=n.length)return void i.bringToFront(s);if(A<0)return void i.sendToBack(s);const r=n.indexOf(s[0]);n.splice(A,0,n.splice(r,1)[0]),this.targetView.updateScene({elements:n,commitToHistory:!0})}hexStringToRgb(e){const A=/^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(e);return[parseInt(A[1],16),parseInt(A[2],16),parseInt(A[3],16)]}rgbToHexString(e){return O$1({r:e[0],g:e[1],b:e[2]}).stringHEX({alpha:!1})}hslToRgb(e){const A=O$1({h:e[0],s:e[1],l:e[2]});return[A.red,A.green,A.blue]}rgbToHsl(e){const A=O$1({r:e[0],g:e[1],b:e[2]});return[A.hue,A.saturation,A.lightness]}colorNameToHex(e){return COLOR_NAMES.has(e.toLowerCase().trim())?COLOR_NAMES.get(e.toLowerCase().trim()):e.trim()}getCM(e){if(e)return"string"==typeof e&&(e=this.colorNameToHex(e)),O$1(e);log("Creates a CM object. Visit https://github.com/lbragile/ColorMaster for documentation.")}getPolyBool(){return PolyBool$1.epsilon(1e-10),PolyBool$1}importSVG(e){const A=svgToExcalidraw(e);return A.hasErrors?(new obsidian_module.Notice(`There were errors while parsing the given SVG:\n${[...A.errors].map((e=>e.innerHTML))}`),!1):(this.copyViewElementsToEAforEditing(A.content),!0)}}async function initExcalidrawAutomate(e){await initFonts();const A=new ExcalidrawAutomate(e);return window.ExcalidrawAutomate=A,A}function destroyExcalidrawAutomate(){delete window.ExcalidrawAutomate}function normalizeLinePoints(e){const A=[],[t,i]=e[0];for(let n=0;n<e.length;n++)A.push([e[n][0]-t,e[n][1]-i]);return A}function getLineBox(e){const[A,t,i,n]=estimateLineBound(e);return{x:A,y:t,w:i-A,h:n-t}}function getFontFamily(e){switch(e){case 1:return"Virgil, Segoe UI Emoji";case 2:return"Helvetica, Segoe UI Emoji";case 3:return"Cascadia, Segoe UI Emoji";case 4:return"LocalFont"}}async function initFonts(){for(let e=1;e<=3;e++)await document.fonts.load(`20px ${getFontFamily(e)}`)}function _measureText(e,A,t,i){A||(A=20),t||(i=getDefaultLineHeight(t=1));const n=measureText(e,`${A.toString()}px ${getFontFamily(t)}`,i);return{w:n.width,h:n.height,baseline:n.baseline}}async function getTemplate(e,A,t=!1,i,n,s=!1){const r=e.app,a=r.vault,o=getEmbeddedFilenameParts(A),l=obsidian_module.normalizePath(o.filepath),c=r.metadataCache.getFirstLinkpathDest(l,"");let g=!1;if(c&&c instanceof obsidian_module.TFile){const A=(await a.read(c)).replaceAll("\r\n","\n").replaceAll("\r","\n"),r=new ExcalidrawData(e);if("excalidraw"===c.extension)return await r.loadLegacyData(A,c),{elements:s?updateElementLinksToObsidianLinks({elements:r.scene.elements,hostFile:c}):r.scene.elements,appState:r.scene.appState,frontmatter:"",files:r.scene.files,hasSVGwithBitmap:g};const l=A.search("excalidraw-plugin: parsed\n")>-1||A.search("excalidraw-plugin: locked\n")>-1;await r.loadData(A,c,l?TextMode.parsed:TextMode.raw);let u=A.search("# Text Elements\n");-1==u&&(u=A.search("# Drawing\n"));let d=r.scene;t&&await i.loadSceneFiles(r,(e=>{if(e&&0!==e.length){for(const A of e)A.hasSVGwithBitmap&&(g=!0),r.scene.files[A.id]={mimeType:A.mimeType,id:A.id,dataURL:A.dataURL,created:A.created};d=scaleLoadedImage(r.scene,e).scene}}),n);let h=d.elements;if(o.hasGroupref){const A=o.hasSectionref?getTextElementsMatchingQuery(d.elements,["# "+o.sectionref],!0):d.elements.filter((e=>e.id===o.blockref));A.length>0&&(h=e.ea.getElementsInTheSameGroupWithElement(A[0],d.elements))}if(o.hasFrameref){const A=d.elements.filter((e=>e.id===o.blockref));1===A.length&&(h=e.ea.getElementsInFrame(A[0],d.elements))}return o.hasTaskbone&&(h=h.filter((A=>{var t;return"freedraw"===A.type||"image"===A.type&&!e.isExcalidrawFile(null===(t=r.getFile(A.fileId))||void 0===t?void 0:t.file)}))),{elements:s?updateElementLinksToObsidianLinks({elements:h,hostFile:c}):h,appState:d.appState,frontmatter:A.substring(0,u),files:d.files,hasSVGwithBitmap:g}}return{elements:[],appState:{},frontmatter:null,files:[],hasSVGwithBitmap:g}}async function createPNG(e=void 0,A=1,t,i,n=void 0,s=void 0,r=void 0,a=[],o,l,c,g){var u,d,h,m,p,w,B;i||(i=new EmbeddedFilesLoader(o)),c=null!=c?c:o.settings.exportPaddingSVG;const E=e?await getTemplate(o,e,!0,i,l):null;let k=null!==(u=null==E?void 0:E.elements)&&void 0!==u?u:[];k=k.concat(a);const f=null!=g?g:{};return(null==E?void 0:E.files)&&Object.values(E.files).forEach((e=>{e.dataURL.startsWith("http")||(f[e.id]=e)})),await getPNG({type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:k,appState:{theme:null!==(h=null!=n?n:null===(d=null==E?void 0:E.appState)||void 0===d?void 0:d.theme)&&void 0!==h?h:s,viewBackgroundColor:null!==(p=null===(m=null==E?void 0:E.appState)||void 0===m?void 0:m.viewBackgroundColor)&&void 0!==p?p:r},files:f},{withBackground:null!==(w=null==t?void 0:t.withBackground)&&void 0!==w?w:o.settings.exportWithBackground,withTheme:null!==(B=null==t?void 0:t.withTheme)&&void 0!==B?B:o.settings.exportWithTheme},c,A)}const updateElementLinksToObsidianLinks=({elements:e,hostFile:A})=>e.map((e=>{if("embeddable"!==e.type&&e.link&&e.link.startsWith("[")){const t=REGEX_LINK.getResList(e.link)[0];if(!(null==t?void 0:t.value))return e;let i=REGEX_LINK.getLink(t);if(i.search("#")>-1&&(i=getLinkParts(i,A).path),i.match(REG_LINKINDEX_INVALIDCHARS))return e;const n=app.metadataCache.getFirstLinkpathDest(i,A.path);if(!n)return e;const s=app.getObsidianUrl(n),r=cloneElement(e);return r.link=s,r}return e}));function addFilterToForeignObjects(e){e.querySelectorAll("foreignObject").forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))}async function createSVG(e=void 0,A=!1,t,i,n=void 0,s=void 0,r=void 0,a=[],o,l,c,g,u=!1){var d,h,m,p,w,B,E;i||(i=new EmbeddedFilesLoader(o));const k=e?await getTemplate(o,e,!0,i,l,u):null;let f=null!==(d=null==k?void 0:k.elements)&&void 0!==d?d:[];f=f.concat(a),c=null!=c?c:o.settings.exportPaddingSVG;const O=null!=g?g:{};(null==k?void 0:k.files)&&Object.values(k.files).forEach((e=>{O[e.id]=e}));const W=null!==(m=null!=n?n:null===(h=null==k?void 0:k.appState)||void 0===h?void 0:h.theme)&&void 0!==m?m:s,C=null!==(p=null==t?void 0:t.withTheme)&&void 0!==p?p:o.settings.exportWithTheme,x=await getSVG({type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:f,appState:{theme:W,viewBackgroundColor:null!==(B=null===(w=null==k?void 0:k.appState)||void 0===w?void 0:w.viewBackgroundColor)&&void 0!==B?B:r},files:O},{withBackground:null!==(E=null==t?void 0:t.withBackground)&&void 0!==E?E:o.settings.exportWithBackground,withTheme:C},c);C&&"dark"===W&&addFilterToForeignObjects(x);const b=getEmbeddedFilenameParts(e);if(!b.hasGroupref&&!b.hasFrameref&&(b.hasBlockref||b.hasSectionref)){let e=b.hasSectionref?getTextElementsMatchingQuery(f,["# "+b.sectionref],!0):f.filter((e=>e.id===b.blockref));if(e.length>0){const A=e[0].containerId;A&&(e=e.concat(f.filter((e=>e.id===A))));const t=o.ea.getBoundingBox(e),i=o.ea.getBoundingBox(f);x.viewBox.baseVal.x=t.topX-i.topX,x.viewBox.baseVal.y=t.topY-i.topY,x.viewBox.baseVal.width=t.width+2*c,x.viewBox.baseVal.height=t.height+2*c}}return(null==k?void 0:k.hasSVGwithBitmap)&&x.setAttribute("hasbitmap","true"),A?embedFontsInSVG(x,o):x}function estimateLineBound(e){let A=1/0,t=1/0,i=-1/0,n=-1/0;for(const[s,r]of e)A=Math.min(A,s),t=Math.min(t,r),i=Math.max(i,s),n=Math.max(n,r);return[A,t,i,n]}function estimateBounds(e){const A=getCommonBoundingBox(e);return[A.minX,A.minY,A.maxX,A.maxY]}function repositionElementsToCursor(e,A,t=!1){const[i,n,s,r]=estimateBounds(e);let[a,o]=[0,0];return[a,o]=t?[A.x-(i+s)/2,A.y-(n+r)/2]:[A.x-i,A.y-n],e.forEach((e=>{e.x=e.x+a,e.y=e.y+o})),restore({elements:e},null,null).elements}function errorMessage(e,A){switch(e){case"targetView not set":errorlog({where:"ExcalidrawAutomate",source:A,message:"targetView not set, or no longer active. Use setView before calling this function"});break;case"mobile not supported":errorlog({where:"ExcalidrawAutomate",source:A,message:"this function is not avalable on Obsidian Mobile"});break;default:errorlog({where:"ExcalidrawAutomate",source:A,message:null!=e?e:"unknown error"})}}const insertLaTeXToView=e=>{const A=e.plugin.app,t=e.plugin.ea;GenericInputPrompt.Prompt(e,e.plugin,A,t$d("ENTER_LATEX"),"\\color{red}\\oint_S {E_n dA = \\frac{1}{{\\varepsilon _0 }}} Q_{inside}",e.plugin.settings.latexBoilerplate,void 0,3).then((async A=>{A&&(t.reset(),await t.addLaTex(0,0,A),t.setView(e),t.addElementsToView(!0,!1,!0))}))},search=async e=>{const A=e.plugin.ea;A.reset(),A.setView(e);const t=A.getViewElements().filter((e=>"text"===e.type||"frame"===e.type));if(0===t.length)return;let i=await ScriptEngine.inputPrompt(e,e.plugin,e.plugin.app,"Search for","use quotation marks for exact match","");if(!i)return;const n=i.matchAll(/"(.*?)"/g);let s,r=[];for(;!(s=n.next()).done;)r.push(s.value[1]);i=i.replaceAll(/"(.*?)"/g,""),r=r.concat(i.split(" ").filter((e=>0!==e.length))),A.targetView.selectElementsMatchingQuery(t,r)},getTextElementsMatchingQuery=(e,A,t=!1)=>e&&0!==e.length&&A&&0!==A.length?e.filter((e=>"text"===e.type&&A.some((A=>{if(t){const t=e.rawText.toLowerCase().split("\n")[0].trim().match(/^#*(# .*)/);return!(!t||2!==t.length)&&t[1]===A.toLowerCase()}return e.rawText.toLowerCase().replaceAll("\n"," ").trim().match(A.toLowerCase())})))):[],getFrameElementsMatchingQuery=(e,A,t=!1)=>e&&0!==e.length&&A&&0!==A.length?e.filter((e=>"frame"===e.type&&A.some((A=>{if(t){const t=e.name.toLowerCase().split("\n")[0].trim().match(/^#*(# .*)/);return!(!t||2!==t.length)&&t[1]===A.toLowerCase()}return(e.name?e.name.toLowerCase().replaceAll("\n"," ").trim():"").match(A.toLowerCase())})))):[],cloneElement=e=>{const A=JSON.parse(JSON.stringify(e));return A.version=e.version+1,A.updated=Date.now(),A.versionNonce=Math.floor(1e9*Math.random()),A},verifyMinimumPluginVersion=e=>PLUGIN_VERSION===e||isVersionNewerThanOther(PLUGIN_VERSION,e),URL$1="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/index-new.md";class ScriptInstallPrompt extends obsidian_module.Modal{constructor(e){super(e.app),this.plugin=e}async onOpen(){const e=document.createElement("div");e.classList.add("search-bar-wrapper");const A=document.createElement("input");A.type="text",A.id="search-bar",A.placeholder="Search...",A.style.width="calc(100% - 120px)";const t=document.createElement("button");t.textContent="→",t.onclick=()=>this.navigateSearchResults("next");const i=document.createElement("button");i.textContent="←",i.onclick=()=>this.navigateSearchResults("previous");const n=document.createElement("span");n.id="hit-count",n.classList.add("hit-count"),e.appendChild(i),e.appendChild(t),e.appendChild(A),e.appendChild(n),this.contentEl.prepend(e),A.addEventListener("input",(e=>{this.clearHighlights();const A=e.target.value;if(A&&A.length>0){this.highlightSearchTerm(A);const e=this.contentDiv.querySelectorAll("mark.search-highlight").length;n.textContent=e>0?`1/${e}`:"",setTimeout((()=>this.navigateSearchResults("next")))}else n.textContent=""})),A.addEventListener("keydown",(e=>{(e.ctrlKey||e.metaKey)&&"f"===e.key?(e.preventDefault(),A.focus()):"Enter"===e.key&&(e.preventDefault(),this.navigateSearchResults(e.shiftKey?"previous":"next"))})),this.contentEl.classList.add("excalidraw-scriptengine-install"),this.contentDiv=document.createElement("div"),this.contentEl.appendChild(this.contentDiv),this.containerEl.classList.add("excalidraw-scriptengine-install");try{const e=await obsidian_module.request({url:URL$1});if(!e)return new obsidian_module.Notice("Error opening the Excalidraw Script Store page. Please double check that you can access the website. I've logged the link in developer console (press CTRL+SHIFT+i)",5e3),log(URL$1),void this.close();await obsidian_module.MarkdownRenderer.renderMarkdown(e,this.contentDiv,"",this.plugin),this.contentDiv.querySelectorAll("h1[data-heading],h2[data-heading],h3[data-heading]").forEach((e=>{e.setAttribute("id",e.getAttribute("data-heading"))})),this.contentDiv.querySelectorAll("a.internal-link").forEach((e=>{e.removeAttribute("target")}))}catch(e){errorlog({where:"ScriptInstallPrompt.onOpen",error:e}),new obsidian_module.Notice("Could not open ScriptEngine repository"),this.close()}}highlightSearchTerm(e){const A=document.createTreeWalker(this.contentDiv,NodeFilter.SHOW_TEXT,{acceptNode:A=>A.nodeValue.toLowerCase().includes(e.toLowerCase())?NodeFilter.FILTER_ACCEPT:NodeFilter.FILTER_REJECT}),t=[];for(;A.nextNode();)t.push(A.currentNode);t.forEach((A=>{const t=A.nodeValue,i=document.createDocumentFragment();let n,s=0;const r=new RegExp(escapeRegExp(e),"gi");for(;null!==(n=r.exec(t));){const e=document.createTextNode(t.slice(s,n.index)),A=document.createElement("mark");A.className="search-highlight",A.textContent=n[0],A.classList.add("search-result"),i.appendChild(e),i.appendChild(A),s=r.lastIndex}i.appendChild(document.createTextNode(t.slice(s))),A.replaceWith(i)}))}clearHighlights(){this.contentDiv.querySelectorAll("mark.search-highlight").forEach((e=>{e.outerHTML=e.innerHTML}))}navigateSearchResults(e){const A=Array.from(this.contentDiv.querySelectorAll("mark.search-highlight"));if(0===A.length)return;const t=A.findIndex((e=>e.classList.contains("active-highlight")));-1!==t&&(A[t].classList.remove("active-highlight"),A[t].style.border="none");let i=0;"next"===e?i=t===A.length-1?0:t+1:"previous"===e&&(i=0===t?A.length-1:t-1);const n=A[i];n.classList.add("active-highlight"),n.scrollIntoView({behavior:"smooth",block:"nearest"}),document.getElementById("hit-count").textContent=`${i+1}/${A.length}`}onClose(){this.contentEl.empty()}}function r(e){var A,t,i="";if("string"==typeof e||"number"==typeof e)i+=e;else if("object"==typeof e)if(Array.isArray(e))for(A=0;A<e.length;A++)e[A]&&(t=r(e[A]))&&(i&&(i+=" "),i+=t);else for(A in e)e[A]&&(i&&(i+=" "),i+=A);return i}function clsx(){for(var e,A,t=0,i="";t<arguments.length;)(e=arguments[t++])&&(A=r(e))&&(i&&(i+=" "),i+=A);return i}const PENS={default:{type:"default",freedrawOnly:!1,strokeColor:"#000000",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:0,penOptions:{highlighter:!1,constantPressure:!1,hasOutline:!1,outlineWidth:1,options:{thinning:.6,smoothing:.5,streamline:.5,easing:"easeOutSine",start:{cap:!0,taper:0,easing:"linear"},end:{cap:!0,taper:0,easing:"linear"}}}},highlighter:{type:"highlighter",freedrawOnly:!0,strokeColor:"#FFC47C",backgroundColor:"#FFC47C",fillStyle:"solid",strokeWidth:2,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!0,outlineWidth:4,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{taper:0,cap:!0,easing:"linear"}}}},finetip:{type:"finetip",freedrawOnly:!1,strokeColor:"#3E6F8D",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:.5,roughness:0,penOptions:{highlighter:!1,hasOutline:!1,outlineWidth:1,constantPressure:!0,options:{smoothing:.4,thinning:-.5,streamline:.4,easing:"linear",start:{taper:5,cap:!1,easing:"linear"},end:{taper:5,cap:!1,easing:"linear"}}}},fountain:{type:"fountain",freedrawOnly:!1,strokeColor:"#000000",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:2,roughness:0,penOptions:{highlighter:!1,constantPressure:!1,hasOutline:!1,outlineWidth:1,options:{smoothing:.2,thinning:.6,streamline:.2,easing:"easeInOutSine",start:{taper:150,cap:!0,easing:"linear"},end:{taper:1,cap:!0,easing:"linear"}}}},marker:{type:"marker",freedrawOnly:!0,strokeColor:"#B83E3E",backgroundColor:"#FF7C7C",fillStyle:"dashed",strokeWidth:2,roughness:3,penOptions:{highlighter:!1,constantPressure:!0,hasOutline:!0,outlineWidth:4,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{taper:0,cap:!0,easing:"linear"}}}},"thick-thin":{type:"thick-thin",freedrawOnly:!0,strokeColor:"#CECDCC",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!1,outlineWidth:1,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{taper:0,cap:!0,easing:"linear"},end:{cap:!0,taper:!0,easing:"linear"}}}},"thin-thick-thin":{type:"thin-thick-thin",freedrawOnly:!0,strokeColor:"#CECDCC",backgroundColor:"transparent",fillStyle:"hachure",strokeWidth:0,roughness:null,penOptions:{highlighter:!0,constantPressure:!0,hasOutline:!1,outlineWidth:1,options:{thinning:1,smoothing:.5,streamline:.5,easing:"linear",start:{cap:!0,taper:!0,easing:"linear"},end:{cap:!0,taper:!0,easing:"linear"}}}}},EASINGFUNCTIONS={linear:"linear",easeInQuad:"easeInQuad",easeOutQuad:"easeOutQuad",easeInOutQuad:"easeInOutQuad",easeInCubic:"easeInCubic",easeOutCubic:"easeOutCubic",easeInOutCubic:"easeInOutCubic",easeInQuart:"easeInQuart",easeOutQuart:"easeOutQuart",easeInOutQuart:"easeInOutQuart",easeInQuint:"easeInQuint",easeOutQuint:"easeOutQuint",easeInOutQuint:"easeInOutQuint",easeInSine:"easeInSine",easeOutSine:"easeOutSine",easeInOutSine:"easeInOutSine",easeInExpo:"easeInExpo",easeOutExpo:"easeOutExpo",easeInOutExpo:"easeInOutExpo",easeInCirc:"easeInCirc",easeOutCirc:"easeOutCirc",easeInOutCirc:"easeInOutCirc",easeInBack:"easeInBack",easeOutBack:"easeOutBack",easeInOutBack:"easeInOutBack",easeInElastic:"easeInElastic",easeOutElastic:"easeOutElastic",easeInOutElastic:"easeInOutElastic",easeInBounce:"easeInBounce",easeOutBounce:"easeOutBounce",easeInOutBounce:"easeInOutBounce"};class PenSettingsModal extends obsidian_module.Modal{constructor(e,A,t){super(app),this.plugin=e,this.view=A,this.pen=t,this.dirty=!1,this.api=A.excalidrawAPI}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Pen Settings"),this.createForm()}async onClose(){if(this.dirty){app.workspace.getLeavesOfType("excalidraw").forEach((e=>{e.view instanceof ExcalidrawView&&e.view.updatePinnedCustomPens()})),this.plugin.saveSettings();const e=this.plugin.settings.customPens[this.pen],A=this.view.excalidrawAPI;setPen(e,A),A.setActiveTool({type:"freedraw"})}}async createForm(){const e=e=>{let A="";if(COLOR_NAMES.has(e))return[COLOR_NAMES.get(e),A];const t=(new Option).style;if(t.color=e,t.color){const e=t.color.match(/^[^\d]*(\d*)[^\d]*(\d*)[^\d]*(\d*)[^\d]*([\d\.]*)?/);return e?(A=e[4]?(Math.round(255*parseFloat(e[4]))<<0).toString(16).padStart(2,"0"):"",[`#${(parseInt(e[1])<<0).toString(16).padStart(2,"0")}${(parseInt(e[2])<<0).toString(16).padStart(2,"0")}${(parseInt(e[3])<<0).toString(16).padStart(2,"0")}`,A]):[null,A]}return[null,A]},A=this.plugin.settings.customPens[this.pen],t=this.contentEl;let i,n,s,r,a;t.createEl("h1",{text:"Pen settings"}),new obsidian_module.Setting(t).setName("Pen type").setDesc("Select type of pen").addDropdown((e=>{e.addOption("default","Excalidraw Default").addOption("highlighter","Highlighter").addOption("finetip","Fine tip pen").addOption("fountain","Fountain pen").addOption("marker","Marker with Outline").addOption("thick-thin","Mindmap Thick-Thin").addOption("thin-thick-thin","Mindmap Thin-Thick-Thin").setValue(A.type).onChange((e=>{this.dirty=!0,A.type=e}))})).addButton((e=>e.setButtonText("Apply").onClick((()=>{this.dirty=!0,A.strokeColor=PENS[A.type].strokeColor,A.backgroundColor=PENS[A.type].backgroundColor,A.fillStyle=PENS[A.type].fillStyle,A.strokeWidth=PENS[A.type].strokeWidth,A.roughness=PENS[A.type].roughness,A.penOptions=Object.assign({},PENS[A.type].penOptions),t.empty(),this.createForm()})))),i=new obsidian_module.Setting(t).setName(fragWithHTML(A.freedrawOnly?"Stroke & fill applies to: <b>Freedraw only</b>":"Stroke & fill applies to: <b>All shapes</b>")).setDesc(fragWithHTML('<b>"All shapes"</b> means that if for example, you select a blue pen with dashed fill and then switch to a different tool (e.g. to a line, a circle, an arrow - i.e. not the freedraw tool), those will all have the same blue line and dashed fill.<br><b>"Only applies to the freedraw line"</b> means that if for example you are writing black text, and you select a custom pen (e.g. a yellow highlighter), then after using the highlighter you switch to another tool, the previous settings (e.g. black stroke color) will apply to the new shape.')).addToggle((e=>e.setValue(A.freedrawOnly).onChange((e=>{this.dirty=!0,i.setName(fragWithHTML(e?"Stroke & fill applies to: <b>Freedraw only</b>":"Stroke & fill applies to: <b>All shapes</b>")),A.freedrawOnly=e}))));let o,l,c,g,u,d,h,[m,p]=e(A.strokeColor),w=!1;a=new obsidian_module.Setting(t).setName(fragWithHTML(Boolean(A.strokeColor)?"Stroke color: <b>Preset color</b>":"Stroke color: <b>Current</b>")).setDesc(fragWithHTML("Use <b>current</b> stroke color of the canvas, or set a specific <b>preset color</b> for the pen")).addToggle((t=>t.setValue(!Boolean(A.strokeColor)).onChange((t=>{this.dirty=!0,n.settingEl.style.display=t?"none":"",a.setName(fragWithHTML(t?"Stroke color: <b>Current</b>":"Stroke color: <b>Preset color</b>")),t?delete A.strokeColor:(r.getValue()||([m,p]=e("black"),s.setValue(m),r.setValue("black")),A.strokeColor=r.getValue())})))),n=new obsidian_module.Setting(t).setName("Select stroke color").addButton((t=>t.setButtonText("Use Canvas Current").onClick((()=>{var t,i;const n=this.api.getAppState(),a=null!==(i=null===(t=n.resetCustomPen)||void 0===t?void 0:t.currentItemStrokeColor)&&void 0!==i?i:n.currentItemStrokeColor;[m,p]=e(a),A.strokeColor=a,this.dirty=!0,r.setValue(a),w=!0,s.setValue(m)})))).addText((t=>{r=t,t.setValue(A.strokeColor).onChange((t=>{w=!0,this.dirty=!0,A.strokeColor=t,[m,p]=e(t),m&&s.setValue(m)}))})).addColorPicker((e=>{s=e,e.setValue(null!=m?m:"#000000").onChange((e=>{w?w=!1:(this.dirty=!0,A.strokeColor=e+p,r.setValue(e+p))}))})),n.settingEl.style.display=Boolean(A.strokeColor)?"":"none";let[B,E]=e(A.backgroundColor);o=new obsidian_module.Setting(t).setName(fragWithHTML(Boolean(A.backgroundColor)?"Background color: <b>Preset color</b>":"Background color: <b>Current</b>")).setDesc(fragWithHTML("Toggle to use the <b>current background color</b> of the canvas; or a <b>preset color</b>")).addToggle((t=>t.setValue(!Boolean(A.backgroundColor)).onChange((t=>{this.dirty=!0,o.setName(fragWithHTML(t?"Background color: <b>Current</b>":"Background color: <b>Preset color</b>")),c.settingEl.style.display=t?"none":"",l.settingEl.style.display=t||"transparent"===A.backgroundColor?"none":"",t?delete A.backgroundColor:(u.getValue()||([B,E]=e("black"),g.setValue(B),u.setValue("black")),d.setValue(!1))})))),c=new obsidian_module.Setting(t).setName(fragWithHTML("transparent"===A.backgroundColor?"Background: <b>Transparent</b>":"Color: <b>Preset color</b>")).setDesc("Background has color or is transparent").addToggle((e=>{d=e,e.setValue("transparent"===A.backgroundColor).onChange((e=>{this.dirty=!0,l.settingEl.style.display=e?"none":"",h.settingEl.style.display=e?"none":"",c.setName(fragWithHTML(e?"Background: <b>Transparent</b>":"Color: <b>Preset color</b>")),A.backgroundColor=e?"transparent":g.getValue()}))})),c.settingEl.style.display=Boolean(A.backgroundColor)?"":"none";let k,f,O,W,C,x,b,Q,y,v=!1;l=new obsidian_module.Setting(t).setName("Background color").addButton((t=>t.setButtonText("Use Canvas Current").onClick((()=>{var t,i;const n=this.api.getAppState(),s=null!==(i=null===(t=n.resetCustomPen)||void 0===t?void 0:t.currentItemBackgroundColor)&&void 0!==i?i:n.currentItemBackgroundColor;[B,E]=e(s),A.backgroundColor=s,this.dirty=!0,u.setValue(s),v=!0,g.setValue(B)})))).addText((t=>{u=t,t.setValue(A.backgroundColor).onChange((t=>{v=!0,this.dirty=!0,A.backgroundColor=t,[B,E]=e(t),B&&g.setValue(B)}))})).addColorPicker((e=>{g=e,e.setValue(null!=B?B:"#000000").onChange((e=>{v?v=!1:(this.dirty=!0,A.backgroundColor=e+E,u.setValue(e+E))}))})),l.settingEl.style.display=Boolean(A.backgroundColor)&&"transparent"!==A.backgroundColor?"":"none",h=new obsidian_module.Setting(t).setName("Fill Style").addDropdown((e=>e.addOption("","Unset").addOption("dots","Dots (⚠ VERY SLOW performance on large objects!)").addOption("zigzag","Zigzag").addOption("zigzag-line","Zigzag-line").addOption("dashed","Dashed").addOption("hachure","Hachure").addOption("cross-hatch","Cross-hatch").addOption("solid","Solid").setValue(A.fillStyle).onChange((e=>{this.dirty=!0,A.fillStyle=e})))),h.settingEl.style.display=Boolean(A.backgroundColor)&&"transparent"!==A.backgroundColor?"":"none",k=new obsidian_module.Setting(t).setName(fragWithHTML(`Sloppiness: <b>${null===A.roughness?"Not Set":A.roughness<=.5?"Architect (":A.roughness<=1.5?"Artist (":"Cartoonist ("}${null===A.roughness?"":`${A.roughness})`}</b>`)).setDesc("Line sloppiness of the shape fill pattern").addSlider((e=>e.setLimits(-.5,3,.5).setValue(null===A.roughness?-.5:A.roughness).onChange((e=>{this.dirty=!0,A.roughness=-.5===e?null:e,k.setName(fragWithHTML(`Sloppiness: <b>${null===A.roughness?"Not Set":A.roughness<=.5?"Architect (":A.roughness<=1.5?"Artist (":"Cartoonist ("}${null===A.roughness?"":`${A.roughness})`}</b>`))})))),f=new obsidian_module.Setting(t).setName(fragWithHTML(`Stroke Width <b>${0===A.strokeWidth?"Not Set":A.strokeWidth}</b>`)).addSlider((e=>e.setLimits(0,5,.5).setValue(A.strokeWidth).onChange((e=>{this.dirty=!0,A.strokeWidth=e,f.setName(fragWithHTML(`Stroke Width <b>${0===A.strokeWidth?"Not Set":A.strokeWidth}</b>`))})))),new obsidian_module.Setting(t).setName("Highlighter pen?").addToggle((e=>e.setValue(A.penOptions.highlighter).onChange((e=>{this.dirty=!0,A.penOptions.highlighter=e})))),new obsidian_module.Setting(t).setName("Pressure sensitve pen?").setDesc(fragWithHTML("<b>toggle on</b>: pressure sensitive<br><b>toggle off</b>: constant pressure")).addToggle((e=>e.setValue(!A.penOptions.constantPressure).onChange((e=>{this.dirty=!0,A.penOptions.constantPressure=!e,O.settingEl.style.display=A.penOptions.constantPressure?"none":""})))),A.penOptions.hasOutline&&0===A.penOptions.outlineWidth&&(A.penOptions.outlineWidth=.5,this.dirty=!0),!A.penOptions.hasOutline&&A.penOptions.outlineWidth>0&&(A.penOptions.outlineWidth=0,this.dirty=!0),W=new obsidian_module.Setting(t).setName(fragWithHTML(0===A.penOptions.outlineWidth?"No outline":`Outline width <b>${A.penOptions.outlineWidth}</b>`)).setDesc("If the stroke has an outline, this will mean the stroke color is the outline color, and the background color is the pen stroke's fill color. If the pen does not have an outline then the pen color is the stroke color. The Fill Style setting applies to the fill style of the enclosed shape, not of the line itself. The line can only have solid fill.").addSlider((e=>e.setLimits(0,8,.5).setValue(A.penOptions.outlineWidth).onChange((e=>{this.dirty=!0,A.penOptions.outlineWidth=e,A.penOptions.hasOutline=e>0,W.setName(fragWithHTML(0===A.penOptions.outlineWidth?"No outline":`Outline width <b>${A.penOptions.outlineWidth}</b>`))})))),t.createEl("h2",{text:"Perfect Freehand settings"}),t.createEl("p").innerHTML='Read the Perfect Freehand documentation following <a href="https://github.com/steveruizok/perfect-freehand#documentation" target="_blank">this link</a>.',C=new obsidian_module.Setting(t).setName(fragWithHTML(`Thinnning <b>${A.penOptions.options.thinning}</b>`)).setDesc(fragWithHTML("The effect of pressure on the stroke's size.<br>To create a stroke with a steady line, set the thinning option to 0.<br>To create a stroke that gets thinner with pressure instead of thicker, use a negative number for the thinning option.")).addSlider((e=>e.setLimits(-1,1,.05).setValue(A.penOptions.options.thinning).onChange((e=>{this.dirty,C.setName(fragWithHTML(`Thinnning <b>${e}</b>`)),A.penOptions.options.thinning=e})))),x=new obsidian_module.Setting(t).setName(fragWithHTML(`Smoothing <b>${A.penOptions.options.smoothing}</b>`)).setDesc(fragWithHTML("How much to soften the stroke's edges.")).addSlider((e=>e.setLimits(0,1,.05).setValue(A.penOptions.options.smoothing).onChange((e=>{this.dirty,x.setName(fragWithHTML(`Smoothing <b>${e}</b>`)),A.penOptions.options.smoothing=e})))),b=new obsidian_module.Setting(t).setName(fragWithHTML(`Streamline <b>${A.penOptions.options.streamline}</b>`)).setDesc(fragWithHTML("\tHow much to streamline the stroke.")).addSlider((e=>e.setLimits(0,1,.05).setValue(A.penOptions.options.streamline).onChange((e=>{this.dirty,b.setName(fragWithHTML(`Streamline <b>${e}</b>`)),A.penOptions.options.streamline=e})))),new obsidian_module.Setting(t).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(A.penOptions.options.easing).onChange((e=>{this.dirty=!0,A.penOptions.options.easing=e})))),O=new obsidian_module.Setting(t).setName("Simulate Pressure").setDesc("Whether to simulate pressure based on velocity.").addDropdown((e=>e.addOption("true","Always").addOption("false","Never").addOption("","Yes for mouse, No for pen").setValue(!0===A.penOptions.options.simulatePressure?"true":!1===A.penOptions.options.simulatePressure?"false":"").onChange((e=>{switch(this.dirty=!0,e){case"true":A.penOptions.options.simulatePressure=!0;break;case"false":A.penOptions.options.simulatePressure=!1;break;default:delete A.penOptions.options.simulatePressure}})))),O.settingEl.style.display=A.penOptions.constantPressure?"none":"",t.createEl("h3",{text:"Start"}),t.createEl("p",{text:"Tapering options for the start of the line."}),new obsidian_module.Setting(t).setName("Cap Start").setDesc("Whether to draw a cap").addToggle((e=>e.setValue(A.penOptions.options.start.cap).onChange((e=>{this.dirty=!0,A.penOptions.options.start.cap=e})))),Q=new obsidian_module.Setting(t).setName(fragWithHTML(`Taper: <b>${!0===A.penOptions.options.start.taper?"true":A.penOptions.options.start.taper}</b>`)).setDesc("The distance to taper. If set to true, the taper will be the total length of the stroke.").addSlider((e=>e.setLimits(0,151,1).setValue("boolean"==typeof A.penOptions.options.start.taper?151:A.penOptions.options.start.taper).onChange((e=>{this.dirty,A.penOptions.options.start.taper=151===e||e,Q.setName(fragWithHTML(`Taper: <b>${!0===A.penOptions.options.start.taper?"true":A.penOptions.options.start.taper}</b>`))})))),new obsidian_module.Setting(t).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(A.penOptions.options.start.easing).onChange((e=>{this.dirty=!0,A.penOptions.options.start.easing=e})))),t.createEl("h3",{text:"End"}),t.createEl("p",{text:"Tapering options for the end of the line."}),new obsidian_module.Setting(t).setName("Cap End").setDesc("Whether to draw a cap").addToggle((e=>e.setValue(A.penOptions.options.end.cap).onChange((e=>{this.dirty=!0,A.penOptions.options.end.cap=e})))),y=new obsidian_module.Setting(t).setName(fragWithHTML(`Taper: <b>${!0===A.penOptions.options.end.taper?"true":A.penOptions.options.end.taper}</b>`)).setDesc("The distance to taper. If set to true, the taper will be the total length of the stroke.").addSlider((e=>e.setLimits(0,151,1).setValue("boolean"==typeof A.penOptions.options.end.taper?151:A.penOptions.options.end.taper).onChange((e=>{this.dirty,A.penOptions.options.end.taper=151===e||e,y.setName(fragWithHTML(`Taper: <b>${!0===A.penOptions.options.end.taper?"true":A.penOptions.options.end.taper}</b>`))})))),new obsidian_module.Setting(t).setName("Easing function").setDesc(fragWithHTML('An easing function for the tapering effect. For more info <a href="https://easings.net/#" target="_blank">click here</a>')).addDropdown((e=>e.addOptions(EASINGFUNCTIONS).setValue(A.penOptions.options.end.easing).onChange((e=>{this.dirty=!0,A.penOptions.options.end.easing=e}))))}}var defaultAttributes={xmlns:"http://www.w3.org/2000/svg",width:24,height:24,viewBox:"0 0 24 24",fill:"none",stroke:"currentColor",strokeWidth:2,strokeLinecap:"round",strokeLinejoin:"round"};const toKebabCase=e=>e.replace(/([a-z0-9])([A-Z])/g,"$1-$2").toLowerCase(),createLucideIcon=(e,A)=>{const t=React.forwardRef((({color:t="currentColor",size:i=24,strokeWidth:n=2,absoluteStrokeWidth:s,children:r,...a},o)=>{return React.createElement("svg",{ref:o,...defaultAttributes,width:i,height:i,stroke:t,strokeWidth:s?24*Number(n)/Number(i):n,className:`lucide lucide-${l=e,l.replace(/([a-z0-9])([A-Z])/g,"$1-$2").toLowerCase()}`,...a},[...A.map((([e,A])=>React.createElement(e,A))),...(Array.isArray(r)?r:[r])||[]]);var l}));return t.displayName=`${e}`,t};var createLucideIcon$1=createLucideIcon;const Globe=createLucideIcon$1("Globe",[["circle",{cx:"12",cy:"12",r:"10",key:"1mglay"}],["line",{x1:"2",x2:"22",y1:"12",y2:"12",key:"1dnqot"}],["path",{d:"M12 2a15.3 15.3 0 0 1 4 10 15.3 15.3 0 0 1-4 10 15.3 15.3 0 0 1-4-10 15.3 15.3 0 0 1 4-10z",key:"nb9nel"}]]),RotateCcw=createLucideIcon$1("RotateCcw",[["path",{d:"M3 12a9 9 0 1 0 9-9 9.75 9.75 0 0 0-6.74 2.74L3 8",key:"1357e3"}],["path",{d:"M3 3v5h5",key:"1xhq8a"}]]),Scan=createLucideIcon$1("Scan",[["path",{d:"M3 7V5a2 2 0 0 1 2-2h2",key:"aa7l1z"}],["path",{d:"M17 3h2a2 2 0 0 1 2 2v2",key:"4qcy5o"}],["path",{d:"M21 17v2a2 2 0 0 1-2 2h-2",key:"6vwrx8"}],["path",{d:"M7 21H5a2 2 0 0 1-2-2v-2",key:"ioqczr"}]]),ICONS={ExportImage:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",width:"24",height:"24",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("g",{strokeWidth:"1.25"},React__namespace.createElement("path",{stroke:"none",d:"M0 0h24v24H0z",fill:"none"}),React__namespace.createElement("path",{d:"M15 8h.01"}),React__namespace.createElement("path",{d:"M12 20h-5a3 3 0 0 1 -3 -3v-10a3 3 0 0 1 3 -3h10a3 3 0 0 1 3 3v5"}),React__namespace.createElement("path",{d:"M4 15l4 -4c.928 -.893 2.072 -.893 3 0l4 4"}),React__namespace.createElement("path",{d:"M14 14l1 -1c.617 -.593 1.328 -.793 2.009 -.598"}),React__namespace.createElement("path",{d:"M19 16v6"}),React__namespace.createElement("path",{d:"M22 19l-3 3l-3 -3"}))),Reload:React__namespace.createElement(RotateCcw,null),Globe:React__namespace.createElement(Globe,null),ZoomToSelectedElement:React__namespace.createElement(Scan,null),ZoomToSection:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"1",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("text",{x:"6",y:"18",fontSize:"22px"},"#")),ZoomToBlock:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"1",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("text",{x:"1",y:"18",fontSize:"22px"},"#^")),Discord:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",fill:"var(--icon-fill-color)",stroke:"none",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round",viewBox:"0 0 640 512"},React__namespace.createElement("path",{d:"M524.531,69.836a1.5,1.5,0,0,0-.764-.7A485.065,485.065,0,0,0,404.081,32.03a1.816,1.816,0,0,0-1.923.91,337.461,337.461,0,0,0-14.9,30.6,447.848,447.848,0,0,0-134.426,0,309.541,309.541,0,0,0-15.135-30.6,1.89,1.89,0,0,0-1.924-.91A483.689,483.689,0,0,0,116.085,69.137a1.712,1.712,0,0,0-.788.676C39.068,183.651,18.186,294.69,28.43,404.354a2.016,2.016,0,0,0,.765,1.375A487.666,487.666,0,0,0,176.02,479.918a1.9,1.9,0,0,0,2.063-.676A348.2,348.2,0,0,0,208.12,430.4a1.86,1.86,0,0,0-1.019-2.588,321.173,321.173,0,0,1-45.868-21.853,1.885,1.885,0,0,1-.185-3.126c3.082-2.309,6.166-4.711,9.109-7.137a1.819,1.819,0,0,1,1.9-.256c96.229,43.917,200.41,43.917,295.5,0a1.812,1.812,0,0,1,1.924.233c2.944,2.426,6.027,4.851,9.132,7.16a1.884,1.884,0,0,1-.162,3.126,301.407,301.407,0,0,1-45.89,21.83,1.875,1.875,0,0,0-1,2.611,391.055,391.055,0,0,0,30.014,48.815,1.864,1.864,0,0,0,2.063.7A486.048,486.048,0,0,0,610.7,405.729a1.882,1.882,0,0,0,.765-1.352C623.729,277.594,590.933,167.465,524.531,69.836ZM222.491,337.58c-28.972,0-52.844-26.587-52.844-59.239S193.056,219.1,222.491,219.1c29.665,0,53.306,26.82,52.843,59.239C275.334,310.993,251.924,337.58,222.491,337.58Zm195.38,0c-28.971,0-52.843-26.587-52.843-59.239S388.437,219.1,417.871,219.1c29.667,0,53.307,26.82,52.844,59.239C470.715,310.993,447.538,337.58,417.871,337.58Z"})),Github:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M15 22v-4a4.8 4.8 0 0 0-1-3.5c3 0 6-2 6-5.5.08-1.25-.27-2.48-1-3.5.28-1.15.28-2.35 0-3.5 0 0-1 0-3 1.5-2.64-.5-5.36-.5-8 0C6 2 5 2 5 2c-.3 1.15-.3 2.35 0 3.5A5.403 5.403 0 0 0 4 9c0 3.5 3 5.5 6 5.5-.39.49-.68 1.05-.85 1.65-.17.6-.22 1.23-.15 1.85v4"}),React__namespace.createElement("path",{d:"M9 18c-4.51 2-5-2-7-2"})),YouTube:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M12 19c-2.3 0-6.4-.2-8.1-.6-.7-.2-1.2-.7-1.4-1.4-.3-1.1-.5-3.4-.5-5s.2-3.9.5-5c.2-.7.7-1.2 1.4-1.4C5.6 5.2 9.7 5 12 5s6.4.2 8.1.6c.7.2 1.2.7 1.4 1.4.3 1.1.5 3.4.5 5s-.2 3.9-.5 5c-.2.7-.7 1.2-1.4 1.4-1.7.4-5.8.6-8.1.6 0 0 0 0 0 0z"}),React__namespace.createElement("polygon",{points:"10 15 15 12 10 9"})),heart:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M20.42 4.58a5.4 5.4 0 0 0-7.65 0l-.77.78-.77-.78a5.4 5.4 0 0 0-7.65 0C1.46 6.7 1.33 10.28 4 13l8 8 8-8c2.67-2.72 2.54-6.3.42-8.42z"})),twitter:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M22 4s-.7 2.1-2 3.4c1.6 10-9.4 17.3-18 11.6 2.2.1 4.4-.6 6-2C3 15.5.5 9.6 3 5c2.2 2.6 5.6 4.1 9 4-.9-4.2 4-6.6 7-3.8 1.1 0 3-1.2 3-1.2z"})),exportLibrary:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 200 190",fill:"var(--icon-fill-color)"},React__namespace.createElement("g",{fillRule:"evenodd"},React__namespace.createElement("path",{strokeWidth:"0",d:"M50 10h20v20H50"}),React__namespace.createElement("path",{fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M50 10h20m-20 0h20m0 0v20m0-20v20m0 0H50m20 0H50m0 0V10m0 20V10"})),React__namespace.createElement("g",{fillRule:"evenodd"},React__namespace.createElement("path",{strokeWidth:"0",d:"M90 10h20v20H90"}),React__namespace.createElement("path",{fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M90 10h20m-20 0h20m0 0v20m0-20v20m0 0H90m20 0H90m0 0V10m0 20V10"})),React__namespace.createElement("g",{fillRule:"evenodd"},React__namespace.createElement("path",{strokeWidth:"0",d:"M130 10h20v20h-20"}),React__namespace.createElement("path",{fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M130 10h20m-20 0h20m0 0v20m0-20v20m0 0h-20m20 0h-20m0 0V10m0 20V10"})),React__namespace.createElement("g",{fillRule:"evenodd"},React__namespace.createElement("path",{strokeWidth:"0",d:"M170 10h20v20h-20"}),React__namespace.createElement("path",{fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M170 10h20m-20 0h20m0 0v20m0-20v20m0 0h-20m20 0h-20m0 0V10m0 20V10"})),React__namespace.createElement("g",{fillRule:"evenodd"},React__namespace.createElement("path",{strokeWidth:"0",d:"M70 50h60v80h20l-50 50-50-50h20V50"}),React__namespace.createElement("path",{fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M70 50h60m-60 0h60m0 0v80m0-80v80m0 0h20m-20 0h20m0 0-50 50m50-50-50 50m0 0-50-50m50 50-50-50m0 0h20m-20 0h20m0 0V50m0 80V50m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0"})),React__namespace.createElement("g",{fillRule:"evenodd"},React__namespace.createElement("path",{strokeWidth:"0",d:"M10 10h20v20H10"}),React__namespace.createElement("path",{fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M10 10h20m-20 0h20m0 0v20m0-20v20m0 0H10m20 0H10m0 0V10m0 20V10"}))),insertPDF:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 512 512",fill:"var(--icon-fill-color)",stroke:"none"},React__namespace.createElement("path",{d:"M64 464H96v48H64c-35.3 0-64-28.7-64-64V64C0 28.7 28.7 0 64 0H229.5c17 0 33.3 6.7 45.3 18.7l90.5 90.5c12 12 18.7 28.3 18.7 45.3V288H336V160H256c-17.7 0-32-14.3-32-32V48H64c-8.8 0-16 7.2-16 16V448c0 8.8 7.2 16 16 16zM176 352h32c30.9 0 56 25.1 56 56s-25.1 56-56 56H192v32c0 8.8-7.2 16-16 16s-16-7.2-16-16V448 368c0-8.8 7.2-16 16-16zm32 80c13.3 0 24-10.7 24-24s-10.7-24-24-24H192v48h16zm96-80h32c26.5 0 48 21.5 48 48v64c0 26.5-21.5 48-48 48H304c-8.8 0-16-7.2-16-16V368c0-8.8 7.2-16 16-16zm32 128c8.8 0 16-7.2 16-16V400c0-8.8-7.2-16-16-16H320v96h16zm80-112c0-8.8 7.2-16 16-16h48c8.8 0 16 7.2 16 16s-7.2 16-16 16H448v32h32c8.8 0 16 7.2 16 16s-7.2 16-16 16H448v48c0 8.8-7.2 16-16 16s-16-7.2-16-16V432 368z"})),insertImage:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 512 512",fill:"var(--icon-fill-color)",stroke:"none"},React__namespace.createElement("path",{d:"M464 64H48C21.49 64 0 85.49 0 112v288c0 26.51 21.49 48 48 48h416c26.51 0 48-21.49 48-48V112c0-26.51-21.49-48-48-48zm-6 336H54a6 6 0 0 1-6-6V118a6 6 0 0 1 6-6h404a6 6 0 0 1 6 6v276a6 6 0 0 1-6 6zM128 152c-22.091 0-40 17.909-40 40s17.909 40 40 40 40-17.909 40-40-17.909-40-40-40zM96 352h320v-80l-87.515-87.515c-4.686-4.686-12.284-4.686-16.971 0L192 304l-39.515-39.515c-4.686-4.686-12.284-4.686-16.971 0L96 304v48z"})),insertMD:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 384 512",fill:"var(--icon-fill-color)",stroke:"none"},React__namespace.createElement("path",{d:"M288 248v28c0 6.6-5.4 12-12 12H108c-6.6 0-12-5.4-12-12v-28c0-6.6 5.4-12 12-12h168c6.6 0 12 5.4 12 12zm-12 72H108c-6.6 0-12 5.4-12 12v28c0 6.6 5.4 12 12 12h168c6.6 0 12-5.4 12-12v-28c0-6.6-5.4-12-12-12zm108-188.1V464c0 26.5-21.5 48-48 48H48c-26.5 0-48-21.5-48-48V48C0 21.5 21.5 0 48 0h204.1C264.8 0 277 5.1 286 14.1L369.9 98c9 8.9 14.1 21.2 14.1 33.9zm-128-80V128h76.1L256 51.9zM336 464V176H232c-13.3 0-24-10.7-24-24V48H48v416h288z"})),insertLaTeX:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 576 512",stroke:"none",fill:"var(--icon-fill-color)",strokeWidth:"20"},React__namespace.createElement("path",{d:"M571.31 251.31l-22.62-22.62c-6.25-6.25-16.38-6.25-22.63 0L480 274.75l-46.06-46.06c-6.25-6.25-16.38-6.25-22.63 0l-22.62 22.62c-6.25 6.25-6.25 16.38 0 22.63L434.75 320l-46.06 46.06c-6.25 6.25-6.25 16.38 0 22.63l22.62 22.62c6.25 6.25 16.38 6.25 22.63 0L480 365.25l46.06 46.06c6.25 6.25 16.38 6.25 22.63 0l22.62-22.62c6.25-6.25 6.25-16.38 0-22.63L525.25 320l46.06-46.06c6.25-6.25 6.25-16.38 0-22.63zM552 0H307.65c-14.54 0-27.26 9.8-30.95 23.87l-84.79 322.8-58.41-106.1A32.008 32.008 0 0 0 105.47 224H24c-13.25 0-24 10.74-24 24v48c0 13.25 10.75 24 24 24h43.62l88.88 163.73C168.99 503.5 186.3 512 204.94 512c17.27 0 44.44-9 54.28-41.48L357.03 96H552c13.25 0 24-10.75 24-24V24c0-13.26-10.75-24-24-24z"})),insertLink:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 512 512",stroke:"none",fill:"var(--icon-fill-color)",strokeWidth:"20"},React__namespace.createElement("path",{d:"M326.612 185.391c59.747 59.809 58.927 155.698.36 214.59-.11.12-.24.25-.36.37l-67.2 67.2c-59.27 59.27-155.699 59.262-214.96 0-59.27-59.26-59.27-155.7 0-214.96l37.106-37.106c9.84-9.84 26.786-3.3 27.294 10.606.648 17.722 3.826 35.527 9.69 52.721 1.986 5.822.567 12.262-3.783 16.612l-13.087 13.087c-28.026 28.026-28.905 73.66-1.155 101.96 28.024 28.579 74.086 28.749 102.325.51l67.2-67.19c28.191-28.191 28.073-73.757 0-101.83-3.701-3.694-7.429-6.564-10.341-8.569a16.037 16.037 0 0 1-6.947-12.606c-.396-10.567 3.348-21.456 11.698-29.806l21.054-21.055c5.521-5.521 14.182-6.199 20.584-1.731a152.482 152.482 0 0 1 20.522 17.197zM467.547 44.449c-59.261-59.262-155.69-59.27-214.96 0l-67.2 67.2c-.12.12-.25.25-.36.37-58.566 58.892-59.387 154.781.36 214.59a152.454 152.454 0 0 0 20.521 17.196c6.402 4.468 15.064 3.789 20.584-1.731l21.054-21.055c8.35-8.35 12.094-19.239 11.698-29.806a16.037 16.037 0 0 0-6.947-12.606c-2.912-2.005-6.64-4.875-10.341-8.569-28.073-28.073-28.191-73.639 0-101.83l67.2-67.19c28.239-28.239 74.3-28.069 102.325.51 27.75 28.3 26.872 73.934-1.155 101.96l-13.087 13.087c-4.35 4.35-5.769 10.79-3.783 16.612 5.864 17.194 9.042 34.999 9.69 52.721.509 13.906 17.454 20.446 27.294 10.606l37.106-37.106c59.271-59.259 59.271-155.699.001-214.959z"})),search:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 512 512",stroke:"var(--icon-fill-color)",fill:"var(--icon-fill-color)",strokeWidth:"20"},React__namespace.createElement("path",{d:"M500.3 443.7l-119.7-119.7c27.22-40.41 40.65-90.9 33.46-144.7C401.8 87.79 326.8 13.32 235.2 1.723C99.01-15.51-15.51 99.01 1.724 235.2c11.6 91.64 86.08 166.7 177.6 178.9c53.8 7.189 104.3-6.236 144.7-33.46l119.7 119.7c15.62 15.62 40.95 15.62 56.57 0C515.9 484.7 515.9 459.3 500.3 443.7zM79.1 208c0-70.58 57.42-128 128-128s128 57.42 128 128c0 70.58-57.42 128-128 128S79.1 278.6 79.1 208z"})),ocr:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"m6 18 6-12 6 12"}),React__namespace.createElement("path",{d:"M8 14h8"}),React__namespace.createElement("path",{d:"M3 7V5a2 2 0 0 1 2-2h2"}),React__namespace.createElement("path",{d:"M17 3h2a2 2 0 0 1 2 2v2"}),React__namespace.createElement("path",{d:"M21 17v2a2 2 0 0 1-2 2h-2"}),React__namespace.createElement("path",{d:"M7 21H5a2 2 0 0 1-2-2v-2"})),scriptEngine:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 100 100",stroke:"var(--icon-fill-color)",fill:"var(--icon-fill-color)",strokeLinecap:"round",strokeWidth:"4"},React__namespace.createElement("g",{transform:"translate(-8,-8)"},React__namespace.createElement("path",{d:"M24.318 37.983c-1.234-1.232-8.433-3.903-7.401-7.387 1.057-3.484 9.893-12.443 13.669-13.517 3.776-1.074 6.142 6.523 9.012 7.073 2.87.55 6.797-1.572 8.207-3.694 1.384-2.148-3.147-7.413.15-9.168 3.298-1.755 16.389-2.646 19.611-1.284 3.247 1.363-1.611 7.335-.151 9.483 1.46 2.148 6.067 3.746 8.836 3.38 2.769-.368 4.154-6.733 7.728-5.633 3.575 1.1 12.36 8.828 13.67 12.233 1.308 3.406-5.186 5.423-5.79 8.2-.58 2.75-.026 6.705 2.265 8.355 2.266 1.65 9.642-1.78 11.404 1.598 1.762 3.38 1.007 15.35-.806 18.651-1.787 3.353-7.753-.367-9.969 1.31-2.215 1.65-3.901 5.92-3.373 8.67.504 2.777 7.754 4.48 6.445 7.885C96.49 87.543 87.15 95.454 83.5 96.685c-3.65 1.231-4.96-4.741-7.577-5.16-2.593-.393-6.57.707-8.03 2.75-1.436 2.017 2.668 7.806-.63 9.483-3.323 1.676-15.759 2.226-19.157.655-3.373-1.598.554-7.964-1.108-10.138-1.687-2.174-6.394-3.431-9.012-2.907-2.643.55-3.273 7.282-6.747 6.103-3.499-1.126-12.788-9.535-14.172-13.019-1.36-3.484 5.437-5.108 5.966-7.858.529-2.777-.68-7.073-2.744-8.697-2.064-1.624-7.93 2.41-9.642-1.126-1.737-3.537-2.441-16.765-.654-20.118 1.787-3.3 9.062 1.598 11.429.183 2.366-1.44 2.316-7.282 2.769-8.749m.126-.104c-1.234-1.232-8.433-3.903-7.401-7.387 1.057-3.484 9.893-12.443 13.669-13.517 3.776-1.074 6.142 6.523 9.012 7.073 2.87.55 6.797-1.572 8.207-3.694 1.384-2.148-3.147-7.413.15-9.168 3.298-1.755 16.389-2.646 19.611-1.284 3.247 1.363-1.611 7.335-.151 9.483 1.46 2.148 6.067 3.746 8.836 3.38 2.769-.368 4.154-6.733 7.728-5.633 3.575 1.1 12.36 8.828 13.67 12.233 1.308 3.406-5.186 5.423-5.79 8.2-.58 2.75-.026 6.705 2.265 8.355 2.266 1.65 9.642-1.78 11.404 1.598 1.762 3.38 1.007 15.35-.806 18.651-1.787 3.353-7.753-.367-9.969 1.31-2.215 1.65-3.901 5.92-3.373 8.67.504 2.777 7.754 4.48 6.445 7.885C96.49 87.543 87.15 95.454 83.5 96.685c-3.65 1.231-4.96-4.741-7.577-5.16-2.593-.393-6.57.707-8.03 2.75-1.436 2.017 2.668 7.806-.63 9.483-3.323 1.676-15.759 2.226-19.157.655-3.373-1.598.554-7.964-1.108-10.138-1.687-2.174-6.394-3.431-9.012-2.907-2.643.55-3.273 7.282-6.747 6.103-3.499-1.126-12.788-9.535-14.172-13.019-1.36-3.484 5.437-5.108 5.966-7.858.529-2.777-.68-7.073-2.744-8.697-2.064-1.624-7.93 2.41-9.642-1.126-1.737-3.537-2.441-16.765-.654-20.118 1.787-3.3 9.062 1.598 11.429.183 2.366-1.44 2.316-7.282 2.769-8.749",fill:"none",strokeWidth:"2"}),React__namespace.createElement("path",{d:"M81.235 56.502a23.3 23.3 0 0 1-1.46 8.068 20.785 20.785 0 0 1-1.762 3.72 24.068 24.068 0 0 1-5.337 6.26 22.575 22.575 0 0 1-3.449 2.358 23.726 23.726 0 0 1-7.803 2.803 24.719 24.719 0 0 1-8.333 0 24.102 24.102 0 0 1-4.028-1.074 23.71 23.71 0 0 1-3.776-1.729 23.259 23.259 0 0 1-6.369-5.265 23.775 23.775 0 0 1-2.416-3.353 24.935 24.935 0 0 1-1.762-3.72 23.765 23.765 0 0 1-1.083-3.981 23.454 23.454 0 0 1 0-8.173c.252-1.336.604-2.698 1.083-3.956a24.935 24.935 0 0 1 1.762-3.72 22.587 22.587 0 0 1 2.416-3.378c.881-1.048 1.888-2.017 2.946-2.908a24.38 24.38 0 0 1 3.423-2.357 23.71 23.71 0 0 1 3.776-1.73 21.74 21.74 0 0 1 4.028-1.047 23.437 23.437 0 0 1 8.333 0 24.282 24.282 0 0 1 7.803 2.777 26.198 26.198 0 0 1 3.45 2.357 24.62 24.62 0 0 1 5.336 6.287 20.785 20.785 0 0 1 1.762 3.72 21.32 21.32 0 0 1 1.083 3.955c.251 1.336.302 3.405.377 4.086.05.681.05-.68 0 0",fill:"none"}),React__namespace.createElement("path",{d:"M69.404 56.633c-6.596-3.3-13.216-6.6-19.51-9.744m19.51 9.744c-6.747-3.379-13.493-6.758-19.51-9.744m0 0v19.489m0-19.49v19.49m0 0c4.355-2.148 8.71-4.322 19.51-9.745m-19.51 9.745c3.978-1.965 7.93-3.956 19.51-9.745m0 0h0m0 0h0"}))),openLink:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M4 22h14a2 2 0 0 0 2-2V7.5L14.5 2H6a2 2 0 0 0-2 2v7"}),React__namespace.createElement("polyline",{points:"14 2 14 8 20 8"}),React__namespace.createElement("path",{d:"m10 18 3-3-3-3"}),React__namespace.createElement("path",{d:"M4 18v-1a2 2 0 0 1 2-2h6"})),openLinkProperties:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"3",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M4 22h14a2 2 0 0 0 2-2V7.5L14.5 2H6a2 2 0 0 0-2 2v7"}),React__namespace.createElement("polyline",{points:"14 2 14 8 20 8",fill:"var(--icon-fill-color)"}),React__namespace.createElement("path",{d:"m10 18 3-3-3-3"}),React__namespace.createElement("path",{d:"M4 18v-1a2 2 0 0 1 2-2h6"})),switchToMarkdown:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 640 512",stroke:"var(--icon-fill-color)",strokeWidth:"10",fill:"var(--icon-fill-color)"},React__namespace.createElement("path",{d:"M593.8 59.1H46.2C20.7 59.1 0 79.8 0 105.2v301.5c0 25.5 20.7 46.2 46.2 46.2h547.7c25.5 0 46.2-20.7 46.1-46.1V105.2c0-25.4-20.7-46.1-46.2-46.1zM338.5 360.6H277v-120l-61.5 76.9-61.5-76.9v120H92.3V151.4h61.5l61.5 76.9 61.5-76.9h61.5v209.2zm135.3 3.1L381.5 256H443V151.4h61.5V256H566z"})),gotoFullScreen:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 448 512",stroke:"var(--icon-fill-color)",fill:"var(--icon-fill-color)",strokeWidth:"20"},React__namespace.createElement("path",{d:"M128 32H32C14.31 32 0 46.31 0 64v96c0 17.69 14.31 32 32 32s32-14.31 32-32V96h64c17.69 0 32-14.31 32-32S145.7 32 128 32zM416 32h-96c-17.69 0-32 14.31-32 32s14.31 32 32 32h64v64c0 17.69 14.31 32 32 32s32-14.31 32-32V64C448 46.31 433.7 32 416 32zM128 416H64v-64c0-17.69-14.31-32-32-32s-32 14.31-32 32v96c0 17.69 14.31 32 32 32h96c17.69 0 32-14.31 32-32S145.7 416 128 416zM416 320c-17.69 0-32 14.31-32 32v64h-64c-17.69 0-32 14.31-32 32s14.31 32 32 32h96c17.69 0 32-14.31 32-32v-96C448 334.3 433.7 320 416 320z"})),exitFullScreen:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 448 512",stroke:"var(--icon-fill-color)",fill:"var(--icon-fill-color)",strokeWidth:"20"},React__namespace.createElement("path",{d:"M128 320H32c-17.69 0-32 14.31-32 32s14.31 32 32 32h64v64c0 17.69 14.31 32 32 32s32-14.31 32-32v-96C160 334.3 145.7 320 128 320zM416 320h-96c-17.69 0-32 14.31-32 32v96c0 17.69 14.31 32 32 32s32-14.31 32-32v-64h64c17.69 0 32-14.31 32-32S433.7 320 416 320zM320 192h96c17.69 0 32-14.31 32-32s-14.31-32-32-32h-64V64c0-17.69-14.31-32-32-32s-32 14.31-32 32v96C288 177.7 302.3 192 320 192zM128 32C110.3 32 96 46.31 96 64v64H32C14.31 128 0 142.3 0 160s14.31 32 32 32h96c17.69 0 32-14.31 32-32V64C160 46.31 145.7 32 128 32z"})),releaseNotes:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 512 512",stroke:"var(--icon-fill-color)",fill:"var(--icon-fill-color)",strokeWidth:"20"},React__namespace.createElement("path",{d:"M0 219.2v212.5c0 14.25 11.62 26.25 26.5 27C75.32 461.2 180.2 471.3 240 511.9V245.2C181.4 205.5 79.99 194.8 29.84 192C13.59 191.1 0 203.6 0 219.2zM482.2 192c-50.09 2.848-151.3 13.47-209.1 53.09C272.1 245.2 272 245.3 272 245.5v266.5c60.04-40.39 164.7-50.76 213.5-53.28C500.4 457.9 512 445.9 512 431.7V219.2C512 203.6 498.4 191.1 482.2 192zM352 96c0-53-43-96-96-96S160 43 160 96s43 96 96 96S352 149 352 96z"})),rawMode:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 100 60"},React__namespace.createElement("path",{stroke:"var(--icon-fill-color)",strokeWidth:"4",d:"M20 10H10m10 0H10m0 0v40m0-40v40m0 0h10m-10 0h10M40 10H30m10 0H30m0 0v40m0-40v40m0 0h10m-10 0h10M60 10h10m-10 0h10m0 0v40m0-40v40m0 0H60m10 0H60M80 10h10m-10 0h10m0 0v40m0-40v40m0 0H80m10 0H80"})),parsedMode:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 576 512",stroke:"var(--icon-fill-color)",strokeWidth:"20"},React__namespace.createElement("path",{d:"M574.1 280.4l-45.38-181.8c-5.875-23.63-21.62-44-43-55.75c-21.5-11.75-46.1-14.13-70.25-6.375l-15.25 5.125c-8.375 2.75-12.87 11.88-10 20.25l5 15.13c2.75 8.375 11.88 12.88 20.25 10.13l13.12-4.375c10.88-3.625 23-3.625 33.25 1.75c10.25 5.375 17.5 14.5 20.38 25.75l38.38 153.9c-22.12-6.875-49.75-12.5-81.13-12.5c-34.88 0-73.1 7-114.9 26.75H251.4C210.5 258.6 171.4 251.6 136.5 251.6c-31.38 0-59 5.625-81.12 12.5l38.38-153.9c2.875-11.25 10.12-20.38 20.5-25.75C124.4 79.12 136.5 79.12 147.4 82.74l13.12 4.375c8.375 2.75 17.5-1.75 20.25-10.13l5-15.13C188.6 53.49 184.1 44.37 175.6 41.62l-15.25-5.125c-23.13-7.75-48.75-5.375-70.13 6.375c-21.37 11.75-37.12 32.13-43 55.75L1.875 280.4C.6251 285.4 .0001 290.6 .0001 295.9v70.25C.0001 428.1 51.63 480 115.3 480h37.13c60.25 0 110.4-46 114.9-105.4l2.875-38.63h35.75l2.875 38.63C313.3 433.1 363.4 480 423.6 480h37.13c63.62 0 115.2-51 115.2-113.9V295.9C576 290.6 575.4 285.5 574.1 280.4zM203.4 369.7c-2 26-24.38 46.25-51 46.25H115.2C87 415.1 64 393.6 64 366.1v-37.5c18.12-6.5 43.38-13 72.62-13c23.88 0 47.25 4.375 69.88 13L203.4 369.7zM512 366.1c0 27.5-23 49.88-51.25 49.88h-37.13c-26.62 0-49-20.25-51-46.25l-3.125-41.13c22.62-8.625 46.13-13 70-13c29 0 54.38 6.5 72.5 13V366.1z"})),convertFile:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",viewBox:"0 110 700 340",xmlns:"http://www.w3.org/2000/svg",stroke:"var(--icon-fill-color)",strokeWidth:"20"},React__namespace.createElement("path",{d:"m593.95 239.4v-1.5742c-0.85547-1.8828-2.043-3.6016-3.5-5.0742l-52.5-52.5c-1.4688-1.457-3.1875-2.6445-5.0742-3.5h-1.5742c-1.4727-0.49219-3.0039-0.78516-4.5508-0.875h-124.25c-4.6406 0-9.0938 1.8438-12.375 5.125s-5.125 7.7344-5.125 12.375v87.5h-70v-105.88-1.0508c-0.089844-1.5469-0.38281-3.0781-0.875-4.5508v-1.5742c-0.85547-1.8828-2.043-3.6016-3.5-5.0742l-52.5-52.5c-1.4727-1.457-3.1914-2.6445-5.0742-3.5h-1.5742c-1.7031-0.875-3.5352-1.4688-5.4258-1.75h-123.55c-4.6406 0-9.0938 1.8438-12.375 5.125s-5.125 7.7344-5.125 12.375v245c0 4.6406 1.8438 9.0938 5.125 12.375s7.7344 5.125 12.375 5.125h175c4.6406 0 9.0938-1.8438 12.375-5.125s5.125-7.7344 5.125-12.375v-52.5h70v122.5c0 4.6406 1.8438 9.0938 5.125 12.375s7.7344 5.125 12.375 5.125h175c4.6406 0 9.0938-1.8438 12.375-5.125s5.125-7.7344 5.125-12.375v-192.5-1.0508c-0.14453-1.5547-0.5-3.0859-1.0508-4.5508zm-313.95 110.6h-140v-210h87.5v35c0 4.6406 1.8438 9.0938 5.125 12.375s7.7344 5.125 12.375 5.125h35v87.5h-52.5c-6.2539 0-12.031 3.3359-15.156 8.75s-3.125 12.086 0 17.5 8.9023 8.75 15.156 8.75h52.5zm140 70v-105h27.824l-5.0742 5.0742c-3.7031 3.1719-5.9141 7.7461-6.1055 12.617-0.1875 4.8711 1.668 9.6016 5.1133 13.051 3.4492 3.4453 8.1797 5.3008 13.051 5.1133 4.8711-0.19141 9.4453-2.4023 12.617-6.1055l35-35c3.2578-3.2773 5.0898-7.7148 5.0898-12.336 0-4.625-1.832-9.0586-5.0898-12.34l-35-35c-4.5078-3.8555-10.66-5.1719-16.348-3.4883-5.6875 1.6797-10.137 6.1289-11.816 11.816-1.6836 5.6914-0.37109 11.844 3.4883 16.348l5.0742 5.0742h-27.824v-69.824h87.5v35c0 4.6406 1.8438 9.0938 5.125 12.375s7.7344 5.125 12.375 5.125h35v157.5z"})),cog:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 512 512",fill:"var(--icon-fill-color)",stroke:"none"},React__namespace.createElement("path",{d:"M495.9 166.6C499.2 175.2 496.4 184.9 489.6 191.2L446.3 230.6C447.4 238.9 448 247.4 448 256C448 264.6 447.4 273.1 446.3 281.4L489.6 320.8C496.4 327.1 499.2 336.8 495.9 345.4C491.5 357.3 486.2 368.8 480.2 379.7L475.5 387.8C468.9 398.8 461.5 409.2 453.4 419.1C447.4 426.2 437.7 428.7 428.9 425.9L373.2 408.1C359.8 418.4 344.1 427 329.2 433.6L316.7 490.7C314.7 499.7 307.7 506.1 298.5 508.5C284.7 510.8 270.5 512 255.1 512C241.5 512 227.3 510.8 213.5 508.5C204.3 506.1 197.3 499.7 195.3 490.7L182.8 433.6C167 427 152.2 418.4 138.8 408.1L83.14 425.9C74.3 428.7 64.55 426.2 58.63 419.1C50.52 409.2 43.12 398.8 36.52 387.8L31.84 379.7C25.77 368.8 20.49 357.3 16.06 345.4C12.82 336.8 15.55 327.1 22.41 320.8L65.67 281.4C64.57 273.1 64 264.6 64 256C64 247.4 64.57 238.9 65.67 230.6L22.41 191.2C15.55 184.9 12.82 175.3 16.06 166.6C20.49 154.7 25.78 143.2 31.84 132.3L36.51 124.2C43.12 113.2 50.52 102.8 58.63 92.95C64.55 85.8 74.3 83.32 83.14 86.14L138.8 103.9C152.2 93.56 167 84.96 182.8 78.43L195.3 21.33C197.3 12.25 204.3 5.04 213.5 3.51C227.3 1.201 241.5 0 256 0C270.5 0 284.7 1.201 298.5 3.51C307.7 5.04 314.7 12.25 316.7 21.33L329.2 78.43C344.1 84.96 359.8 93.56 373.2 103.9L428.9 86.14C437.7 83.32 447.4 85.8 453.4 92.95C461.5 102.8 468.9 113.2 475.5 124.2L480.2 132.3C486.2 143.2 491.5 154.7 495.9 166.6V166.6zM256 336C300.2 336 336 300.2 336 255.1C336 211.8 300.2 175.1 256 175.1C211.8 175.1 176 211.8 176 255.1C176 300.2 211.8 336 256 336z"})),trayMode:React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 640 512",stroke:"var(--icon-fill-color)",fill:"var(--icon-fill-color)",strokeWidth:"20"},React__namespace.createElement("path",{d:"M618.1 97.67c-13.02-4.375-27.45 .1562-35.72 11.16L464 266.7l-118.4-157.8c-8.266-11.03-22.64-15.56-35.72-11.16C296.8 102 288 114.2 288 128v256c0 17.69 14.33 32 32 32s32-14.31 32-32v-160l86.41 115.2c12.06 16.12 39.13 16.12 51.19 0L576 224v160c0 17.69 14.33 32 32 32s32-14.31 32-32v-256C640 114.2 631.2 102 618.1 97.67zM224 96.01H32c-17.67 0-32 14.31-32 32s14.33 32 32 32h64v223.1c0 17.69 14.33 31.99 32 31.99s32-14.3 32-31.99V160h64c17.67 0 32-14.31 32-32S241.7 96.01 224 96.01z"})),copyElementLink:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 260 260","aria-hidden":"true",focusable:"false",role:"img"},React__namespace.createElement("path",{stroke:"var(--icon-fill-color)",fill:"none",strokeLinecap:"round",strokeWidth:"8",d:"M10 10h40m-40 0h40m0 0v40m0-40v40m0 0H10m40 0H10m0 0V10m0 40V10M210 10h40m-40 0h40m0 0v40m0-40v40m0 0h-40m40 0h-40m0 0V10m0 40V10M210 210h40m-40 0h40m0 0v40m0-40v40m0 0h-40m40 0h-40m0 0v-40m0 40v-40M10 210h40m-40 0h40m0 0v40m0-40v40m0 0H10m40 0H10m0 0v-40m0 40v-40M30 210V50m0 160V50M50 30h160M50 30h160M230 50v160m0-160v160M50 230h160m-160 0h160"}),React__namespace.createElement("path",{stroke:"var(--icon-fill-color)",fill:"none",strokeLinecap:"round",strokeWidth:"16",d:"M110 90c-6.67 1.67-30 3.11-40 10-10 6.89-20 21.37-20 31.37S60 153.56 70 160c10 6.44 33.33 8.33 40 10m0-80c-6.67 1.67-30 3.11-40 10-10 6.89-20 21.37-20 31.37S60 153.56 70 160c10 6.44 33.33 8.33 40 10M150 90c6.67 1.67 30 3.11 40 10 10 6.89 20 21.37 20 31.37s-10 22.19-20 28.63c-10 6.44-33.33 8.33-40 10m0-80c6.67 1.67 30 3.11 40 10 10 6.89 20 21.37 20 31.37s-10 22.19-20 28.63c-10 6.44-33.33 8.33-40 10"}),React__namespace.createElement("path",{stroke:"var(--icon-fill-color)",fill:"none",strokeLinecap:"round",strokeWidth:"16",d:"M89.868 130.198c13.36-.03 66.78-.17 80.13-.2m-80.13.2c13.36-.03 66.78-.17 80.13-.2"})),importSVG:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 526 526"},React__namespace.createElement("g",{fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{fill:"var(--input-bg-color)",strokeWidth:"0",d:"m133.462 71 .33-6.54.97-6.34 1.58-6.13 2.16-5.88 2.69-5.6 3.21-5.27 3.69-4.93 4.13-4.55 4.55-4.13 4.93-3.69 5.27-3.21 5.6-2.69 5.88-2.16 6.13-1.58 6.34-.97 6.54-.33h160v128l.16 3.28.49 3.18.79 3.07 1.07 2.94 1.35 2.8 1.6 2.63 1.84 2.47 2.06 2.27 2.27 2.06 2.47 1.84 2.63 1.6 2.8 1.35 2.94 1.07 3.07.79 3.18.49 3.28.16h128v288l-.33 6.54-.97 6.34-1.58 6.13-2.16 5.88-2.69 5.6-3.21 5.27-3.69 4.93-4.13 4.55-4.55 4.13-4.93 3.69-5.27 3.21-5.6 2.69-5.88 2.16-6.13 1.58-6.34.97-6.54.33h-256l-6.54-.33-6.34-.97-6.13-1.58-5.88-2.16-5.6-2.69-5.27-3.21-4.93-3.69-4.55-4.13-4.13-4.55-3.69-4.93-3.21-5.27-2.69-5.6-2.16-5.88-1.58-6.13-.97-6.34-.33-6.54V343h174.1l-39 39-1.65 1.83-1.43 1.94-1.22 2.05-.99 2.13-.77 2.2-.55 2.25-.33 2.29-.11 2.3.11 2.3.33 2.28.55 2.24.77 2.19.99 2.12 1.22 2.04 1.43 1.93 1.65 1.81 1.83 1.64 1.94 1.42 2.05 1.2 2.13.99 2.2.76 2.25.56 2.29.33 2.3.11 2.3-.1 2.28-.33 2.24-.54 2.19-.77 2.12-.98 2.04-1.21 1.93-1.43 1.81-1.65 80-80 1.65-1.83 1.43-1.94 1.22-2.05.99-2.13.77-2.2.55-2.25.33-2.29.11-2.3-.11-2.3-.33-2.28-.55-2.24-.77-2.19-.99-2.12-1.22-2.04-1.43-1.93-1.65-1.81-80-80-1.83-1.65-1.94-1.43-2.05-1.22-2.13-.99-2.2-.77-2.25-.55-2.29-.33-2.3-.11-2.3.11-2.28.33-2.24.55-2.19.77-2.12.99-2.04 1.22-1.93 1.43-1.81 1.65-1.64 1.83-1.42 1.94-1.2 2.05-.99 2.13-.76 2.2-.56 2.25-.33 2.29-.11 2.3.1 2.3.33 2.28.54 2.24.77 2.19.98 2.12 1.21 2.04 1.43 1.93 1.65 1.81 39 39h-174.1V71"}),React__namespace.createElement("path",{fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"18",d:"M133.462 71s0 0 0 0m0 0s0 0 0 0m0 0 .33-6.54m-.33 6.54c.13-2.57.26-5.13.33-6.54m0 0c.36-2.33.72-4.67.97-6.34m-.97 6.34c.35-2.26.69-4.53.97-6.34m0 0c.51-1.99 1.03-3.98 1.58-6.13m-1.58 6.13c.4-1.56.81-3.12 1.58-6.13m0 0c.81-2.22 1.62-4.43 2.16-5.88m-2.16 5.88c.45-1.22.9-2.44 2.16-5.88m0 0c.72-1.51 1.45-3.01 2.69-5.6m-2.69 5.6c.69-1.45 1.39-2.9 2.69-5.6m0 0c.93-1.52 1.86-3.05 3.21-5.27m-3.21 5.27c.97-1.59 1.94-3.18 3.21-5.27m0 0c.86-1.15 1.71-2.29 3.69-4.93m-3.69 4.93c.78-1.04 1.56-2.08 3.69-4.93m0 0c1.53-1.69 3.07-3.38 4.13-4.55m-4.13 4.55c1.54-1.69 3.07-3.38 4.13-4.55m0 0c1.03-.93 2.06-1.87 4.55-4.13m-4.55 4.13c.98-.89 1.97-1.78 4.55-4.13m0 0c1.64-1.23 3.28-2.46 4.93-3.69m-4.93 3.69c1.72-1.29 3.45-2.58 4.93-3.69m0 0c1.11-.68 2.23-1.35 5.27-3.21m-5.27 3.21c1.5-.91 3.01-1.83 5.27-3.21m0 0c1.87-.89 3.73-1.79 5.6-2.69m-5.6 2.69c2.09-1 4.17-2.01 5.6-2.69m0 0c1.72-.64 3.44-1.27 5.88-2.16m-5.88 2.16c1.94-.72 3.89-1.43 5.88-2.16m0 0c2.3-.59 4.6-1.19 6.13-1.58m-6.13 1.58c2.32-.6 4.65-1.2 6.13-1.58m0 0c2.06-.31 4.12-.63 6.34-.97m-6.34.97c2.34-.36 4.69-.72 6.34-.97m0 0c2.05-.1 4.09-.21 6.54-.33m-6.54.33c2.06-.1 4.12-.21 6.54-.33m0 0h160m-160 0h160m0 0v128m0-128v128m0 0s0 0 0 0m0 0s0 0 0 0m0 0 .16 3.28m-.16-3.28c.06 1.16.12 2.32.16 3.28m0 0c.13.82.26 1.64.49 3.18m-.49-3.18c.18 1.13.35 2.26.49 3.18m0 0c.24.95.49 1.91.79 3.07m-.79-3.07c.28 1.1.56 2.2.79 3.07m0 0c.39 1.06.78 2.13 1.07 2.94m-1.07-2.94c.42 1.15.84 2.3 1.07 2.94m0 0c.38.79.76 1.57 1.35 2.8m-1.35-2.8c.4.82.79 1.64 1.35 2.8m0 0c.45.75.91 1.5 1.6 2.63m-1.6-2.63c.4.65.8 1.31 1.6 2.63m0 0c.56.76 1.13 1.52 1.84 2.47m-1.84-2.47c.58.79 1.17 1.57 1.84 2.47m0 0c.75.82 1.5 1.65 2.06 2.27m-2.06-2.27c.75.82 1.5 1.65 2.06 2.27m0 0c.74.66 1.47 1.33 2.27 2.06m-2.27-2.06c.89.81 1.78 1.61 2.27 2.06m0 0c.69.51 1.37 1.02 2.47 1.84m-2.47-1.84c.68.5 1.35 1.01 2.47 1.84m0 0c.81.49 1.62.99 2.63 1.6m-2.63-1.6c.74.45 1.47.9 2.63 1.6m0 0c.72.35 1.43.69 2.8 1.35m-2.8-1.35c.61.3 1.22.59 2.8 1.35m0 0c.85.31 1.69.62 2.94 1.07m-2.94-1.07c1.03.38 2.07.75 2.94 1.07m0 0c.83.22 1.67.43 3.07.79m-3.07-.79 3.07.79m0 0c1.07.16 2.14.33 3.18.49m-3.18-.49c1.2.18 2.39.36 3.18.49m0 0 3.28.16m-3.28-.16c.97.04 1.93.09 3.28.16m0 0h128m-128 0h128m0 0v288m0-288v288m0 0s0 0 0 0m0 0s0 0 0 0m0 0c-.1 2.02-.2 4.04-.33 6.54m.33-6.54c-.13 2.52-.26 5.05-.33 6.54m0 0c-.33 2.14-.66 4.29-.97 6.34m.97-6.34c-.32 2.06-.63 4.12-.97 6.34m0 0c-.59 2.28-1.17 4.55-1.58 6.13m1.58-6.13c-.53 2.07-1.07 4.14-1.58 6.13m0 0c-.73 1.99-1.46 3.97-2.16 5.88m2.16-5.88c-.72 1.97-1.44 3.94-2.16 5.88m0 0c-.94 1.97-1.89 3.93-2.69 5.6m2.69-5.6c-.91 1.89-1.82 3.77-2.69 5.6m0 0c-.89 1.46-1.78 2.92-3.21 5.27m3.21-5.27c-.65 1.05-1.29 2.11-3.21 5.27m0 0c-1.13 1.51-2.25 3.01-3.69 4.93m3.69-4.93c-1.29 1.72-2.58 3.44-3.69 4.93m0 0c-1.29 1.42-2.58 2.84-4.13 4.55m4.13-4.55-4.13 4.55m0 0-4.55 4.13m4.55-4.13-4.55 4.13m0 0c-1.2.9-2.41 1.8-4.93 3.69m4.93-3.69-4.93 3.69m0 0c-1.56.95-3.13 1.9-5.27 3.21m5.27-3.21c-1.99 1.21-3.98 2.42-5.27 3.21m0 0c-1.8.86-3.6 1.73-5.6 2.69m5.6-2.69c-1.34.64-2.67 1.28-5.6 2.69m0 0c-2.24.82-4.48 1.65-5.88 2.16m5.88-2.16c-1.38.51-2.77 1.02-5.88 2.16m0 0c-1.46.38-2.93.76-6.13 1.58m6.13-1.58c-1.54.4-3.09.79-6.13 1.58m0 0c-2.12.32-4.24.65-6.34.97m6.34-.97c-2.47.38-4.94.75-6.34.97m0 0c-2.23.11-4.46.22-6.54.33m6.54-.33c-1.97.1-3.93.2-6.54.33m0 0h-256m256 0h-256m0 0s0 0 0 0m0 0s0 0 0 0m0 0c-2.33-.12-4.66-.24-6.54-.33m6.54.33c-1.33-.07-2.65-.13-6.54-.33m0 0c-1.88-.29-3.77-.58-6.34-.97m6.34.97c-2.07-.32-4.14-.63-6.34-.97m0 0c-1.52-.39-3.04-.79-6.13-1.58m6.13 1.58c-2.02-.52-4.04-1.04-6.13-1.58m0 0c-1.6-.59-3.19-1.17-5.88-2.16m5.88 2.16c-1.9-.7-3.8-1.39-5.88-2.16m0 0c-1.41-.68-2.82-1.36-5.6-2.69m5.6 2.69c-1.6-.77-3.2-1.54-5.6-2.69m0 0c-1.4-.86-2.81-1.71-5.27-3.21m5.27 3.21c-2.08-1.27-4.17-2.54-5.27-3.21m0 0c-1.72-1.29-3.43-2.57-4.93-3.69m4.93 3.69c-1.79-1.34-3.57-2.67-4.93-3.69m0 0c-1.18-1.07-2.36-2.15-4.55-4.13m4.55 4.13c-1.64-1.49-3.27-2.97-4.55-4.13m0 0c-1.07-1.19-2.15-2.37-4.13-4.55m4.13 4.55c-1.46-1.61-2.93-3.23-4.13-4.55m0 0-3.69-4.93m3.69 4.93c-.88-1.17-1.76-2.35-3.69-4.93m0 0c-.83-1.37-1.67-2.75-3.21-5.27m3.21 5.27c-1.15-1.89-2.3-3.79-3.21-5.27m0 0c-1.03-2.14-2.05-4.27-2.69-5.6m2.69 5.6c-.68-1.43-1.37-2.85-2.69-5.6m0 0c-.8-2.17-1.59-4.34-2.16-5.88m2.16 5.88c-.82-2.22-1.63-4.44-2.16-5.88m0 0c-.47-1.82-.94-3.64-1.58-6.13m1.58 6.13c-.37-1.44-.74-2.88-1.58-6.13m0 0-.97-6.34m.97 6.34c-.3-1.98-.61-3.97-.97-6.34m0 0c-.13-2.54-.26-5.07-.33-6.54m.33 6.54-.33-6.54m0 0V343m0 112V343m0 0h174.1m-174.1 0h174.1m0 0-39 39m39-39-39 39m0 0s0 0 0 0m0 0s0 0 0 0m0 0c-.65.72-1.3 1.44-1.65 1.83m1.65-1.83c-.34.38-.68.76-1.65 1.83m0 0c-.35.47-.7.95-1.43 1.94m1.43-1.94c-.38.5-.75 1.01-1.43 1.94m0 0c-.32.54-.64 1.08-1.22 2.05m1.22-2.05c-.38.64-.76 1.28-1.22 2.05m0 0c-.2.45-.41.89-.99 2.13m.99-2.13c-.38.82-.76 1.64-.99 2.13m0 0c-.18.53-.36 1.05-.77 2.2m.77-2.2c-.3.88-.61 1.75-.77 2.2m0 0c-.15.61-.3 1.22-.55 2.25m.55-2.25c-.16.68-.33 1.35-.55 2.25m0 0-.33 2.29m.33-2.29c-.13.9-.26 1.79-.33 2.29m0 0-.11 2.3m.11-2.3c-.03.59-.06 1.19-.11 2.3m0 0c.03.54.05 1.08.11 2.3m-.11-2.3c.03.72.07 1.44.11 2.3m0 0c.1.71.21 1.43.33 2.28m-.33-2.28c.1.71.21 1.42.33 2.28m0 0c.22.88.44 1.77.55 2.24m-.55-2.24c.16.66.33 1.32.55 2.24m0 0c.26.72.51 1.45.77 2.19m-.77-2.19c.25.69.49 1.39.77 2.19m0 0c.33.7.65 1.4.99 2.12m-.99-2.12c.37.79.74 1.57.99 2.12m0 0c.38.63.75 1.25 1.22 2.04m-1.22-2.04c.4.67.8 1.35 1.22 2.04m0 0c.38.52.77 1.05 1.43 1.93m-1.43-1.93c.38.52.77 1.05 1.43 1.93m0 0c.46.5.91 1 1.65 1.81m-1.65-1.81c.35.39.7.77 1.65 1.81m0 0c.37.33.75.67 1.83 1.64m-1.83-1.64c.43.39.87.78 1.83 1.64m0 0c.62.45 1.25.91 1.94 1.42m-1.94-1.42c.45.32.9.65 1.94 1.42m0 0c.53.3 1.05.61 2.05 1.2m-2.05-1.2c.43.25.86.5 2.05 1.2m0 0c.78.36 1.56.72 2.13.99m-2.13-.99c.54.25 1.08.5 2.13.99m0 0c.67.23 1.33.46 2.2.76m-2.2-.76c.51.17 1.03.35 2.2.76m0 0c.87.22 1.73.43 2.25.56m-2.25-.56c.79.2 1.57.39 2.25.56m0 0 2.29.33m-2.29-.33c.58.08 1.16.16 2.29.33m0 0c.91.04 1.82.09 2.3.11m-2.3-.11c.89.04 1.79.09 2.3.11m0 0c.48-.02.96-.04 2.3-.1m-2.3.1c.73-.03 1.47-.06 2.3-.1m0 0c.61-.09 1.22-.18 2.28-.33m-2.28.33c.58-.09 1.17-.17 2.28-.33m0 0c.79-.19 1.59-.38 2.24-.54m-2.24.54c.88-.21 1.75-.42 2.24-.54m0 0c.7-.25 1.4-.49 2.19-.77m-2.19.77c.5-.18 1.01-.35 2.19-.77m0 0c.56-.26 1.13-.52 2.12-.98m-2.12.98c.69-.31 1.37-.63 2.12-.98m0 0c.63-.37 1.25-.74 2.04-1.21m-2.04 1.21c.8-.48 1.6-.95 2.04-1.21m0 0c.67-.5 1.34-.99 1.93-1.43m-1.93 1.43c.52-.39 1.05-.78 1.93-1.43m0 0c.43-.39.87-.79 1.81-1.65m-1.81 1.65c.42-.38.83-.76 1.81-1.65m0 0 80-80m-80 80 80-80m0 0s0 0 0 0m0 0s0 0 0 0m0 0c.33-.37.67-.74 1.65-1.83m-1.65 1.83c.63-.7 1.27-1.4 1.65-1.83m0 0c.3-.4.59-.79 1.43-1.94m-1.43 1.94c.42-.57.84-1.13 1.43-1.94m0 0c.4-.68.8-1.35 1.22-2.05m-1.22 2.05c.47-.79.93-1.57 1.22-2.05m0 0c.28-.62.57-1.23.99-2.13m-.99 2.13c.3-.65.6-1.31.99-2.13m0 0c.26-.74.51-1.47.77-2.2m-.77 2.2.77-2.2m0 0 .55-2.25m-.55 2.25c.2-.84.41-1.68.55-2.25m0 0 .33-2.29m-.33 2.29c.11-.75.21-1.49.33-2.29m0 0c.03-.54.05-1.08.11-2.3m-.11 2.3c.04-.91.09-1.81.11-2.3m0 0c-.03-.7-.07-1.41-.11-2.3m.11 2.3c-.04-.75-.07-1.49-.11-2.3m0 0c-.08-.52-.15-1.04-.33-2.28m.33 2.28c-.09-.63-.18-1.26-.33-2.28m0 0-.55-2.24m.55 2.24c-.19-.79-.39-1.58-.55-2.24m0 0-.77-2.19m.77 2.19c-.25-.72-.51-1.44-.77-2.19m0 0c-.23-.5-.46-.99-.99-2.12m.99 2.12c-.39-.83-.78-1.66-.99-2.12m0 0c-.42-.7-.83-1.39-1.22-2.04m1.22 2.04c-.32-.53-.64-1.06-1.22-2.04m0 0c-.47-.64-.95-1.28-1.43-1.93m1.43 1.93c-.47-.63-.94-1.27-1.43-1.93m0 0c-.44-.49-.89-.98-1.65-1.81m1.65 1.81c-.64-.7-1.28-1.4-1.65-1.81m0 0-80-80m80 80-80-80m0 0s0 0 0 0m0 0s0 0 0 0m0 0c-.72-.65-1.44-1.3-1.83-1.65m1.83 1.65c-.68-.62-1.37-1.23-1.83-1.65m0 0c-.51-.38-1.02-.75-1.94-1.43m1.94 1.43c-.58-.43-1.17-.87-1.94-1.43m0 0c-.73-.43-1.45-.86-2.05-1.22m2.05 1.22c-.77-.45-1.53-.9-2.05-1.22m0 0c-.46-.21-.93-.43-2.13-.99m2.13.99-2.13-.99m0 0c-.83-.29-1.65-.57-2.2-.77m2.2.77c-.56-.19-1.12-.39-2.2-.77m0 0c-.65-.16-1.29-.31-2.25-.55m2.25.55c-.57-.14-1.13-.27-2.25-.55m0 0c-.74-.11-1.48-.21-2.29-.33m2.29.33c-.51-.07-1.02-.15-2.29-.33m0 0c-.77-.04-1.54-.07-2.3-.11m2.3.11c-.88-.04-1.76-.08-2.3-.11m0 0c-.49.02-.98.05-2.3.11m2.3-.11c-.88.04-1.77.09-2.3.11m0 0c-.62.09-1.23.18-2.28.33m2.28-.33c-.6.09-1.2.17-2.28.33m0 0c-.45.11-.91.22-2.24.55m2.24-.55c-.79.2-1.58.39-2.24.55m0 0c-.56.2-1.12.4-2.19.77m2.19-.77c-.51.18-1.01.36-2.19.77m0 0c-.85.4-1.7.8-2.12.99m2.12-.99c-.51.24-1.02.48-2.12.99m0 0c-.6.36-1.2.71-2.04 1.22m2.04-1.22c-.46.27-.91.55-2.04 1.22m0 0c-.49.36-.99.73-1.93 1.43m1.93-1.43-1.93 1.43m0 0c-.42.38-.85.77-1.81 1.65m1.81-1.65c-.69.63-1.39 1.27-1.81 1.65m0 0-1.64 1.83m1.64-1.83c-.54.6-1.08 1.21-1.64 1.83m0 0c-.53.73-1.07 1.47-1.42 1.94m1.42-1.94c-.36.5-.73 1-1.42 1.94m0 0c-.35.61-.7 1.21-1.2 2.05m1.2-2.05c-.33.58-.67 1.15-1.2 2.05m0 0c-.26.57-.53 1.15-.99 2.13m.99-2.13c-.39.85-.78 1.69-.99 2.13m0 0c-.24.7-.48 1.4-.76 2.2m.76-2.2c-.17.51-.35 1.01-.76 2.2m0 0c-.17.68-.33 1.35-.56 2.25m.56-2.25c-.2.79-.39 1.57-.56 2.25m0 0c-.09.65-.18 1.29-.33 2.29m.33-2.29c-.06.48-.13.95-.33 2.29m0 0c-.03.71-.07 1.43-.11 2.3m.11-2.3-.11 2.3m0 0c.04.86.08 1.73.1 2.3m-.1-2.3c.03.8.07 1.6.1 2.3m0 0c.13.88.25 1.76.33 2.28m-.33-2.28c.11.73.21 1.47.33 2.28m0 0c.18.74.36 1.49.54 2.24m-.54-2.24c.15.64.31 1.28.54 2.24m0 0c.2.57.4 1.15.77 2.19m-.77-2.19c.21.58.41 1.17.77 2.19m0 0c.23.5.46 1.01.98 2.12m-.98-2.12c.35.76.71 1.53.98 2.12m0 0c.38.64.76 1.29 1.21 2.04m-1.21-2.04 1.21 2.04m0 0c.45.6.89 1.21 1.43 1.93m-1.43-1.93c.3.4.6.81 1.43 1.93m0 0 1.65 1.81m-1.65-1.81c.47.52.94 1.03 1.65 1.81m0 0 39 39m-39-39 39 39m0 0h-174.1m174.1 0h-174.1m0 0V71m0 223.9V71m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0"})),React__namespace.createElement("path",{fill:"none",stroke:"var(--icon-fill-color)",strokeLinecap:"round",strokeWidth:"18",d:"M135 343.068H31m104 0H31m0 0s0 0 0 0m0 0s0 0 0 0m0 0c-.74-.04-1.48-.07-2.46-.12m2.46.12c-.77-.04-1.54-.08-2.46-.12m0 0c-.87-.14-1.75-.27-2.39-.37m2.39.37c-.55-.09-1.1-.17-2.39-.37m0 0c-.87-.22-1.74-.44-2.3-.59m2.3.59c-.62-.15-1.24-.31-2.3-.59m0 0c-.82-.29-1.64-.59-2.21-.8m2.21.8c-.52-.18-1.03-.37-2.21-.8m0 0c-.55-.26-1.09-.52-2.1-1.01m2.1 1.01c-.64-.31-1.28-.61-2.1-1.01m0 0c-.74-.45-1.48-.89-1.98-1.2m1.98 1.2c-.42-.25-.84-.51-1.98-1.2m0 0c-.7-.52-1.41-1.05-1.84-1.38m1.84 1.38c-.37-.28-.75-.56-1.84-1.38m0 0c-.4-.36-.8-.71-1.71-1.54m1.71 1.54c-.35-.31-.7-.63-1.71-1.54m0 0c-.43-.47-.85-.95-1.54-1.71m1.54 1.71c-.61-.68-1.23-1.36-1.54-1.71m0 0c-.29-.38-.58-.76-1.38-1.84m1.38 1.84c-.54-.71-1.08-1.43-1.38-1.84m0 0c-.46-.76-.92-1.52-1.2-1.98m1.2 1.98c-.45-.74-.89-1.47-1.2-1.98m0 0c-.37-.77-.74-1.53-1.01-2.1m1.01 2.1c-.3-.62-.6-1.25-1.01-2.1m0 0c-.2-.54-.39-1.07-.8-2.21m.8 2.21c-.2-.54-.4-1.09-.8-2.21m0 0c-.22-.85-.44-1.71-.59-2.3m.59 2.3c-.12-.46-.24-.92-.59-2.3m0 0c-.11-.72-.22-1.43-.37-2.39m.37 2.39c-.08-.48-.15-.96-.37-2.39m0 0c-.03-.74-.07-1.48-.12-2.46m.12 2.46c-.04-.79-.08-1.59-.12-2.46m0 0c.04-.74.07-1.49.12-2.46m-.12 2.46.12-2.46m0 0c.08-.53.16-1.07.37-2.39m-.37 2.39c.09-.56.17-1.12.37-2.39m0 0c.17-.69.35-1.38.59-2.3m-.59 2.3c.15-.61.31-1.23.59-2.3m0 0c.17-.48.34-.96.8-2.21m-.8 2.21c.2-.55.4-1.1.8-2.21m0 0c.25-.52.49-1.03 1.01-2.1m-1.01 2.1c.36-.76.73-1.52 1.01-2.1m0 0c.43-.72.87-1.44 1.2-1.98m-1.2 1.98c.27-.45.55-.91 1.2-1.98m0 0c.54-.73 1.09-1.47 1.38-1.84m-1.38 1.84c.4-.54.81-1.09 1.38-1.84m0 0c.53-.59 1.07-1.18 1.54-1.71m-1.54 1.71c.59-.66 1.19-1.32 1.54-1.71m0 0c.54-.49 1.08-.97 1.71-1.54m-1.71 1.54c.48-.43.95-.86 1.71-1.54m0 0c.46-.35.92-.7 1.84-1.38m-1.84 1.38c.5-.38 1.01-.76 1.84-1.38m0 0c.52-.32 1.04-.63 1.98-1.2m-1.98 1.2c.72-.44 1.44-.88 1.98-1.2m0 0 2.1-1.01m-2.1 1.01c.84-.4 1.67-.81 2.1-1.01m0 0c.45-.17.91-.33 2.21-.8m-2.21.8c.56-.21 1.12-.41 2.21-.8m0 0c.89-.23 1.79-.46 2.3-.59m-2.3.59c.48-.13.95-.25 2.3-.59m0 0c.51-.08 1.02-.16 2.39-.37m-2.39.37 2.39-.37m0 0c.52-.02 1.03-.05 2.46-.12m-2.46.12c.74-.03 1.48-.07 2.46-.12m0 0 103.34-.27m-103.34.27c30.04-.08 60.08-.16 103.34-.27"}),React__namespace.createElement("g",{fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{fill:"var(--input-bg-color)",strokeWidth:"0",d:"M517.462 135h-128V7l128 128"}),React__namespace.createElement("path",{fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"18",d:"M517.462 135h-128m128 0h-128m0 0V7m0 128V7m0 0 128 128m-128-128 128 128m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0"}))),obsidian:React__namespace.createElement("svg",{focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 512 512"},React__namespace.createElement("defs",null,React__namespace.createElement("radialGradient",{id:"b",cx:"0",cy:"0",r:"1",gradientUnits:"userSpaceOnUse",gradientTransform:"matrix(-48 -185 123 -32 179 429.7)"},React__namespace.createElement("stop",{stopColor:"#fff",stopOpacity:".4"}),React__namespace.createElement("stop",{offset:"1",stopOpacity:".1"})),React__namespace.createElement("radialGradient",{id:"c",cx:"0",cy:"0",r:"1",gradientUnits:"userSpaceOnUse",gradientTransform:"matrix(41 -310 229 30 341.6 351.3)"},React__namespace.createElement("stop",{stopColor:"#fff",stopOpacity:".6"}),React__namespace.createElement("stop",{offset:"1",stopColor:"#fff",stopOpacity:".1"})),React__namespace.createElement("radialGradient",{id:"d",cx:"0",cy:"0",r:"1",gradientUnits:"userSpaceOnUse",gradientTransform:"matrix(57 -261 178 39 190.5 296.3)"},React__namespace.createElement("stop",{stopColor:"#fff",stopOpacity:".8"}),React__namespace.createElement("stop",{offset:"1",stopColor:"#fff",stopOpacity:".4"})),React__namespace.createElement("radialGradient",{id:"e",cx:"0",cy:"0",r:"1",gradientUnits:"userSpaceOnUse",gradientTransform:"matrix(-79 -133 153 -90 321.4 464.2)"},React__namespace.createElement("stop",{stopColor:"#fff",stopOpacity:".3"}),React__namespace.createElement("stop",{offset:"1",stopOpacity:".3"})),React__namespace.createElement("radialGradient",{id:"f",cx:"0",cy:"0",r:"1",gradientUnits:"userSpaceOnUse",gradientTransform:"matrix(-29 136 -92 -20 300.7 149.9)"},React__namespace.createElement("stop",{stopColor:"#fff",stopOpacity:"0"}),React__namespace.createElement("stop",{offset:"1",stopColor:"#fff",stopOpacity:".2"})),React__namespace.createElement("radialGradient",{id:"g",cx:"0",cy:"0",r:"1",gradientUnits:"userSpaceOnUse",gradientTransform:"matrix(72 73 -155 153 137.8 225.2)"},React__namespace.createElement("stop",{stopColor:"#fff",stopOpacity:".2"}),React__namespace.createElement("stop",{offset:"1",stopColor:"#fff",stopOpacity:".4"})),React__namespace.createElement("radialGradient",{id:"h",cx:"0",cy:"0",r:"1",gradientUnits:"userSpaceOnUse",gradientTransform:"matrix(20 118 -251 43 215.1 273.7)"},React__namespace.createElement("stop",{stopColor:"#fff",stopOpacity:".1"}),React__namespace.createElement("stop",{offset:"1",stopColor:"#fff",stopOpacity:".3"})),React__namespace.createElement("radialGradient",{id:"i",cx:"0",cy:"0",r:"1",gradientUnits:"userSpaceOnUse",gradientTransform:"matrix(-162 -85 268 -510 374.4 371.7)"},React__namespace.createElement("stop",{stopColor:"#fff",stopOpacity:".2"}),React__namespace.createElement("stop",{offset:".5",stopColor:"#fff",stopOpacity:".2"}),React__namespace.createElement("stop",{offset:"1",stopColor:"#fff",stopOpacity:".3"})),React__namespace.createElement("filter",{id:"a",x:"80.1",y:"37",width:"351.1",height:"443.2",filterUnits:"userSpaceOnUse",colorInterpolationFilters:"sRGB"},React__namespace.createElement("feFlood",{floodOpacity:"0",result:"BackgroundImageFix"}),React__namespace.createElement("feBlend",{in:"SourceGraphic",in2:"BackgroundImageFix",result:"shape"}),React__namespace.createElement("feGaussianBlur",{stdDeviation:"6.5",result:"effect1_foregroundBlur_744_9191"}))),React__namespace.createElement("g",{filter:"url(#a)"},React__namespace.createElement("path",{d:"M359.2 437.5c-2.6 19-21.3 33.9-40 28.7-26.5-7.2-57.2-18.6-84.8-20.7l-42.4-3.2a28 28 0 0 1-18-8.3l-73-74.8a27.7 27.7 0 0 1-5.4-30.7s45-98.6 46.8-103.7c1.6-5.1 7.8-49.9 11.4-73.9a28 28 0 0 1 9-16.5L249 57.2a28 28 0 0 1 40.6 3.4l72.6 91.6a29.5 29.5 0 0 1 6.2 18.3c0 17.3 1.5 53 11.2 76a301.3 301.3 0 0 0 35.6 58.2 14 14 0 0 1 1 15.6c-6.3 10.7-18.9 31.3-36.6 57.6a142.2 142.2 0 0 0-20.5 59.6Z",fill:"#000",fillOpacity:".3"})),React__namespace.createElement("path",{id:"arrow",d:"M359.9 434.3c-2.6 19.1-21.3 34-40 28.9-26.4-7.3-57-18.7-84.7-20.8l-42.3-3.2a27.9 27.9 0 0 1-18-8.4l-73-75a27.9 27.9 0 0 1-5.4-31s45.1-99 46.8-104.2c1.7-5.1 7.8-50 11.4-74.2a28 28 0 0 1 9-16.6l86.2-77.5a28 28 0 0 1 40.6 3.5l72.5 92a29.7 29.7 0 0 1 6.2 18.3c0 17.4 1.5 53.2 11.1 76.3a303 303 0 0 0 35.6 58.5 14 14 0 0 1 1.1 15.7c-6.4 10.8-18.9 31.4-36.7 57.9a143.3 143.3 0 0 0-20.4 59.8Z",fill:"#6c31e3"}),React__namespace.createElement("path",{d:"M182.7 436.4c33.9-68.7 33-118 18.5-153-13.2-32.4-37.9-52.8-57.3-65.5-.4 1.9-1 3.7-1.8 5.4L96.5 324.8a27.9 27.9 0 0 0 5.5 31l72.9 75c2.3 2.3 5 4.2 7.8 5.6Z",fill:"url(#b)"}),React__namespace.createElement("path",{d:"M274.9 297c9.1.9 18 2.9 26.8 6.1 27.8 10.4 53.1 33.8 74 78.9 1.5-2.6 3-5.1 4.6-7.5a1222 1222 0 0 0 36.7-57.9 14 14 0 0 0-1-15.7 303 303 0 0 1-35.7-58.5c-9.6-23-11-58.9-11.1-76.3 0-6.6-2.1-13.1-6.2-18.3l-72.5-92-1.2-1.5c5.3 17.5 5 31.5 1.7 44.2-3 11.8-8.6 22.5-14.5 33.8-2 3.8-4 7.7-5.9 11.7a140 140 0 0 0-15.8 58c-1 24.2 3.9 54.5 20 95Z",fill:"url(#c)"}),React__namespace.createElement("path",{d:"M274.8 297c-16.1-40.5-21-70.8-20-95 1-24 8-42 15.8-58l6-11.7c5.8-11.3 11.3-22 14.4-33.8a78.5 78.5 0 0 0-1.7-44.2 28 28 0 0 0-39.4-2l-86.2 77.5a28 28 0 0 0-9 16.6L144.2 216c0 .7-.2 1.3-.3 2 19.4 12.6 44 33 57.3 65.3 2.6 6.4 4.8 13.1 6.4 20.4a200 200 0 0 1 67.2-6.8Z",fill:"url(#d)"}),React__namespace.createElement("path",{d:"M320 463.2c18.6 5.1 37.3-9.8 39.9-29a153 153 0 0 1 15.9-52.2c-21-45.1-46.3-68.5-74-78.9-29.5-11-61.6-7.3-94.2.6 7.3 33.1 3 76.4-24.8 132.7 3.1 1.6 6.6 2.5 10.1 2.8l43.9 3.3c23.8 1.7 59.3 14 83.2 20.7Z",fill:"url(#e)"}),React__namespace.createElement("path",{fillRule:"evenodd",clipRule:"evenodd",d:"M255 200.5c-1.1 24 1.9 51.4 18 91.8l-5-.5c-14.5-42.1-17.7-63.7-16.6-88 1-24.3 8.9-43 16.7-59 2-4 6.6-11.5 8.6-15.3 5.8-11.3 9.7-17.2 13-27.5 4.8-14.4 3.8-21.2 3.2-28 3.7 24.5-10.4 45.8-21 67.5a145 145 0 0 0-17 59Z",fill:"url(#f)"}),React__namespace.createElement("path",{fillRule:"evenodd",clipRule:"evenodd",d:"M206 285.1c2 4.4 3.7 8 4.9 13.5l-4.3 1c-1.7-6.4-3-11-5.5-16.5-14.6-34.3-38-52-57-65 23 12.4 46.7 31.9 61.9 67Z",fill:"url(#g)"}),React__namespace.createElement("path",{fillRule:"evenodd",clipRule:"evenodd",d:"M211.1 303c8 37.5-1 85.2-27.5 131.6 22.2-46 33-90.1 24-131l3.5-.7Z",fill:"url(#h)"}),React__namespace.createElement("path",{fillRule:"evenodd",clipRule:"evenodd",d:"M302.7 299.5c43.5 16.3 60.3 52 72.8 81.9-15.5-31.2-37-65.7-74.4-78.5-28.4-9.8-52.4-8.6-93.5.7l-.9-4c43.6-10 66.4-11.2 96 0Z",fill:"url(#i)"})),"add-file":React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M14.5 2H6a2 2 0 0 0-2 2v16a2 2 0 0 0 2 2h12a2 2 0 0 0 2-2V7.5L14.5 2z"}),React__namespace.createElement("polyline",{points:"14 2 14 8 20 8"}),React__namespace.createElement("line",{x1:"12",x2:"12",y1:"18",y2:"12"}),React__namespace.createElement("line",{x1:"9",x2:"15",y1:"15",y2:"15"})),ExcalidrawSword:React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 537.9 1150.7"},React__namespace.createElement("g",{fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{fill:"#FFF6F0",d:"m281 988 113-124-77-569H213l-37 574 106 120-4 2"}),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeWidth:"4",d:"M279 989c37-42 82-84 116-122M279 990c33-33 59-66 113-123m0-1c-22-191-51-385-78-570m78 570c-31-196-58-391-78-570m-4-1c-30-1-56 1-97-1m102 3c-41 1-81 0-106-3m1 3c-11 185-20 369-30 574m30-574c-7 165-16 330-32 575m2-3c38 47 73 81 97 121m-98-116c39 41 76 86 100 114m0 1s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0"})),React__namespace.createElement("path",{fill:"none",stroke:"#af7e00",strokeLinecap:"round",strokeWidth:"4",d:"M279 614v264m-3-259c2 43 8 211 8 254"}),React__namespace.createElement("g",{fill:"none",fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{stroke:"#646261",strokeWidth:".5",d:"M209 300c2-1 6-5 9-3m-8 3 7-5m-4 7c-1-1 2-6 5-8m-6 9 5-9m-9 16c3-3 6-11 12-18m-11 14c5-2 10-7 12-10m-13 17c5-7 9-15 15-21m-13 18c4-7 8-10 13-15m-15 17c7-2 14-11 18-20m-19 20c7-3 7-8 21-15m-18 17c6-8 11-15 13-15m-12 17c6-7 11-16 14-23m-19 24 28-22m-25 25 25-25m-24 25c7-7 13-14 23-28m-21 30 18-27m-20 29c4-9 17-13 25-30m-28 30c10-4 17-12 31-30m-28 34c11-9 20-20 26-34m-26 34c10-11 15-20 30-32m-32 40c5-12 16-20 31-40m-31 36c9-10 20-20 34-38m-34 38c11-12 23-22 35-37m-33 39c10-12 24-25 33-40m-34 44c10-12 19-25 42-43m-43 46 41-44m-36 42c9-13 31-32 32-44m-35 46c12-11 22-23 38-45m-43 48c13-14 27-20 47-52m-44 52c16-14 33-35 47-50m-43 51c8-12 25-25 38-50m-40 54 43-56m-43 56c9-9 25-28 46-58m-51 61c13-15 30-30 56-57m-51 58c17-20 35-40 46-57m-47 61c14-16 25-32 48-61m-48 63c15-18 27-27 57-63m-62 64c18-20 33-37 59-63m-51 61c13-19 34-37 48-65m-53 70c16-19 31-34 58-68m-61 69c30-25 48-55 63-67m-63 66c20-17 38-40 66-65m-58 67c23-23 42-48 53-67m-55 71c18-27 42-50 59-74m-60 78c12-21 33-35 64-75m-66 74c20-26 46-53 67-77m-63 80c24-27 43-54 66-77m-70 75c30-31 55-63 68-76m-74 80c15-17 32-32 78-85m-75 86c23-25 48-49 74-83m-66 88c18-21 36-50 66-90m-69 88c21-29 43-55 70-87m-77 93c36-34 59-66 80-93m-79 89c27-25 49-54 81-88m-73 89c23-32 48-61 71-89m-76 94 79-96m-77 96c27-32 58-65 84-90m-89 92c34-38 69-78 86-94m-81 98 84-96m-86 97c32-42 66-82 83-100m-82 100c29-39 62-74 87-98m-92 98c27-24 50-52 93-100m-86 105c34-44 72-83 86-106m-87 105c34-36 63-73 88-104m-91 105c26-24 50-47 94-104m-94 106c27-31 57-67 95-107m-96 109c38-39 71-78 99-112m-97 113 96-110M200 414c35-34 57-67 102-115m-98 110c38-42 77-83 102-112m-96 116c17-27 44-59 96-117m-99 116c23-25 45-55 99-117M205 415c35-45 77-87 110-122M203 418c43-43 81-91 108-122M208 420c44-45 84-97 100-128M205 419l108-123M201 421c40-44 83-86 114-127M203 425c33-41 70-82 111-127M205 425c24-29 50-53 107-131M206 428c38-41 72-83 108-132M205 430l109-132M204 429c30-38 65-73 112-125M204 435c31-35 63-72 111-130M205 433c40-46 76-96 112-132M205 441c20-34 43-60 112-135M200 439c33-34 59-66 116-133M202 436c29-30 56-63 114-129M206 440c27-36 57-70 111-133M201 442c26-31 58-61 120-127M202 445c20-30 46-54 117-131M201 450c41-51 79-93 113-138M204 444c34-40 71-82 113-133M203 450c33-42 68-79 115-135M200 451l120-132M204 449c33-26 65-68 113-132M205 451l115-133M200 458l117-138M201 458l119-135M202 459c35-38 69-74 119-139M205 460c31-42 65-82 113-135M199 467c29-29 52-60 119-135M201 462c32-40 70-80 118-135M203 462c47-52 93-98 116-135M205 466c39-47 76-90 113-139M196 472c35-33 62-58 123-137M199 470c31-36 63-68 120-136M205 469c26-33 56-67 114-132M204 473c42-44 80-91 115-137M197 477c45-52 96-107 121-137M199 477c31-42 67-79 122-137M199 481c44-51 78-97 120-145M200 479c39-46 78-94 123-140M196 485c37-47 76-83 124-144M201 483c31-32 59-68 120-138M204 486c41-56 89-104 115-145M204 485l118-142M196 487c35-29 63-70 124-136M201 491c35-48 73-91 123-143M201 494c36-40 66-71 121-147M204 493c26-38 55-69 120-143M196 498c37-47 79-94 125-147M200 495c38-39 76-82 123-139M200 496c48-48 89-100 127-139M200 499c28-32 55-62 125-146M199 500c26-32 62-68 125-137M198 502c42-47 81-95 125-143M204 506c32-42 60-73 122-145M203 504c37-42 75-90 121-142M202 512c37-51 83-95 121-150M197 507c49-52 92-102 127-140M203 515c45-54 89-106 119-153M203 512c37-45 78-93 121-148M196 518c47-61 104-120 127-145M197 514c32-36 67-72 131-145M198 515c38-40 71-78 127-145M198 518c46-52 89-105 127-149M193 521c47-53 96-111 133-149M199 522c42-47 86-94 127-147M203 523c33-45 71-89 124-149M201 524c44-52 88-104 124-149M199 532c38-55 81-97 127-154M199 527c49-60 104-115 127-148M201 533c28-43 61-84 126-150M199 529c50-53 95-113 128-147M199 533c31-34 63-69 132-148M197 533c43-46 86-97 132-145M195 541l135-157M200 536c42-53 86-105 127-148M198 543c33-41 65-79 128-152M196 540c38-46 75-89 131-150M199 542c40-48 85-93 128-148M198 544c28-36 57-69 130-153M194 549c56-57 105-117 137-150M197 546c37-46 79-89 132-148M197 550c39-44 81-94 131-155M201 552c38-51 80-99 130-155M197 554c30-39 62-72 134-153M195 553c37-40 73-79 136-152M199 555c50-61 102-120 131-150M199 558c43-53 84-102 131-155M196 563c34-40 68-82 132-153M193 561c52-54 99-110 139-154M198 564c29-31 56-66 136-157M198 565c39-45 77-86 131-156M192 566c36-40 73-82 143-153M195 568c28-35 57-71 135-154M195 569c53-55 107-115 138-154M198 569l133-157M196 576c32-34 58-75 133-159M193 572c26-33 57-64 141-154M195 579c54-57 103-117 134-158M198 575c36-40 70-82 133-157M190 579c64-65 117-122 141-155M195 582c39-47 82-94 138-158M196 581c28-38 64-72 138-154M198 583l134-159M191 588c52-61 101-114 145-158M194 588c51-64 102-124 141-160M195 586c41-45 85-97 138-154M197 590c41-47 82-95 135-162M195 594c30-42 63-76 139-162M193 594c32-34 59-68 140-161M195 596c42-50 76-93 141-163M197 594c32-37 65-72 136-160M192 603l142-162M192 598c30-31 59-64 144-157M197 604c43-59 95-112 138-164M195 603c54-64 106-127 139-164M194 605l144-163M192 608c39-42 79-87 146-164M199 612c31-46 66-86 139-170M197 608c38-47 79-93 141-163M190 611c62-65 121-129 149-163M193 614c55-69 111-132 144-164M197 615c33-31 64-68 136-162M196 615c49-57 101-120 141-165M195 620c52-65 115-133 142-162M190 621c35-37 66-73 147-167M195 625c35-47 75-89 141-169M194 621c47-50 89-100 143-166M189 623c58-58 112-122 149-163M192 624l147-165M196 631c36-45 73-91 143-173M195 629c33-46 70-89 142-168M193 633c57-61 112-124 146-170M190 631c55-60 109-121 148-167M192 633c34-34 67-76 149-166M193 633c44-46 82-94 147-167M194 638c30-35 61-66 144-168M191 638c55-63 113-125 148-169M193 643c50-63 108-130 148-172M194 643c38-48 76-95 145-173M193 646c55-67 111-135 151-170M189 646c35-43 71-82 152-170M196 649c46-56 91-113 141-171M193 648c36-41 71-86 147-172M193 651c47-56 96-116 146-171M191 654c60-70 123-141 150-174M196 656c40-56 85-105 143-172M194 653c34-42 71-88 146-171M186 659c44-45 78-87 153-171M188 659c54-62 108-119 153-173M195 661c32-40 64-83 147-173M193 661c37-39 70-81 147-176M192 663c59-67 124-133 151-173M190 666c41-50 83-99 152-174M193 666c61-63 115-131 149-173M193 666c59-70 120-136 150-173M189 672c34-38 62-73 157-177M189 673l155-176M190 676c45-55 91-112 157-177M192 674l150-176M188 675c38-33 71-73 156-172M188 678c55-63 108-120 155-176M191 679c51-56 107-118 151-174M191 680c50-56 102-118 152-179M186 682c45-48 92-97 158-173M189 684c34-35 64-74 155-176M187 690c51-51 87-102 161-185M191 687c48-60 95-114 154-180M185 688c32-34 68-69 157-178M188 692l158-181M190 692c43-47 83-101 152-178M191 696l154-184M188 700c47-56 93-114 161-185M188 698c63-70 128-142 158-181M189 700c40-49 79-94 154-179M190 700c45-47 85-98 157-183M188 703c35-35 67-72 157-181M186 703c44-53 91-106 161-180M192 708c61-69 116-137 155-186M188 708c51-54 96-108 158-184M186 709l161-179M185 710c52-54 101-111 163-182M189 712c54-64 111-131 161-185M191 713l158-183M187 720c43-50 83-97 160-183M187 718l161-184M191 719c49-54 99-112 156-184M189 719c56-63 114-131 159-186M183 723c52-52 97-102 169-186M184 725c49-54 96-104 165-187M186 729c62-67 115-138 160-191M189 728c46-57 95-113 160-189M185 728c57-64 116-127 163-183M185 732c33-43 69-80 165-188M187 730c33-38 75-85 159-188M190 732c48-53 96-112 158-188M184 736c57-52 102-110 169-187M186 737c34-43 72-87 163-187M191 742l157-194M189 740c34-44 67-82 162-189M187 746c51-73 111-134 163-188M185 744c62-77 129-150 166-189M187 744c42-47 87-98 162-188M189 747c58-66 115-134 160-191M186 748c61-74 127-141 163-185M186 748c44-47 92-98 166-190M188 750c38-47 79-98 166-193M188 754c48-58 97-118 164-194M185 756c44-55 90-105 168-189M184 755l167-189M187 759c59-63 114-134 166-193M187 758l164-194M186 762c59-64 119-133 169-193M185 761c54-65 111-127 170-191M186 762c40-41 77-85 168-195M187 766c63-71 127-143 165-197M181 767c57-65 116-128 176-192M183 770l171-192M185 773c70-78 131-153 169-195M186 773c41-53 82-101 169-196M182 778l176-200M181 775l174-193M185 777c66-76 126-148 168-198M185 778c41-50 86-101 171-195M180 785c66-74 131-151 177-198M184 783c46-55 96-110 172-195M184 784c59-61 114-126 174-196M185 784c62-68 122-136 171-197M185 789c43-49 90-97 174-200M182 788l174-197M187 792c39-50 80-100 168-198M184 793l172-202M180 797c41-49 86-98 174-203M183 794c38-45 77-91 173-198M184 801c48-61 103-123 171-205M184 798c44-45 85-94 173-202M179 805c45-53 87-102 179-200M182 802c48-56 94-111 176-198M186 805c55-71 115-146 170-200M184 803l174-202M183 807c55-64 111-130 178-200M180 809c64-76 132-150 179-200M185 810c35-47 74-91 171-200M183 811l174-202M180 812c43-41 87-91 177-201M180 816c41-52 83-100 178-205M187 820c35-49 74-96 175-206M184 818c63-77 133-157 176-205M182 818c43-57 95-109 178-201M180 821c41-48 84-94 180-203M182 822c44-46 83-91 175-205M182 824c54-56 105-115 179-206M181 831c44-54 90-101 181-206M178 828c41-48 83-96 183-204M180 828c74-77 141-155 182-205M184 830c60-68 118-135 178-206M180 835c56-66 117-132 183-207M180 834c66-73 127-143 180-204M183 839c41-51 86-99 181-208M183 838c50-61 103-121 178-208M178 843c63-70 120-139 184-207M179 841l184-209M184 845c71-85 135-166 177-214M182 842c73-79 141-162 179-207M181 849c46-58 95-112 179-211M180 849l182-208M181 849c69-77 140-159 179-208M183 848c63-73 131-150 179-210M181 857c46-64 96-123 182-213M177 854c73-84 146-165 185-211M181 859c59-75 121-141 182-213M182 856c74-85 144-170 183-212M176 858c70-78 139-156 188-208M179 862c70-80 137-157 184-213M182 861c35-38 72-84 181-214M180 864c63-77 127-153 184-215M176 865c62-70 125-142 190-208M179 867l186-211M179 871c67-76 129-151 187-215M180 871c67-77 134-156 184-216M178 871c47-55 95-110 190-214M180 872c57-67 115-135 187-211M184 875c40-44 78-91 179-212M183 874l183-213M183 877c62-72 126-144 182-214M181 875l184-209M187 874c69-76 133-157 179-212M186 876c55-69 112-134 181-211M186 874c60-70 126-136 182-205M185 877c41-45 76-88 183-207M190 883l174-212M189 881c52-62 108-128 176-212M185 878c54-62 113-129 183-201M188 880c55-67 112-131 178-205M192 883c56-70 124-145 176-205M191 882c51-58 97-115 176-208M187 886c50-56 93-108 183-203M189 882l181-201M190 885c66-65 126-134 181-201M192 885c58-68 113-135 176-202M190 884c52-51 101-104 179-200M192 886c47-49 90-101 177-200M193 891c71-79 138-160 176-206M196 890l173-203M198 889c36-44 76-92 170-199M195 889c47-50 90-100 174-196M197 893c55-66 106-121 170-202M199 893c59-66 118-135 171-202M201 895c47-56 90-106 167-201M197 891c46-49 90-98 174-194M203 895c34-38 72-85 170-197M201 895l171-197M203 896c50-55 98-112 167-194M201 895c40-47 85-94 170-192M205 899c57-72 118-149 165-194M203 899c63-69 121-141 167-195M204 899c49-58 104-118 169-193M203 898c45-53 93-104 170-192M203 900c61-63 121-138 169-190M207 900c37-38 72-80 165-193M207 901c45-45 84-94 163-186M206 901c41-50 88-101 168-189M209 904c45-56 88-105 162-190M210 906c37-41 72-81 163-194M210 904c33-39 72-81 162-186M209 905c32-44 72-85 165-188M215 909c51-65 107-131 160-193M213 906c35-38 69-79 160-189M213 906c57-71 123-141 162-184M210 908c36-38 73-79 163-183M216 908c53-64 112-124 158-182M215 910c52-62 106-122 159-186M214 910c41-47 79-94 163-185M213 911l163-182M218 914c45-59 97-119 155-183M218 912l157-184M219 911c39-47 81-94 154-179M217 913l158-180M220 915c50-52 92-109 156-181M219 917c48-60 94-115 158-183M222 920c32-35 64-77 156-179M219 918l159-180M219 920c32-34 66-71 158-179M220 920c61-69 123-143 156-181M222 918l156-174M223 920l155-175M228 922c42-49 80-104 146-174M223 922c64-72 124-144 153-177M224 926c53-60 100-123 156-178M223 925l155-176M227 929c48-61 97-116 152-181M227 926c34-39 66-79 152-176M226 927c48-49 89-95 151-172M226 926c52-55 104-109 152-169M228 927l151-174M231 930c30-41 58-74 149-175M231 930c35-42 71-83 148-171M230 929c50-51 92-102 150-169M230 933c55-65 113-138 151-174M231 934c33-37 63-75 148-176M235 933c37-38 74-81 142-164M232 932l147-166M234 936c26-34 58-76 149-171M235 935c49-59 102-121 146-168M234 932c57-65 111-125 147-163M235 934c44-51 90-103 146-164M240 936c51-58 98-115 142-168M237 937c32-34 64-71 144-166M241 936c42-48 85-100 139-159M238 940c48-52 92-102 143-163M240 943c32-39 62-72 142-165M241 942c38-48 76-92 141-167M244 941c54-57 102-118 137-163M242 941c49-60 100-118 139-159M246 943l139-159M242 943c33-40 68-84 139-162M239 944c45-46 81-88 147-160M244 946l138-161M247 948c52-55 100-111 133-162M244 947c55-57 106-120 140-161M243 944c37-32 65-72 142-154M246 946l138-155M247 952c35-44 68-86 133-157M249 952c49-58 90-109 136-159M250 952l131-151M246 950l137-154M249 954c53-55 99-110 132-158M250 952c39-44 77-87 133-154M250 956c30-31 53-60 132-155M250 955c45-57 94-111 134-150M252 960c34-46 66-87 135-154M253 958l131-154M254 953c34-35 75-72 135-142M254 957c27-35 58-67 132-148M260 960c39-57 82-105 124-150M255 958c32-35 61-68 130-149M257 963l129-147M256 962c41-45 86-97 128-150M262 964c27-42 61-78 127-152M260 964l124-151M258 963c47-49 92-99 130-145M259 964l127-147M259 962c30-29 59-66 126-140M260 965c28-34 55-67 128-147M258 966c53-57 99-107 133-139M260 965c29-30 59-66 127-143M262 968c47-52 100-112 126-146M265 967c34-35 64-73 123-141M265 967c24-33 58-66 120-138M263 970c42-45 83-92 124-141M270 974c43-58 90-108 118-142M269 971c37-40 71-84 119-143M268 975c23-31 54-64 122-139M267 971l124-136M269 978c47-55 97-108 122-141M271 975c40-50 83-98 120-142M272 976c46-50 90-107 119-137M267 977c32-33 59-69 122-136M270 977c34-43 69-80 122-135M273 977c30-34 58-71 117-136M275 981c34-41 61-79 115-139M271 978c46-49 91-103 119-131M275 984c47-47 86-101 119-142M275 981l115-136M277 982c24-29 57-62 112-128M273 980c43-45 83-91 119-131M277 983c39-39 76-81 114-130M276 984c36-42 74-85 113-134M275 988c48-55 94-108 120-131M277 985c27-36 59-67 114-130M282 990c29-31 51-64 112-135M281 985l112-128M276 985c46-51 93-91 113-122M278 989c44-50 89-99 116-127M282 989c46-48 79-90 111-132M284 991c36-47 75-96 108-131"}),React__namespace.createElement("path",{stroke:"#000",d:"M283 989c39-52 86-95 106-127M282 989c38-44 73-85 112-126m-2 1c-27-190-56-380-78-570m79 570c-33-223-64-446-78-568m-1 2c-40 1-79 1-101-6m100 5H210m2-4c-15 208-26 416-31 578m31-576c-14 162-22 325-32 575m0 1c25 33 57 69 96 113m-96-114c29 41 62 76 98 117m2 1s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0"})),React__namespace.createElement("g",{fillOpacity:".8",fillRule:"evenodd",strokeLinecap:"round",strokeOpacity:".8"},React__namespace.createElement("path",{fill:"#dbc9f3",d:"m325 490-71-1-133 118-5 3-4 4-3 5-3 5-19 127 20 15 19 15 16 16 14 17 12 18 9 18 8 20 6 20 15-4 15-3 13-2 13-2 12-1 11-1 15 1 5 1-4-11-5-20-5-20-3-19-2-20-1-19v-19l2-19 2-18 3-19 4-18 6-18 6-19 6-18 8-18 4-9 9-18 4-8 2-8 3-10 1-10v-12l-5-39"}),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeWidth:"4",d:"M325 490s0 0 0 0m0 0s0 0 0 0m0 0-71-1m71 1-71-1m0 0L121 607m133-118L121 607m0 0s0 0 0 0m0 0s0 0 0 0m0 0-5 3m5-3-5 3m0 0-4 4m4-4-4 4m0 0-3 5m3-5-3 5m0 0-3 5m3-5-3 5m0 0L87 751m19-127L87 751m0 0s0 0 0 0m0 0s0 0 0 0m0 0 20 15m-20-15 20 15m0 0 19 15m-19-15 19 15m0 0 16 16m-16-16 16 16m0 0 14 17m-14-17 14 17m0 0 12 18m-12-18 12 18m0 0 9 18m-9-18 9 18m0 0 8 20m-8-20 8 20m0 0 6 20m-6-20 6 20m0 0 15-4m-15 4 15-4m0 0 15-3m-15 3 15-3m0 0 13-2m-13 2 13-2m0 0 13-2m-13 2 13-2m0 0 12-1m-12 1 12-1m0 0 11-1m-11 1 11-1m0 0 15 1m-15-1 15 1m0 0 5 1m-5-1 5 1m0 0-4-11m4 11-4-11m0 0-5-20m5 20-5-20m0 0-5-20m5 20-5-20m0 0-3-19m3 19-3-19m0 0-2-20m2 20-2-20m0 0-1-19m1 19-1-19m0 0v-19m0 19v-19m0 0 2-19m-2 19 2-19m0 0 2-18m-2 18 2-18m0 0 3-19m-3 19 3-19m0 0 4-18m-4 18 4-18m0 0 6-18m-6 18 6-18m0 0 6-19m-6 19 6-19m0 0 6-18m-6 18 6-18m0 0 8-18m-8 18 8-18m0 0 4-9m-4 9 4-9m0 0 9-18m-9 18 9-18m0 0 4-8m-4 8 4-8m0 0 2-8m-2 8 2-8m0 0 3-10m-3 10 3-10m0 0 1-10m-1 10 1-10m0 0v-12m0 12v-12m0 0-5-39m5 39-5-39m0 0s0 0 0 0m0 0s0 0 0 0"})),React__namespace.createElement("g",{fillOpacity:".8",fillRule:"evenodd",strokeLinecap:"round",strokeOpacity:".8"},React__namespace.createElement("path",{fill:"#a887e8",d:"m439 634 10 20 4 24 2 26 3 25 5 25 8 25 9 24 12 24 13 24 8 11 9 12 7 10 2 6 2 6v5l-2 5-2 5-5 8-61 99-8-17-8-16-9-14-9-14-9-12-10-11-10-10-11-10-11-8-11-7-12-6-12-5-13-4-13-3-14-2-6-1h-7l-7-20-5-20-4-20-3-19-1-19-1-19 1-28 2-19 3-18 4-18 5-19 6-18 7-18 8-18 9-19 7-14 7-20 2-21-5-41 114 144"}),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeWidth:"4",d:"M439 634s0 0 0 0m0 0s0 0 0 0m0 0 10 20m-10-20 10 20m0 0 4 24m-4-24 4 24m0 0 2 26m-2-26 2 26m0 0 3 25m-3-25 3 25m0 0 5 25m-5-25 5 25m0 0 8 25m-8-25 8 25m0 0 9 24m-9-24 9 24m0 0 12 24m-12-24 12 24m0 0 13 24m-13-24 13 24m0 0 8 11m-8-11 8 11m0 0 9 12m-9-12 9 12m0 0 7 10m-7-10 7 10m0 0 2 6m-2-6 2 6m0 0 2 6m-2-6 2 6m0 0v5m0-5v5m0 0-2 5m2-5-2 5m0 0-2 5m2-5-2 5m0 0-5 8m5-8-5 8m0 0-61 99m61-99-61 99m0 0s0 0 0 0m0 0s0 0 0 0m0 0-8-17m8 17-8-17m0 0-8-16m8 16-8-16m0 0-9-14m9 14-9-14m0 0-9-14m9 14-9-14m0 0-9-12m9 12-9-12m0 0-10-11m10 11-10-11m0 0-10-10m10 10-10-10m0 0-11-10m11 10-11-10m0 0-11-8m11 8-11-8m0 0-11-7m11 7-11-7m0 0-12-6m12 6-12-6m0 0-12-5m12 5-12-5m0 0-13-4m13 4-13-4m0 0-13-3m13 3-13-3m0 0-14-2m14 2-14-2m0 0-6-1m6 1-6-1m0 0h-7m7 0h-7m0 0-7-20m7 20-7-20m0 0-5-20m5 20-5-20m0 0-4-20m4 20-4-20m0 0-3-19m3 19-3-19m0 0-1-19m1 19-1-19m0 0-1-19m1 19-1-19m0 0 1-28m-1 28 1-28m0 0 2-19m-2 19 2-19m0 0 3-18m-3 18 3-18m0 0 4-18m-4 18 4-18m0 0 5-19m-5 19 5-19m0 0 6-18m-6 18 6-18m0 0 7-18m-7 18 7-18m0 0 8-18m-8 18 8-18m0 0 9-19m-9 19 9-19m0 0 7-14m-7 14 7-14m0 0 7-20m-7 20 7-20m0 0 2-21m-2 21 2-21m0 0-5-41m5 41-5-41m0 0 114 144M325 490l114 144m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0"})),React__namespace.createElement("g",{fillOpacity:".8",fillRule:"evenodd",strokeLinecap:"round",strokeOpacity:".8"},React__namespace.createElement("path",{fill:"#6342a0",d:"m190 890 6 29 2 29-1 27-2 14-6 27-8 26-11 25-13 25-7 12 28 1 27 1 27 3 27 4 27 5 25 6 26 7 25 9 12 4 12 2 11-1 10-3 9-5 8-9 6-8 8-18 25-85-10-22-11-20-11-18-13-16-13-14-15-13-15-11-17-9-17-7-19-5-19-3-21-2h-21l-23 3-24 4-24 6"}),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeWidth:"4",d:"M190 890s0 0 0 0m0 0s0 0 0 0m0 0 6 29m-6-29 6 29m0 0 2 29m-2-29 2 29m0 0-1 27m1-27-1 27m0 0-2 14m2-14-2 14m0 0-6 27m6-27-6 27m0 0-8 26m8-26-8 26m0 0-11 25m11-25-11 25m0 0-13 25m13-25-13 25m0 0-7 12m7-12-7 12m0 0 28 1m-28-1 28 1m0 0 27 1m-27-1 27 1m0 0 27 3m-27-3 27 3m0 0 27 4m-27-4 27 4m0 0 27 5m-27-5 27 5m0 0 25 6m-25-6 25 6m0 0 26 7m-26-7 26 7m0 0 25 9m-25-9 25 9m0 0 12 4m-12-4 12 4m0 0 12 2m-12-2 12 2m0 0 11-1m-11 1 11-1m0 0 10-3m-10 3 10-3m0 0 9-5m-9 5 9-5m0 0 8-9m-8 9 8-9m0 0 6-8m-6 8 6-8m0 0 8-18m-8 18 8-18m0 0 25-85m-25 85 25-85m0 0s0 0 0 0m0 0s0 0 0 0m0 0-10-22m10 22-10-22m0 0-11-20m11 20-11-20m0 0-11-18m11 18-11-18m0 0-13-16m13 16-13-16m0 0-13-14m13 14-13-14m0 0-15-13m15 13-15-13m0 0-15-11m15 11-15-11m0 0-17-9m17 9-17-9m0 0-17-7m17 7-17-7m0 0-19-5m19 5-19-5m0 0-19-3m19 3-19-3m0 0-21-2m21 2-21-2m0 0h-21m21 0h-21m0 0-23 3m23-3-23 3m0 0-24 4m24-4-24 4m0 0-24 6m24-6-24 6m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0"})),React__namespace.createElement("g",{fillOpacity:".8",fillRule:"evenodd",strokeLinecap:"round",strokeOpacity:".8"},React__namespace.createElement("path",{fill:"#390f8c",d:"m87 751 25 19 22 20 20 22 16 24 12 26 9 28 6 27 2 26v27l-4 26-6 26-10 27-13 27-17 26L21 976l-8-12-7-11-1-9v-11l3-9 10-22 69-151"}),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeWidth:"4",d:"M87 751s0 0 0 0m0 0s0 0 0 0m0 0 25 19m-25-19 25 19m0 0 22 20m-22-20 22 20m0 0 20 22m-20-22 20 22m0 0 16 24m-16-24 16 24m0 0 12 26m-12-26 12 26m0 0 9 28m-9-28 9 28m0 0 6 27m-6-27 6 27m0 0 2 26m-2-26 2 26m0 0v27m0-27v27m0 0-4 26m4-26-4 26m0 0-6 26m6-26-6 26m0 0-10 27m10-27-10 27m0 0-13 27m13-27-13 27m0 0-17 26m17-26-17 26m0 0L21 976m128 126L21 976m0 0s0 0 0 0m0 0s0 0 0 0m0 0-8-12m8 12-8-12m0 0-7-11m7 11-7-11m0 0-1-9m1 9-1-9m0 0v-11m0 11v-11m0 0 3-9m-3 9 3-9m0 0 10-22M8 924l10-22m0 0 69-151M18 902l69-151m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0"})),React__namespace.createElement("path",{fill:"none",stroke:"#CECDCC",strokeLinecap:"round",strokeWidth:"10",d:"M91 753s0 0 0 0m0 0s0 0 0 0m0 0 21 16m-21-16 21 16m0 0 18 17m-18-17 18 17m0 0 16 16m-16-16 16 16m0 0 13 17m-13-17 13 17m0 0 11 17m-11-17 11 17m0 0 8 17m-8-17 8 17m0 0 7 18m-7-18 7 18m0 0 6 18m-6-18 6 18m0 0 15-4m-15 4 15-4m0 0 14-2m-14 2 14-2m0 0 14-2m-14 2 14-2m0 0 13-2m-13 2 13-2m0 0 12-1m-12 1 12-1m0 0 11-1m-11 1 11-1m0 0h10m-10 0h10m0 0h8m-8 0h8m0 0-6-21m6 21-6-21m0 0-6-20m6 20-6-20m0 0-4-20m4 20-4-20m0 0-3-20m3 20-3-20m0 0-1-19m1 19-1-19m0 0-1-19m1 19-1-19m0 0 1-19m-1 19 1-19m0 0 2-18m-2 18 2-18m0 0 2-19m-2 19 2-19m0 0 4-18m-4 18 4-18m0 0 5-18m-5 18 5-18m0 0 6-18m-6 18 6-18m0 0 7-18m-7 18 7-18m0 0 7-18m-7 18 7-18m0 0 9-18m-9 18 9-18m0 0 9-19m-9 19 9-19m0 0 8-22m-8 22 8-22m0 0 2-10m-2 10 2-10"}),React__namespace.createElement("g",{fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{fill:"#FFF6F0",d:"m154 297-20-26 25-24 207-6 19 26-27 25-205 1-1-3"}),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeWidth:"4",d:"m156 295-20-23m20 24c-7-11-16-19-22-27m6 1c1-11 10-13 21-21m-25 18c6-6 10-11 25-23m0 4c64-2 125-5 200-5m-198 3c64-1 133-4 201-2m-4 0c7 5 16 16 24 23m-20-25c5 6 7 12 20 23m-1 2c-2 8-12 14-18 25m18-24c-7 6-13 13-20 24m-4 1c-82-4-161-3-203 3m207-5c-56 1-110 0-206 4m-1-1s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0"})),React__namespace.createElement("g",{fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{fill:"#FFF6F0",d:"m275 618 12-35 6-12 11-14 23-18 21-16-29-185-5-43-3-5-5-1-45 4-1 14 17 311"}),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeWidth:"4",d:"M277 617c2-5 4-24 9-34 4-10 10-19 17-26 7-8 18-13 23-17l10-8c3-3 9-4 11-9 1-5 3 10-2-20l-26-163c-5-31-2-20-3-27l-3-11c-1-4 0-10-2-12s-6 0-11 0l-15 2h-14c-4 0-8-2-10 0s0 7 0 14v30l10 205c3 38 3 13 3 26l1 50m1-1c2-5 7-22 12-31 5-10 11-20 17-27 7-7 17-13 22-17l7-9c4-3 12-5 14-10s3 10-2-20l-28-162c-5-31-2-19-3-25l-1-13c-1-4-1-9-3-11s-5-1-9-1l-17 1h-15c-5 0-10-2-12 0-1 2 3 5 3 13l2 32 10 202c2 39 0 16 0 29l2 49"})),React__namespace.createElement("g",{fill:"none",fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{stroke:"#bcb9b8",strokeWidth:".5",d:"m259 300 6-5m-6 5 7-4m-4 7 3-8m-3 8 4-8m-7 10c4-3 6-3 12-9m-12 10 13-11m-11 13c5-4 5-8 10-14m-8 14 8-14m-11 17c6-4 12-9 15-15m-16 16 17-17m-13 20c1-3 7-8 12-19m-13 17c6-5 8-10 15-17m-15 21c5-9 14-16 21-21m-23 22 22-24m-18 24 19-25m-19 26 18-24m-21 27c8-7 18-19 25-27m-27 28 29-28m-24 29c4-5 13-13 24-28m-25 30 25-32m-28 36c10-10 17-19 33-34m-34 34c8-9 15-17 35-35m-30 37 29-38m-30 38 29-37m-32 38c12-10 24-24 37-39m-36 40 38-40m-37 43c13-13 22-27 36-43m-35 43 36-42m-38 45c11-11 24-24 42-46m-42 46 44-46m-41 50c16-18 29-37 40-52m-40 51c14-19 28-35 41-49m-43 51 46-51m-46 51 45-50m-41 53 42-54m-44 55 45-54m-49 58c15-14 24-29 55-57m-54 56c13-14 26-27 51-57m-46 61c17-23 35-45 49-60m-49 58c11-16 24-32 46-59m-51 64 55-60m-54 60 52-59m-51 61c14-19 32-36 50-61m-48 60 49-60m-52 65c10-14 24-25 55-59m-55 59 54-60m-50 59c13-13 25-28 51-59m-52 62 50-62m-54 66c14-16 27-29 53-60m-53 59c18-21 35-40 54-58m-49 61 50-60m-51 59 50-61m-52 65c12-16 23-27 52-61m-53 60c15-15 29-32 54-60m-49 63 51-63m-52 64 51-63m-55 65 55-60m-54 59c15-15 29-31 53-59m-51 61 52-61m-52 62 53-61m-53 65c14-18 30-36 53-62m-55 62 56-60m-51 61 49-63m-50 64c11-15 23-29 51-62m-53 65c15-18 34-38 55-60m-56 61c15-20 34-39 55-60m-52 61c11-10 20-26 52-63m-53 64c12-15 24-31 52-62m-53 67c11-17 26-35 54-64m-55 63 54-61m-50 63c21-26 41-50 52-61m-54 61 52-63m-55 67c20-26 44-50 57-61m-56 61c21-25 44-50 56-62m-52 64 51-63m-52 64 52-65m-56 65c20-17 39-40 55-60m-54 62 56-63m-53 64 53-64m-54 65 54-64m-53 67c10-14 22-29 55-63m-58 64 57-63m-55 66c20-25 42-52 56-66m-54 65c20-24 39-50 54-64m-57 69c19-23 41-44 56-63m-56 61c18-18 33-37 56-61m-51 62 50-62m-51 63 53-64m-56 68c15-16 31-32 56-64m-57 65c19-23 39-43 58-65m-55 68 56-65m-57 64 55-67m-57 69c20-19 37-43 58-65m-59 66c21-20 38-41 60-64m-57 66c22-26 45-52 59-65m-57 65 54-66m-58 70c23-25 43-44 59-67m-58 66c15-15 27-32 57-64m-56 68c16-16 30-36 57-68m-56 67 56-66m-58 69c19-18 35-40 58-63m-59 63c16-16 28-32 60-65m-55 66 55-66m-56 68 57-68m-62 71c18-17 39-39 62-66m-60 66c16-18 32-37 61-67m-60 71 58-69m-56 68c18-19 33-41 57-69m-59 70c21-19 39-40 62-64m-63 65c25-27 48-53 62-66m-60 70c12-14 25-29 57-71m-56 70 58-70m-60 72c19-22 41-40 59-64m-59 66c19-24 40-45 60-67m-58 68 60-69m-59 71 58-71m-59 72c23-23 46-52 62-67m-65 69 63-68m-60 68c18-18 36-39 60-68m-58 71 57-71m-60 72c14-15 32-34 62-69m-63 71c22-26 45-52 63-70m-60 70c19-20 34-38 61-71m-61 72 61-71m-64 73c23-19 41-40 62-68m-62 70 62-70m-60 72 61-72m-59 72 59-71m-60 74c22-26 45-50 60-71m-63 72 64-70m-61 71c14-14 24-29 63-71m-61 72 59-73m-63 75c23-26 46-52 65-70m-65 71 64-71m-62 75c17-17 33-37 62-75m-60 73 61-73m-64 79 62-71m-63 69 64-71m-60 74c19-23 38-43 60-75m-61 74c19-21 37-43 61-73m-62 79c23-26 46-56 65-76m-67 74 66-72m-64 75c25-26 47-55 65-75m-64 75c17-18 31-36 64-76m-64 78c19-22 38-42 62-72m-64 73c15-17 30-35 66-73m-65 74 64-73m-62 75c14-16 26-34 63-75m-68 76c24-22 44-45 67-69m-65 71 67-73m-64 75 64-76m-64 77 62-77m-66 78c15-13 29-31 68-72m-66 72 67-72m-64 77c13-18 28-31 64-79m-64 78 64-76m-66 77c19-20 37-42 66-71m-67 73 67-74m-62 76c19-26 43-52 62-75m-65 74 66-75m-67 81 66-76m-68 75c27-28 55-58 68-75m-62 78c15-21 30-41 64-78m-67 78 65-78m-67 82c20-21 37-40 69-78m-68 76 67-75m-63 78 65-80m-66 81c12-16 26-32 65-78m-68 81c14-19 32-36 69-79m-70 77c26-26 50-55 69-75m-64 81c14-21 29-38 66-79m-68 77c18-20 33-38 66-80m-66 83c18-22 39-44 66-78m-68 78 69-77m-66 81c21-23 39-48 65-81m-66 81c27-31 50-60 67-81m-70 83c29-29 57-63 72-79m-70 79 70-77m-66 79c13-18 25-35 66-79m-68 78 67-79m-68 82c15-13 28-29 68-76m-68 77 69-78m-66 82 65-81m-67 79c18-18 33-39 69-79m-69 83c18-22 40-48 69-76m-72 77c19-19 36-39 71-79m-68 81c25-31 53-59 69-80m-69 81 69-83m-71 84c15-17 32-34 70-78m-69 79 70-79m-68 84 68-86m-69 84c17-19 30-37 70-82m-70 83 70-79m-72 81c16-17 32-34 72-81m-69 82 69-81m-68 82 69-81m-72 85 71-79m-70 78c21-23 43-46 71-81m-70 83c16-16 33-34 71-84m-71 85 71-82m-74 84 21-18m-19 19 20-21m-19 25c6-7 13-17 20-23m-19 22 18-24m11-13c10-13 23-28 42-45m-43 45c12-16 26-29 43-47m-42 48c11-8 18-20 41-48m-40 49 41-49m-72 87c4-6 9-9 10-13m-11 12 14-11m-10 13 8-15m-9 16 10-14m27-38c13-10 26-27 33-33m-30 34 29-32m-25 34 26-35m-29 35 30-34m-75 87c5-3 7-5 9-8m-8 9c2-4 5-6 10-9m-8 11 7-12m-6 11c1-4 4-7 7-10m42-52 24-21m-24 21 22-23m-20 24c5-3 9-13 18-24m-17 25 19-25m-75 90 8-6m-8 5 8-5m-4 7 4-7m-4 8 3-7m-6 9h3m-3 1 4-1m-1 3v-4m0 4 1-3"}),React__namespace.createElement("path",{stroke:"transparent",d:"M276 614c2-6 5-24 10-33 4-10 11-19 17-26 7-7 17-13 22-17l8-6c4-3 12-5 13-11 2-5 2 9-3-21s-22-128-26-159c-5-30-2-17-3-23l-2-15c0-4 1-8-1-9-3-1-7 1-11 1l-17-2c-4 0-9 3-13 4-3 0-8-4-9-2-2 2-1 6 0 13l2 32 10 198 1 28 1 46m0 1c2-5 5-21 10-31 4-10 11-22 18-29 6-7 17-11 22-14 6-4 7-3 10-6s8-7 10-12c1-5 2 10-2-20l-24-160-4-24-2-15c-1-4 0-6-2-7h-28l-14 2c-3 0-6-2-8 0v12l2 29c1 38 7 163 10 201 2 37 2 11 3 24l-1 50"})),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeLinecap:"round",strokeWidth:"4",d:"M276 613c1-5 6-23 11-33 5-9 11-17 18-24l19-15 10-9c4-3 11-7 12-12 2-5 4 11-1-19l-27-160c-5-31-1-17-2-24l-2-13c-1-4 0-9-2-10-3-2-7 0-11 0h-16l-14 1c-4 0-10-3-11-1-2 2 3 6 3 13 1 8-2-7-1 32l11 198 2 27 1 48m1 0c2-5 5-21 10-31 5-9 14-17 20-24l18-18 8-6c3-3 10-5 11-11 2-5 3 9-2-22l-25-160c-5-31-2-18-3-24l1-12c-1-4-1-8-3-10h-9l-17-1-15 2c-5 0-10 0-11 2-2 2 0 4 1 11s1-7 3 31l7 198c2 37 2 14 3 27l3 50"}),React__namespace.createElement("g",{fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{fill:"#FFF6F0",d:"m275 626-20-52-11-9-23-19-13-7-11-3-1-9 15-233v-1h41l6 1v12l4 61 12 260"}),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeWidth:"4",d:"m276 625-12-22c-4-9-5-20-10-28s-12-14-20-20c-7-7-19-15-25-18s-9 1-11-2c-2-4 0-5 0-17l4-55 8-154c1-28-3-13 1-16s13 0 21 0c8 1 23-2 27 1 4 4-2-6-1 18l6 128 12 186m-1 1-9-26c-3-9-8-18-13-26l-19-20c-6-6-17-14-23-18-6-3-9 1-11-3-2-3-1-6-1-18l3-53 9-155c2-28-3-10 0-12 4-3 13-2 21-2s22-2 26 1-1-8 0 17l5 128 14 186"})),React__namespace.createElement("g",{fill:"none",fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{stroke:"#000",strokeWidth:".3",d:"M211 291s0 0 0 0m0 0s0 0 0 0m0 3h1m-1 0 1-1m-1 5 3-4m-3 4 2-3m-3 6c3-1 5-5 5-6m-5 7 5-7m-3 11 6-10m-6 9c0-4 4-6 6-9m-8 12c7-3 4-8 8-13m-7 13 12-15m-14 20c5-13 11-15 18-17m-19 13c8-6 15-12 15-17m-16 25c10-8 13-16 21-26m-19 24c3-4 9-11 18-19m-16 19c8-9 15-16 20-24m-23 26c8-6 9-9 23-23m-23 23c8-5 11-9 28-26m-25 31c5-8 10-15 22-27m-23 25c5-2 17-12 29-26m-28 28 24-30m-28 33c7-4 14-17 32-28m-31 32c8-12 20-23 30-36m-25 38c6-14 12-22 25-41m-29 41c10-14 19-25 32-36m-35 42 36-47m-34 44c16-15 31-33 34-42m-37 44c9-11 19-21 42-40m-39 40c15-14 26-29 40-41m-38 47c9-14 22-32 42-49m-45 48c10-11 21-24 40-50m-41 52c19-14 35-33 42-49m-41 49c17-15 29-30 46-51m-47 51c18-11 30-32 53-48m-50 52c10-14 20-23 47-55m-47 56c14-10 20-24 52-54m-53 55c17-15 28-33 50-56m-49 59c13-16 23-28 53-58m-52 57c10-14 25-27 49-59m-54 64c21-18 33-32 56-65m-53 64c16-19 34-38 54-59m-54 64c14-19 32-44 52-64m-53 63c14-16 31-31 54-60m-57 62c17-15 22-27 53-55m-50 55c15-16 28-32 53-57m-55 59c23-18 32-35 53-56m-51 58c12-11 22-26 54-58m-55 60c21-22 41-42 53-59m-53 61c15-14 29-30 55-60m-54 65c8-15 23-30 52-62m-50 59c6-14 20-23 51-62m-52 63c15-11 28-27 50-54m-53 56c21-25 46-46 56-59m-53 64c20-19 38-38 54-62m-54 62c14-16 30-34 51-63m-53 64c22-19 31-39 53-59m-52 60 52-59m-49 65c17-26 37-50 51-63m-56 62c16-17 29-30 57-63m-57 64c16-12 28-31 56-59m-54 62c10-15 21-30 55-65m-60 65c18-17 41-43 62-60m-56 63c18-24 38-48 53-64m-59 64c16-19 36-36 55-64m-49 67c12-17 28-34 54-63m-59 64c21-19 37-38 57-65m-53 65c11-16 25-29 54-62m-54 66c10-11 21-22 51-62m-52 61 56-62m-57 67c13-18 28-35 56-64m-56 63 56-63m-53 69c23-29 39-54 56-64m-60 60c22-24 48-48 59-64m-58 72c25-24 40-57 59-67m-59 64c25-27 46-52 58-67m-61 69c22-22 47-48 55-63m-52 65c22-24 41-50 58-65m-60 68 62-68m-59 66c18-19 35-42 56-65m-58 71 61-64m-61 63 59-65m-57 67 53-64m-55 64c23-21 40-48 59-65m-58 69c22-22 42-43 57-66m-56 68c10-15 20-30 58-66m-61 66c15-14 34-36 56-63m-54 65c14-21 32-40 56-67m-56 66c17-11 31-29 55-65m-56 69c18-21 38-42 57-66m-60 65c19-17 34-33 59-61m-57 63c21-21 39-43 60-66m-59 69c20-20 41-47 59-64m-59 66 58-69m-55 69c11-18 29-35 56-68m-58 72c19-24 39-49 57-68m-56 74c10-22 31-44 54-73m-58 69c24-25 44-49 61-69m-57 76c15-20 30-38 58-70m-63 68 61-70m-57 72c25-25 45-54 58-70m-58 69 60-69m-65 77c12-21 33-33 66-71m-63 68c18-24 38-46 60-72m-58 77c18-20 34-39 60-76m-60 72 58-71m-63 73c21-21 47-45 60-71m-59 74c18-18 36-37 64-71m-61 77c22-27 43-52 59-74m-59 71 59-70m-63 76c16-21 36-42 66-75m-63 71c13-13 25-29 63-71m-66 74c16-15 36-32 67-68m-66 71c23-23 44-46 64-74m-67 77c21-17 39-38 62-74m-60 72 64-72m-65 79c23-31 45-58 64-77m-60 73c16-21 38-41 63-72m-67 80c32-28 54-58 68-75m-64 69c15-20 32-41 61-71m-62 81c15-24 38-45 60-81m-62 79c18-22 35-42 66-74m-63 78c14-23 30-41 60-78m-62 76c15-19 28-35 64-73m-63 72c22-27 44-44 63-70m-65 72 65-75m-66 78c16-15 31-35 68-77m-66 76c23-26 46-54 66-72m-65 77c14-25 37-45 63-74m-64 73c15-17 29-32 64-74m-67 80c22-26 48-59 68-76m-67 75c23-25 46-50 67-76m-62 77c7-10 25-28 59-71m-62 73 65-76m-65 78c16-19 38-41 61-78m-61 79 66-76m-70 79c32-30 56-65 72-80m-67 82c22-29 43-55 66-78m-66 78c22-28 47-62 62-75m-64 76c17-18 32-36 66-77m-65 84c18-29 39-48 63-77m-65 72 68-75m-70 84c21-25 41-54 70-80m-69 76c17-16 33-35 69-76m-68 78c26-27 46-52 69-74m-70 73c24-24 46-49 69-75m-68 84c25-31 50-58 65-78m-66 76 69-81m-69 84c25-24 41-49 73-83m-73 82 70-80m-70 80c21-27 42-49 72-79m-71 83c19-24 41-48 70-80m-69 76c11-9 25-29 71-71m-71 73c23-22 47-49 66-74m-62 75c19-17 33-40 67-74m-67 74c22-23 45-50 63-72m-61 71 62-71m-64 76c14-20 31-39 66-77m-67 74c27-27 46-46 64-71m-61 71c15-17 28-33 62-67m-59 73c22-25 44-55 61-72m-61 71c16-18 30-39 60-71m-62 73c28-28 47-55 65-69m-63 66c23-26 47-50 61-65m-59 69c14-21 30-30 61-64m-59 60c21-23 38-46 54-62m-52 61c10-15 30-32 58-59m-60 61c20-22 39-39 56-61m-52 64c18-22 29-39 50-62m-53 63 56-64m-55 64c19-24 34-42 52-57m-49 55 50-57m-45 59c15-24 37-44 46-55m-49 54c18-19 32-38 51-55m-53 53c17-8 27-18 50-50m-48 54c9-12 22-22 50-55m-49 58c21-25 34-41 51-58m-47 57c7-15 19-25 46-54m-50 57c15-13 24-29 47-57m-43 54c12-11 21-23 46-52m-48 55c22-22 36-39 45-55m-42 55c16-20 29-34 46-53m-44 50c12-13 19-22 46-48m-45 53c10-18 21-28 40-53m-36 49c4-8 14-25 37-43m-42 45 44-46m-39 47c8-16 17-24 39-49m-42 52 39-48m-36 51c13-19 25-29 37-51m-37 48c10-10 16-22 39-47m-40 47c13-6 21-17 40-39m-40 41 40-46m-37 43c15-6 20-20 33-42m-31 47c8-13 15-19 33-43m-33 42c14-12 22-28 32-37m-31 36 35-40m-31 39c7-8 17-17 26-33m-32 35c8-7 17-15 34-36m-31 35c9-8 18-20 35-36m-34 42c8-13 19-23 32-37m-30 35c8-4 13-18 27-34m-27 34c10-13 18-22 30-34m-29 33c11-5 15-16 27-31m-28 33c12-10 24-24 32-32m-27 34c3-9 11-15 24-34m-27 36c13-13 25-27 28-32m-22 28 20-25m-23 30 24-32m-23 34 26-27m-26 25 24-28m-21 31c6-6 11-13 23-30m-25 28c5-8 13-14 22-28m-19 33c3-10 15-20 19-29m-21 28 21-29m-23 31c11-9 15-9 25-30m-21 28c4-6 8-13 23-26m-23 27 23-22m-21 22c5-10 16-16 19-22m-20 27c3-12 13-12 16-28m-14 24c4-3 9-9 17-21m-17 27c2-10 8-11 17-22m-15 19 16-22m-20 20c7 0 12-4 19-13m-14 19c2-8 10-16 14-21m-15 19c0 1 6-8 18-17m-17 18 15-19m-14 20c6-2 3-6 19-18m-20 20c4-6 11-12 17-19m-15 17c4-2 11-8 13-16m-14 20c4-6 6-10 14-17m-9 15 9-10m-12 14c4-7 10-10 15-15m-14 20c4-9 7-10 12-15m-11 11 12-16m-12 20c-1-2 7-10 9-14m-11 11c6-1 8-7 16-14m-11 22c-1-11 6-11 9-16m-11 11 12-14m-10 14 6-11m-9 13c6-5 10-9 10-13m-9 18c0-7 5-5 9-12m-9 10c4-3 9-8 12-14m-11 14 9-13m-8 14c3-3 6-5 8-9m-6 11c2-1 6-6 6-8m-8 9c4-3 7-5 9-11m-6 10c-1-2 7-4 6-8m-7 11c-1-1 3-6 9-10m-9 14c1-4 3-6 6-11m-8 9 10-9m-8 9c3-2 2-3 10-6m-10 7c2 0 3-3 8-9m-8 13c2-2 8-5 7-10m-5 9 6-8m-6 9 7-6m-6 8 5-8m-5 9 5-4m-6 5 7-7m-5 8c1-2 4-2 4-6m-3 7c0-3 2-4 3-6m-3 8 5-5m-5 5 4-5m-4 6c2 0 3 0 4-3m-3 4 3-5m-3 7 4-4m-3 4 2-3m-1 4 2-2m-3 3 2-3m-1 5 1-1m-1 1 2-2"}),React__namespace.createElement("path",{stroke:"transparent",strokeWidth:".5",d:"m277 624-11-21c-4-9-7-22-11-30-5-8-10-13-17-19-8-6-22-15-29-18-6-3-10 1-12-1-2-3 1-5 2-17l4-55 8-153c2-29-2-15 1-17 4-2 13 2 21 2s23-3 27-1c4 3-4-8-3 16 2 24 7 76 10 128 3 53 6 155 7 186m0 5-10-31-11-23c-4-7-7-13-13-19-7-6-19-16-26-20-7-3-12 0-15-3-2-4 1-5 2-17v-53c1-35 4-127 7-156 2-28 2-14 6-16 5-1 13 7 20 7 8 0 19-7 23-4s-1-3 0 21c2 24 7 71 10 122l6 186"})),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeLinecap:"round",strokeWidth:"4",d:"m275 627-10-24c-4-9-6-20-11-27-5-8-12-13-19-19l-25-19c-6-4-10-1-12-4-2-4 0-5 0-17l4-55 9-154c2-28-2-12 2-14 3-2 10 0 18 0s23-3 27 1c5 3-2-7-1 18l6 129 12 184m2 0-13-25c-4-9-5-17-10-25a124 124 0 0 0-45-38c-6-3-8 1-10-2s0-5 0-17l3-54 8-155c2-28 0-11 4-13 3-3 10-2 17-2 7-1 22-4 26-1 4 4-2-3 0 21l9 127 9 183"}),React__namespace.createElement("path",{fill:"none",stroke:"#E6E6E5",strokeLinecap:"round",strokeWidth:"10",d:"M460 1010s0 0 0 0m0 0s0 0 0 0m0 0-10-21m10 21-10-21m0 0-11-19m11 19-11-19m0 0-11-17m11 17-11-17m0 0-13-15m13 15-13-15m0 0-13-14m13 14-13-14m0 0-14-11m14 11-14-11m0 0-16-10m16 10-16-10m0 0-16-9m16 9-16-9m0 0-17-6m17 6-17-6m0 0-18-5m18 5-18-5m0 0-19-3m19 3-19-3m0 0-20-2m20 2-20-2m0 0-21 1m21-1-21 1m0 0-22 2m22-2-22 2m0 0-24 4m24-4-24 4m0 0-24 5m24-5-24 5m0 0 6 29m-6-29 6 29m0 0 2 27m-2-27 2 27m0 0v26m0-26v26m0 0-4 26m4-26-4 26m0 0-7 24m7-24-7 24m0 0-9 24m9-24-9 24m0 0-11 24m11-24-11 24m0 0-13 25m13-25-13 25"}),React__namespace.createElement("path",{fill:"none",stroke:"#6d6d6d",strokeLinecap:"round",strokeWidth:"10",d:"M190 890s0 0 0 0m0 0s0 0 0 0m0 0 6 27m-6-27 6 27m0 0 2 26m-2-26 2 26m0 0v26m0-26v26m0 0-3 25m3-25-3 25m0 0-6 25m6-25-6 25m0 0-9 26m9-26-9 26m0 0-12 25m12-25-12 25m0 0-15 26m15-26-15 26"}),React__namespace.createElement("g",{fill:"none",fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{stroke:"#ea0",strokeWidth:".3",d:"M137 269s0 0 0 0m0 0s0 0 0 0m0 0c3-5 5-6 12-12m-11 15c2-4 7-9 11-13m-11 10c2 2 6-7 25-17m-25 19c7-5 16-15 20-21m-17 23c9-4 11-13 24-25m-23 25 20-23m-19 23c4-7 18-21 22-26m-25 31c5-9 13-17 27-32m-28 29c13-12 19-16 28-29m-24 30c6-7 11-14 25-26m-23 33c10-12 20-28 28-36m-29 34c8-9 13-20 28-34m-30 37c16-16 23-29 35-35m-34 32 32-31m-29 35c7-14 18-16 34-33m-32 29c11-11 19-24 27-32m-27 32c5-8 19-18 35-32m-37 34c13-12 24-21 34-34m-30 37c12-14 17-24 30-39m-32 40 35-40m-35 42c14-18 23-30 35-38m-33 36 34-38m-29 40c10-17 26-32 32-38m-35 37c13-13 23-27 37-38m-40 37c15-5 22-12 39-37m-37 41c7-9 18-17 39-43m-38 47c18-22 28-35 43-50m-39 49c5-14 15-21 38-46m-43 49c14-12 22-26 43-52m-39 49c11-10 19-20 41-47m-42 50c20-21 33-36 42-52m-40 52 44-50m-41 47c11-12 18-22 45-48m-45 53c10-17 21-27 40-53m-34 48c4-9 14-26 37-45m-43 47 46-47m-39 46c8-16 18-25 42-52m-46 55c13-14 25-28 43-51m-39 54c15-21 28-32 42-57m-41 54c10-12 18-26 43-52m-43 50c14-7 23-20 44-45m-44 47c15-19 32-37 45-52m-41 48c17-9 24-25 40-50m-38 55c10-15 18-23 40-51m-38 48c16-15 27-34 39-46m-39 45c14-14 26-29 43-49m-38 47c10-12 23-24 36-44m-41 46c10-10 21-20 43-47m-40 45c13-13 26-29 46-48m-45 54c11-17 25-30 42-50m-39 47c10-8 18-24 40-49m-40 49c14-18 27-31 43-48m-40 46c14-11 24-26 40-47m-42 48c18-16 34-36 46-47m-40 48c8-13 19-25 39-52m-42 54c20-20 37-40 43-49m-35 44c12-17 26-32 36-45m-40 49 41-51m-38 52 44-47m-44 45 42-49m-38 50c10-10 19-22 42-51m-44 49c11-13 23-25 42-49m-37 53c9-18 29-37 39-53m-41 52 42-53m-42 53c16-14 24-19 46-55m-42 53c9-12 18-25 43-51m-42 50 45-47m-43 47c13-19 32-34 40-47m-40 52c8-19 25-26 40-56m-38 51c9-9 20-21 40-48m-39 52c10-18 23-27 42-50m-39 47 40-50m-42 46c13-8 24-19 44-42m-40 48c11-16 27-34 40-50m-38 46c6-7 18-23 43-47m-42 47 40-48m-38 47c13-9 17-21 45-47m-46 50 43-49m-39 45c13-13 30-30 40-48m-41 51c12-13 21-26 41-47m-35 45 37-44m-40 47c13-17 29-32 43-47m-40 50c13-19 26-31 41-49m-40 45c9-10 20-22 41-49m-39 50c5-8 21-24 38-46m-40 44c14-11 26-27 45-48m-38 53c8-20 25-31 39-49m-41 44 41-47m-37 45c6-7 15-17 36-46m-39 49c17-19 33-36 41-49m-39 52c8-17 22-22 40-48m-40 46c15-16 30-33 44-51m-41 48c6-9 15-17 41-50m-40 52 41-47m-35 46c9-11 22-26 35-44m-39 46c14-15 26-27 41-48m-34 43c8-16 32-32 37-45m-39 48c5-8 16-22 42-47m-41 51c6-13 16-22 38-51m-41 48c17-18 34-34 45-48m-41 45c12-11 16-21 46-45m-45 47c9-8 17-20 42-49m-41 52c13-17 34-32 41-52m-39 49c13-11 23-27 41-47m-39 45c9-13 17-17 44-47m-42 51c12-18 26-30 41-50m-40 48c15-15 25-23 41-45m-43 47c12-13 26-27 45-51m-41 49c12-15 27-25 43-51m-40 53c12-20 29-37 40-51m-39 52c9-12 22-24 45-52m-45 51c15-19 28-35 43-51m-43 49c14-10 23-17 46-47m-44 50c14-16 24-32 44-52m-44 53c11-10 17-20 49-55m-45 52c13-18 31-35 41-48m-38 45c5-8 19-19 45-48m-48 49c19-16 32-34 45-48m-41 54 41-49m-41 47c16-19 32-40 45-50m-40 51c8-14 22-30 36-55m-37 53c17-18 31-37 41-49m-36 47c11-18 27-33 37-50m-38 50 41-48m-41 49c8-13 22-25 46-48m-46 48c12-11 23-23 42-50m-37 47c13-16 22-31 42-46m-46 48c12-8 19-20 46-49m-38 54c9-23 30-38 39-54m-43 50c15-20 35-37 45-49m-42 47 40-47m-38 48 40-48m-37 50c13-17 26-36 44-49m-47 47c10-10 17-20 42-49m-34 50c9-15 24-28 34-47m-36 45c10-13 23-25 41-45m-44 47c18-23 35-42 46-46m-43 45c19-18 34-34 44-49m-40 47 38-43m-38 44c14-14 26-28 41-49m-38 52c9-17 23-26 42-53m-44 51c13-16 29-29 44-46m-39 44c17-19 31-33 42-49m-42 52c16-16 29-36 40-47m-40 48c8-15 17-23 46-50m-46 47c15-15 28-31 44-45m-38 47c9-18 23-32 43-48m-45 47c11-13 27-28 43-49m-40 51c13-17 20-32 43-49m-43 49c17-17 28-35 43-48m-40 46c14-17 31-32 42-48m-44 47c14-14 28-34 42-47m-37 50c12-14 22-26 37-49m-37 47c13-17 25-33 40-47m-35 45c10-12 23-31 42-44m-45 47c13-17 22-27 44-50m-43 51c10-15 22-30 45-47m-45 44c17-16 32-37 43-46m-41 43c11-11 24-18 45-44m-43 48c15-19 33-36 39-46m-38 47c11-17 26-27 43-41m-40 38 36-41m-36 46c14-15 27-30 36-45m-34 40c7-11 19-23 37-41m-36 46c10-16 26-30 37-47m-37 46c10-10 20-20 37-41m-33 39c11-11 17-22 37-42m-37 40c8-7 17-15 35-38m-34 39c11-15 22-23 37-41m-36 41c10-10 19-19 34-38m-29 41c7-12 15-24 33-36m-33 35 30-38m-28 36c10-8 22-25 29-35m-29 37c8-11 19-22 27-36m-22 33c5-9 15-18 27-31m-31 33c10-11 23-26 29-35m-30 34c10-13 26-24 33-31m-29 31c10-7 15-18 26-30m-20 34c0-10 7-13 20-30m-22 27c6-7 12-13 23-30m-24 28c11-6 15-13 27-31m-24 33c8-7 12-15 25-28m-18 27c-1-6 13-18 17-26m-20 28c6-12 14-19 22-27m-21 24c9-7 17-16 19-20m-20 19 23-23m-228 28s0 0 0 0m0 0s0 0 0 0m3 0-7-7m7 7-8-8m11 5c-9-2-15-11-14-15m16 17c-6-4-11-9-19-13m22 17c-14-12-22-18-27-29m27 27-27-24m31 23c-14-6-19-18-30-26m29 26c-15-9-26-20-32-29m32 30c-3-5-15-17-31-33m30 30-30-28m31 27c-9-7-19-21-28-27m30 27-34-26m36 31c-9-13-22-25-30-34m32 33c-5-7-15-16-32-32m39 30c-11-10-23-12-37-31m34 32c-11-12-20-19-35-32m35 30c-8-14-27-28-31-29m35 28c-16-10-29-26-41-30m41 30c-9-11-21-19-35-31m36 31-40-32m44 31c-17-8-30-24-41-32m41 33c-13-7-25-21-42-33m43 37c-7-12-20-24-38-38m42 38c-16-15-32-27-45-40m49 42c-15-11-29-25-43-43m39 39c-10-11-24-22-45-38m52 41c-14-10-26-19-49-39m46 35c-18-12-32-29-44-37m45 35c-15-11-28-29-48-40m52 44-51-40m51 37c-9-10-18-14-51-37m52 40-48-44m52 42c-20-11-30-27-55-43m53 45-49-45m52 45c-19-15-35-33-49-48m48 46c-10-10-20-21-50-43m54 47c-15-22-34-37-52-46m54 41-55-45m54 46c-16-16-26-29-50-45m55 45c-22-18-44-36-58-45m61 50c-19-22-40-38-55-52m52 49-54-48m58 44c-14-15-35-28-56-44m58 45c-20-13-36-28-57-47m55 48c-12-13-20-15-55-50m59 49c-14-9-25-20-55-46m53 50c-12-16-26-28-49-55m53 52c-12-11-27-21-55-49m56 51c-17-21-41-33-57-50m60 51c-22-16-39-35-56-50m61 51c-17-16-36-33-61-52m58 49c-20-18-35-35-55-50m59 46c-14-9-36-27-53-42m52 47c-16-15-28-27-57-51m62 47c-22-15-49-36-56-43m53 47c-17-17-35-32-53-51m55 51c-6-9-22-23-54-48m57 46c-13-9-28-21-56-49m55 52c-14-19-37-37-57-49m60 45-58-48m57 51c-10-14-32-31-54-52m57 51c-12-14-29-26-56-48m64 45c-17-16-34-30-60-46m56 47-57-47m63 44c-20-12-35-20-60-41m56 46c-14-11-28-25-53-49m61 46c-19-12-33-24-64-46m62 47c-15-13-33-24-57-47m57 48c-19-20-44-36-52-50m52 51-53-48m55 45c-6-5-21-14-56-43m58 46c-15-17-34-32-56-49m58 50c-11-12-26-24-53-50m53 50-57-52m64 54c-20-24-40-38-61-49m58 43c-15-10-28-22-57-48m63 51c-24-24-49-41-61-50m58 51c-15-13-28-28-55-51m56 46c-13-12-31-30-58-47m61 51c-20-18-35-32-59-50m64 47c-17-10-37-25-55-47m52 49c-19-17-38-34-56-48m59 46c-15-16-31-28-53-50m54 52c-17-15-33-26-58-49m61 46c-18-14-44-31-59-48m60 51-57-48m59 47c-16-10-35-24-60-46m61 46c-17-11-31-26-57-46m58 46c-13-12-26-17-53-51m53 50c-17-11-35-29-57-47m62 46c-15-11-27-21-61-50m57 53c-15-16-30-29-54-49m61 47c-15-12-33-26-58-48m55 51c-18-19-42-41-54-49m55 48c-12-16-26-32-52-50m57 49c-18-13-35-30-56-48m55 47-50-50m52 51c-15-12-32-27-55-49m55 47c-16-13-35-29-56-50m60 52c-21-22-46-41-58-49m60 53c-14-14-20-26-57-53m58 50c-21-20-42-39-55-47m54 45c-5-5-25-20-52-50m56 51c-19-19-42-36-58-49m60 47c-18-13-39-26-52-49m53 52c-20-16-39-31-57-51m56 52c-11-15-27-29-57-54m60 50c-17-13-37-30-57-48m63 48c-23-11-46-28-56-42m52 43-54-46m58 46-57-48m58 47c-22-15-41-31-56-46m56 45c-19-10-31-32-54-44m55 45c-12-8-26-21-57-47m61 49c-18-14-36-37-53-50m53 52-57-52m58 50-55-47m56 45c-11-9-22-17-53-47m60 46c-25-12-42-35-56-48m54 49c-12-11-25-19-57-48m60 48c-17-11-34-25-59-47m60 50c-18-14-33-27-58-50m62 46c-22-11-36-28-56-43m51 46c-11-11-19-20-53-49m58 50c-18-21-38-39-55-52m55 52c-15-14-30-28-55-48m59 45c-15-12-27-24-58-47m55 47-55-48m62 50c-22-17-40-29-56-52m54 54c-13-17-29-28-55-51m62 47c-20-14-42-28-63-45m58 48c-20-21-43-40-56-52m63 54c-15-17-33-32-60-55m57 49c-21-15-38-30-57-47m62 49c-20-15-36-29-55-48m53 49c-16-16-32-32-55-50m61 47c-26-15-46-34-58-49m53 52c-12-14-24-24-52-49m53 47c-9-16-18-22-50-50m50 48-51-46m54 44c-13-10-26-23-48-40m50 42c-15-10-28-22-54-43m56 40c-19-16-37-33-51-43m50 45c-18-17-36-33-51-42m48 39c-10-9-26-23-44-44m48 44c-11-8-20-17-51-40m52 39c-11-7-22-19-44-43m43 43c-18-13-31-27-48-42m51 37c-19-12-37-30-49-37m47 41-44-38m45 37c-15-8-25-23-40-41m42 40c-7-5-17-15-46-36m47 32c-11-4-25-16-43-30m41 34c-12-14-29-32-39-37m41 36c-15-17-27-24-36-33m35 31c-14-10-27-23-37-33m38 29c-12-5-15-15-34-27m36 29c-12-8-24-17-37-33m42 32c-16-13-29-22-40-28m35 29c-11-13-26-22-36-32m38 31c-3-11-15-15-34-29m35 30c-8-10-16-18-34-32m35 31c-9-6-12-16-32-31m32 31c-10-9-21-17-35-31m37 28-33-30m33 30c-7-9-17-15-33-30m33 31c-8-11-18-19-26-26m26 21c-9-7-19-18-28-23m32 25c-9-8-14-15-29-26m28 24c-12-8-22-19-30-24m30 22c-7-2-10-13-27-26m26 27c-5-7-13-13-26-24m17 13c-5-3-7-7-13-15m12 12c-4 0-6-4-14-8"}),React__namespace.createElement("path",{stroke:"transparent",strokeWidth:".5",d:"M160 294c-10-1-8-9-26-22m23 24c-6-8-12-13-21-27m1 0c5-5 16-11 21-25m-21 25 25-22m-3-1c86-2 164-7 206-5m-202 7c70-1 138-1 202-4m0 0c3 10 11 15 17 24m-19-24 20 23m2 5c-6-1-10 10-25 24m23-29-20 25m-3 4c-61 0-123-4-204 1m205-5-205 5m0-1s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0m0 0s0 0 0 0"})),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeLinecap:"round",strokeWidth:"4",d:"M153 298c0-10-9-23-15-29m19 23c-8-6-14-14-21-25m1 4c4-9 16-15 21-29m-23 27c8-8 14-14 27-22m1 1c50-4 103-3 198-6m-200 5c46-2 90-3 201-3m2-4c9 6 16 22 20 27m-23-25 22 23m-1 1c-7 10-12 15-19 21m21-22c-9 10-17 19-20 25m-1 0c-64 2-119 5-208 4m207-5c-48-1-97 2-207 4m1 1s0 0 0 0m0 0s0 0 0 0"}),React__namespace.createElement("g",{fillRule:"evenodd",strokeLinecap:"round"},React__namespace.createElement("path",{fill:"#FFF6F0",d:"m305 241-9-42-4-18v-21l6-46 9-35 11-32 8-17-10 1-27-4-20-12-11-8-14 11-16 8-25 7-8-4-4 9 21 70 9 43 1 36-5 57 6 2 78-4"}),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeWidth:"4",d:"M303 241c-1-10-11-36-11-61 0-24 7-62 11-85 5-22 12-39 16-50 3-11 7-11 7-14-1-3-2-1-8-2s-21-1-29-4c-9-2-16-7-21-10s-6-7-9-8c-2 0-2 2-6 5-5 3-14 12-22 15-9 3-24 3-30 4-7 0-7-3-8 0-1 2 1 8 2 13l5 15a771 771 0 0 1 22 106c2 16-1 27-1 37l-1 25c-1 6-3 12-1 15s6 2 14 2l34-2 36-1m-1 0c-1-11-8-38-8-63 0-24 5-60 9-82s12-39 16-50c4-12 9-15 8-18 0-2-5 4-11 3a170 170 0 0 1-49-16c-5-3-4-8-6-9-2 0-3 2-8 5s-13 10-21 14c-9 3-22 4-29 5s-11-3-13 0c-1 2 2 9 4 14 2 4 4 4 7 14s9 29 12 47a465 465 0 0 1 10 97l-1 22c-1 7-4 17-3 20 2 3 4 0 13 0h36l35-4"})),React__namespace.createElement("g",{fill:"none",fillOpacity:".8",fillRule:"evenodd",strokeLinecap:"round",strokeOpacity:".8"},React__namespace.createElement("path",{stroke:"#c24c0e",strokeWidth:".5",d:"M191 30s0 0 0 0m0 0s0 0 0 0m-1 5c2 0 3 0 5-6m-4 7 6-5m-4 8 8-9m-7 9c2-3 5-7 7-7m-4 13c2-9 5-10 7-13m-10 11c6-5 7-8 14-13m-8 20c1-5 8-13 13-23m-16 20c7-8 11-14 17-18m-18 25c3-11 8-14 22-22m-20 23c7-11 17-24 23-27m-25 30 27-29m-24 28c8-8 12-16 25-29m-23 34c2-6 9-17 27-39m-29 39c7-7 16-15 33-35m-34 40c14-13 20-18 45-46m-41 47c16-18 30-38 41-47m-40 46c13-16 33-34 56-60m-58 65c18-18 34-37 56-65m-57 71c15-19 33-35 65-72m-59 69c14-16 26-33 54-64m-56 70c17-23 40-41 56-70m-53 69c20-25 45-53 58-65m-62 73c15-17 31-29 61-72m-58 70c21-27 46-51 60-70m-55 76c19-24 40-49 63-73m-66 71c16-19 31-38 63-71m-59 76c18-27 36-47 62-75m-64 74c14-18 33-33 63-73m-61 78c24-31 50-58 70-78m-71 79c23-33 48-59 66-80m-63 87c21-34 43-56 67-82m-71 77c24-24 45-46 71-80m-65 85c21-22 42-43 70-80m-71 83 71-86m-69 91c24-37 54-65 71-86m-73 85c16-24 36-46 75-88m-77 96c31-35 66-75 84-91m-81 85 79-90m-79 100c15-20 34-46 80-94m-79 89c32-35 65-72 82-93m-85 101c28-27 51-53 91-98m-88 97c18-23 38-45 87-99m-90 105c28-27 46-50 93-105m-88 104c28-32 56-62 88-104m-87 110c17-25 37-42 90-108m-93 108c25-27 51-55 95-107m-93 113c19-23 44-47 95-114m-93 114c30-33 59-70 97-114m-98 121c37-43 75-94 102-118M220 150c27-34 52-65 103-119m-99 121c30-36 67-77 99-122M220 155c27-31 49-58 106-122M223 162c40-45 79-92 103-117M221 161c23-27 44-55 103-117M222 166c17-25 44-48 98-113m-97 112c20-27 45-56 94-112m-96 122c35-39 73-81 96-112m-93 108c27-35 51-65 92-107m-96 114c21-27 41-46 89-95m-85 94c17-22 39-47 82-94m-79 98c14-22 39-50 74-93m-77 96c22-31 52-60 80-94m-77 99c13-20 27-34 78-90m-82 87c24-23 42-46 81-90m-81 98c25-31 59-66 76-94m-76 95c23-24 42-47 78-92m-81 94c20-13 31-32 85-87m-84 91c17-22 35-38 81-91m-76 100c22-36 50-65 77-90m-80 85c17-22 36-43 77-87m-82 100 83-90m-80 88c29-34 56-66 79-90m-78 98c16-22 35-45 74-94m-73 90c23-28 44-50 73-87m-71 95c16-25 38-44 71-83m-74 81 74-85m-76 96c30-36 54-64 76-87m-74 82c25-30 49-60 71-84m-73 96c18-23 37-46 74-88m-77 85c30-34 56-63 75-87m-72 93c34-40 60-66 77-84m-72 80c22-26 43-53 69-81m-63 79c17-17 30-33 62-77m-66 78 67-75m-56 73c18-22 47-49 56-67m-60 70 60-68m-56 71c20-32 48-56 57-64m-56 62c19-24 39-47 57-63m-48 59c8-15 27-25 47-51m-49 54c13-17 23-30 49-58m-42 55c15-13 23-31 38-51m-38 53c10-17 25-31 43-50m-42 47c10-6 13-13 38-44m-36 46 36-41m-28 43c10-17 27-27 31-41m-33 42 32-40m-28 36c6-7 14-12 32-28m-31 30c6-9 16-16 27-32m-25 33c15-10 16-18 26-32m-25 30c7-7 14-15 27-25m-16 25c-1-5 8-17 15-19m-18 20c5-4 11-10 20-25m-16 21c6 1 14-11 14-14m-12 18c3-6 7-9 15-18m-12 19c1-2 7-11 13-13m-13 13c3-6 5-8 14-14m-6 12c2-4 3-7 7-8m-7 8 5-7m0 7 2-2m-3 1 2-2m-84 4s0 0 0 0m0 0s0 0 0 0m6 0s-4-4-7-4m8 4-7-5m10 2c0 1-4-6-12-6m13 9-10-9m20 10c-8-5-11-7-16-19m11 16c-3-1-6-5-14-12m22 16c-12-8-14-12-19-20m18 18c-6-4-10-11-21-18m25 17c-1-2-12-8-25-24m26 27c-7-12-18-20-28-27m33 23c-5-6-16-21-29-30m31 31-34-29m42 31c-5-11-13-17-39-35m39 34-42-36m44 39c-8-13-23-26-44-39m48 35c-12-8-19-17-46-40m50 43c-20-18-37-32-47-46m48 42-50-43m59 43c-24-20-48-40-60-52m58 55c-24-19-46-38-59-51m61 49c-13-18-37-35-62-53m65 53-61-55m68 54c-17-21-40-32-66-58m65 60c-17-18-35-30-68-58m74 53c-24-17-53-43-74-56m73 62c-25-25-48-46-72-65m80 62c-23-18-45-39-84-67m83 69c-30-26-57-53-78-69m79 68c-20-22-41-41-80-76m83 72c-30-24-56-48-83-73m83 64-81-67m77 70c-21-14-42-33-80-69m79 66-83-72m86 69c-28-21-51-40-81-71m78 64c-23-21-44-36-76-68m74 69c-27-22-54-48-79-68m81 59c-25-17-45-36-83-65m81 67c-31-27-63-57-79-69m82 59c-31-13-54-33-81-68m75 72c-15-16-31-30-77-69m74 61c-25-20-48-43-76-63m75 60-73-64m77 62c-25-21-54-42-76-68m73 66-77-66m74 58c-11-15-33-28-77-61m81 63c-26-19-48-39-79-66m77 63c-27-31-56-51-78-68m81 68c-32-27-63-55-82-69m81 60c-20-18-47-43-85-66m83 69c-25-25-55-47-82-72m83 64c-28-23-57-48-83-74m83 76-83-74m86 68c-23-17-46-38-89-77m85 79c-18-13-32-29-85-77m88 71c-31-27-66-50-93-80m90 79c-32-27-67-54-87-74m86 73c-20-26-48-52-86-82m90 79c-27-25-54-50-91-80m90 72c-22-17-48-41-92-75m94 76c-23-13-40-30-93-79m94 76c-24-21-50-47-100-84m98 86-94-84m95 77c-22-16-42-38-94-83m95 83c-25-17-47-36-99-85m103 82c-39-30-74-60-102-85m99 85c-42-38-82-71-103-87m101 82c-35-34-79-65-104-92m106 91c-35-27-66-56-102-88m101 87c-39-33-76-68-104-95m106 90c-26-20-54-47-104-91m107 84c-30-19-52-41-107-85m102 88c-40-32-80-70-106-92m110 91c-29-20-50-43-104-91m104 88L197 31m106 82c-34-23-55-44-100-87m96 85c-34-26-67-57-97-84m98 81c-28-27-62-53-92-85m93 83c-28-21-52-47-96-79m99 76c-38-26-72-58-93-74m91 75c-23-20-43-35-90-80m93 72c-24-17-45-36-88-69m86 72c-27-19-48-39-85-73m85 66c-30-25-64-51-83-71m82 73c-27-24-57-53-81-70m84 67c-19-14-35-30-74-63m73 62c-14-13-33-25-75-67m76 66c-24-26-47-41-75-64m73 59c-14-12-33-27-71-64m70 58c-19-25-51-42-69-59m71 62c-20-19-42-37-66-62m66 60-62-59m65 56c-25-21-53-43-66-56m67 50c-28-19-51-40-69-55m71 55c-23-18-46-38-69-53m67 52c-10-9-29-22-65-56m67 55c-26-23-47-42-64-53m63 51-61-56m62 55c-21-22-48-44-62-55m63 49c-18-12-40-29-55-49m56 51c-13-13-29-25-57-53m61 50c-23-14-41-35-49-44m46 42-48-42m0 2-8-10m9 10-10-8m62 41c-12-5-18-11-35-27m34 32-36-31m37 28c-7-4-14-9-26-29m25 26c-9-7-22-16-28-22m33 20c-13-6-16-12-27-17m22 17c-2-5-7-12-22-22m22 18c0-7-10-12-10-19m13 16c-4-2-14-10-15-14m16 15c-4-3-5-12-13-14m15 12c-6-5-12-10-12-12m12 6c-2-1-6-4-5-5m5 6c-3-3-4-5-7-5"}),React__namespace.createElement("path",{stroke:"transparent",d:"M300 239c-2-10-8-38-8-62 1-24 6-60 11-82s13-41 17-52c3-11 7-12 6-15-1-2-5 0-12-1s-21 0-29-2-13-7-18-10c-4-2-5-7-8-7-2-1-2 2-7 5s-14 10-23 12c-8 3-21 3-28 3-6 1-8-2-9 1-1 2 1 12 2 17l3 12c3 10 10 28 14 46l7 62c2 16 2 27 2 37l-2 25c-1 6-1 11 1 14s4 3 12 3l37-4 32 1m5-6c-3-10-14-34-14-57s8-59 11-81l11-54c4-11 10-13 10-15 1-2 0 4-6 3-7-1-23-8-32-11-8-2-15-4-20-7-5-2-7-9-9-9s2 3-2 7c-5 4-14 12-23 16-10 4-26 6-32 7s-5-3-6-1v12l4 10c4 11 12 32 16 51 5 18 9 45 10 61s-5 27-6 37c-2 10-4 18-3 24 1 7 4 14 7 17 2 2 1-3 7-3 7 0 21 3 33 3s31-4 38-5"})),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeLinecap:"round",strokeOpacity:".8",strokeWidth:"4",d:"M301 240c-2-10-9-37-9-62 0-24 4-60 9-83 4-22 13-40 18-50 4-11 8-13 7-15 0-3-3 0-9-1l-28-5-22-7c-5-3-7-8-9-9-3-1 0 1-5 4s-15 10-24 13-23 5-29 6-8-3-8 0c-1 2 2 8 3 13l3 14 13 47c4 18 7 44 9 60s1 25 1 35l-1 26c0 7-4 13-2 16s6 1 14 1h33l37-2m1-1c-2-10-12-37-12-61 0-23 7-60 12-83 5-22 13-40 16-51 4-11 7-12 6-15s-5-1-11-1l-25-3c-8-2-18-6-23-9s-4-9-7-10c-2-1-3 2-8 5s-13 11-21 14-22 5-28 5c-6 1-9-3-10-1s1 8 2 13l4 15c3 10 10 31 14 49s9 43 10 59c1 15-2 24-3 34v27c0 7-2 14 0 17 2 2 4-1 12-2l34-1 37-1"}),React__namespace.createElement("g",{strokeLinecap:"round"},React__namespace.createElement("path",{fill:"#ff0800",d:"M257 42c2 0 7 1 9 3 3 2 5 6 5 10v15c-1 4-3 6-5 8l-9 3c-3-1-6-3-8-7-2-3-3-8-3-13 0-4 1-9 4-12 2-3 8-5 10-5h2m-6-1c3-2 5-2 7 0 3 2 7 6 9 10 1 4-1 9-1 13-1 4-1 8-3 10-2 3-6 6-9 6s-8-2-10-5c-3-3-4-9-4-13s1-8 3-11l6-9c2-1 2 2 2 2"}),React__namespace.createElement("path",{fill:"none",stroke:"#000",strokeWidth:"4",d:"M257 42c2-1 6 1 8 2 2 2 5 6 6 10s2 9 1 13c0 4-3 9-6 11-2 3-6 4-9 4l-7-8-4-12c0-4 0-9 2-12 1-3 7-6 9-7 1-1 1 1 1 1m5 0c3 1 6 5 8 8s3 8 2 12c0 4-4 9-6 12s-4 5-6 5c-3 0-6-3-9-5-3-3-6-6-7-10s1-11 3-14c2-4 4-7 7-8h10"})))},saveIcon=e=>React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:e?"var(--color-accent)":"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M19 21H5a2 2 0 0 1-2-2V5a2 2 0 0 1 2-2h11l5 5v11a2 2 0 0 1-2 2z"}),React__namespace.createElement("polyline",{points:"17 21 17 13 7 13 7 21"}),React__namespace.createElement("polyline",{points:"7 3 7 8 15 8"})),penIcon=e=>{var A,t,i,n,s,r,a,o,l,c,g,u;switch(e.type){case"highlighter":return React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{fill:null!==(A=e.strokeColor)&&void 0!==A?A:"var(--icon-fill-color)",strokeWidth:"2",d:"m9 11-6 6v3h9l3-3"}),React__namespace.createElement("path",{fill:"none",strokeWidth:"2",d:"m22 12-4.6 4.6a2 2 0 0 1-2.8 0l-5.2-5.2a2 2 0 0 1 0-2.8L14 4"}));case"finetip":return React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:null!==(t=e.strokeColor)&&void 0!==t?t:"var(--icon-fill-color)",stroke:null!==(i=e.strokeColor)&&void 0!==i?i:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{strokeWidth:"2",d:"M17 3a2.828 2.828 0 1 1 4 4L7.5 20.5 2 22l1.5-5.5L17 3z"}));case"fountain":return React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{fill:null!==(n=e.strokeColor)&&void 0!==n?n:"var(--icon-fill-color)",d:"m12 19 7-7 3 3-7 7-3-3z"}),React__namespace.createElement("path",{fill:"none",d:"m18 13-1.5-7.5L2 2l3.5 14.5L13 18l5-5z"}),React__namespace.createElement("path",{fill:"none",d:"m2 2 7.586 7.586"}),React__namespace.createElement("circle",{fill:"none",cx:"11",cy:"11",r:"2"}));case"marker":return React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 576 512",fill:null!==(s=e.strokeColor)&&void 0!==s?s:"var(--icon-fill-color)",stroke:null!==(r=e.strokeColor)&&void 0!==r?r:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M331 315l158.4-215L460.1 70.6 245 229 331 315zm-187 5l0 0V248.3c0-15.3 7.2-29.6 19.5-38.6L436.6 8.4C444 2.9 453 0 462.2 0c11.4 0 22.4 4.5 30.5 12.6l54.8 54.8c8.1 8.1 12.6 19 12.6 30.5c0 9.2-2.9 18.2-8.4 25.6L350.4 396.5c-9 12.3-23.4 19.5-38.6 19.5H240l-25.4 25.4c-12.5 12.5-32.8 12.5-45.3 0l-50.7-50.7c-12.5-12.5-12.5-32.8 0-45.3L144 320zM23 466.3l63-63 70.6 70.6-31 31c-4.5 4.5-10.6 7-17 7H40c-13.3 0-24-10.7-24-24v-4.7c0-6.4 2.5-12.5 7-17z"}));case"thick-thin":return React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 108 106",strokeWidth:"2",fill:null!==(a=e.strokeColor)&&void 0!==a?a:"var(--icon-fill-color)",stroke:null!==(o=e.strokeColor)&&void 0!==o?o:"var(--icon-fill-color)"},React__namespace.createElement("path",{d:"m-.58 95.628.22-.89q.22-.89.49-2.44.26-1.54.77-3.35t1.31-3.43q.79-1.61.2-.26-.6 1.34-.03-.14.58-1.49 1.54-2.97.96-1.49 2.54-3.18 1.59-1.68 3.46-2.96 1.86-1.27.81-.54-1.04.73.6-.46 1.64-1.19 2.8-1.81 1.16-.63.16-.08-.99.54 1.21-.5 2.2-1.03 1.11-.58-1.1.45-.03-.07 1.06-.53 2.32-.82 1.26-.3 2.91-.52 1.64-.23 3.05-.18 1.4.05 2.5.12 1.09.07 2.25.24 1.16.17 2.3.49 1.15.32 2.11.78.96.47 2.21 1.01 1.25.55 2.37 1.04t2.34.89q1.22.4 2.5.65 1.29.25 2.44.33 1.16.08 2.35.17 1.18.08 2.26-.1 1.08-.19 2-1.1.92-.91 1.25-1.93.32-1.02.38-2.15t.57.21q.51 1.34-.03-.02-.55-1.37-.96-2.83-.41-1.45.5-.67.92.79-.03-.06-.95-.85-1.52-1.8-.57-.94-1.5-1.52-.93-.57-1.94-1.22-1.01-.65-1.97-1.88-.96-1.22-1.44-2.54-.49-1.32-.65-2.57-.17-1.24-.11-2.35.06-1.11.31-2.91.24-1.79.76-2.77.51-.97 1.29-1.8.77-.84 1.64-1.55.88-.72 1.9-1.33 1.03-.61 2.43-1.15 1.41-.55 2.69-.92 1.29-.37 2.81-.68 1.53-.31 2.83-.58 1.31-.27 2.78-.47 1.47-.2 2.58-.49 1.12-.28 2.19-.58 1.08-.31 2.13-.73 1.05-.42 2.44-1.32 1.39-.9 2.68-1.85 1.3-.95 2.25-1.87.95-.91 2.06-2 1.11-1.09 1.92-1.93.82-.84 1.54-1.82.71-.98 1.4-1.88.69-.9 1.38-1.96.69-1.07 1.25-2.04.55-.97 1.21-1.94.65-.96 1.35-1.79.69-.83 1.46-1.74.77-.9 1.66-1.73.89-.84 2.72-2.31 1.84-1.48 1.84-1.47v.01l-1.1 1.03q-1.1 1.02-1.77 1.92-.68.9-1.39 1.85-.71.96-1.41 1.91-.7.96-1.19 1.92-.48.95-.95 1.92-.46.96-.9 1.95-.43.99-1.02 2.16-.59 1.17-1.17 2.15-.58.97-1.23 2.13t-1.29 2.02q-.64.86-1.3 1.73-.66.88-1.42 1.78-.75.9-1.72 2.03-.97 1.14-1.81 1.89-.85.75-1.98 1.71-1.14.96-2.05 1.61-.91.64-2.42 1.38-1.51.73-2.71 1.21t-2.49.92q-1.3.44-2.35.69-1.06.24-2.1.59-1.03.34-2.06.74-1.03.4-2.29.94-1.26.54-2.27 1.11-1.01.58-1.57 1.57-.56.99-.81 2.06-.25 1.08.56 2.02.8.94-.21-.02-1.02-.96-.01-.48 1 .49 1.87 1.25.87.77 0 0-.88-.77.46-.01 1.34.75 2.6 1.68 1.26.94 2.08 2.03.81 1.09.01.27-.8-.82.3.26 1.11 1.08 1.71 2.1.61 1.02 1.21 2.25.6 1.24.92 2.36.32 1.12-.16.13-.49-.98.02.36.51 1.35.71 2.69.2 1.34.24 2.46.03 1.12-.09 2.42-.13 1.29-.72 3.21-.6 1.92-1.4 3.49-.81 1.58-1.77 2.83-.96 1.24-2.88 2.72-1.92 1.48-2.95 1.85-1.04.36-2.47.76-1.44.41-3.33.72-1.89.32-3.37.41-1.48.09-2.63.15-1.15.05-2.74-.06-1.59-.1-2.8-.29-1.2-.19-3.2-.63-1.99-.45-3.63-.92-1.63-.48-3.28-.79-1.65-.31-2.76-.2-1.11.1-2.21.42-1.11.32.39-.29 1.49-.6-.12.21-1.61.8-.39.19 1.21-.61.29.13-.92.74-1.83 1.34-.92.61.15-.19t.3-.05q-.77.75-1.58 1.57-.81.82.01-.18.82-1 .24.23t-.72 2.72q-.15 1.48-.08 2.4.07.91-.19 2.16-.26 1.26-.81 2.41-.55 1.16-1.36 2.15t-1.84 1.75q-1.03.77-2.21 1.27t-2.44.7q-1.27.2-2.53.1-1.28-.11-2.49-.52-1.22-.41-2.3-1.1-1.08-.68-1.96-1.61-.89-.92-1.52-2.04-.64-1.11-.99-2.34-.36-1.23-.41-2.51l-.04-1.27Z"}));case"thin-thick-thin":return React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 114 113",strokeWidth:"2",fill:null!==(l=e.strokeColor)&&void 0!==l?l:"var(--icon-fill-color)",stroke:null!==(c=e.strokeColor)&&void 0!==c?c:"var(--icon-fill-color)"},React__namespace.createElement("path",{d:"m10 103.405.13-1.22q.14-1.22 1.3-3.16 1.15-1.94 2.74-3.46 1.59-1.53 3.35-2.72 1.77-1.2 4-1.95 2.23-.76 4.45-1t4.86-.4q2.64-.15 5.14-.34 2.51-.19 4.85-.94 2.35-.75 4.55-1.71 2.21-.97 4.16-2.26 1.95-1.3 4.03-2.97 2.07-1.67 3.85-3.05 1.78-1.37 3.72-2.48 1.94-1.11 3.3-2.99 1.36-1.89 2.58-3.74 1.22-1.85-.63-3.42-1.85-1.57-3.82-2.86-1.97-1.3-4.11-2.08-2.15-.78-4.21-1.6-2.06-.81-4.02-1.96-1.96-1.14-3.71-2.48-1.74-1.33-3.37-2.77-1.63-1.43-3.23-3.62-1.6-2.18-2.23-4.64-.62-2.46-.36-4.96.27-2.49 1.19-4.46.91-1.97 2.42-3.7 1.5-1.73 3.5-3.15t4.11-2.28q2.1-.86 4.33-1.44 2.24-.58 4.92-.84 2.68-.26 4.83-.19t4.69.35q2.53.28 4.75.66 2.23.38 4.48.2 2.26-.19 4.43-1.3 2.17-1.12 4.2-2.36 2.04-1.24 3.93-2.43 1.9-1.19 3.84-2.14 1.95-.95 4.04-1.78 2.09-.83 4.56-2.28 2.46-1.46 2.46-1.45h.01q.01 0-1.38 1.3-1.38 1.29-3.08 2.59-1.7 1.3-3.5 2.5t-3.42 2.65q-1.62 1.45-3.18 3-1.57 1.56-3.37 3.13-1.8 1.57-3.6 2.91-1.81 1.33-3.92 2.12t-4.24.92q-2.13.14-4.31.26-2.18.12-4.5.39t-4.56.88q-2.25.61-4.24 1.6-1.99 1-3.83 2.29-1.83 1.29.18 2.44 2.01 1.15 4.2 1.92 2.2.78 4.34 1 2.15.22 4.4.69 2.25.46 4.34 1.16 2.08.71 4.33 1.91 2.25 1.21 4.11 2.73 1.87 1.52 3.68 4.03 1.82 2.5 2.74 5 .93 2.5 1.18 5.03.26 2.53-.04 4.81t-1.4 4.85q-1.09 2.58-2.4 4.26-1.3 1.68-3.1 3.44t-4.02 3.62q-2.23 1.85-4.32 3.07-2.08 1.23-4.34 1.99-2.25.76-4.46 1.96t-4.37 2.14q-2.15.93-4.22 1.81t-4.36 1.35q-2.3.46-4.52.82-2.22.35-4.76.38-2.54.04-4.87-.28t-4.67-.67q-2.34-.35-4.72-.54-2.39-.19-4.64.37-2.25.56-4.16 1.66-1.91 1.11-3.52 2.71-1.61 1.6-2.55 2.39l-.94.78Z"}));default:return React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 512 512",fill:null!==(g=e.strokeColor)&&void 0!==g?g:"var(--icon-fill-color)",stroke:null!==(u=e.strokeColor)&&void 0!==u?u:"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M453.3 19.3l39.4 39.4c25 25 25 65.5 0 90.5l-52.1 52.1 0 0-1-1 0 0-16-16-96-96-17-17 52.1-52.1c25-25 65.5-25 90.5 0zM241 114.9c-9.4-9.4-24.6-9.4-33.9 0L105 217c-9.4 9.4-24.6 9.4-33.9 0s-9.4-24.6 0-33.9L173.1 81c28.1-28.1 73.7-28.1 101.8 0L288 94.1l17 17 96 96 16 16 1 1-17 17L229.5 412.5c-48 48-109.2 80.8-175.8 94.1l-25 5c-7.9 1.6-16-.9-21.7-6.6s-8.1-13.8-6.6-21.7l5-25c13.3-66.6 46.1-127.8 94.1-175.8L254.1 128 241 114.9z"}))}},stringToSVG=e=>(e=e.replace(/stroke\s*=\s*['"][^"']*['"]/g,"").replace(/[^-]width\s*=\s*['"][^"']*['"]/g,"").replace(/[^-]height\s*=\s*['"][^"']*['"]/g,"").replace("<svg ",'<svg style="stroke:var(--icon-fill-color);color:var(--icon-fill-color);fill:var(--icon-fill-color);stroke-width:6;" '),React__namespace.createElement("div",{dangerouslySetInnerHTML:{__html:e}})),LogoWrapper=({children:e})=>React__namespace.createElement("div",{className:"welcome-screen-center__logo virgil welcome-screen-decor"},e," ");var top="top",bottom="bottom",right="right",left="left",auto="auto",basePlacements=[top,bottom,right,left],start="start",end="end",clippingParents="clippingParents",viewport="viewport",popper="popper",reference="reference",variationPlacements=basePlacements.reduce((function(e,A){return e.concat([A+"-"+start,A+"-"+end])}),[]),placements=[].concat(basePlacements,[auto]).reduce((function(e,A){return e.concat([A,A+"-"+start,A+"-"+end])}),[]),beforeRead="beforeRead",read="read",afterRead="afterRead",beforeMain="beforeMain",main="main",afterMain="afterMain",beforeWrite="beforeWrite",write="write",afterWrite="afterWrite",modifierPhases=[beforeRead,read,afterRead,beforeMain,main,afterMain,beforeWrite,write,afterWrite];function getNodeName(e){return e?(e.nodeName||"").toLowerCase():null}function getWindow(e){if(null==e)return window;if("[object Window]"!==e.toString()){var A=e.ownerDocument;return A&&A.defaultView||window}return e}function isElement(e){return e instanceof getWindow(e).Element||e instanceof Element}function isHTMLElement(e){return e instanceof getWindow(e).HTMLElement||e instanceof HTMLElement}function isShadowRoot(e){return"undefined"!=typeof ShadowRoot&&(e instanceof getWindow(e).ShadowRoot||e instanceof ShadowRoot)}function applyStyles(e){var A=e.state;Object.keys(A.elements).forEach((function(e){var t=A.styles[e]||{},i=A.attributes[e]||{},n=A.elements[e];isHTMLElement(n)&&getNodeName(n)&&(Object.assign(n.style,t),Object.keys(i).forEach((function(e){var A=i[e];!1===A?n.removeAttribute(e):n.setAttribute(e,!0===A?"":A)})))}))}function effect$2(e){var A=e.state,t={popper:{position:A.options.strategy,left:"0",top:"0",margin:"0"},arrow:{position:"absolute"},reference:{}};return Object.assign(A.elements.popper.style,t.popper),A.styles=t,A.elements.arrow&&Object.assign(A.elements.arrow.style,t.arrow),function(){Object.keys(A.elements).forEach((function(e){var i=A.elements[e],n=A.attributes[e]||{},s=Object.keys(A.styles.hasOwnProperty(e)?A.styles[e]:t[e]).reduce((function(e,A){return e[A]="",e}),{});isHTMLElement(i)&&getNodeName(i)&&(Object.assign(i.style,s),Object.keys(n).forEach((function(e){i.removeAttribute(e)})))}))}}var applyStyles$1={name:"applyStyles",enabled:!0,phase:"write",fn:applyStyles,effect:effect$2,requires:["computeStyles"]};function getBasePlacement(e){return e.split("-")[0]}var max=Math.max,min=Math.min,round=Math.round;function getUAString(){var e=navigator.userAgentData;return null!=e&&e.brands&&Array.isArray(e.brands)?e.brands.map((function(e){return e.brand+"/"+e.version})).join(" "):navigator.userAgent}function isLayoutViewport(){return!/^((?!chrome|android).)*safari/i.test(getUAString())}function getBoundingClientRect(e,A,t){void 0===A&&(A=!1),void 0===t&&(t=!1);var i=e.getBoundingClientRect(),n=1,s=1;A&&isHTMLElement(e)&&(n=e.offsetWidth>0&&round(i.width)/e.offsetWidth||1,s=e.offsetHeight>0&&round(i.height)/e.offsetHeight||1);var r=(isElement(e)?getWindow(e):window).visualViewport,a=!isLayoutViewport()&&t,o=(i.left+(a&&r?r.offsetLeft:0))/n,l=(i.top+(a&&r?r.offsetTop:0))/s,c=i.width/n,g=i.height/s;return{width:c,height:g,top:l,right:o+c,bottom:l+g,left:o,x:o,y:l}}function getLayoutRect(e){var A=getBoundingClientRect(e),t=e.offsetWidth,i=e.offsetHeight;return Math.abs(A.width-t)<=1&&(t=A.width),Math.abs(A.height-i)<=1&&(i=A.height),{x:e.offsetLeft,y:e.offsetTop,width:t,height:i}}function contains(e,A){var t=A.getRootNode&&A.getRootNode();if(e.contains(A))return!0;if(t&&isShadowRoot(t)){var i=A;do{if(i&&e.isSameNode(i))return!0;i=i.parentNode||i.host}while(i)}return!1}function getComputedStyle$1(e){return getWindow(e).getComputedStyle(e)}function isTableElement(e){return["table","td","th"].indexOf(getNodeName(e))>=0}function getDocumentElement(e){return((isElement(e)?e.ownerDocument:e.document)||window.document).documentElement}function getParentNode(e){return"html"===getNodeName(e)?e:e.assignedSlot||e.parentNode||(isShadowRoot(e)?e.host:null)||getDocumentElement(e)}function getTrueOffsetParent(e){return isHTMLElement(e)&&"fixed"!==getComputedStyle$1(e).position?e.offsetParent:null}function getContainingBlock(e){var A=/firefox/i.test(getUAString());if(/Trident/i.test(getUAString())&&isHTMLElement(e)&&"fixed"===getComputedStyle$1(e).position)return null;var t=getParentNode(e);for(isShadowRoot(t)&&(t=t.host);isHTMLElement(t)&&["html","body"].indexOf(getNodeName(t))<0;){var i=getComputedStyle$1(t);if("none"!==i.transform||"none"!==i.perspective||"paint"===i.contain||-1!==["transform","perspective"].indexOf(i.willChange)||A&&"filter"===i.willChange||A&&i.filter&&"none"!==i.filter)return t;t=t.parentNode}return null}function getOffsetParent(e){for(var A=getWindow(e),t=getTrueOffsetParent(e);t&&isTableElement(t)&&"static"===getComputedStyle$1(t).position;)t=getTrueOffsetParent(t);return t&&("html"===getNodeName(t)||"body"===getNodeName(t)&&"static"===getComputedStyle$1(t).position)?A:t||getContainingBlock(e)||A}function getMainAxisFromPlacement(e){return["top","bottom"].indexOf(e)>=0?"x":"y"}function within(e,A,t){return max(e,min(A,t))}function withinMaxClamp(e,A,t){var i=within(e,A,t);return i>t?t:i}function getFreshSideObject(){return{top:0,right:0,bottom:0,left:0}}function mergePaddingObject(e){return Object.assign({},getFreshSideObject(),e)}function expandToHashMap(e,A){return A.reduce((function(A,t){return A[t]=e,A}),{})}var toPaddingObject=function(e,A){return mergePaddingObject("number"!=typeof(e="function"==typeof e?e(Object.assign({},A.rects,{placement:A.placement})):e)?e:expandToHashMap(e,basePlacements))};function arrow(e){var A,t=e.state,i=e.name,n=e.options,s=t.elements.arrow,r=t.modifiersData.popperOffsets,a=getBasePlacement(t.placement),o=getMainAxisFromPlacement(a),l=[left,right].indexOf(a)>=0?"height":"width";if(s&&r){var c=toPaddingObject(n.padding,t),g=getLayoutRect(s),u="y"===o?top:left,d="y"===o?bottom:right,h=t.rects.reference[l]+t.rects.reference[o]-r[o]-t.rects.popper[l],m=r[o]-t.rects.reference[o],p=getOffsetParent(s),w=p?"y"===o?p.clientHeight||0:p.clientWidth||0:0,B=h/2-m/2,E=c[u],k=w-g[l]-c[d],f=w/2-g[l]/2+B,O=within(E,f,k),W=o;t.modifiersData[i]=((A={})[W]=O,A.centerOffset=O-f,A)}}function effect$1(e){var A=e.state,t=e.options.element,i=void 0===t?"[data-popper-arrow]":t;null!=i&&("string"!=typeof i||(i=A.elements.popper.querySelector(i)))&&contains(A.elements.popper,i)&&(A.elements.arrow=i)}var arrow$1={name:"arrow",enabled:!0,phase:"main",fn:arrow,effect:effect$1,requires:["popperOffsets"],requiresIfExists:["preventOverflow"]};function getVariation(e){return e.split("-")[1]}var unsetSides={top:"auto",right:"auto",bottom:"auto",left:"auto"};function roundOffsetsByDPR(e,A){var t=e.x,i=e.y,n=A.devicePixelRatio||1;return{x:round(t*n)/n||0,y:round(i*n)/n||0}}function mapToStyles(e){var A,t=e.popper,i=e.popperRect,n=e.placement,s=e.variation,r=e.offsets,a=e.position,o=e.gpuAcceleration,l=e.adaptive,c=e.roundOffsets,g=e.isFixed,u=r.x,d=void 0===u?0:u,h=r.y,m=void 0===h?0:h,p="function"==typeof c?c({x:d,y:m}):{x:d,y:m};d=p.x,m=p.y;var w=r.hasOwnProperty("x"),B=r.hasOwnProperty("y"),E=left,k=top,f=window;if(l){var O=getOffsetParent(t),W="clientHeight",C="clientWidth";O===getWindow(t)&&"static"!==getComputedStyle$1(O=getDocumentElement(t)).position&&"absolute"===a&&(W="scrollHeight",C="scrollWidth"),(n===top||(n===left||n===right)&&s===end)&&(k=bottom,m-=(g&&O===f&&f.visualViewport?f.visualViewport.height:O[W])-i.height,m*=o?1:-1),n!==left&&(n!==top&&n!==bottom||s!==end)||(E=right,d-=(g&&O===f&&f.visualViewport?f.visualViewport.width:O[C])-i.width,d*=o?1:-1)}var x,b=Object.assign({position:a},l&&unsetSides),Q=!0===c?roundOffsetsByDPR({x:d,y:m},getWindow(t)):{x:d,y:m};return d=Q.x,m=Q.y,o?Object.assign({},b,((x={})[k]=B?"0":"",x[E]=w?"0":"",x.transform=(f.devicePixelRatio||1)<=1?"translate("+d+"px, "+m+"px)":"translate3d("+d+"px, "+m+"px, 0)",x)):Object.assign({},b,((A={})[k]=B?m+"px":"",A[E]=w?d+"px":"",A.transform="",A))}function computeStyles(e){var A=e.state,t=e.options,i=t.gpuAcceleration,n=void 0===i||i,s=t.adaptive,r=void 0===s||s,a=t.roundOffsets,o=void 0===a||a,l={placement:getBasePlacement(A.placement),variation:getVariation(A.placement),popper:A.elements.popper,popperRect:A.rects.popper,gpuAcceleration:n,isFixed:"fixed"===A.options.strategy};null!=A.modifiersData.popperOffsets&&(A.styles.popper=Object.assign({},A.styles.popper,mapToStyles(Object.assign({},l,{offsets:A.modifiersData.popperOffsets,position:A.options.strategy,adaptive:r,roundOffsets:o})))),null!=A.modifiersData.arrow&&(A.styles.arrow=Object.assign({},A.styles.arrow,mapToStyles(Object.assign({},l,{offsets:A.modifiersData.arrow,position:"absolute",adaptive:!1,roundOffsets:o})))),A.attributes.popper=Object.assign({},A.attributes.popper,{"data-popper-placement":A.placement})}var computeStyles$1={name:"computeStyles",enabled:!0,phase:"beforeWrite",fn:computeStyles,data:{}},passive={passive:!0};function effect(e){var A=e.state,t=e.instance,i=e.options,n=i.scroll,s=void 0===n||n,r=i.resize,a=void 0===r||r,o=getWindow(A.elements.popper),l=[].concat(A.scrollParents.reference,A.scrollParents.popper);return s&&l.forEach((function(e){e.addEventListener("scroll",t.update,passive)})),a&&o.addEventListener("resize",t.update,passive),function(){s&&l.forEach((function(e){e.removeEventListener("scroll",t.update,passive)})),a&&o.removeEventListener("resize",t.update,passive)}}var eventListeners={name:"eventListeners",enabled:!0,phase:"write",fn:function(){},effect:effect,data:{}},hash$1={left:"right",right:"left",bottom:"top",top:"bottom"};function getOppositePlacement(e){return e.replace(/left|right|bottom|top/g,(function(e){return hash$1[e]}))}var hash={start:"end",end:"start"};function getOppositeVariationPlacement(e){return e.replace(/start|end/g,(function(e){return hash[e]}))}function getWindowScroll(e){var A=getWindow(e);return{scrollLeft:A.pageXOffset,scrollTop:A.pageYOffset}}function getWindowScrollBarX(e){return getBoundingClientRect(getDocumentElement(e)).left+getWindowScroll(e).scrollLeft}function getViewportRect(e,A){var t=getWindow(e),i=getDocumentElement(e),n=t.visualViewport,s=i.clientWidth,r=i.clientHeight,a=0,o=0;if(n){s=n.width,r=n.height;var l=isLayoutViewport();(l||!l&&"fixed"===A)&&(a=n.offsetLeft,o=n.offsetTop)}return{width:s,height:r,x:a+getWindowScrollBarX(e),y:o}}function getDocumentRect(e){var A,t=getDocumentElement(e),i=getWindowScroll(e),n=null==(A=e.ownerDocument)?void 0:A.body,s=max(t.scrollWidth,t.clientWidth,n?n.scrollWidth:0,n?n.clientWidth:0),r=max(t.scrollHeight,t.clientHeight,n?n.scrollHeight:0,n?n.clientHeight:0),a=-i.scrollLeft+getWindowScrollBarX(e),o=-i.scrollTop;return"rtl"===getComputedStyle$1(n||t).direction&&(a+=max(t.clientWidth,n?n.clientWidth:0)-s),{width:s,height:r,x:a,y:o}}function isScrollParent(e){var A=getComputedStyle$1(e),t=A.overflow,i=A.overflowX,n=A.overflowY;return/auto|scroll|overlay|hidden/.test(t+n+i)}function getScrollParent(e){return["html","body","#document"].indexOf(getNodeName(e))>=0?e.ownerDocument.body:isHTMLElement(e)&&isScrollParent(e)?e:getScrollParent(getParentNode(e))}function listScrollParents(e,A){var t;void 0===A&&(A=[]);var i=getScrollParent(e),n=i===(null==(t=e.ownerDocument)?void 0:t.body),s=getWindow(i),r=n?[s].concat(s.visualViewport||[],isScrollParent(i)?i:[]):i,a=A.concat(r);return n?a:a.concat(listScrollParents(getParentNode(r)))}function rectToClientRect(e){return Object.assign({},e,{left:e.x,top:e.y,right:e.x+e.width,bottom:e.y+e.height})}function getInnerBoundingClientRect(e,A){var t=getBoundingClientRect(e,!1,"fixed"===A);return t.top=t.top+e.clientTop,t.left=t.left+e.clientLeft,t.bottom=t.top+e.clientHeight,t.right=t.left+e.clientWidth,t.width=e.clientWidth,t.height=e.clientHeight,t.x=t.left,t.y=t.top,t}function getClientRectFromMixedType(e,A,t){return A===viewport?rectToClientRect(getViewportRect(e,t)):isElement(A)?getInnerBoundingClientRect(A,t):rectToClientRect(getDocumentRect(getDocumentElement(e)))}function getClippingParents(e){var A=listScrollParents(getParentNode(e)),t=["absolute","fixed"].indexOf(getComputedStyle$1(e).position)>=0&&isHTMLElement(e)?getOffsetParent(e):e;return isElement(t)?A.filter((function(e){return isElement(e)&&contains(e,t)&&"body"!==getNodeName(e)})):[]}function getClippingRect(e,A,t,i){var n="clippingParents"===A?getClippingParents(e):[].concat(A),s=[].concat(n,[t]),r=s[0],a=s.reduce((function(A,t){var n=getClientRectFromMixedType(e,t,i);return A.top=max(n.top,A.top),A.right=min(n.right,A.right),A.bottom=min(n.bottom,A.bottom),A.left=max(n.left,A.left),A}),getClientRectFromMixedType(e,r,i));return a.width=a.right-a.left,a.height=a.bottom-a.top,a.x=a.left,a.y=a.top,a}function computeOffsets(e){var A,t=e.reference,i=e.element,n=e.placement,s=n?getBasePlacement(n):null,r=n?getVariation(n):null,a=t.x+t.width/2-i.width/2,o=t.y+t.height/2-i.height/2;switch(s){case top:A={x:a,y:t.y-i.height};break;case bottom:A={x:a,y:t.y+t.height};break;case right:A={x:t.x+t.width,y:o};break;case left:A={x:t.x-i.width,y:o};break;default:A={x:t.x,y:t.y}}var l=s?getMainAxisFromPlacement(s):null;if(null!=l){var c="y"===l?"height":"width";switch(r){case start:A[l]=A[l]-(t[c]/2-i[c]/2);break;case end:A[l]=A[l]+(t[c]/2-i[c]/2)}}return A}function detectOverflow(e,A){void 0===A&&(A={});var t=A,i=t.placement,n=void 0===i?e.placement:i,s=t.strategy,r=void 0===s?e.strategy:s,a=t.boundary,o=void 0===a?clippingParents:a,l=t.rootBoundary,c=void 0===l?viewport:l,g=t.elementContext,u=void 0===g?popper:g,d=t.altBoundary,h=void 0!==d&&d,m=t.padding,p=void 0===m?0:m,w=mergePaddingObject("number"!=typeof p?p:expandToHashMap(p,basePlacements)),B=u===popper?reference:popper,E=e.rects.popper,k=e.elements[h?B:u],f=getClippingRect(isElement(k)?k:k.contextElement||getDocumentElement(e.elements.popper),o,c,r),O=getBoundingClientRect(e.elements.reference),W=computeOffsets({reference:O,element:E,strategy:"absolute",placement:n}),C=rectToClientRect(Object.assign({},E,W)),x=u===popper?C:O,b={top:f.top-x.top+w.top,bottom:x.bottom-f.bottom+w.bottom,left:f.left-x.left+w.left,right:x.right-f.right+w.right},Q=e.modifiersData.offset;if(u===popper&&Q){var y=Q[n];Object.keys(b).forEach((function(e){var A=[right,bottom].indexOf(e)>=0?1:-1,t=[top,bottom].indexOf(e)>=0?"y":"x";b[e]+=y[t]*A}))}return b}function computeAutoPlacement(e,A){void 0===A&&(A={});var t=A,i=t.placement,n=t.boundary,s=t.rootBoundary,r=t.padding,a=t.flipVariations,o=t.allowedAutoPlacements,l=void 0===o?placements:o,c=getVariation(i),g=c?a?variationPlacements:variationPlacements.filter((function(e){return getVariation(e)===c})):basePlacements,u=g.filter((function(e){return l.indexOf(e)>=0}));0===u.length&&(u=g);var d=u.reduce((function(A,t){return A[t]=detectOverflow(e,{placement:t,boundary:n,rootBoundary:s,padding:r})[getBasePlacement(t)],A}),{});return Object.keys(d).sort((function(e,A){return d[e]-d[A]}))}function getExpandedFallbackPlacements(e){if(getBasePlacement(e)===auto)return[];var A=getOppositePlacement(e);return[getOppositeVariationPlacement(e),A,getOppositeVariationPlacement(A)]}function flip(e){var A=e.state,t=e.options,i=e.name;if(!A.modifiersData[i]._skip){for(var n=t.mainAxis,s=void 0===n||n,r=t.altAxis,a=void 0===r||r,o=t.fallbackPlacements,l=t.padding,c=t.boundary,g=t.rootBoundary,u=t.altBoundary,d=t.flipVariations,h=void 0===d||d,m=t.allowedAutoPlacements,p=A.options.placement,w=getBasePlacement(p),B=o||(w!==p&&h?getExpandedFallbackPlacements(p):[getOppositePlacement(p)]),E=[p].concat(B).reduce((function(e,t){return e.concat(getBasePlacement(t)===auto?computeAutoPlacement(A,{placement:t,boundary:c,rootBoundary:g,padding:l,flipVariations:h,allowedAutoPlacements:m}):t)}),[]),k=A.rects.reference,f=A.rects.popper,O=new Map,W=!0,C=E[0],x=0;x<E.length;x++){var b=E[x],Q=getBasePlacement(b),y=getVariation(b)===start,v=[top,bottom].indexOf(Q)>=0,I=v?"width":"height",M=detectOverflow(A,{placement:b,boundary:c,rootBoundary:g,altBoundary:u,padding:l}),D=v?y?right:left:y?bottom:top;k[I]>f[I]&&(D=getOppositePlacement(D));var F=getOppositePlacement(D),U=[];if(s&&U.push(M[Q]<=0),a&&U.push(M[D]<=0,M[F]<=0),U.every((function(e){return e}))){C=b,W=!1;break}O.set(b,U)}if(W)for(var R=function(e){var A=E.find((function(A){var t=O.get(A);if(t)return t.slice(0,e).every((function(e){return e}))}));if(A)return C=A,"break"},N=h?3:1;N>0&&"break"!==R(N);N--);A.placement!==C&&(A.modifiersData[i]._skip=!0,A.placement=C,A.reset=!0)}}var flip$1={name:"flip",enabled:!0,phase:"main",fn:flip,requiresIfExists:["offset"],data:{_skip:!1}};function getSideOffsets(e,A,t){return void 0===t&&(t={x:0,y:0}),{top:e.top-A.height-t.y,right:e.right-A.width+t.x,bottom:e.bottom-A.height+t.y,left:e.left-A.width-t.x}}function isAnySideFullyClipped(e){return[top,right,bottom,left].some((function(A){return e[A]>=0}))}function hide(e){var A=e.state,t=e.name,i=A.rects.reference,n=A.rects.popper,s=A.modifiersData.preventOverflow,r=detectOverflow(A,{elementContext:"reference"}),a=detectOverflow(A,{altBoundary:!0}),o=getSideOffsets(r,i),l=getSideOffsets(a,n,s),c=isAnySideFullyClipped(o),g=isAnySideFullyClipped(l);A.modifiersData[t]={referenceClippingOffsets:o,popperEscapeOffsets:l,isReferenceHidden:c,hasPopperEscaped:g},A.attributes.popper=Object.assign({},A.attributes.popper,{"data-popper-reference-hidden":c,"data-popper-escaped":g})}var hide$1={name:"hide",enabled:!0,phase:"main",requiresIfExists:["preventOverflow"],fn:hide};function distanceAndSkiddingToXY(e,A,t){var i=getBasePlacement(e),n=[left,top].indexOf(i)>=0?-1:1,s="function"==typeof t?t(Object.assign({},A,{placement:e})):t,r=s[0],a=s[1];return r=r||0,a=(a||0)*n,[left,right].indexOf(i)>=0?{x:a,y:r}:{x:r,y:a}}function offset(e){var A=e.state,t=e.options,i=e.name,n=t.offset,s=void 0===n?[0,0]:n,r=placements.reduce((function(e,t){return e[t]=distanceAndSkiddingToXY(t,A.rects,s),e}),{}),a=r[A.placement],o=a.x,l=a.y;null!=A.modifiersData.popperOffsets&&(A.modifiersData.popperOffsets.x+=o,A.modifiersData.popperOffsets.y+=l),A.modifiersData[i]=r}var offset$1={name:"offset",enabled:!0,phase:"main",requires:["popperOffsets"],fn:offset};function popperOffsets(e){var A=e.state,t=e.name;A.modifiersData[t]=computeOffsets({reference:A.rects.reference,element:A.rects.popper,strategy:"absolute",placement:A.placement})}var popperOffsets$1={name:"popperOffsets",enabled:!0,phase:"read",fn:popperOffsets,data:{}};function getAltAxis(e){return"x"===e?"y":"x"}function preventOverflow(e){var A=e.state,t=e.options,i=e.name,n=t.mainAxis,s=void 0===n||n,r=t.altAxis,a=void 0!==r&&r,o=t.boundary,l=t.rootBoundary,c=t.altBoundary,g=t.padding,u=t.tether,d=void 0===u||u,h=t.tetherOffset,m=void 0===h?0:h,p=detectOverflow(A,{boundary:o,rootBoundary:l,padding:g,altBoundary:c}),w=getBasePlacement(A.placement),B=getVariation(A.placement),E=!B,k=getMainAxisFromPlacement(w),f=getAltAxis(k),O=A.modifiersData.popperOffsets,W=A.rects.reference,C=A.rects.popper,x="function"==typeof m?m(Object.assign({},A.rects,{placement:A.placement})):m,b="number"==typeof x?{mainAxis:x,altAxis:x}:Object.assign({mainAxis:0,altAxis:0},x),Q=A.modifiersData.offset?A.modifiersData.offset[A.placement]:null,y={x:0,y:0};if(O){if(s){var v,I="y"===k?top:left,M="y"===k?bottom:right,D="y"===k?"height":"width",F=O[k],U=F+p[I],R=F-p[M],N=d?-C[D]/2:0,T=B===start?W[D]:C[D],S=B===start?-C[D]:-W[D],H=A.elements.arrow,L=d&&H?getLayoutRect(H):{width:0,height:0},G=A.modifiersData["arrow#persistent"]?A.modifiersData["arrow#persistent"].padding:getFreshSideObject(),j=G[I],Y=G[M],P=within(0,W[D],L[D]),z=E?W[D]/2-N-P-j-b.mainAxis:T-P-j-b.mainAxis,K=E?-W[D]/2+N+P+Y+b.mainAxis:S+P+Y+b.mainAxis,q=A.elements.arrow&&getOffsetParent(A.elements.arrow),J=q?"y"===k?q.clientTop||0:q.clientLeft||0:0,V=null!=(v=null==Q?void 0:Q[k])?v:0,Z=F+K-V,X=within(d?min(U,F+z-V-J):U,F,d?max(R,Z):R);O[k]=X,y[k]=X-F}if(a){var _,$="x"===k?top:left,ee="x"===k?bottom:right,Ae=O[f],te="y"===f?"height":"width",ie=Ae+p[$],ne=Ae-p[ee],se=-1!==[top,left].indexOf(w),re=null!=(_=null==Q?void 0:Q[f])?_:0,ae=se?ie:Ae-W[te]-C[te]-re+b.altAxis,oe=se?Ae+W[te]+C[te]-re-b.altAxis:ne,le=d&&se?withinMaxClamp(ae,Ae,oe):within(d?ae:ie,Ae,d?oe:ne);O[f]=le,y[f]=le-Ae}A.modifiersData[i]=y}}var preventOverflow$1={name:"preventOverflow",enabled:!0,phase:"main",fn:preventOverflow,requiresIfExists:["offset"]};function getHTMLElementScroll(e){return{scrollLeft:e.scrollLeft,scrollTop:e.scrollTop}}function getNodeScroll(e){return e!==getWindow(e)&&isHTMLElement(e)?getHTMLElementScroll(e):getWindowScroll(e)}function isElementScaled(e){var A=e.getBoundingClientRect(),t=round(A.width)/e.offsetWidth||1,i=round(A.height)/e.offsetHeight||1;return 1!==t||1!==i}function getCompositeRect(e,A,t){void 0===t&&(t=!1);var i=isHTMLElement(A),n=isHTMLElement(A)&&isElementScaled(A),s=getDocumentElement(A),r=getBoundingClientRect(e,n,t),a={scrollLeft:0,scrollTop:0},o={x:0,y:0};return(i||!i&&!t)&&(("body"!==getNodeName(A)||isScrollParent(s))&&(a=getNodeScroll(A)),isHTMLElement(A)?((o=getBoundingClientRect(A,!0)).x+=A.clientLeft,o.y+=A.clientTop):s&&(o.x=getWindowScrollBarX(s))),{x:r.left+a.scrollLeft-o.x,y:r.top+a.scrollTop-o.y,width:r.width,height:r.height}}function order(e){var A=new Map,t=new Set,i=[];function n(e){t.add(e.name),[].concat(e.requires||[],e.requiresIfExists||[]).forEach((function(e){if(!t.has(e)){var i=A.get(e);i&&n(i)}})),i.push(e)}return e.forEach((function(e){A.set(e.name,e)})),e.forEach((function(e){t.has(e.name)||n(e)})),i}function orderModifiers(e){var A=order(e);return modifierPhases.reduce((function(e,t){return e.concat(A.filter((function(e){return e.phase===t})))}),[])}function debounce(e){var A;return function(){return A||(A=new Promise((function(t){Promise.resolve().then((function(){A=void 0,t(e())}))}))),A}}function mergeByName(e){var A=e.reduce((function(e,A){var t=e[A.name];return e[A.name]=t?Object.assign({},t,A,{options:Object.assign({},t.options,A.options),data:Object.assign({},t.data,A.data)}):A,e}),{});return Object.keys(A).map((function(e){return A[e]}))}var DEFAULT_OPTIONS={placement:"bottom",modifiers:[],strategy:"absolute"};function areValidElements(){for(var e=arguments.length,A=new Array(e),t=0;t<e;t++)A[t]=arguments[t];return!A.some((function(e){return!(e&&"function"==typeof e.getBoundingClientRect)}))}function popperGenerator(e){void 0===e&&(e={});var A=e,t=A.defaultModifiers,i=void 0===t?[]:t,n=A.defaultOptions,s=void 0===n?DEFAULT_OPTIONS:n;return function(e,A,t){void 0===t&&(t=s);var n={placement:"bottom",orderedModifiers:[],options:Object.assign({},DEFAULT_OPTIONS,s),modifiersData:{},elements:{reference:e,popper:A},attributes:{},styles:{}},r=[],a=!1,o={state:n,setOptions:function(t){var a="function"==typeof t?t(n.options):t;l(),n.options=Object.assign({},s,n.options,a),n.scrollParents={reference:isElement(e)?listScrollParents(e):e.contextElement?listScrollParents(e.contextElement):[],popper:listScrollParents(A)};var c=orderModifiers(mergeByName([].concat(i,n.options.modifiers)));return n.orderedModifiers=c.filter((function(e){return e.enabled})),n.orderedModifiers.forEach((function(e){var A=e.name,t=e.options,i=void 0===t?{}:t,s=e.effect;if("function"==typeof s){var a=s({state:n,name:A,instance:o,options:i});r.push(a||function(){})}})),o.update()},forceUpdate:function(){if(!a){var e=n.elements,A=e.reference,t=e.popper;if(areValidElements(A,t)){n.rects={reference:getCompositeRect(A,getOffsetParent(t),"fixed"===n.options.strategy),popper:getLayoutRect(t)},n.reset=!1,n.placement=n.options.placement,n.orderedModifiers.forEach((function(e){return n.modifiersData[e.name]=Object.assign({},e.data)}));for(var i=0;i<n.orderedModifiers.length;i++)if(!0!==n.reset){var s=n.orderedModifiers[i],r=s.fn,l=s.options,c=void 0===l?{}:l,g=s.name;"function"==typeof r&&(n=r({state:n,options:c,name:g,instance:o})||n)}else n.reset=!1,i=-1}}},update:debounce((function(){return new Promise((function(e){o.forceUpdate(),e(n)}))})),destroy:function(){l(),a=!0}};if(!areValidElements(e,A))return o;function l(){r.forEach((function(e){return e()})),r=[]}return o.setOptions(t).then((function(e){!a&&t.onFirstUpdate&&t.onFirstUpdate(e)})),o}}var defaultModifiers=[eventListeners,popperOffsets$1,computeStyles$1,applyStyles$1,offset$1,flip$1,preventOverflow$1,arrow$1,hide$1],createPopper=popperGenerator({defaultModifiers:defaultModifiers});class Suggester{constructor(e,A,t){this.containerEl=A,this.owner=e,A.on("click",".suggestion-item",this.onSuggestionClick.bind(this)),A.on("mousemove",".suggestion-item",this.onSuggestionMouseover.bind(this)),t.register([],"ArrowUp",(()=>(this.setSelectedItem(this.selectedItem-1,!0),!1))),t.register([],"ArrowDown",(()=>(this.setSelectedItem(this.selectedItem+1,!0),!1))),t.register([],"Enter",(e=>(this.useSelectedItem(e),!1))),t.register([],"Tab",(e=>(this.chooseSuggestion(e),!1)))}chooseSuggestion(e){if(!this.items||!this.items.length)return;const A=this.items[this.selectedItem];A&&this.owner.onChooseSuggestion(A,e)}onSuggestionClick(e,A){if(e.preventDefault(),!this.suggestions||!this.suggestions.length)return;const t=this.suggestions.indexOf(A);this.setSelectedItem(t,!1),this.useSelectedItem(e)}onSuggestionMouseover(e,A){if(!this.suggestions||!this.suggestions.length)return;const t=this.suggestions.indexOf(A);this.setSelectedItem(t,!1)}empty(){this.containerEl.empty()}setSuggestions(e){this.containerEl.empty();const A=[];e.forEach((e=>{const t=this.containerEl.createDiv("suggestion-item");this.owner.renderSuggestion(e,t),A.push(t)})),this.items=e,this.suggestions=A,this.setSelectedItem(0,!1)}useSelectedItem(e){if(!this.items||!this.items.length)return;const A=this.items[this.selectedItem];A&&this.owner.selectSuggestion(A,e)}wrap(e,A){return(e%A+A)%A}setSelectedItem(e,A){const t=this.wrap(e,this.suggestions.length),i=this.suggestions[this.selectedItem],n=this.suggestions[t];i&&i.removeClass("is-selected"),n&&n.addClass("is-selected"),this.selectedItem=t,A&&n.scrollIntoView(!1)}}class SuggestionModal extends obsidian_module.FuzzySuggestModal{constructor(e,A,t){super(e),this.items=[],this.scope=new obsidian_module.Scope(this.app.scope),this.emptyStateText="No match found",this.limit=100,this.inputEl=A,this.items=t,this.suggestEl=createDiv("suggestion-container"),this.contentEl=this.suggestEl.createDiv("suggestion"),this.suggester=new Suggester(this,this.contentEl,this.scope),this.scope.register([],"Escape",this.onEscape.bind(this)),this.inputEl.addEventListener("input",this.onInputChanged.bind(this)),this.inputEl.addEventListener("focus",this.onFocus.bind(this)),this.inputEl.addEventListener("blur",this.close.bind(this)),this.suggestEl.on("mousedown",".suggestion-container",(e=>{e.preventDefault()}))}empty(){this.suggester.empty()}onInputChanged(){if(this.shouldNotOpen)return;const e=this.modifyInput(this.inputEl.value),A=this.getSuggestions(e);A.length>0?this.suggester.setSuggestions(A.slice(0,this.limit)):this.onNoSuggestion(),this.open()}onFocus(){this.shouldNotOpen=!1,this.onInputChanged()}modifyInput(e){return e}onNoSuggestion(){this.empty(),this.renderSuggestion(null,this.contentEl.createDiv("suggestion-item"))}open(){this.app.keymap.pushScope(this.scope),this.inputEl.ownerDocument.body.appendChild(this.suggestEl),this.popper=createPopper(this.inputEl,this.suggestEl,{placement:"bottom-start",modifiers:[{name:"offset",options:{offset:[0,10]}},{name:"flip",options:{fallbackPlacements:["top"]}}]})}onEscape(){this.close(),this.shouldNotOpen=!0}close(){this.app.keymap.popScope(this.scope),this.suggester.setSuggestions([]),this.popper&&this.popper.destroy(),this.suggestEl.detach()}createPrompt(e){this.promptEl||(this.promptEl=this.suggestEl.createDiv("prompt-instructions"));const A=this.promptEl.createDiv("prompt-instruction");for(const t of e)A.appendChild(t)}}class FileSuggestionModal extends SuggestionModal{constructor(e,A,t){super(e,A.inputEl,t),this.limit=20,this.files=[...t],this.text=A,this.inputEl.addEventListener("input",(()=>this.getFile()))}getFile(){const e=this.inputEl.value,A=this.app.vault.getAbstractFileByPath(e);A!==this.file&&A instanceof obsidian_module.TFile&&(this.file=A,this.onInputChanged())}getSelectedItem(){return this.file}getItemText(e){return e.path}onChooseItem(e){this.file=e,this.text.setValue(e.path),this.text.onChanged()}selectSuggestion({item:e}){this.file=e,this.text.setValue(e.path),this.onClose(),this.text.onChanged(),this.close()}renderSuggestion(e,A){const{item:t,match:i}=e||{},n=A.createDiv({cls:"suggestion-content"});if(!t)return n.setText(this.emptyStateText),void n.parentElement.addClass("is-selected");const s=t.path.length-t.name.length,r=i.matches.map((e=>createSpan("suggestion-highlight")));for(let e=s;e<t.path.length;e++){const A=i.matches.find((A=>A[0]===e));if(A){const s=r[i.matches.indexOf(A)];n.appendChild(s),s.appendText(t.path.substring(A[0],A[1])),e+=A[1]-A[0]-1}else n.appendText(t.path[e])}A.createDiv({cls:"suggestion-note",text:t.path})}getItems(){return this.files}}const insertImageToView=async(e,A,t,i)=>{e.clear(),e.style.strokeColor="transparent",e.style.backgroundColor="transparent";const n=e.getExcalidrawAPI();e.canvas.theme=n.getAppState().theme;const s=await e.addImage(A.x,A.y,t,i);return await e.addElementsToView(!1,!0,!0),s},insertEmbeddableToView=async(e,A,t,i)=>{if(e.clear(),e.style.strokeColor="transparent",e.style.backgroundColor="transparent",t&&IMAGE_TYPES.contains(t.extension)||e.isExcalidrawFile(t))return await insertImageToView(e,A,t);{const n=e.addEmbeddable(A.x,A.y,500,500,i,t);return await e.addElementsToView(!1,!0,!0),n}};class InsertPDFModal extends obsidian_module.Modal{constructor(e,A){super(app),this.plugin=e,this.view=A,this.borderBox=!0,this.gapSize=20,this.groupPages=!1,this.direction="right",this.numColumns=1,this.numRows=1,this.lockAfterImport=!0,this.pagesToImport=[],this.pageDimensions={width:0,height:0},this.importScale=.3,this.dirty=!1,this.setImageSizeMessage=()=>this.imageSizeMessage.innerText=`${Math.round(this.pageDimensions.width*this.importScale)} x ${Math.round(this.pageDimensions.height*this.importScale)}`}open(e){e&&"pdf"===e.extension.toLowerCase()&&(this.pdfFile=e),super.open()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Import PDF"),this.createForm()}async onClose(){this.dirty&&(this.plugin.settings.pdfImportScale=this.importScale,this.plugin.settings.pdfBorderBox=this.borderBox,this.plugin.settings.pdfGapSize=this.gapSize,this.plugin.settings.pdfGroupPages=this.groupPages,this.plugin.settings.pdfNumColumns=this.numColumns,this.plugin.settings.pdfNumRows=this.numRows,this.plugin.settings.pdfDirection=this.direction,this.plugin.settings.pdfLockAfterImport=this.lockAfterImport,this.plugin.saveSettings()),this.pdfDoc&&(this.pdfDoc.destroy(),this.pdfDoc=null)}async getPageDimensions(e){try{const A=this.plugin.settings.pdfScale,t=createEl("canvas"),i=(await e.getPage(1)).getViewport({scale:A});this.pageDimensions.height=i.height,this.pageDimensions.width=i.width,t.width=0,t.height=0,this.setImageSizeMessage()}catch(e){console.log(e)}}createPageListFromString(e){const A=e=>e.replace(/\D/g,"");return this.pagesToImport=[],e.split(",").forEach((e=>{const t=e.split("-");if(1===t.length){const e=parseInt(A(t[0]));!isNaN(e)&&this.pagesToImport.push(e)}else if(2===t.length){const e=parseInt(A(t[0])),i=parseInt(A(t[1]));if(isNaN(e)||isNaN(i))return;for(let A=e;A<=i;A++)this.pagesToImport.push(A)}})),this.pagesToImport}async createForm(){await this.plugin.loadSettings(),this.borderBox=this.plugin.settings.pdfBorderBox,this.gapSize=this.plugin.settings.pdfGapSize,this.groupPages=this.plugin.settings.pdfGroupPages,this.numColumns=this.plugin.settings.pdfNumColumns,this.numRows=this.plugin.settings.pdfNumRows,this.direction=this.plugin.settings.pdfDirection,this.lockAfterImport=this.plugin.settings.pdfLockAfterImport,this.importScale=this.plugin.settings.pdfImportScale;const e=this.contentEl;let A,t,i,n;const s=()=>this.pdfDoc?0===this.pagesToImport.length?(i.buttonEl.style.display="none",void(n.innerText="Please select pages to import")):Math.max(...this.pagesToImport)<=this.pdfDoc.numPages?(i.buttonEl.style.display="block",void(n.innerText="")):(i.buttonEl.style.display="none",void(n.innerText=`The selected document has ${this.pdfDoc.numPages} pages. Please select pages between 1 and ${this.pdfDoc.numPages}`)):(n.innerText="Please select a PDF file",void(i.buttonEl.style.display="none")),r=()=>{0!==t?A.innerHTML=`There are <b>${t}</b> pages in the selected document.`:A.innerText="Please select a PDF file"},a=async e=>{this.pdfDoc&&await this.pdfDoc.destroy(),this.pdfDoc=null,e&&(this.pdfDoc=await getPDFDoc(e),this.pdfFile=e,this.pdfDoc?(t=this.pdfDoc.numPages,s(),r(),this.getPageDimensions(this.pdfDoc)):i.setDisabled(!0))},o=new obsidian_module.TextComponent(e);o.inputEl.style.width="100%";const l=new FileSuggestionModal(this.app,o,app.vault.getFiles().filter((e=>"pdf"===e.extension.toLowerCase())));let c,g,u,d;o.onChange((async()=>{const e=l.getSelectedItem();await a(e)})),A=e.createEl("p",{text:""}),r(),new obsidian_module.Setting(e).setName("Pages to import").addText((e=>{g=e,e.setPlaceholder("e.g.: 1,3-5,7,9-10").onChange((e=>{const A=this.createPageListFromString(e);A.length>15?c.innerHTML=`You are importing <b>${A.length}</b> pages. ⚠️ This may take a while. ⚠️`:c.innerHTML=`You are importing <b>${A.length}</b> pages.`,s()})),e.inputEl.style.width="100%"})),c=e.createEl("p",{text:""}),new obsidian_module.Setting(e).setName("Add border box").addToggle((e=>e.setValue(this.borderBox).onChange((e=>{this.borderBox=e,this.dirty=!0})))),new obsidian_module.Setting(e).setName("Group pages").setDesc("This will group all pages into a single group. This is recommended if you are locking the pages after import, because the group will be easier to unlock later rather than unlocking one by one.").addToggle((e=>e.setValue(this.groupPages).onChange((e=>{this.groupPages=e,this.dirty=!0})))),new obsidian_module.Setting(e).setName("Lock pages on canvas after import").addToggle((e=>e.setValue(this.lockAfterImport).onChange((e=>{this.lockAfterImport=e,this.dirty=!0}))));const h=()=>{switch(this.direction){case"down":u.settingEl.style.display="none",d.settingEl.style.display="";break;case"right":u.settingEl.style.display="",d.settingEl.style.display="none"}};let m,p,w;new obsidian_module.Setting(e).setName("Import direction").addDropdown((e=>e.addOptions({down:"Top > Down",right:"Left > Right"}).setValue(this.direction).onChange((e=>{this.direction=e,h(),this.dirty=!0})))),u=new obsidian_module.Setting(e),u.setName("Number of columns").addSlider((e=>e.setLimits(1,100,1).setValue(this.numColumns).onChange((e=>{this.numColumns=e,m.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{m=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.numColumns.toString()}`})),d=new obsidian_module.Setting(e),d.setName("Number of rows").addSlider((e=>e.setLimits(1,100,1).setValue(this.numRows).onChange((e=>{this.numRows=e,p.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{p=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.numRows.toString()}`})),h(),new obsidian_module.Setting(e).setName("Size of gap between pages").addSlider((e=>e.setLimits(10,200,10).setValue(this.gapSize).onChange((e=>{this.gapSize=e,w.innerText=` ${e.toString()}`,this.dirty=!0})))).settingEl.createDiv("",(e=>{w=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.gapSize.toString()}`}));const B=new obsidian_module.Setting(e).setName("Imported page size").setDesc(`${this.pageDimensions.width*this.importScale} x ${this.pageDimensions.height*this.importScale}`).addSlider((e=>e.setLimits(.1,1.5,.1).setValue(this.importScale).onChange((e=>{this.importScale=e,this.dirty=!0,this.setImageSizeMessage()}))));this.imageSizeMessage=B.descEl;const E=new obsidian_module.Setting(e).setDesc("Select a document first").addButton((e=>{e.setButtonText("Import PDF").setCta().onClick((async()=>{const e=getEA(this.view);let A=0,t=0;const i=Math.round(this.pageDimensions.width*this.importScale),s=Math.round(this.pageDimensions.height*this.importScale);for(let r=0;r<this.pagesToImport.length;r++){const a=this.pagesToImport[r];n.innerText=`Importing page ${a} (${r+1} of ${this.pagesToImport.length})`;const o=Math.round(this.pageDimensions.width*this.importScale*A+this.gapSize*A),l=Math.round(this.pageDimensions.height*this.importScale*t+this.gapSize*t);e.style.strokeColor=this.borderBox?"#000000":"transparent";const c=e.addRect(o,l,i,s),g=e.getElement(c);this.lockAfterImport&&(g.locked=!0);const u=await e.addImage(o,l,this.pdfFile.path+`#page=${a}`,!1,!1),d=e.getElement(u);switch(d.width=i,d.height=s,this.lockAfterImport&&(d.locked=!0),e.addToGroup([c,u]),this.direction){case"right":A=(A+1)%this.numColumns,0===A&&t++;break;case"down":t=(t+1)%this.numRows,0===t&&A++}}if(this.groupPages){const A=e.getElements().map((e=>e.id));e.addToGroup(A)}await e.addElementsToView(!0,!0,!1);const r=e.getExcalidrawAPI(),a=e.getElements().map((e=>e.id)),o=e.getViewElements().filter((e=>a.includes(e.id)));r.selectElements(o),r.zoomToFit(o),this.close()})),i=e,i.buttonEl.style.display="none"}));n=E.descEl,n.addClass("mod-warning"),this.pdfFile?(o.setValue(this.pdfFile.path),await a(this.pdfFile),l.close(),g.inputEl.focus()):o.inputEl.focus(),s()}}class UniversalInsertFileModal extends obsidian_module.Modal{constructor(e,A){super(app),this.plugin=e,this.view=A,this.center={x:0,y:0};const t=A.excalidrawAPI.getAppState(),i=A.containerEl.getBoundingClientRect(),n=window.innerWidth||document.documentElement.clientWidth,s=window.innerHeight||document.documentElement.clientHeight,r=sceneCoordsToViewportCoords({sceneX:A.currentPosition.x,sceneY:A.currentPosition.y},t);if(r.x>=i.left+150&&r.y<=i.right-150&&r.y>=i.top+150&&r.y<=i.bottom-150){const e=A.currentPosition.x-250,t=A.currentPosition.y-250;this.center={x:e,y:t}}else{const e=i.left+i.width/2,A=i.top+i.height/2,r=Math.max(0,Math.min(n,e)),a=Math.max(0,Math.min(s,A));this.center=viewportCoordsToSceneCoords({clientX:r,clientY:a},t),this.center={x:this.center.x-250,y:this.center.y-250}}}open(e,A){this.file=e,this.center=null!=A?A:this.center,super.open()}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Insert File From Vault"),this.createForm()}async createForm(){const e=this.contentEl;let A,t,i,n,s,r,a=!1,o=this.file;const l=async()=>{const e=this.plugin.ea,a=o&&"md"===o.extension&&!e.isExcalidrawFile(o),l=o&&(IMAGE_TYPES.contains(o.extension)||e.isExcalidrawFile(o)),c=o&&!l,g=o&&"pdf"===o.extension,u=o&&e.isExcalidrawFile(o);if(a){for(t.settingEl.style.display="",A.selectEl.style.display="block";A.selectEl.options.length>0;)A.selectEl.remove(0);A.addOption("",""),(await app.metadataCache.blockCache.getForFile({isCancelled:()=>!1},o)).blocks.filter((e=>{var A;return e.display&&"heading"===(null===(A=e.node)||void 0===A?void 0:A.type)})).forEach((e=>{A.addOption(`#${cleanSectionHeading(e.display)}`,e.display)}))}else t.settingEl.style.display="none",A.selectEl.style.display="none";r.settingEl.style.display=u?"":"none",l||"md"===(null==o?void 0:o.extension)?n.buttonEl.style.display="block":n.buttonEl.style.display="none",i.buttonEl.style.display=c?"block":"none",s.buttonEl.style.display=g?"block":"none"},c=new obsidian_module.TextComponent(e);c.inputEl.style.width="100%";const g=new FileSuggestionModal(this.app,c,app.vault.getFiles().filter((e=>e!==this.view.file)));c.onChange((()=>{o=g.getSelectedItem(),l()})),t=new obsidian_module.Setting(e).setName("Select section heading").addDropdown((e=>{A=e,A.selectEl.style.width="100%"})),r=new obsidian_module.Setting(e).setName("Anchor to 100% of original size").setDesc("This is a pro feature, use it only if you understand how it works. If enabled even if you change the size of the imported image in Excalidraw, the next time you open the drawing this image will pop back to 100% size. This is useful when embedding an atomic Excalidraw idea into another note and preserving relative sizing of text and icons.").addToggle((e=>{e.setValue(a).onChange((e=>{a=e}))})),new obsidian_module.Setting(e).addButton((e=>{e.setButtonText("as Embeddable").onClick((async()=>{const e=app.metadataCache.fileToLinktext(o,this.view.file.path,"md"===o.extension),t=getEA(this.view);t.selectElementsInView([await insertEmbeddableToView(t,this.center,void 0,`[[${e}${A.selectEl.value}]]`)]),this.close()})),i=e})).addButton((e=>{e.setButtonText("as Pdf").onClick((()=>{new InsertPDFModal(this.plugin,this.view).open(o),this.close()})),s=e})).addButton((e=>{e.setButtonText("as Image").onClick((async()=>{const e=getEA(this.view),t=o&&"md"===o.extension&&!e.isExcalidrawFile(o);e.selectElementsInView([await insertImageToView(e,this.center,t&&A.selectEl.value&&""!==A.selectEl.value?`${o.path}${A.selectEl.value}`:o,e.isExcalidrawFile(o)?!a:void 0)]),this.close()})),n=e})),this.view.ownerWindow.addEventListener("keydown",this.onKeyDown=e=>{const A=e=>"none"!==e.buttonEl.style.display;switch(e.key){case"Escape":return void this.close();case"Enter":return!A(i)||A(n)||A(s)?!A(n)||A(i)||A(s)?!A(s)||A(i)||A(n)?void 0:void s.buttonEl.click():void n.buttonEl.click():void i.buttonEl.click();case"i":return void(A(n)&&n.buttonEl.click());case"p":return void(A(s)&&s.buttonEl.click());case"f":return void(A(i)&&i.buttonEl.click())}}),c.inputEl.focus(),o&&(c.setValue(o.path),g.close()),l()}onClose(){this.view.ownerWindow.removeEventListener("keydown",this.onKeyDown)}}const setPen=(e,A)=>{const t=A.getAppState();A.updateScene({appState:Object.assign(Object.assign(Object.assign(Object.assign(Object.assign(Object.assign({currentStrokeOptions:e.penOptions},e.strokeWidth&&0!==e.strokeWidth?{currentItemStrokeWidth:e.strokeWidth}:null),e.backgroundColor?{currentItemBackgroundColor:e.backgroundColor}:null),e.strokeColor?{currentItemStrokeColor:e.strokeColor}:null),""===e.fillStyle?null:{currentItemFillStyle:e.fillStyle}),e.roughness?null:{currentItemRoughness:e.roughness}),e.freedrawOnly&&!t.resetCustomPen?{resetCustomPen:{currentItemStrokeWidth:t.currentItemStrokeWidth,currentItemBackgroundColor:t.currentItemBackgroundColor,currentItemStrokeColor:t.currentItemStrokeColor,currentItemFillStyle:t.currentItemFillStyle,currentItemRoughness:t.currentItemRoughness}}:null)})},resetStrokeOptions=(e,A,t)=>{A.updateScene({appState:Object.assign(Object.assign(Object.assign({},e?{currentItemStrokeWidth:e.currentItemStrokeWidth,currentItemBackgroundColor:e.currentItemBackgroundColor,currentItemStrokeColor:e.currentItemStrokeColor,currentItemFillStyle:e.currentItemFillStyle,currentItemRoughness:e.currentItemRoughness}:null),{resetCustomPen:null}),t?{currentStrokeOptions:null}:null)})};class ObsidianMenu{constructor(e,A,t){this.plugin=e,this.toolsRef=A,this.view=t,this.renderCustomPens=(e,A)=>{var t;return null===(t=A.customPens)||void 0===t?void 0:t.map(((t,i)=>{const n=this.plugin.settings.customPens[i];return A.resetCustomPen&&"freedraw"!==A.activeTool.type&&A.currentStrokeOptions===n.penOptions&&setTimeout((()=>resetStrokeOptions(A.resetCustomPen,this.view.excalidrawAPI,!1))),!A.resetCustomPen&&"freedraw"===A.activeTool.type&&A.currentStrokeOptions===n.penOptions&&n.freedrawOnly&&setTimeout((()=>setPen(this.activePen,this.view.excalidrawAPI))),this.activePen&&A.resetCustomPen&&"freedraw"===A.activeTool.type&&A.currentStrokeOptions===n.penOptions&&n.freedrawOnly&&(this.activePen.strokeWidth=A.currentItemStrokeWidth,this.activePen.backgroundColor=A.currentItemBackgroundColor,this.activePen.strokeColor=A.currentItemStrokeColor,this.activePen.fillStyle=A.currentItemFillStyle,this.activePen.roughness=A.currentItemRoughness),React__namespace.createElement("label",{key:i,className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:()=>{const e=Date.now();if(e-this.clickTimestamp[i]<500){const e=new PenSettingsModal(this.plugin,this.view,i);return void(async()=>{await this.plugin.loadSettings(),e.open()})()}this.clickTimestamp[i]=e;const A=this.view.excalidrawAPI,t=A.getAppState();t.currentStrokeOptions!==n.penOptions||"freedraw"!==t.activeTool.type?(this.activePen=Object.assign({},n),setPen(n,A),A.setActiveTool({type:"freedraw"})):resetStrokeOptions(t.resetCustomPen,A,!0)}},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":n.type,style:Object.assign({},"freedraw"===A.activeTool.type&&A.currentStrokeOptions===n.penOptions?{background:"var(--color-primary)"}:{})},penIcon(n)))}))},this.longpressTimeout={},this.renderPinnedScriptButtons=(e,A)=>{var t;let i=0;return null===(t=null==A?void 0:A.pinnedScripts)||void 0===t?void 0:t.map(((A,t)=>{var n;const s=this.plugin.scriptEngine.scriptIconMap[A],r=null!==(n=null==s?void 0:s.name)&&void 0!==n?n:"",a=(null==s?void 0:s.svgString)?stringToSVG(s.svgString):ICONS.cog;return this.longpressTimeout[t]||(this.longpressTimeout[t]=0),React__namespace.createElement("label",{key:t,className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onPointerUp:()=>{this.longpressTimeout[t]&&(window.clearTimeout(this.longpressTimeout[t]),this.longpressTimeout[t]=0,(async()=>{const e=app.vault.getAbstractFileByPath(A);e&&e instanceof obsidian_module.TFile&&this.plugin.scriptEngine.executeScript(this.view,await app.vault.read(e),this.plugin.scriptEngine.getScriptName(e),e)})())},onPointerDown:()=>{const e=Date.now();this.longpressTimeout[t]>0&&(window.clearTimeout(this.longpressTimeout[t]),this.longpressTimeout[t]=0),e-i>=500&&(this.longpressTimeout[t]=window.setTimeout((()=>{this.longpressTimeout[t]=0,(async()=>{var e;await this.plugin.loadSettings();const t=this.plugin.settings.pinnedScripts.indexOf(A);t>-1&&(this.plugin.settings.pinnedScripts.splice(t,1),null===(e=this.view.excalidrawAPI)||void 0===e||e.setToast({message:`Pin removed: ${r}`,duration:3e3,closable:!0})),await this.plugin.saveSettings(),app.workspace.getLeavesOfType("excalidraw").forEach((e=>{e.view instanceof ExcalidrawView&&e.view.updatePinnedScripts()}))})()}),1500)),i=e}},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":r},a))}))},this.renderButton=(e,A)=>React__namespace.createElement(React__namespace.Fragment,null,React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:()=>{this.toolsRef.current.setTheme(A.theme),this.toolsRef.current.toggleVisibility(A.zenModeEnabled||e)}},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d("OBSIDIAN_TOOLS_PANEL")},ICONS.obsidian)),React__namespace.createElement("label",{className:clsx("ToolIcon","ToolIcon_size_medium",{"is-mobile":e}),onClick:()=>{new UniversalInsertFileModal(this.plugin,this.view).open()}},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-label":t$d("UNIVERSAL_ADD_FILE")},ICONS["add-file"])),this.renderCustomPens(e,A),this.renderPinnedScriptButtons(e,A)),this.clickTimestamp=Array.from({length:Object.keys(PENS).length},(()=>0))}}class ActionButton extends React__namespace.Component{constructor(e){super(e),this.toastMessageTimeout=0,this.longpressTimeout=0,this.state={visible:!0}}render(){return React__namespace.createElement("button",{style:{},className:"ToolIcon_type_button ToolIcon_size_small ToolIcon_type_button--show ToolIcon",title:this.props.title,onClick:e=>{this.toastMessageTimeout&&(window.clearTimeout(this.toastMessageTimeout),this.toastMessageTimeout=0,this.props.action(e)),this.longpressTimeout&&(window.clearTimeout(this.longpressTimeout),this.longpressTimeout=0)},onPointerDown:e=>{this.toastMessageTimeout=window.setTimeout((()=>{var e;null===(e=this.props.view.excalidrawAPI)||void 0===e||e.setToast({message:this.props.title,duration:3e3,closable:!0}),this.toastMessageTimeout=0}),400),this.longpressTimeout=window.setTimeout((()=>{var A;this.props.longpress?this.props.longpress(e):null===(A=this.props.view.excalidrawAPI)||void 0===A||A.setToast({message:"Cannot pin this action",duration:3e3,closable:!0}),this.longpressTimeout=0}),1500)}},React__namespace.createElement("div",{className:"ToolIcon__icon","aria-hidden":"true"},this.props.icon))}}const FIRST_RUN='\nThe Excalidraw Obsidian plugin is much more than "just" a drawing tool. To help you get started here\'s a showcase of the key Excalidraw plugin features.\n\nIf you\'d like to learn more, please subscribe to my YouTube channel: [Visual PKM](https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ) where I regularly share videos about Obsidian-Excalidraw and about tools and techniques for Visual Personal Knowledge Management.\n\nThank you & Enjoy!\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/o0exK-xFP3k" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n',RELEASE_NOTES={Intro:'After each update you\'ll be prompted with the release notes. You can disable this in plugin settings.\n\nI develop this plugin as a hobby, spending my free time doing this. If you find it valuable, then please say THANK YOU or...\n\n<div class="ex-coffee-div"><a href="https://ko-fi.com/zsolt"><img src="https://cdn.ko-fi.com/cdn/kofi3.png?v=3" height=45></a></div>\n',"1.9.28":"\n## Fixed & Improved\n- Fixed an issue where the toolbar lost focus, requiring two clicks. This caused a problem when the hand tool was activated from ExcalidrawAutomate script when opening a drawing, causing buttons to stop working. [#1344](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1344)\n- Resolved a caching issue affecting image area-links and group-links, making them work inconsistently. For more details, refer to the discussion on [Discord](https://discord.com/channels/1026825302900494357/1169311900308361318).\n- Improved frame colors with Dynamic Coloring.\n- Added support for multiline LaTeX formulas. [#1403](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1403)\n- Fixed the issue of Chinese characters overlapping in MathJax. [#1406](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1406)\n\n## New\n- Added support for Mermaid to Excalidraw **Sequence Diagrams**.\n- If an image contains an element link, clicking on the image will now open the link chooser, allowing you to decide whether to open the image or follow the element link.\n- When hovering over an image that also has an element link, the hover preview will display the contents of the link.\n- You can now choose to **import PDFs** in columns instead of rows. Additionally, you have the option to group all pages after import, which will improve the unlocking experience if you also lock pages on import.\n- Introduced configuration options for the **Laser Tool**, including pointer color, decay length, and time. ([#1408](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1408), [#1220](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1220))\n\n![image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/c0cad40a-1afc-42af-b41b-f912dd8a4e78)\n","1.9.27":'\n## New\n- Restructured plugin settings, added additional comments and relevant videos\n- Added setting to change PDF to Image resolution/scale. This has an effect when embedding PDF pages to Excalidraw. A lower value will result in less-sharp pages, but better overall performance. Also, larger pages (higher scale value) were not accepted by Excalidraw.com when copying from Obsidian due to the 2MB image file limit. Find the "PDF to Image" setting under "Embedding Excalidraw into your Notes and Exporting" setting. [#1393](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1393)\n\n## Fixed\n- When multiple Excalidraw Scripts were executed parallel a race condition occurred causing scripts to override each other\n- I implemented a partial fix to "text detaching from figures when dragging them" [#1400](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1400)\n- Regression: extra thin stroke removed with 1.9.26 [#1399](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1399)',"1.9.26":'\n## Fixes and improvements from Excalidraw.com\n- Freedraw shape selection issue, when fill-pattern is not solid [#7193](https://github.com/excalidraw/excalidraw/pull/7193)\n- Actions panel UX improvement [#6850](https://github.com/excalidraw/excalidraw/pull/6850)\n\n## Fixed in plugin\n- After inserting PDF pages as image the size of inserted images were incorrectly anchored preventing resizing of pages. The fix does not solve the issue with already imported pages, but pages you import in the future will not be anchored. \n- Mobile toolbar flashes up on tab change on desktop\n- Toolbar buttons are active on the first click after opening a drawing. This addresses the "hand" issue raised here: [#1344](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1344)\n',"1.9.25":`\n## Fixed\n- Fixed issues with creating Markdown or Excalidraw files for non-existing documents [#1385](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1385)\n- Resolved a bug where changing the section/block filter after duplicating a markdown embeddable now works correctly on the first attempt [#1387](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1387)\n\n## New\n- Easily create a markdown file and embed it as an embedded frame with a single click when clicking a link pointing to a non-existent file.\n![image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/4b9de54d-2382-4a52-b500-918ba2a60133)\n- Offline LaTeX support. The MathJax package is now included in the plugin, eliminating the need for an internet connection. [#1383](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1383), [#936](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/936), [#1289](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1289)\n\n## Minor Updates from excalidraw.com\n- Improved the laser pointer in dark mode.\n- Removed bound arrows from frames.\n- Enhanced fill rendering.\n- Maintained the z-order of elements added to frames.\n\n## New in ExcalidrawAutomate\n- Introduced two LZString functions in ExcalidrawAutomate:\n${String.fromCharCode(96,96,96)}typescript\ncompressToBase64(str:string):string;\ndecompressFromBase64(str:string):string;\n${String.fromCharCode(96,96,96)}\n`,"1.9.24":`\n## Fixed\n- Resolved some hidden Image and Backup Cache initialization errors.\n\n## New Features\n- Introducing the ${String.fromCharCode(96)}[[cmd://cmd-id]]${String.fromCharCode(96)} link type, along with a new Command Palette Action: ${String.fromCharCode(96)}Insert Obsidian Command as a link${String.fromCharCode(96)}. With this update, you can now add any command available on the Obsidian Command palette as a link in Excalidraw. When you click the link, the corresponding command will be executed. This feature opens up exciting possibilities for automating your drawings by creating Excalidraw Scripts and attaching them to elements.\n\n- I am thrilled to announce that you can now embed images directly from your local hard drive in Excalidraw. These files won't be moved into Obsidian. Please note, however, that these images won't be synchronized across your other devices. [#1365](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1365)\n\nCheck out the [updated keyboard map](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png)\n\n<a href="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png"><img src="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png" width="100%" alt="Keyboard map"/></a>\n\nStay creative and productive with Excalidraw!\n`,"1.9.23":"\n## Fixed\n- Link navigation error in view mode introduced with 1.9.21 [#7120](https://github.com/excalidraw/excalidraw/pull/7120)\n","1.9.21":'\n## Fixed:\n- When moving a group of objects on the grid, each object snapped separately resulting in a jumbled-up image [#7082](https://github.com/excalidraw/excalidraw/issues/7082)\n\n## New from Excalidraw.com:\n- 🎉 Laser Pointer. Press "K" to activate the laser pointer, or find it under more tools. In View-Mode double click/tap the canvas to toggle the laser pointer\n\n![image](https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/d3fc079d-9428-4a93-9a9b-1947ce9b6b57)\n',"1.9.20":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/QB2rKRxxYlg" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Fourth Font displays correctly in SVG embeds mode\n- The re-colorMap map (see [1.9.19](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.9.19) for more info) did not work when either of the fill or stroke color properties of the image was missing.\n- Excalidraw Pasting with middle mouse button on Linux [#1338](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/1338) 🙏@Aeases \n\n### Fixed by excalidraw.com\n- Excalidraw's native eyedropper fixes [#7019](https://github.com/excalidraw/excalidraw/pull/7019)\n\n## New\n- Now you can insert [Mermaid](https://mermaid.live/) diagrams as Excalidraw elements into your drawings (currently only the [Flowchart](https://mermaid.js.org/syntax/flowchart.html) type is supported, [other diagram types](https://mermaid.js.org/intro/#diagram-types) are inserted as Mermaid native images. \n - ⚠️**This feature requires Obsidian API v1.4.14 (the latest desktop version). On Obsidian mobile API v1.4.14 is only available to Obsidian insiders currently**\n - If you want to contribute to the project please head over to [mermaid-to-excalidraw](https://github.com/excalidraw/mermaid-to-excalidraw) and help create the converters for the other diagram types.\n- The Fourth Font now also supports the OTF format\n- Disable snap-to-grid in grid mode by holding down the CTRL/CMD while drawing or moving an element [#6983](https://github.com/excalidraw/excalidraw/pull/6983)\n- I updated the Excalidraw logo in Obsidian. This affects the logo on the tab and the ribbon.\n\n### New from excalidraw.com\n- Elements alignment snapping. Hold down the CTRL/CMD button while moving an element to snap it to other objects. [#6256](https://github.com/excalidraw/excalidraw/pull/6256)\n\n### New in the script library\n- The amazing shape [Boolean Operations](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Boolean%20Operations.md) script created by 🙏@GColoy is available in the script library.\n\n### New in Excalidraw Automate\n- ${String.fromCharCode(96)}getPolyBool()${String.fromCharCode(96)} returns a [PolyBool](https://github.com/velipso/polybooljs) object\n- sample mermaid code:\n${String.fromCharCode(96,96,96)}js\nea = ExcalidrawAutomate();\nea.setView();\nawait ea.addMermaid(\n ${String.fromCharCode(96)}flowchart TD\n A[Christmas] --\x3e|Get money| B(Go shopping)\n B --\x3e C{Let me think}\n C --\x3e|One| D[Laptop]\n C --\x3e|Two| E[iPhone]\n C --\x3e|Three| F[fa:fa-car Car]${String.fromCharCode(96)}\n);\nea.addElementsToView();\n${String.fromCharCode(96,96,96)}`,"1.9.19":`\n## New\n- I added new features to the [Deconstruct Selected Elements](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Deconstruct%20selected%20elements%20into%20new%20drawing.md) script\n- I added a new script: [Text Aura](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Text%20Aura.md)\n- I updated the [Set Grid](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Set%20Grid.md) script. You can now set the Major/Minor tick frequency. [#1305](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1305)\n- The re-colorMap is now case-insensitive. The color map is a hidden feature. In Markdown View mode you can add a JSON map after the embedded SVG or Excalidraw image filename with a mapping of current colors to new colors.\n<img width="100%" src="https://github.com/zsviczian/obsidian-excalidraw-plugin/assets/14358394/1d985a59-a2d2-48a2-9cef-686bfbe9ef02"/>\n\n## New in ExcalidrawAutomate\n- I added the ${String.fromCharCode(96)}silent${String.fromCharCode(96)} switch. If this is true, the created file will not be opened.\n${String.fromCharCode(96,96,96)}typescript\n async create(params?: {\n filename?: string;\n foldername?: string;\n templatePath?: string;\n onNewPane?: boolean;\n silent?: boolean;\n frontmatterKeys?: {\n "excalidraw-plugin"?: "raw" | "parsed";\n "excalidraw-link-prefix"?: string;\n "excalidraw-link-brackets"?: boolean;\n "excalidraw-url-prefix"?: string;\n "excalidraw-export-transparent"?: boolean;\n "excalidraw-export-dark"?: boolean;\n "excalidraw-export-padding"?: number;\n "excalidraw-export-pngscale"?: number;\n "excalidraw-default-mode"?: "view" | "zen";\n "excalidraw-onload-script"?: string;\n "excalidraw-linkbutton-opacity"?: number;\n "excalidraw-autoexport"?: boolean;\n };\n plaintext?: string; //text to insert above the ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)} section\n }): Promise<string>\n${String.fromCharCode(96,96,96)}\n`,"1.9.18":`\n## New\n- Excalidraw now syncs with Obsidian's language settings, provided translations are available. [#1297](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1297)\n\n## Fixed\n- [#1285](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1285): Solved Obsidian crashes caused by copying images from Excalidraw into markdown notes. Going forward:\n - Copying an image will paste its embed link,\n - Copying a text element will paste the text,\n - For all other elements with links, the link will be pasted.\n - In all other cases nothing will be pasted.\n \n- Resolved grid instability ([#1298](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1298)).\n- Fixed missing ${String.fromCharCode(96)}[[square brackets]]${String.fromCharCode(96)} in PDF section references, making the links functional.\n- Corrected the behavior of "Open current link in browser" for embedded YouTube and Vimeo frames. Clicking the globe button will now correctly open the links.\n`,"1.9.17":'\n## New \n- Significant performance improvements from Excalidraw.com\n- When selecting a highlight in the Obsidian PDF editor and selecting "Copy as Quote" in the context menu, then paste this to Excalidraw, the text will arrive as a text element wrapped in a transparent sticky note with the link to the original highlight attached to the sticky note. You can override this behavior by SHIFT+CTRL/CMD pasting\n\n## Fixed\n- BUG: Image caching issue. Changes to the drawing do not reflect immediately in the note when re-opening the drawing [#1297](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1279)\n- Removed underline from links in NativeSVG embed.\n',"1.9.16":"\nI apologize for this extra release. I accidentally built 1.9.15 with an older excalidraw.com package version. Fixes and new features (like the improved grid) are now available again. Otherwise, this is the same as 1.9.15. Sorry for the inconvenience.\n","1.9.15":"\n## New\n- There is now a search box in the Excliadraw Script Store. I categorized the scripts and added keywords to help easier navigation.\n\n## Fixed\n- The theme of the embedded Markdown document did not always honor plugin settings. With some themes, it worked, with others (including the default Obsidian theme, it didn't). \n","1.9.14":`\n# Fixed\n- **Dynamic Styling**: Excalidraw ${String.fromCharCode(96)}Plugin Settings/Display/Dynamic Styling${String.fromCharCode(96)} did not handle theme changes correctly.\n- **Section References**: Section Headings that contained a dot (e.g. #2022.01.01) (or other special characters) did not work when focusing markdown embeds to a section. [#1262](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1262)\n- **PNG Export**: When using images from the web (i.e. based on URL and not a file from your Vault), embedding the Excalidraw file into a markdown document as PNG, or exporting as PNG failed. This is because due to browser cross-origin restrictions, Excalidraw is unable to access the image. In such cases, a placeholder will be included in the export, but the export will not fail, as until now.\n\n# New in ExcalidrawAutomate\n- ${String.fromCharCode(96)}getActiveEmbeddableViewOrEditor${String.fromCharCode(96)} will return the active editor and file in case of a markdown document or the active leaf.view for other files (e.g. PDF, MP4 player, Kanban, Canvas, etc) of the currently active embedded object. This function can be used by plugins to check if an editor is available and obtain the view or editor to perform their actions. Example: [package.json](https://github.com/zsviczian/excalibrain/blob/2056a021af7c3a53ed08203a77f6eae304ca6e39/package.json#L23), [Checking for EA](https://github.com/zsviczian/excalibrain/blob/2056a021af7c3a53ed08203a77f6eae304ca6e39/src/excalibrain-main.ts#L114-L127), and [Running the function](https://github.com/zsviczian/excalibrain/blob/2056a021af7c3a53ed08203a77f6eae304ca6e39/src/excalibrain-main.ts#L362-L399)\n\n${String.fromCharCode(96,96,96)}typescript\npublic getActiveEmbeddableViewOrEditor (view?:ExcalidrawView): {view:any}|{file:TFile, editor:Editor}|null;\n${String.fromCharCode(96,96,96)}\n`,"1.9.13":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/opLd1SqaH_I" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# New\n- **Templater support**: You can now execute Templater scripts on an embedded Markdown document when the document is active for editing\n- **Interactive image-embeds**: I added a new image embed option "SVG Native". In "SVG Native" mode embedded items such as videos, webpages, and links (including links within the Vault) work.\n- **Anchored image resizing**: When you embed an Excalidraw drawing using the Anchor to 100% option, resizing the image will be disabled.\n\n# Fixed\n- when opening a new document in the Excalidraw view while a markdown document was open for editing in an embeddable, Excalidraw terminated with errors\n- shift-click to select multiple elements\n- dynamic styling when canvas background with transparent\n \n# New in ExcalidrawAutomate\n- added openState to the ${String.fromCharCode(96)}openFileInNewOrAdjacentLeaf${String.fromCharCode(96)}. For details see: [OpenViewState](https://github.com/obsidianmd/obsidian-api/blob/f86f95386d439c19d9a77831d5cac5748d80e7ec/obsidian.d.ts#L2686-L2695)\n${String.fromCharCode(96,96,96)}typescript\nopenFileInNewOrAdjacentLeaf(file: TFile, openState?: OpenViewState): WorkspaceLeaf\n${String.fromCharCode(96,96,96)}\n`,"1.9.12":`\n## New\n- If you create a Text Element that includes only a transclusion e.g.: ${String.fromCharCode(96)}![[My Image.png]]${String.fromCharCode(96)} then excalidraw will automatically replace the transclusion with the embedded image.\n- New Excalidraw splash screen icon contributed by Felix Häberle. 😍\n\n<div class="excalidraw-image-wrapper">\n<img src='https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-sword-mini.png'/>\n</div>\n\n## Fixed\n- Popout windows behaved inconsistently losing focus at the time when a markdown file was embedded. Hopefully, this is now working as intended.\n- A number of small fixes that will also improve the ExcaliBrain experience\n`,"1.9.11":"\n# New\n- I added 2 new command palette actions: 1) to toggle frame clipping and 2) to toggle frame rendering.\n\n# Updated\n- I released a minor update to the slideshow script. Frame sequence (Frame 1, 2, 3, ...) will now be displayed in proper order. Frames will be hidden during the presentation (this was there before, but there was a change to excalidraw.com that broke this feature of the slideshow script).\n\n# Fixed: \n- Excalidraw Automate error introduced with 1.9.10 - when elements are repositioned to cursor and no ExcalidrawView is active\n","1.9.10":'\n## New\n- @mazurov added a new script: [Ellipse Selected Elements](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Ellipse%20Selected%20Elements.md)\n\n## Fixed\n- **Image Saving Error**: Previously, inserting an image from Firebase Storage or other URLs could result in an error that prevented the entire drawing from being saved. I have now improved the error handling and image fetching from the web, ensuring smooth image insertion and saving. \n- **Text Search Bug**: There was an issue where text search failed when frames had default names like "Frame 1," "Frame 2," etc. This has been resolved, and now the text search works correctly in such cases. ([#1239](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1239)) \n- **Image Positioning Fix**: An annoying bug caused the image to jump after inserting it using the "Insert Image" command palette action. I\'ve fixed this issue, and now the image behaves as expected when positioning it for the first time.\n',"1.9.9":`\n## ⚠️⚠️ IMPORTANT: PLEASE READ ⚠️⚠️\n\nI updated embedded frames for compatibility with excalidraw.com. To ensure everything works smoothly:\n\n🔄 Update Excalidraw on all your devices.\n\nThis will avoid any issues with converted files and let you enjoy the new features seamlessly.\n\nThank you for your understanding. If you have any questions, feel free to reach out.\n\n---\n\n## Fixed:\n- PNG image caching resulting in broken images after Obsidian restarts\n- SVG export now displays embedded iframes with the correct embed link (note this feature only works when you open the SVGs in a browser outside Obsidian).\n\n## Updated / fixed in Excalidraw Automate\n- I updated ${String.fromCharCode(96)}lib/ExcalidrawAutomate.d.ts${String.fromCharCode(96)} and published a new version of obsidian-excalidraw-plugin type library to npmjs.\n- Added new ExcalidrawAutomate functions: ${String.fromCharCode(96)} addEmbeddable()${String.fromCharCode(96)}, ${String.fromCharCode(96)}DEVICE${String.fromCharCode(96)}, ${String.fromCharCode(96)}newFilePrompt()${String.fromCharCode(96)}, and ${String.fromCharCode(96)}getLeaf()${String.fromCharCode(96)}\n- ${String.fromCharCode(96)}addImage${String.fromCharCode(96)} and ${String.fromCharCode(96)}addElementsToView${String.fromCharCode(96)} were extended with 1-1 additional optional parameter. As a result of ${String.fromCharCode(96)}shouldRestoreElements${String.fromCharCode(96)} defaulting to false, all elements in the scene will no longer be updated (iframes will not blink) when you add elements via script.\n- There is a new event hook: ${String.fromCharCode(96)}onPasteHook${String.fromCharCode(96)}. This will be called whenever the user pastes something to the canvas. You can use this callback if you want to do something additional during the onPaste event. In case you want to prevent the Excalidraw default onPaste action you must return false\n\n${String.fromCharCode(96,96,96)}typescript\nasync addImage(\n topX: number,\n topY: number,\n imageFile: TFile | string,\n scale: boolean = true,\n anchor: boolean = true,\n): Promise<string>;\n\nasync addElementsToView(\n repositionToCursor: boolean = false,\n save: boolean = true,\n newElementsOnTop: boolean = false,\n shouldRestoreElements: boolean = false,\n): Promise<boolean>;\n\n onPasteHook: (data: {\n ea: ExcalidrawAutomate;\n payload: ClipboardData;\n event: ClipboardEvent;\n excalidrawFile: TFile;\n view: ExcalidrawView;\n pointerPosition: { x: number; y: number };\n }) => boolean = null;\n\naddEmbeddable(\n topX: number,\n topY: number,\n width: number,\n height: number,\n url?: string,\n file?: TFile\n): string;\n\nget DEVICE(): DeviceType;\n\nnewFilePrompt(\n newFileNameOrPath: string,\n shouldOpenNewFile: boolean,\n targetPane?: PaneTarget,\n parentFile?: TFile\n): Promise<TFile | null>;\n\ngetLeaf(\n origo: WorkspaceLeaf,\n targetPane?: PaneTarget\n): WorkspaceLeaf;\n${String.fromCharCode(96,96,96)}\n`,"1.9.8":'\n## New Features\n- Zoom to heading and block in markdown frames.\n- Added an iframe menu that allows users to change heading/block zoom, center the element, and open it in the browser.\n- Replaced twitframe with platform.twitter for tweets. The "Read more" and "Reply" buttons now work. Embedded tweets will honor theme settings.\n\n## Bug Fixes\n- Fixed an issue where embedded markdown frames disappeared in fullscreen mode. [#1197](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1197)\n- Resolved a problem with the "Embed Markdown as Image" feature where changes to embed properties were not always honored. [#1201](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1201)\n- When inserting any file from the Vault and embedding a Markdown document as an image, the embed now correctly honors the section heading if specified. [#1200](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1200)\n- SVG and PNG autoexport now function properly when closing a popout window. [#1209](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1209)\n- Many other minor fixes\n',"1.9.7":`\n## Fixed:\n\n- Fixed an issue where using the color picker shortcut would cause the UI to disappear in mobile view mode.\n- You can now add YouTube playlists to iframes.\n- Fixed a bug where the "Add any file" dropdown suggester opened in the main Obsidian workspace instead of the popout window when Excalidraw was running. ([#1179](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1191))\n- Made some improvements to the logic of opening in the adjacent pane, although it is still not perfect.\n- Fixed an issue where Obsidian sync would result in the loss of the last approximately 20 seconds of work. Excalidraw's handling of sync is now fixed. ([#1189](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1189))\n\n## New:\n\n- Introducing Image Cache: Excalidraw will now cache rendered images embedded in Markdown documents, which will enhance the markdown rendering experience.\n- Backup Cache: Excalidraw now stores a backup on your device when saving, in case the application is terminated during a save operation. If you are using sync, you can find the latest backup on the device you last used to edit your drawing.\n- Added ${String.fromCharCode(96)}frame=${String.fromCharCode(96)} parameter to image references. ([#1194](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1194)) For more details about this feature, check out this [YouTube video](https://youtu.be/yZQoJg2RCKI).\n- When an SVG image from Draw.io is embedded in Excalidraw, clicking the image will open the file in the [Diagram plugin](https://github.com/zapthedingbat/drawio-obsidian) (if available).\n- Added the [Create DrawIO file](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Create%20DrawIO%20file.md) Excalidraw Automate Script to the library, which allows you to create a new draw.io drawing and add it to the current Excalidraw canvas.\n\n## New in ExcalidrawAutomate\n\n${String.fromCharCode(96,96,96)}typescript\nasync getAttachmentFilepath(filename: string): Promise<string>\n${String.fromCharCode(96,96,96)}\n\nThis asynchronous function retrieves the filepath to a new file, taking into account the attachments preference settings in Obsidian. It creates the attachment folder if it doesn't already exist. The function returns the complete path to the file. If the provided filename already exists, the function will append '_[number]' before the extension to generate a unique filename.\n\n${String.fromCharCode(96,96,96)}typescript\ngetElementsInFrame(frameElement: ExcalidrawElement, elements: ExcalidrawElement[]): ExcalidrawElement[];\n${String.fromCharCode(96,96,96)}\n\nThis function returns the elements contained within a frame.\n`,"1.9.6":`\n## Fixed\n- help shortcuts are really hard to see [#1176](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1179)\n- link icons not visible on elements after 1.9.5 release (reported on Discord)\n- PDFs in iFrames will now respect the ${String.fromCharCode(96)}[[document.pdf#page=155]]${String.fromCharCode(96)} format\n- Keyboard shortcuts were not working properly on external drop. Check [updated keyboard map](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png)\n\n<a href="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png"><img src="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png" width="100%" alt="Keyboard map"/></a>\n`,"1.9.5":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/ICpoyMv6KSs" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- IFrame support: insert documents from your Obsidian Vault and insert youtube, Vimeo, and generally any website from the internet\n- Frame support: use frames to group items on your board\n\n## New in ExcalidrawAutomate\n- selectElementsInView now also accepts a list of element IDs\n- new addIFrame function that accepts an Obsidian file or a URL string\n${String.fromCharCode(96,96,96)}typescript\nselectElementsInView(elements: ExcalidrawElement[] | string[]): void;\naddIFrame(topX: number, topY: number, width: number, height: number, url?: string, file?: TFile): string;\n${String.fromCharCode(96,96,96)}\n`,"1.9.3":'\n## New from Excalidraw.com\n- Eyedropper tool. The eyedropper is triggered with "i". If you hold the ALT key while clicking the color it will set the stroke color of the selected element, else the background color.\n- Flipping multiple elements\n- Improved stencil library rendering performance + the stencil library will remember the scroll position from the previous time it was open\n\n## Fixed\n- Replaced command palette and tab export SVG/PNG/Excalidraw actions with "export image" which will take the user to the export image dialog.\n',"1.9.2":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/diBT5iaoAYo" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- Excalidraw.com Color Picker redesign [#6216](https://github.com/excalidraw/excalidraw/pull/6216)\n- Updated palette loader script in the script library\n- New ExcalidrawAutomate API to load Elements and AppState from another Excalidraw file.\n${String.fromCharCode(96,96,96)}typescript\nasync getSceneFromFile(file: TFile): Promise<{elements: ExcalidrawElement[]; appState: AppState;}>\n${String.fromCharCode(96,96,96)}\n`,"1.9.1":'\n## Updates from Excalidraw.com\n- "Unlock all elements" - new action available via the context menu [#5894](https://github.com/excalidraw/excalidraw/pull/5894)\n- Minor improvements to improve the speed [#6560](https://github.com/excalidraw/excalidraw/pull/6560)\n- Retain Seed on Shift Paste [#6509](https://github.com/excalidraw/excalidraw/pull/6509)\n\n## New/Fixed\n- Clicking on the link handle (top right corner) will open the link in the same window\n- CTRL/CMD click on a link will open the link in a new tab and will focus on the new tab\n- Linking to parts of images. In some cases clicking search results, links, or backlinks did not focus on the right element according to the link. Fixed.\n',"1.9.0":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/nB4cOfn0xAs" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Embedded images, markdowns, PDFs will load one by one, not in one go after a long wait\n\n## New\n- Embed PDF\n\n## New in ExcalidrawAutomate\n- onFileCreateHook: if set this hook is called whenever a new drawing is created using Excalidraw command palette menu actions. If the excalidraw file is created using Templater or other means, the trigger will not fire. [#1124](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1124)\n${String.fromCharCode(96,96,96)}typescript\n onFileCreateHook: (data: {\n ea: ExcalidrawAutomate;\n excalidrawFile: TFile; //the file being created\n view: ExcalidrawView;\n }) => Promise<void>;\n ${String.fromCharCode(96,96,96)}\n`,"1.8.26":"\n## Fixed\n- Dynamic styling did not pick up correctly\n - the accent color with the default Obsidian theme\n - the drawing theme color with the out of the box, default new drawing (not using a template)\n- The Obsidian tools panel did not pick up user scripts when installing your very first script. A reload of Obsidian was required.\n","1.8.25":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/BvYkOaly-QM" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New & improved\n- Multi-link support\n- Updated [Scribble Helper](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Scribble%20Helper.md) script for better handwritten text support. \n - Add links to text elements\n - Creating wrapped text in transparent sticky notes\n - Add text to arrows and lines\n - Handwriting support on iOS via Scribble\n\n## Fixed\n - The long-standing issue of jumping text\n \n',"1.8.24":`\n## Updates from Excalidraw.com\n- fix: color picker keyboard handling not working\n- fix: center align text when bind to the container via context menu\n- fix: split "Edit selected shape" shortcut\n\n## Fixed\n- BUG: Area embed link of svg inside excalidraw embed entire svg instead of area [#1098](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1098)\n\n## New\n- I updated the [Scribble Helper](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Scribble%20Helper.md) script with tons of new features. I am still beta testing the script. I will release a demo video in the next few days.\n\n## New in Excalidraw Automate\n- I added many more configuration options for the scriptEngine utils.inputPrompt function. See [Scribble Helper](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Scribble%20Helper.md) for a demonstration of this new feature.\n${String.fromCharCode(96,96,96)}typescript\n public static async inputPrompt(\n view: ExcalidrawView,\n plugin: ExcalidrawPlugin,\n app: App,\n header: string,\n placeholder?: string,\n value?: string,\n buttons?: { caption: string; tooltip?:string; action: Function }[],\n lines?: number,\n displayEditorButtons?: boolean,\n customComponents?: (container: HTMLElement) => void\n )\n${String.fromCharCode(96,96,96)}`,"1.8.23":'\n## Fixes\n- Fixed palm rejection to prevent unwanted spikes when using the freedraw tool. ([#1065](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1065))\n- Fixed issue where images disappeared when zoomed in. ([#6417](https://github.com/excalidraw/excalidraw/pull/6417))\n- Autosave will now save the drawing when you change the theme from dark to light or vice versa. ([#1080](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1080))\n- Added padding to short LaTeX formulas to prevent cropping. ([#1053](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1053))\n\n## New Features\n- Added a new command palette action: Toggle to invert default binding behavior. This new feature allows you to switch between normal and inverted mode. In normal mode, arrows will bind to objects unless you hold the CTRL/CMD key while drawing the arrow or moving objects. In inverted mode, arrows will not bind to objects unless you hold the CTRL/CMD key while drawing the arrow or moving objects.\n- You can now set a template LaTeX formula in the plugin settings (under experimental features) to be used when creating a new LaTeX formula. ([#1090](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1090))\n- Redesigned the Image Export dialog. I hope dropdowns are now more intuitive than the toggles were.\n- Added the ability to export only the selected part of a drawing. See the Export dialog for more information.\n- Added a zigzag fill easter egg. See a demo of this feature [here](https://twitter.com/excalidraw/status/1645428942344445952?s=61&t=nivKLx2vgl6hdv2EbW4mZg).\n- Added a new expert function: recolor embedded Excalidraw and SVG images (not JPG, PNG, BMP, WEBP, GIF). See a demo of this feature here:\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/MIZ5hv-pSSs" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n',"1.8.22":`\n## Fixed\n- Styling of custom pen and script buttons in the side panel was inverted.\n- Minor tweaks to dynamic styling. [see this video to understand dynamic styling](https://youtu.be/fypDth_-8q0)\n\n## New\n- New scripts by @threethan:\n - [Auto Draw for Pen](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Auto%20Draw%20for%20Pen.md): Automatically switches between the select and draw tools, based on whether a pen is being used. Supports most pens including Apple Pencil.\n - [Hardware Eraser Support](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Hardware%20Eraser%20Support.md): Adds support for pen inversion, a.k.a. the hardware eraser on the back of your pen. Supports Windows based styluses. Does not suppoprt Apple Pencil or S-Pen.\n- Added separate buttons to support copying link, area or group references to objects on the drawing. [#1063](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1063). See [this video](https://youtu.be/yZQoJg2RCKI) for more details on how this works.\n- Hover preview will no longer trigger for image files (.png, .svg, .jpg, .gif, .webp, .bmp, .ico, .excalidraw)\n- Minor updates to the [Slideshow](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Slideshow.md) script. You can download the updated script from the Excalidraw script library. The slideshow will now correctly run also when initiated in a popout window. When the drawing is in a popout window, the slideshow will not be full screen, but will only occupy the popout window. If you run the slideshow from the main Obsidian workspace, it will be displayed in full-screen mode.\n- Updated the Icon Library script to now include image keywords under each of the images to allow searching for keywords (CTRL/CMD+F). I've uploaded the new script to [here](https://gist.github.com/zsviczian/33ff695d5b990de1ebe8b82e541c26ad). If you need further information watch this [video](https://youtu.be/_OEljzZ33H8)\n\n## New in ExcalidrawAutomate\n- ${String.fromCharCode(96)}addText${String.fromCharCode(96)} ${String.fromCharCode(96)}formatting${String.fromCharCode(96)} parameter now accepts ${String.fromCharCode(96)}boxStrokeColor${String.fromCharCode(96)} and ${String.fromCharCode(96)}textVerticalAlign${String.fromCharCode(96)} values.\n${String.fromCharCode(96,96,96)}typescript\naddText(\n topX: number,\n topY: number,\n text: string,\n formatting?: {\n wrapAt?: number;\n width?: number;\n height?: number;\n textAlign?: "left" | "center" | "right";\n box?: boolean | "box" | "blob" | "ellipse" | "diamond";\n boxPadding?: number;\n boxStrokeColor?: string;\n textVerticalAlign?: "top" | "middle" | "bottom";\n },\n id?: string,\n ): string;\n${String.fromCharCode(96,96,96)}\n- new ${String.fromCharCode(96)}onFileOpenHook${String.fromCharCode(96)}. If set, this callback is triggered, when an Excalidraw file is opened. You can use this callback in case you want to do something additional when the file is opened. This will run before the file level script defined in the ${String.fromCharCode(96)}excalidraw-onload-script${String.fromCharCode(96)} frontmatter is executed. Excalidraw will await the result of operations here. Handle with care. If you change data such as the frontmatter of the underlying file, I haven't tested how it will behave.\n${String.fromCharCode(96,96,96)}typescript\nonFileOpenHook: (data: {\n ea: ExcalidrawAutomate;\n excalidrawFile: TFile; //the file being loaded\n view: ExcalidrawView;\n}) => Promise<void>;\n${String.fromCharCode(96,96,96)}`,"1.8.21":'\n## Quality of Life improvements\n- Dynamic Styling (see plugin settings / Display). When Dynamic Styling is enabled it fixes Excalidraw issues with the Minimal Theme\n- New "Invert Colors" script\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/fypDth_-8q0" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n### Note\nThe few of you, that are using the Dynamic Styling Templater script, please remove it and restart Obsidian.\n',"1.8.20":"\n## Fixed\n- Excalidraw froze Obsidian in certain rare situations [#1054](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1054)\n- File loading error [#1062](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1062)\n- Embedded images in markdown documents no longer have the line on the side. Image sizing works better. [#1059](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1059)\n- Locked elements will not show a hover preview [#1060](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1060)\n- CTRL/CMD + K correctly triggers add link [#1056](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1056)\n\n## New\n- Grid color adjusts to the view background color\n\nI'm sorry, but the sticky note editing issue on Android with the on-screen keyboard has still not been resolved. If you also experience this error, please help raise the priority with the core Excalidraw team by commenting on this issue: [#6330](https://github.com/excalidraw/excalidraw/issues/6330)\n","1.8.19":"\n## Fixed: Text wrapping issue in sticky notes\n\nI fixed an issue where text would wrap differently and words would disappear during text editing in sticky notes. You can check out the details on [GitHub #6318](https://github.com/excalidraw/excalidraw/issues/6331).\n\nI am aware of three additional issues related to container text editing that are still open. I apologize for any inconvenience caused by the recent change in how text size is calculated on Excalidraw.com, which has had a knock-on effect on Obsidian. I am actively working to address the following issues:\n\n- Pinch zooming while editing text in a text container [GitHub #6331](https://github.com/excalidraw/excalidraw/issues/6331)\n- Container text jumps on edit on Android with on-screen keyboard [GitHub #6330](https://github.com/excalidraw/excalidraw/issues/6330)\n- Shadow text when editing text containers without a keyboard on iOS [GitHub #6329](https://github.com/excalidraw/excalidraw/issues/6329)\n\nThank you for your patience while I work on resolving these issues.\n","1.8.18":`\n## Fixed\n- Text scaling issue introduced in 1.8.17\n- [#1043](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1043): Error handling when ${String.fromCharCode(96)}onCanvasColorChangeHook${String.fromCharCode(96)} is executed. This is used in the [Dynamic Styling Script](https://youtu.be/LtR04fNTKTM). \n`,"1.8.17":'\n## New from Excalidraw.com\n- Improved text wrapping in the ellipse and diamond shapes [6172](https://github.com/excalidraw/excalidraw/pull/6172)\n\n## New\n- Updated slideshow script\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/mQ2eLk_0TV4" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed: \n- "Save to..." in the Stencil Library menu now works as expected [#1032](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1032)\n',"1.8.16":'\n**!!! Modifier keys have changed, please review the table below !!!**\n[Click this to see the new shortcuts overview image](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/excalidraw-modifiers.png)\n\n## Fixed \n- This version was extensively tested and developed on MacOS to remove usability issues.\n- New command palette action to create a new drawing in a new tab\n- Modifier keys to open links in the active window, splitting the current view to the right, in a new tab, or in a popout window now behave consistently both in Excalidraw and when clicking a drawing that is embedded in a markdown note.\n- Drag & Drop properly works from within Obsidian, from a web browser, and from the OS file explorer\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/9HlipSIzRhc" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n',"1.8.14":"\n## Fixed\n- text element link gets deleted when the drawing is reloaded\n","1.8.13":'\n## Fixed\n- When changing a text element in markdown mode, the change seem to have showed up when switching back to Excalidraw mode, but then lost these changes when loading the file the next time.\n- Scrolling through a page that has embedded drawings on Obsidian Mobile accidently opens the drawing in Excalidraw when touching the image. Now you need to press and hold to open the image in Excalidraw. [#1003](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/1003)\n- The scrollbar is no longer visible when presenting using the SlideShow script\n- Stroke properties could not be changed when custom pen settings had "Stroke & fill applies to: All shapes". It works now.\n\n## QoL\n- Custom pens will remember the stroke changes until you press the pen preset button again.\n - This is a bit hard to explain, let me try... Essentially, when you use a custom pen, it will keep the changes you made to the pen (like changing the stroke width) until you press the pen-prereset button again. So, for example, if you\'re using a mind mapping custom pen and change its color, and then switch to a different tool like text, when you switch back to the freedraw tool using the Excalidraw tools panel, the pen will still have the same color you set earlier, but if you press the mind mapping pen-preset button, it will default back to your custom pen settings including your preset color.\n- Added new buttons to load current stroke color and background color in the pen settings dialog. Also added an edit box so you can configure any valid color string (including with transparency) for pen stroke and background colors. [#991](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/991)\n',"1.8.11":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/rBarRfcSxNo" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# New\n- Support for referencing images from the internet in Excalidraw drawings, including YouTube thumbnail support. [#913](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/913)\n - Link to images on the internet without creating a copy in your Vault by holding down the CTRL key while dropping the link or image.\n - Automatic conversion of image URLs and YouTube links into image elements with original links added as a link on the element when pasting. Note, that if you only want to paste the plain text link (not the image), first double-click the canvas to start a new text element, then paste the link.\n- Two new options added to plugin settings:\n - Make mouse wheel zoom by default [#474](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/474)\n - Allow pinch zoom in pen mode [#828](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/828)\n- Update to the [Set Grid](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Set%20Grid.svg) script now saves the grid setting for the current file.\n',"1.8.10":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/wTtaXmRJ7wg" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# QoL improvements\n- You can structure icons in the Obsidian tools panel by moving scripts to folders\n![image|300](https://user-images.githubusercontent.com/14358394/212389592-306130d0-209a-49df-99bb-c538f2155b23.png)\n- I added useful actions to the hamburger menu in both tray-mode and normal-mode. \n![image|150](https://user-images.githubusercontent.com/14358394/212534508-9107fd19-27ab-4415-8abc-bc97c73afc0b.png)\n- I added a new Export Image dialog. You can access the new export screen from the hamburger-menu\n![image|200](https://user-images.githubusercontent.com/14358394/212534654-7a479e23-8d5d-452e-9a18-a9896278aa27.png)\n- Links in help now point to Obsidian-Excalidraw relevant content.\n- I added a welcome screen\n![image|150](https://user-images.githubusercontent.com/14358394/212534568-3cd1e8a1-5b20-4a30-96e4-40d7dac57e33.png)\n- I updated the alternative dark mode / dynamic styling [script](https://gist.github.com/zsviczian/c7223c5b4af30d5c88a0cae05300305c)\n',"1.8.9":"\n# Minor QoL improvements\n- When you open a second drawing in the same Excalidraw view (i.e. by navigating a link) and make a change to this drawing, and then press UNDO, the entire drawing disappeared. Redo brought the image back, however, this behavior was frustrating. Not anymore...\n- On iPad\n - when you open the command palette, autozoom resized the drawing. If the Obsidian command palette or some other modal window is shown Excalidraw will not resize the view.\n - when you add a link to the drawing using the Command Palette, sometimes the link was added in a far corner of the drawing outside the current view area. This should be fixed now.","1.8.8":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/uZz5MgzWXiM" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n# New\n- The plugin now includes support for [Perfect Freehand](https://perfect-freehand-example.vercel.app/) pen-options. I've also added a new [Alternative Pens](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Alternative%20Pens.md) script.\n- Embed scene in exported PNG and SVG images [#860](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/860). This means that the export will be a normal PNG or SVG image with the added functionality that if someone loads the image into excalidraw.com it will open as a normal excalidraw file.\n - I've added 2 new Command Palette actions (export PNG, export SVG with embedded scene).\n - If you SHIFT click ${String.fromCharCode(96)} Save as PNG (or SVG)${String.fromCharCode(96)} in the workspace-tab menu, Excalidraw will embed the scene in the export.\n- I updated the [Organic Line](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Organic%20Line.md) script. It has an improved thick-to-thin look and a new thin-to-thick-to-thin line type.\n\n# Fixed\n- Intelligent image width setting [#955](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/955). Before this change, when the embedded image was small, the image would be extended to meet the image width setting in plugin settings. From now on, if the image is smaller than max-width, it will only extend to max-width. You can still set 100% width using custom CSS. See more on that [here](https://github.com/zsviczian/obsidian-excalidraw-plugin#embedded-images).\n\n# New in ExcalidrawAutomate\n- I added the ${String.fromCharCode(96)} plaintext${String.fromCharCode(96)} parameter to ${String.fromCharCode(96)}ExcalidrawAutomate.create${String.fromCharCode(96)} . Using this, you can add some text below the frontmatter but above the ${String.fromCharCode(96)}# Text Elements${String.fromCharCode(96)} section. Use this for example to add metadata to your file. (e.g. I use this in my Daily Quote template to add a Dataview field for the ${String.fromCharCode(96)}Author::${String.fromCharCode(96)} and add the quote with a standard block reference, so I can easily reference it in other files. I also add the ${String.fromCharCode(96)}#quote${String.fromCharCode(96)} tag to the file using this.)\n- The script running in the ScriptEngine now also receives the ${String.fromCharCode(96)}TFile${String.fromCharCode(96)} object for the script itself. You can access this object during execution via the ${String.fromCharCode(96)}utils.scriptFile${String.fromCharCode(96)} variable. \n`,"1.8.7":'\n## New from Excalidraw.com\n- Support shrinking text containers to their original height when text is removed [#6025](https://github.com/excalidraw/excalidraw/pull/6025)\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://user-images.githubusercontent.com/14358394/209404092-579d54e9-7003-48ef-8b82-84be08ba6246.mp4" title="Demo" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- removed the white background when editing arrow-label [#6033](https://github.com/excalidraw/excalidraw/pull/6033)\n- Minor style tweaks\n - for embedding Excalidraw into Obsidian Canvas. e.g. dragging no longer accidentally creates an image copy of the drawing, and\n - style tweaks on the Excalidraw canvas\n\n## New\n- If you set a different text color and sticky note border color, now if you change the border color, the text color will not be changed.\n',"1.8.6":`\n## New from Excalidraw.com:\n- Better default radius for rectangles [#5553](https://github.com/excalidraw/excalidraw/pull/5553). Existing drawings will look unchanged, this applies only to new rectangles.\n![image|200](https://user-images.githubusercontent.com/5153846/206264345-59fd7436-e87b-4bc9-ade8-9e6f6a6fd8c1.png)\n> [!attention]- ExcalidrawAutomate technical details\n> - ${String.fromCharCode(96)}strokeSharpness${String.fromCharCode(96)} is now deprecated\n> - use roundness instead\n> - ${String.fromCharCode(96)}roundness === null${String.fromCharCode(96)} is legacy ${String.fromCharCode(96)}strokeSharpness = "sharp"${String.fromCharCode(96)}\n> - ${String.fromCharCode(96)}roundness = { type: RoundnessType; value?: number }${String.fromCharCode(96)}\n> - type: 1, LEGACY, type:2 PROPORTIONAL_RADIUS, type:3 ADAPTIVE_RADIUS: 3\n> - value:\n> - Radius represented as % of element's largest side (width/height).\n> DEFAULT_PROPORTIONAL_RADIUS = 0.25;\n> - Fixed radius for the ADAPTIVE_RADIUS algorithm. In pixels.\n> DEFAULT_ADAPTIVE_RADIUS = 32;\n\n## New\n- For Obsidian 1.1.6 and above\n - Improved embedding into Obsidian Canvas\n - Improved embedding into Markdown documents\n- Added setting under ${String.fromCharCode(96)}Display/Default mode when opening Excalidraw${String.fromCharCode(96)} to always open the drawing in view mode on Mobile, but in normal mode on desktop. [#939](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/939)\n\n## Fixed\n- Zoom reset tooltip appears twice [#942](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/942)\n- Hid export library from library menu as it does not work due to Obsidian limitations. Use the command palette export library instead.\n- Arrow with label did not get exported and embedded correctly [#941](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/941)\n![image|200](https://user-images.githubusercontent.com/22638687/207845868-b352ddb1-7994-4f13-a0b2-f2e19bd72935.png)\n`,"1.8.4":'\n## New from Excalidraw.com\n- Labels on Arrows!!! [#5723](https://github.com/excalidraw/excalidraw/pull/5723)\n - To add a label press "Enter" or "Double click" on the arrow\n - Use "Cmd/Ctrl+double click" to enter the line editor\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://user-images.githubusercontent.com/11256141/192515552-6b6ddc06-5de0-4931-abdd-6ac3a804656d.mp4" title="Demo" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- **Changed behavior**: In the Obsidian markdown editor clicking an Excalidraw image will not open the image (to avoid accidentally opening the image on a tablet). To open a drawing for editing in Excalidraw double click or long-tap on it. [#920](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/920)\n\n## Fixed \n- Text stroke color is not honored when pasting a HEX color string to an Excalidraw canvas open in an Obsidian popout window [#921](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/921)\n- The new [multi-line >> multi-element paste behavior](https://github.com/excalidraw/excalidraw/pull/5786) introduced in the previous release did not work as expected in Obsidian. Now it does.\n',"1.8.2":`\nIntroducing the [Excalidraw Slideshow Script](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Slideshow.md) - available in the script store\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/HhRHFhWkmCk" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Obsidian tools panel gets misplaced after switching Obsidian workspace tabs\n\n## New in ExcalidrawAutomate\n- changed ${String.fromCharCode(96)}viewToggleFullScreen(forceViewMode: boolean = false): void${String.fromCharCode(96)}: the function will toggle view mode on when going to full screen and view mode off when terminating full screen.\n- new functions\n${String.fromCharCode(96,96,96)}typescript\nsetViewModeEnabled(enabled: boolean):void;\nviewUpdateScene(\n scene: {\n elements?: ExcalidrawElement[];\n appState?: AppState;\n files?: BinaryFileData;\n commitToHistory?: boolean;\n },\n restore: boolean = false,\n ):void;\nviewZoomToElements(\n selectElements: boolean,\n elements: ExcalidrawElement[]\n ):void;\n${String.fromCharCode(96,96,96)}\n\n`,"1.8.1":`\n## New and fixes from Excalidraw.com\n- New text paste behavior. Pasting multiline text will generate separate text elements unless you hold down the shift button while pasting [#5786](https://github.com/excalidraw/excalidraw/pull/5786)\n- line editor fixes [#5927](https://github.com/excalidraw/excalidraw/pull/5927)\n\n## Fixed\n- The Command Palette "Insert link" action now inserts the new link at the top drawing layer, not at the bottom.\n- Updated, hopefully, better organized, Plugin Readme.\n\n## New\n- Second attempt at moving to React 18. This upgrade is required to maintain alignment with the core Excalidraw product and to continue to benefit from Excalidraw.com enhancements.\n- Added options to Plugin Settings\n - to disable autozoom when loading a drawing for the first time [#907](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/907)\n - to modify autosave interval. You can now set an autosave interval for desktop and for mobile [#888](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/888)\n\n## New in ExcalidrawAutomate\n- Published the obsidian_module on the ExcalidrawAutomate object. ${String.fromCharCode(96)}ExcalidrawAutomate.obsidian${String.fromCharCode(96)}. Publishing this object will give script developers increased flexibility and control over script automation.\n`,"1.8.0":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/7gu4ETx7zro" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- Optical Character Recognition (OCR). Introducing the MVP (minimum viable product) release of the integration of [Taskbone](https://taskbone.com) OCR into Excalidraw. See the new scan button on the Obsidian tools panel.\n- New and improved full-screen mode\n - Activate using the Obsidian tools panel, the Obsidian Command Palette, or the Alt+F11 shortcut\n - The ESC key no longer closes full-screen\n - Full-screen mode works properly on iOS as well\n- Improved Icon visibility on the Obsidian tools panel\n- Added 3 additional buttons to the tools panel\n - Force save\n - Open link (useful on Mobile devices). In the case of LaTeX equations, the button opens the equation properties.\n - Open the link in a new pane. In the case of embedded markdown documents, the button opens the embed properties.\n\n## Fixed\n- The [deconstruct selected elements into a new drawing](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Deconstruct%20selected%20elements%20into%20new%20drawing.md) script now also correctly decomposes transcluded text elements.\n',"1.7.30":"\nFix:\n- Forcing the embedded image to always scale to 100% (a feature introduced in [1.7.26](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.7.26)) scaled the embedded excalidraw drawings incorrectly on devices with a pixel ratio of 2 or 3 (e.g. iPads). This is now fixed, however, this fix might retrospectively impact drawings that use this feature. Sorry for that.\n","1.7.29":"\n- This is a big update that accommodates the **UI redesign** on Excalidraw.com [#5780](https://github.com/excalidraw/excalidraw/pull/5780). The change on the surface may seem superficial, however, I had to tweak a number of things to make it work in Obsidian. I hope I found everything that broke and fixed it, if not, I'll try to fix it quickly...\n- This update also comes with changes under the hood that **fix issues with Excalidraw Automate** - paving the way for further scripts, plus some smaller bug fixes.\n- I **reworked text wrapping**. In some cases, text wrapping in SVG exports looked different compared to how the text looked in Excalidraw. This should now be fixed.\n- If you are using the **Experimental Dynamic Styling** of the Excalidraw Toolbar, then I recommend updating your styling script following base on [this](https://gist.github.com/zsviczian/c7223c5b4af30d5c88a0cae05300305c)\n","1.7.27":'## New\n- Import SVG drawing as an Excalidraw object. [#679](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/679)\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/vlC1-iBvIfo" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Large drawings freeze on the iPad when opening the file. I implemented a workaround whereby Excalidraw will avoid zoom-to-fit drawings with over 1000 elements. [#863](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/863)\n- Reintroduced copy/paste to the context menu\n',"1.7.26":'## Fixed\n- Transcluded block with a parent bullet does not embed sub-bullet [#853](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/853)\n- Transcluded text will now exclude ^block-references at end of lines\n- Phantom duplicates of the drawing appear when "zoom to fit" results in a zoom value below 10% and there are many objects on the canvas [#850](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/850)\n- CTRL+Wheel will increase/decrease zoom in steps of 5% matching the behavior of the "+" & "-" zoom buttons.\n- Latest updates from Excalidarw.com\n - Freedraw flip not scaling correctly [#5752](https://github.com/excalidraw/excalidraw/pull/5752)\n - Multiple elements resizing regressions [#5586](https://github.com/excalidraw/excalidraw/pull/5586)\n\n## New - power user features\n- Force the embedded image to always scale to 100%. Note: this is a very niche feature with a very particular behavior that I built primarily for myself (even more so than other features in Excalidraw Obsidian - also built primarily for myself 😉)... This will reset your embedded image to 100% size every time you open the Excalidraw drawing, or in case you have embedded an Excalidraw drawing on your canvas inserted using this function, every time you update the embedded drawing, it will be scaled back to 100% size. This means that even if you resize the image on the drawing, it will reset to 100% the next time you open the file or you modify the original embedded object. This feature is useful when you decompose a drawing into separate Excalidraw files, but when combined onto a single canvas you want the individual pieces to maintain their actual sizes. I use this feature to construct Book-on-a-Page summaries from atomic drawings.\n- I added an action to the command palette to temporarily disable/enable Excalidraw autosave. When autosave is disabled, Excalidraw will still save your drawing when changing to another Obsidian window, but it will not save every 10 seconds. On a mobile device (but also on a desktop) this can lead to data loss if you terminate Obsidian abruptly (i.e. swipe the application away, or close Obsidian without first closing the drawing). Use this feature if you find Excalidraw laggy.'};class ReleaseNotes extends obsidian_module.Modal{constructor(e,A,t){super(e),this.plugin=A,this.version=t}onOpen(){var e;this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText(`Welcome to Excalidraw ${null!==(e=this.version)&&void 0!==e?e:""}`),this.createForm()}async onClose(){this.contentEl.empty(),await this.plugin.loadSettings(),this.plugin.settings.previousRelease=PLUGIN_VERSION,await this.plugin.saveSettings()}async createForm(){let e=this.plugin.settings.previousRelease;e=this.version===e?"0.0.0":e;const A=this.version?Object.keys(RELEASE_NOTES).filter((A=>"Intro"===A||isVersionNewerThanOther(A,e))).map((e=>`${"Intro"===e?"":`# ${e}\n`}${RELEASE_NOTES[e]}`)).slice(0,10).join("\n\n---\n"):FIRST_RUN;await obsidian_module.MarkdownRenderer.renderMarkdown(A,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}class ExportDialog extends obsidian_module.Modal{constructor(e,A,t){super(app),this.plugin=e,this.view=A,this.file=t,this.dirty=!1,this.hasSelectedElements=!1,this.ea=getEA(this.view),this.api=this.ea.getExcalidrawAPI(),this.padding=getExportPadding(this.plugin,this.file),this.scale=getPNGScale(this.plugin,this.file),this.theme=getExportTheme(this.plugin,this.file,this.api.getAppState().theme),this.boundingBox=this.ea.getBoundingBox(this.ea.getViewElements()),this.embedScene=!1,this.exportSelectedOnly=!1,this.saveToVault=!0,this.transparent=!getWithBackground(this.plugin,this.file),this.saveSettings=!1}onOpen(){this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText("Export Image"),this.hasSelectedElements=this.view.getViewSelectedElements().length>0,this.selectedOnlySetting.setVisibility(this.hasSelectedElements)}async onClose(){this.dirty=this.saveSettings}async createForm(){let e,A;this.contentEl.createEl("h1",{text:"Image settings"}),this.contentEl.createEl("p",{text:"Transparency only affects PNGs. Excalidraw files can only be exported outside the Vault. PNGs copied to clipboard may not include the scene."});const t=()=>{const e=Math.round(this.scale*this.boundingBox.width+2*this.padding),A=Math.round(this.scale*this.boundingBox.height+2*this.padding);return fragWithHTML(`The lager the scale, the larger the image.<br>Scale: <b>${this.scale}</b><br>Image size: <b>${e}x${A}</b>`)},i=()=>fragWithHTML(`Current image padding is <b>${this.padding}</b>`);A=new obsidian_module.Setting(this.contentEl).setName("Image padding").setDesc(i()).addSlider((n=>{n.setLimits(0,50,1).setValue(this.padding).onChange((n=>{this.padding=n,e.setDesc(t()),A.setDesc(i())}))})),e=new obsidian_module.Setting(this.contentEl).setName("PNG Scale").setDesc(t()).addSlider((A=>A.setLimits(.5,5,.5).setValue(this.scale).onChange((A=>{this.scale=A,e.setDesc(t())})))),new obsidian_module.Setting(this.contentEl).setName("Export theme").addDropdown((e=>e.addOption("light","Light").addOption("dark","Dark").setValue(this.theme).onChange((e=>{this.theme=e})))),new obsidian_module.Setting(this.contentEl).setName("Background color").addDropdown((e=>e.addOption("transparent","Transparent").addOption("with-color","Use scene background color").setValue(this.transparent?"transparent":"with-color").onChange((e=>{this.transparent="transparent"===e})))),new obsidian_module.Setting(this.contentEl).setName("Save or one-time settings?").addDropdown((e=>e.addOption("save","Save these settings as the preset for this image").addOption("one-time","These are one-time settings").setValue(this.saveSettings?"save":"one-time").onChange((e=>{this.saveSettings="save"===e})))),this.contentEl.createEl("h1",{text:"Export settings"}),new obsidian_module.Setting(this.contentEl).setName("Embed the Excalidraw scene in the exported file?").addDropdown((e=>e.addOption("embed","Embed scene").addOption("no-embed","Do not embed scene").setValue(this.embedScene?"embed":"no-embed").onChange((e=>{this.embedScene="embed"===e})))),DEVICE.isDesktop&&new obsidian_module.Setting(this.contentEl).setName("Where to save the image?").addDropdown((e=>e.addOption("vault","Save image to your Vault").addOption("outside","Export image outside your Vault").setValue(this.saveToVault?"vault":"outside").onChange((e=>{this.saveToVault="vault"===e})))),this.selectedOnlySetting=new obsidian_module.Setting(this.contentEl).setName("Export entire scene or just selected elements?").addDropdown((e=>e.addOption("all","Export entire scene").addOption("selected","Export selected elements").setValue(this.exportSelectedOnly?"selected":"all").onChange((e=>{this.exportSelectedOnly="selected"===e}))));const n=this.contentEl.createDiv({cls:"excalidraw-prompt-buttons-div"});n.createEl("button",{text:"PNG to File",cls:"excalidraw-prompt-button"}).onclick=()=>{this.saveToVault?this.view.savePNG(this.view.getScene(this.hasSelectedElements&&this.exportSelectedOnly)):this.view.exportPNG(this.embedScene,this.hasSelectedElements&&this.exportSelectedOnly),this.close()},n.createEl("button",{text:"SVG to File",cls:"excalidraw-prompt-button"}).onclick=()=>{this.saveToVault?this.view.saveSVG(this.view.getScene(this.hasSelectedElements&&this.exportSelectedOnly)):this.view.exportSVG(this.embedScene,this.hasSelectedElements&&this.exportSelectedOnly),this.close()},n.createEl("button",{text:"Excalidraw",cls:"excalidraw-prompt-button"}).onclick=()=>{this.view.exportExcalidraw(this.hasSelectedElements&&this.exportSelectedOnly),this.close()},DEVICE.isDesktop&&(n.createEl("button",{text:"PNG to Clipboard",cls:"excalidraw-prompt-button"}).onclick=()=>{this.view.exportPNGToClipboard(this.embedScene,this.hasSelectedElements&&this.exportSelectedOnly),this.close()})}}const TOOLS_PANEL_WIDTH=228;class ToolsPanel extends React__namespace.Component{constructor(e){super(e),this.pos1=0,this.pos2=0,this.pos3=0,this.pos4=0,this.penDownX=0,this.penDownY=0,this.previousWidth=0,this.previousHeight=0,this.onRightEdge=!1,this.onBottomEdge=!1;const A=e.view.plugin.getPackage(e.view.ownerWindow).react;this.containerRef=A.createRef(),this.state={visible:e.visible,top:50,left:200,theme:"dark",excalidrawViewMode:!1,minimized:!1,isDirty:!1,isFullscreen:!1,isPreviewMode:!0,scriptIconMap:{}}}updateScriptIconMap(e){this.setState((()=>({scriptIconMap:e})))}setPreviewMode(e){this.setState((()=>({isPreviewMode:e})))}setFullscreen(e){this.setState((()=>({isFullscreen:e})))}setDirty(e){this.setState((()=>({isDirty:e})))}setExcalidrawViewMode(e){this.setState((()=>({excalidrawViewMode:e})))}toggleVisibility(e){this.setTopCenter(e),this.setState((e=>({visible:!e.visible})))}setTheme(e){this.setState((A=>({theme:e})))}setTopCenter(e){this.setState((()=>({left:(this.containerRef.current.clientWidth-228-(e?0:232))/2+this.containerRef.current.parentElement.offsetLeft+(e?0:232),top:64+this.containerRef.current.parentElement.offsetTop})))}updatePosition(e=0,A=0){this.setState((()=>{const{offsetTop:t,offsetLeft:i,clientWidth:n,clientHeight:s}=this.containerRef.current.firstElementChild,r=t-e,a=i-A,{clientWidth:o,clientHeight:l,offsetTop:c,offsetLeft:g}=this.containerRef.current.parentElement;return this.previousHeight=l,this.previousWidth=o,this.onBottomEdge=r>=l-s+c,this.onRightEdge=a>=o-n+g,{top:r<c?c:this.onBottomEdge?l-s+c:r,left:a<g?g:this.onRightEdge?o-n+g:a}}))}render(){return React__namespace.createElement("div",{ref:this.containerRef,className:clsx("excalidraw",{"theme--dark":"dark"===this.state.theme}),style:{width:"100%",height:"100%",position:"absolute",touchAction:"none"}},React__namespace.createElement("div",{className:"Island",style:{top:`${this.state.top}px`,left:`${this.state.left}px`,width:"228px",display:this.state.visible&&!this.state.excalidrawViewMode?"block":"none",height:"fit-content",maxHeight:"400px",zIndex:5}},React__namespace.createElement("div",{style:{height:"26px",width:"100%",cursor:"move"},onClick:e=>{e.preventDefault(),Math.abs(this.penDownX-this.pos3)>5||Math.abs(this.penDownY-this.pos4)>5||this.setState((e=>({minimized:!e.minimized})))},onPointerDown:e=>{const A=e=>{e.preventDefault(),this.pos1=this.pos3-e.clientX,this.pos2=this.pos4-e.clientY,this.pos3=e.clientX,this.pos4=e.clientY,this.updatePosition(this.pos2,this.pos1)},t=()=>{var e,i;null===(e=this.props.view.ownerDocument)||void 0===e||e.removeEventListener("pointerup",t),null===(i=this.props.view.ownerDocument)||void 0===i||i.removeEventListener("pointermove",A)};e.preventDefault(),this.penDownX=this.pos3=e.clientX,this.penDownY=this.pos4=e.clientY,this.props.view.ownerDocument.addEventListener("pointerup",t),this.props.view.ownerDocument.addEventListener("pointermove",A)}},React__namespace.createElement("svg",{"aria-hidden":"true",focusable:"false",role:"img",xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 228 26"},React__namespace.createElement("path",{stroke:"var(--icon-fill-color)",strokeWidth:"2",d:"M40,7 h148 M40,13 h148 M40,19 h148"}))),React__namespace.createElement("div",{className:"Island App-menu__left scrollbar",style:{maxHeight:"350px",width:"initial","--padding":2,display:this.state.minimized?"none":"block"}},React__namespace.createElement("div",{className:"panelColumn"},React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Utility actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"scriptEngine",title:t$d("INSTALL_SCRIPT_BUTTON"),action:()=>{new ScriptInstallPrompt(this.props.view.plugin).open()},icon:ICONS.scriptEngine,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"release-notes",title:t$d("READ_RELEASE_NOTES"),action:()=>{new ReleaseNotes(this.props.view.app,this.props.view.plugin,PLUGIN_VERSION).open()},icon:ICONS.releaseNotes,view:this.props.view}),null===this.state.isPreviewMode?React__namespace.createElement(ActionButton,{key:"convert",title:t$d("CONVERT_FILE"),action:()=>{this.props.view.convertExcalidrawToMD()},icon:ICONS.convertFile,view:this.props.view}):React__namespace.createElement(ActionButton,{key:"viewmode",title:this.state.isPreviewMode?t$d("PARSED"):t$d("RAW"),action:()=>{this.state.isPreviewMode?this.props.view.changeTextMode(TextMode.raw):this.props.view.changeTextMode(TextMode.parsed)},icon:this.state.isPreviewMode?ICONS.rawMode:ICONS.parsedMode,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"tray-mode",title:t$d("TRAY_MODE"),action:()=>{this.props.view.toggleTrayMode()},icon:ICONS.trayMode,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"fullscreen",title:this.state.isFullscreen?t$d("EXIT_FULLSCREEN"):t$d("GOTO_FULLSCREEN"),action:()=>{this.state.isFullscreen?this.props.view.exitFullscreen():this.props.view.gotoFullscreen()},icon:this.state.isFullscreen?ICONS.exitFullScreen:ICONS.gotoFullScreen,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"search",title:t$d("SEARCH"),action:()=>{search(this.props.view)},icon:ICONS.search,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"ocr",title:t$d("RUN_OCR"),action:e=>{this.props.view.plugin.settings.taskboneEnabled?this.props.view.plugin.taskbone.getTextForView(this.props.view,isCTRL(e)):new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3)},icon:ICONS.ocr,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"openLink",title:t$d("OPEN_LINK_CLICK"),action:e=>{const A=new MouseEvent("click",{ctrlKey:e.ctrlKey||!(DEVICE.isIOS||DEVICE.isMacOS),metaKey:e.metaKey||DEVICE.isIOS||DEVICE.isMacOS,shiftKey:e.shiftKey,altKey:e.altKey});this.props.view.handleLinkClick(A)},icon:ICONS.openLink,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"openLinkProperties",title:t$d("OPEN_LINK_PROPS"),action:()=>{const e=new MouseEvent("click",{ctrlKey:!0,metaKey:!0,shiftKey:!1,altKey:!1});this.props.view.handleLinkClick(e)},icon:ICONS.openLinkProperties,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"save",title:t$d("FORCE_SAVE"),action:()=>{this.props.view.forceSave()},icon:saveIcon(this.state.isDirty),view:this.props.view}))),React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Export actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"lib",title:t$d("DOWNLOAD_LIBRARY"),action:()=>{this.props.view.plugin.exportLibrary()},icon:ICONS.exportLibrary,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"exportIMG",title:t$d("EXPORT_IMAGE"),action:()=>{const e=this.props.view;e.exportDialog||(e.exportDialog=new ExportDialog(e.plugin,e,e.file),e.exportDialog.createForm()),e.exportDialog.open()},icon:ICONS.ExportImage,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"md",title:t$d("OPEN_AS_MD"),action:()=>{this.props.view.openAsMarkdown()},icon:ICONS.switchToMarkdown,view:this.props.view}))),React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Insert actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"image",title:t$d("INSERT_IMAGE"),action:()=>{this.props.centerPointer(),this.props.view.plugin.insertImageDialog.start(this.props.view)},icon:ICONS.insertImage,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"pdf",title:t$d("INSERT_PDF"),action:()=>{this.props.centerPointer(),new InsertPDFModal(this.props.view.plugin,this.props.view).open()},icon:ICONS.insertPDF,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"insertMD",title:t$d("INSERT_MD"),action:()=>{this.props.centerPointer(),this.props.view.plugin.insertMDDialog.start(this.props.view)},icon:ICONS.insertMD,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"latex",title:t$d("INSERT_LATEX"),action:e=>{isALT(e)?this.props.view.openExternalLink("https://youtu.be/r08wk-58DPk"):(this.props.centerPointer(),insertLaTeXToView(this.props.view))},icon:ICONS.insertLaTeX,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"link",title:t$d("INSERT_LINK"),action:()=>{this.props.centerPointer(),this.props.view.plugin.insertLinkDialog.start(this.props.view.file.path,this.props.view.addText)},icon:ICONS.insertLink,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"link-to-element",title:t$d("INSERT_LINK_TO_ELEMENT"),action:e=>{isALT(e)?this.props.view.openExternalLink("https://youtu.be/yZQoJg2RCKI"):this.props.view.copyLinkToSelectedElementToClipboard(isCTRL(e)?"group=":isSHIFT(e)?"area=":"")},icon:ICONS.copyElementLink,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"import-svg",title:t$d("IMPORT_SVG"),action:e=>{this.props.view.plugin.importSVGDialog.start(this.props.view)},icon:ICONS.importSVG,view:this.props.view}))),this.renderScriptButtons(!1),this.renderScriptButtons(!0)))))}renderScriptButtons(e){if(0===Object.keys(this.state.scriptIconMap).length)return"";const A=`${this.props.view.plugin.settings.scriptFolderPath}/Downloaded/`,t=t=>e?t.startsWith(A):!t.startsWith(A);if(0===Object.keys(this.state.scriptIconMap).filter((e=>t(e))).length)return"";const i=new Set;Object.keys(this.state.scriptIconMap).filter((e=>t(e))).forEach((e=>i.add(this.state.scriptIconMap[e].group)));const n=Array.from(i).sort(((e,A)=>e>A?1:-1));return n.push(n.shift()),React__namespace.createElement(React__namespace.Fragment,null,n.map(((A,t)=>React__namespace.createElement("fieldset",{key:`${A}-${t}`},React__namespace.createElement("legend",null,e?A:""===A?"User":"User/"+A),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},Object.entries(this.state.scriptIconMap).filter((([e,t])=>t.group===A)).sort().map((([e,A])=>React__namespace.createElement(ActionButton,{key:e,title:A.name,action:async()=>{const A=this.props.view,t=A.plugin,i=app.vault.getAbstractFileByPath(e);i&&i instanceof obsidian_module.TFile&&t.scriptEngine.executeScript(A,await app.vault.read(i),t.scriptEngine.getScriptName(i),i)},longpress:async()=>{const t=this.props.view,i=t.excalidrawAPI,n=t.plugin;await n.loadSettings();const s=n.settings.pinnedScripts.indexOf(e);s>-1?(n.settings.pinnedScripts.splice(s,1),null==i||i.setToast({message:`Pin removed: ${A.name}`,duration:3e3,closable:!0})):(n.settings.pinnedScripts.push(e),null==i||i.setToast({message:`Pinned: ${A.name}`,duration:3e3,closable:!0})),await n.saveSettings(),app.workspace.getLeavesOfType("excalidraw").forEach((e=>{e.view instanceof ExcalidrawView&&e.view.updatePinnedScripts()}))},icon:A.svgString?stringToSVG(A.svgString):ICONS.cog,view:this.props.view}))))))))}}const getElementsAtPointer=(e,A,t)=>A.filter((A=>{if(t&&A.type!==t)return!1;if(A.locked)return!1;const[i,n,s,r]=rotatedDimensions(A);return i<=e.x&&i+s>=e.x&&n<=e.y&&n+r>=e.y})),getTextElementAtPointer=(e,A)=>{const t=A.excalidrawAPI;if(!t)return{id:null,text:null};const i=getElementsAtPointer(e,t.getSceneElements(),"text");if(0==i.length)return{id:null,text:null};if(1===i.length)return{id:i[0].id,text:i[0].text};const n=i.filter((e=>{const t=A.textMode===TextMode.parsed?A.excalidrawData.getRawText(e.id):e.text;return!!t&&(!!t.match(REG_LINKINDEX_HYPERLINK)||!!REGEX_LINK.getRes(t).next().value)}));return 0==n.length?{id:i[0].id,text:i[0].text}:{id:n[0].id,text:n[0].text}},getImageElementAtPointer=(e,A)=>{const t=A.excalidrawAPI;if(!t)return;const i=getElementsAtPointer(e,t.getSceneElements(),"image");return 0===i.length?{id:null,fileId:null}:i.length>=1?{id:i[0].id,fileId:i[0].fileId}:void 0},getElementWithLinkAtPointer=(e,A)=>{const t=A.excalidrawAPI;if(!t)return;const i=getElementsAtPointer(e,t.getSceneElements()).filter((e=>e.link));return 0===i.length?{id:null,text:null}:i.length>=1?{id:i[0].id,text:i[0].link}:void 0},setDynamicStyle=(e,A,t,i)=>{var n,s,r,a,o,l,c,g,u,d,h,m,p;if("none"===i){null===(n=A.excalidrawContainer)||void 0===n||n.removeAttribute("style"),setTimeout((()=>A.updateScene({appState:{dynamicStyle:""}})));const e=null===(a=null===(r=null===(s=A.toolsPanelRef)||void 0===s?void 0:s.current)||void 0===r?void 0:r.containerRef)||void 0===a?void 0:a.current;if(e){let A=e.getAttribute("style");A=A.replace(/\-\-color\-primary.*/,""),e.setAttribute("style",A)}return}A.ownerDocument;const w="light"===(null===(c=null===(l=null===(o=null==A?void 0:A.excalidrawAPI)||void 0===o?void 0:o.getAppState)||void 0===l?void 0:l.call(o))||void 0===c?void 0:c.theme)||"light"===(null===(d=null===(u=null===(g=null==A?void 0:A.excalidrawData)||void 0===g?void 0:g.scene)||void 0===u?void 0:u.appState)||void 0===d?void 0:d.theme),B=()=>w?e.getCM(t):(A=>{const t=e.getCM(A),i=t.lightness;return t.lightnessTo(Math.abs(i-100))})(t),E=B().lightness,k=B().darkerBy(10).isDark(),f="gray"===i,O=A.app.getAccentColor(),W=()=>f?e.getCM(O):e.getCM(O).mix({color:B(),ratio:.2}),C=()=>e.getCM("#000000").lightnessTo(E),x=f?k?C().lighterBy(10):C().darkerBy(10):k?B().lighterBy(10).mix({color:C(),ratio:.5}):B().darkerBy(10).mix({color:C(),ratio:.5}),b=f?k?C().lighterBy(4):C().darkerBy(4):k?B().lighterBy(4).mix({color:C(),ratio:.5}):B().darkerBy(4).mix({color:C(),ratio:.5}),Q=B().mix({color:k?"#f0f0f0":"#101010",ratio:.9}),y=e=>e.stringHEX({alpha:!1}),v={"--color-primary":y(W()),"--color-surface-low":y(x),"--color-surface-mid":y(x),"--color-surface-lowest":y(b),"--color-surface-high":y(x.lighterBy(10)),"--color-on-primary-container":y(k?W().lighterBy(15):W().darkerBy(15)),"--color-surface-primary-container":y(k?W().darkerBy(10):W().lighterBy(10)),"--button-gray-1":y(x),"--button-gray-2":y(b),"--input-border-color":y(x),"--input-bg-color":y(b),"--input-label-color":y(Q),"--island-bg-color":b.alphaTo(.93).stringHEX(),"--popup-secondary-bg-color":b.alphaTo(.93).stringHEX(),"--icon-fill-color":y(Q),"--text-primary-color":y(Q),"--overlay-bg-color":b.alphaTo(.6).stringHEX(),"--popup-bg-color":y(x),"--color-on-surface":y(Q),"--color-gray-40":y(Q),"--color-gray-50":y(Q),"--color-surface-highlight":y(x),"--color-gray-80":y(k?Q.lighterBy(15):Q.darkerBy(15)),"--sidebar-border-color":y(x),"--color-primary-light":y(W().lighterBy(10)),"--button-hover-bg":y(x),"--sidebar-bg-color":b.alphaTo(.93).stringHEX(),"--sidebar-shadow":y(x),"--popup-text-color":y(Q),"--code-normal":y(Q),"--code-background":y(b),"--h1-color":y(Q),"--h2-color":y(Q),"--h3-color":y(Q),"--h4-color":y(Q),color:y(Q),"--select-highlight-color":y(x)},I=Object.keys(v).map((e=>`${e}: ${v[e]}`)).join("; ");setTimeout((()=>A.updateScene({appState:{frameColor:{stroke:y(k?b.lighterBy(15):b.darkerBy(15)),fill:y((k?b.lighterBy(30):b.darkerBy(30)).alphaTo(.2))},dynamicStyle:v}})));const M=null===(p=null===(m=null===(h=A.toolsPanelRef)||void 0===h?void 0:h.current)||void 0===m?void 0:m.containerRef)||void 0===p?void 0:p.current;if(M){let e=M.getAttribute("style");e=e.replace(/\-\-color\-primary.*/,""),M.setAttribute("style",e+I)}},renderWebView=(e,A,t,i)=>DEVICE.isDesktop?React__namespace.createElement("webview",{ref:e=>A.updateEmbeddableRef(t,e),className:"excalidraw__embeddable",title:"Excalidraw Embedded Content",allowFullScreen:!0,src:e,style:{overflow:"hidden",borderRadius:"var(--embeddable-radius)"}}):React__namespace.createElement("iframe",{ref:e=>A.updateEmbeddableRef(t,e),className:"excalidraw__embeddable",title:"Excalidraw Embedded Content",allowFullScreen:!0,allow:"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture",src:e,style:{overflow:"hidden",borderRadius:"var(--embeddable-radius)"}});function RenderObsidianView({element:e,linkText:A,view:t,containerRef:i,appState:n,theme:s}){var r,a,o;const{subpath:l,file:c}=processLinkText(A,t);if(!c)return null;const g=t.plugin.getPackage(t.ownerWindow).react,u=g.useRef(null),d=g.useRef(!1),h=g.useRef(!1),m=g.useCallback((e=>{h.current&&e.stopPropagation()}),[h.current]);g.useEffect((()=>{if(null==i?void 0:i.current)return KEYBOARD_EVENT_TYPES.forEach((e=>i.current.addEventListener(e,m))),i.current.addEventListener("click",p),()=>{(null==i?void 0:i.current)&&(KEYBOARD_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m))),EXTENDED_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m))),i.current.removeEventListener("click",p))}}),[]),g.useEffect((()=>{if(EXTENDED_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m))),null==i?void 0:i.current)return h.current&&EXTENDED_EVENT_TYPES.forEach((e=>i.current.addEventListener(e,m))),()=>{(null==i?void 0:i.current)&&EXTENDED_EVENT_TYPES.forEach((e=>i.current.removeEventListener(e,m)))}}),[h.current,i.current]),g.useEffect((()=>{if(!(null==i?void 0:i.current))return;for(;i.current.hasChildNodes();)i.current.removeChild(i.current.lastChild);i.current.parentElement.style.padding="";const A=t.ownerDocument,n=new obsidian_module.WorkspaceSplit(app.workspace,"vertical");n.getRoot=()=>app.workspace[A===document?"rootSplit":"floatingSplit"],n.getContainer=()=>getContainerForDocument(A),n.containerEl.style.width="100%",n.containerEl.style.height="100%",n.containerEl.style.borderRadius="var(--embeddable-radius)",u.current={leaf:app.workspace.createLeafInParent(n,0),node:null};const s=()=>{app.workspace.activeLeaf===t.leaf&&DEVICE.isDesktop&&(t.ownerWindow.electronWindow.isAlwaysOnTop()||(t.ownerWindow.electronWindow.setAlwaysOnTop(!0),setTimeout((()=>{t.ownerWindow.electronWindow.setAlwaysOnTop(!1)}),500)))};return l&&t.canvasNodeFactory.isInitialized()?(s(),u.current.node=t.canvasNodeFactory.createFileNote(c,l,i.current,e.id),t.updateEmbeddableLeafRef(e.id,u.current)):(async()=>{var A,r;await u.current.leaf.openFile(c,Object.assign({active:!1,state:{mode:"preview"}},l?{eState:{subpath:l}}:{}));const a=null===(A=u.current.leaf.view)||void 0===A?void 0:A.getViewType();if("canvas"===a&&(null===(r=u.current.leaf.view.canvas)||void 0===r||r.setReadonly(!0)),"markdown"===a&&t.canvasNodeFactory.isInitialized())s(),await u.current.leaf.setViewState({state:{file:null}}),u.current.node=t.canvasNodeFactory.createFileNote(c,l,i.current,e.id);else{const e=n.containerEl.querySelector("div.workspace-leaf");e&&(e.style.borderRadius="var(--embeddable-radius)"),i.current.appendChild(n.containerEl)}patchMobileView(t),t.updateEmbeddableLeafRef(e.id,u.current)})(),()=>{}}),[A,l,i]),g.useEffect((()=>{var e;d.current&&((null===(e=u.current)||void 0===e?void 0:e.node)&&t.canvasNodeFactory.stopEditing(u.current.node),d.current=!1)}),[d.current,u]);const p=g.useCallback((A=>{var i,n,r;if(h.current&&A.stopPropagation(),h.current&&!d.current&&(null===(i=u.current)||void 0===i?void 0:i.leaf))if("markdown"===(null===(n=u.current.leaf.view)||void 0===n?void 0:n.getViewType())){const A=t.excalidrawAPI.getSceneElements().filter((A=>A.id===e.id))[0];if(!A||0!==A.angle)return void new obsidian_module.Notice("Sorry, cannot edit rotated markdown documents");const i=u.current.leaf.view.modes;if(!i)return;u.current.leaf.view.setMode(i.source),d.current=!0,patchMobileView(t)}else(null===(r=u.current)||void 0===r?void 0:r.node)&&t.canvasNodeFactory.startEditing(u.current.node,s)}),[null===(r=u.current)||void 0===r?void 0:r.leaf,e.id]);return g.useEffect((()=>{var A,s,r,a,o;if(!(null==i?void 0:i.current)||!(null==u?void 0:u.current))return;const l=h.current;if(h.current=(null===(A=n.activeEmbeddable)||void 0===A?void 0:A.element.id)===e.id&&"active"===(null===(s=n.activeEmbeddable)||void 0===s?void 0:s.state),l!==h.current)if("markdown"===(null===(a=null===(r=u.current.leaf)||void 0===r?void 0:r.view)||void 0===a?void 0:a.getViewType())){const e=u.current.leaf.view.modes;if(!e)return;if(!h.current)return u.current.leaf.view.setMode(e.preview),void(d.current=!1)}else(null===(o=u.current)||void 0===o?void 0:o.node)&&t.canvasNodeFactory.stopEditing(u.current.node)}),[i,u,h,null===(a=n.activeEmbeddable)||void 0===a?void 0:a.element,null===(o=n.activeEmbeddable)||void 0===o?void 0:o.state,e,t,A,l,c,s,d,t.canvasNodeFactory]),null}const CustomEmbeddable=({element:e,view:A,appState:t,linkText:i})=>{const n=A.plugin.getPackage(A.ownerWindow).react.useRef(null),s="dark"===A.excalidrawData.embeddableTheme?"theme-dark":"light"===A.excalidrawData.embeddableTheme?"theme-light":"auto"===A.excalidrawData.embeddableTheme?"dark"===t.theme?"theme-dark":"theme-light":isObsidianThemeDark()?"theme-dark":"theme-light";return React__namespace.createElement("div",{ref:n,style:{width:"100%",height:"100%",borderRadius:"var(--embeddable-radius)",color:"var(--text-normal)"},className:s},React__namespace.createElement(RenderObsidianView,{element:e,linkText:i,view:A,containerRef:n,appState:t,theme:s}))};var PreviewImageType;!function(e){e.PNG="PNG",e.SVGIMG="SVGIMG",e.SVG="SVG"}(PreviewImageType||(PreviewImageType={}));const DB_NAME="Excalidraw "+app.appId,CACHE_STORE="imageCache",BACKUP_STORE="drawingBAK",getKey=e=>{var A,t;return`${e.filepath}#${null!==(A=e.blockref)&&void 0!==A?A:""}#${null!==(t=e.sectionref)&&void 0!==t?t:""}#${e.isDark?1:0}#${e.hasGroupref}#${e.hasArearef}#${e.hasFrameref}#${e.hasSectionref}#${e.previewImageType===PreviewImageType.SVGIMG?1:e.previewImageType===PreviewImageType.PNG?0:2}#${e.scale}`};class ImageCache{constructor(e,A,t){this.initializationNotice=!1,this.obsidanURLCache=new Map,this.dbName=e,this.cacheStoreName=A,this.backupStoreName=t,this.db=null,this.isInitializing=!1,this.plugin=null}async initializeDB(e){if(this.plugin=e,this.app=e.app,!this.isInitializing&&null===this.db){this.isInitializing=!0;try{const e=indexedDB.open(this.dbName);if(e.onupgradeneeded=e=>{const A=e.target.result;A.objectStoreNames.contains(this.cacheStoreName)||A.createObjectStore(this.cacheStoreName),A.objectStoreNames.contains(this.backupStoreName)||A.createObjectStore(this.backupStoreName)},this.db=await new Promise(((A,t)=>{e.onsuccess=e=>{const t=e.target.result;A(t)},e.onerror=()=>{t(new Error(`Failed to open or create IndexedDB database: ${this.dbName}`))}})),!this.db.objectStoreNames.contains(this.cacheStoreName)||!this.db.objectStoreNames.contains(this.backupStoreName)){const e=this.db.version+1;this.db.close();const A=indexedDB.open(this.dbName,e);A.onupgradeneeded=e=>{const A=e.target.result;A.objectStoreNames.contains(this.cacheStoreName)||A.createObjectStore(this.cacheStoreName),A.objectStoreNames.contains(this.backupStoreName)||A.createObjectStore(this.backupStoreName)},await new Promise(((e,t)=>{A.onsuccess=()=>{A.result.close(),e()},A.onerror=()=>{t(new Error(`Failed to upgrade IndexedDB database: ${this.dbName}`))}})),this.db=await new Promise(((e,A)=>{const t=indexedDB.open(this.dbName);t.onsuccess=()=>{const A=t.result;e(A)},t.onerror=()=>{A(new Error(`Failed to open IndexedDB database: ${this.dbName}`))}}))}setTimeout((async()=>this.purgeInvalidCacheFiles()),6e4),setTimeout((async()=>this.purgeInvalidBackupFiles()),12e4)}finally{this.isInitializing=!1,this.initializationNotice&&(new obsidian_module.Notice("Excalidraw Image Cache is Initialized - You may now retry opening your damaged drawing."),this.initializationNotice=!1),console.log("Initialized Excalidraw Image Cache")}}}async purgeInvalidCacheFiles(){return new Promise(((e,A)=>{const t=this.db.transaction(this.cacheStoreName,"readwrite"),i=t.objectStore(this.cacheStoreName),n=this.app.vault.getFiles(),s=[],r=i.openCursor();r.onsuccess=r=>{const a=r.target.result;if(a){const e=a.key,A=e.replaceAll(/[^#]/g,"").length<9,t=e.split("#")[0],r=n.some((e=>e.path===t)),o=r?n.find((e=>e.path===t)):null;(A||!o||o&&o.stat.mtime>a.value.mtime||!a.value.blob&&!a.value.svg)&&s.push(new Promise(((A,t)=>{const n=i.delete(a.primaryKey);n.onsuccess=()=>A(),n.onerror=A=>{const i=n.error,s=`Failed to delete file with key: ${e}. Error: ${i.message}`;t(new Error(s))}}))),a.continue()}else Promise.all(s).then((()=>{t.commit(),e()})).catch((e=>A(e)))},r.onerror=()=>{const e=r.error;console.log(e);const t=`Failed to purge invalid files from IndexedDB. Error: ${e.message}`;A(new Error(t))}}))}async purgeInvalidBackupFiles(){const e=this.db.transaction(this.backupStoreName,"readwrite"),A=e.objectStore(this.backupStoreName),t=this.app.vault.getFiles(),i=[],n=A.openCursor();return await new Promise(((s,r)=>{n.onsuccess=n=>{const a=n.target.result;if(a){const e=a.key,n=t.some((A=>A.path===e));n||i.push(new Promise(((t,i)=>{const n=A.delete(a.primaryKey);n.onsuccess=()=>t(),n.onerror=()=>i(new Error(`Failed to delete backup file with key: ${e}`))}))),a.continue()}else Promise.all(i).then((()=>{e.commit(),s()})).catch((e=>r(e)))},n.onerror=()=>{const e=n.error,A=`Failed to purge invalid backup files from IndexedDB. Error: ${e.message}`;console.log(e),r(new Error(A))}}))}async getObjectStore(e,A){return this.db.transaction(A,e).objectStore(A)}async getCacheData(e){const A=(await this.getObjectStore("readonly",this.cacheStoreName)).get(e);return new Promise(((e,t)=>{A.onsuccess=()=>{const t=A.result;e(t||null)},A.onerror=()=>{t(new Error("Failed to retrieve data from IndexedDB."))}}))}async getBackupData(e){const A=(await this.getObjectStore("readonly",this.backupStoreName)).get(e);return new Promise(((e,t)=>{A.onsuccess=()=>{const t=A.result;e(t||null)},A.onerror=()=>{t(new Error("Failed to retrieve backup data from IndexedDB."))}}))}isReady(){return!!this.db&&!this.isInitializing&&!!this.plugin&&this.plugin.settings.allowImageCache}async getImageFromCache(e){if(!this.isReady())return null;const A=getKey(e),t=await this.getCacheData(A),i=this.app.vault.getAbstractFileByPath(e.filepath.split("#")[0]);if(i&&i instanceof obsidian_module.TFile&&t&&t.mtime===i.stat.mtime){if(t.svg)return convertSVGStringToElement(t.svg);if(this.obsidanURLCache.has(A))return this.obsidanURLCache.get(A);const e=URL.createObjectURL(t.blob);return this.obsidanURLCache.set(A,e),e}}async getBAKFromCache(e){return this.isReady()?this.getBackupData(e):null}addImageToCache(e,A,t){if(!this.isReady())return;const i=this.app.vault.getAbstractFileByPath(e.filepath.split("#")[0]);if(!(i&&i instanceof obsidian_module.TFile))return;let n=null,s=null;t instanceof SVGSVGElement?n=t.outerHTML:s=t;const r={mtime:i.stat.mtime,blob:s,svg:n},a=this.db.transaction(this.cacheStoreName,"readwrite").objectStore(this.cacheStoreName),o=getKey(e);a.put(r,o),Boolean(n)||this.obsidanURLCache.set(o,A)}async addBAKToCache(e,A){this.isReady()&&this.db.transaction(this.backupStoreName,"readwrite").objectStore(this.backupStoreName).put(A,e)}async clearImageCache(){if(this.isReady())return this.clear(this.cacheStoreName,"Image cache was cleared")}async clearBackupCache(){if(this.isReady())return this.clear(this.backupStoreName,"All backups were cleared")}async clear(e,A){if(!this.isReady())return;const t=this.db.transaction([e],"readwrite").objectStore(e);return new Promise(((i,n)=>{const s=t.clear();s.onsuccess=()=>{new obsidian_module.Notice(A),i()},s.onerror=()=>n(new Error(`Failed to clear ${e}.`))}))}}const imageCache=new ImageCache(DB_NAME,CACHE_STORE,"drawingBAK");class CanvasNodeFactory{constructor(e){this.view=e,this.nodes=new Map,this.initialized=!1,this.isInitialized=()=>this.initialized}async initialize(){const e=app.internalPlugins.plugins.canvas;e._loaded||await e.load();const A=this.view.ownerDocument,t=new obsidian_module.WorkspaceSplit(app.workspace,"vertical");t.getRoot=()=>app.workspace[A===document?"rootSplit":"floatingSplit"],t.getContainer=()=>getContainerForDocument(A),this.leaf=app.workspace.createLeafInParent(t,0),this.canvas=e.views.canvas(this.leaf).canvas,this.initialized=!0}createFileNote(e,A,t,i){if(!this.initialized)return;A=null!=A?A:"",this.nodes.has(i)&&(this.canvas.removeNode(this.nodes.get(i)),this.nodes.delete(i));const n=this.canvas.createFileNode({pos:{x:0,y:0},file:e,subpath:A,save:!1});return n.setFilePath(e.path,A),n.render(),t.style.background="var(--background-primary)",t.appendChild(n.contentEl),this.nodes.set(i,n),n}startEditing(e,A){if(!this.initialized||!e)return;e.startEditing();const t=isObsidianThemeDark()?"theme-dark":"theme-light";t!==A&&(async()=>{var i,n,s,r,a,o;let l=0;for(;!(null===(s=null===(n=null===(i=e.child.editor)||void 0===i?void 0:i.containerEl)||void 0===n?void 0:n.parentElement)||void 0===s?void 0:s.parentElement)&&l++<100;)await sleep(25);(null===(o=null===(a=null===(r=e.child.editor)||void 0===r?void 0:r.containerEl)||void 0===a?void 0:a.parentElement)||void 0===o?void 0:o.parentElement)&&(e.child.editor.containerEl.parentElement.parentElement.classList.remove(t),e.child.editor.containerEl.parentElement.parentElement.classList.add(A),new MutationObserver((e=>{for(const i of e)if("attributes"===i.type&&"class"===i.attributeName){const e=i.target;e.classList.contains(t)&&(e.classList.remove(t),e.classList.add(A))}})).observe(e.child.editor.containerEl.parentElement.parentElement,{attributes:!0}))})()}stopEditing(e){this.initialized&&e&&e.child.editMode&&e.child.showPreview()}purgeNodes(){this.initialized&&(this.nodes.forEach((e=>{this.canvas.removeNode(e)})),this.nodes.clear())}}class EmbeddableMenu{constructor(e,A){this.view=e,this.containerRef=A,this.updateElement=(e,A,t)=>{if(!A)return;const i=this.view,n=i.app;if(A=i.excalidrawAPI.getSceneElements().find((e=>e.id===A.id)),!A)return;const s=`[[${n.metadataCache.fileToLinktext(t,i.file.path,"md"===t.extension)}${e}]]`;mutateElement(A,{link:s}),i.excalidrawData.elementLinks.set(A.id,s),i.setDirty(99),i.updateScene({appState:{activeEmbeddable:null}})},this.menuFadeTimeout=0,this.menuElementId=null}handleMouseEnter(){var e;clearTimeout(this.menuFadeTimeout),null===(e=this.containerRef.current)||void 0===e||e.style.setProperty("opacity","1")}handleMouseLeave(){const e=this;this.menuFadeTimeout=window.setTimeout((()=>{var A;null===(A=e.containerRef.current)||void 0===A||A.style.setProperty("opacity","0.2")}),5e3)}renderButtons(e){var A,t;const i=this.view,n=i.app,s=null==i?void 0:i.excalidrawAPI;if(!s)return null;if(!i.file)return null;const r=e.viewModeEnabled&&!i.allowFrameButtonsInViewMode;if(!e.activeEmbeddable||"active"!==e.activeEmbeddable.state||r)return this.menuElementId=null,this.menuFadeTimeout&&(clearTimeout(this.menuFadeTimeout),this.menuFadeTimeout=0),null;const a=null===(A=e.activeEmbeddable)||void 0===A?void 0:A.element;this.menuElementId!==a.id&&(this.menuElementId=a.id,this.handleMouseLeave());let o=a.link;if(!o)return null;const l=useDefaultExcalidrawFrame(a);let c=null===(t=a.link)||void 0===t?void 0:t.match(REG_LINKINDEX_HYPERLINK);if(!l&&!c){const A=REGEX_LINK.getRes(a.link).next();if(!A||!A.value&&A.done)return null;if(o=REGEX_LINK.getLink(A),c=o.match(REG_LINKINDEX_HYPERLINK),!c){const{subpath:A,file:t}=processLinkText(o,i);if(!t||"md"!==t.extension)return null;const{x:r,y:l}=sceneCoordsToViewportCoords({sceneX:a.x,sceneY:a.y},e),c=l-2.5*ROOTELEMENTSIZE-e.offsetTop+"px",g=r-e.offsetLeft+"px";return React__namespace.createElement("div",{ref:this.containerRef,className:"embeddable-menu",style:{top:c,left:g,opacity:1},onMouseEnter:()=>this.handleMouseEnter(),onPointerDown:()=>this.handleMouseEnter(),onMouseLeave:()=>this.handleMouseLeave()},React__namespace.createElement("div",{className:"Island",style:{position:"relative",display:"block"}},React__namespace.createElement(ActionButton,{key:"MarkdownSection",title:t$d("NARROW_TO_HEADING"),action:async()=>{const e=(await n.metadataCache.blockCache.getForFile({isCancelled:()=>!1},t)).blocks.filter((e=>{var A;return e.display&&"heading"===(null===(A=e.node)||void 0===A?void 0:A.type)})),i=[""].concat(e.map((e=>`#${cleanSectionHeading(e.display)}`))),s=[t$d("SHOW_ENTIRE_FILE")].concat(e.map((e=>e.display))),r=await ScriptEngine.suggester(n,s,i,"Select section from document");(r||""===r)&&r!==A&&this.updateElement(r,a,t)},icon:ICONS.ZoomToSection,view:i}),React__namespace.createElement(ActionButton,{key:"MarkdownBlock",title:t$d("NARROW_TO_BLOCK"),action:async()=>{var e,i,s;if(!t)return;const r=(await n.metadataCache.blockCache.getForFile({isCancelled:()=>!1},t)).blocks.filter((e=>{var A;return e.display&&"paragraph"===(null===(A=e.node)||void 0===A?void 0:A.type)})),o=["entire-file"].concat(r),l=[t$d("SHOW_ENTIRE_FILE")].concat(r.map((e=>{var A;return`${(null===(A=e.node)||void 0===A?void 0:A.id)?`#^${e.node.id}: `:""}${e.display.trim()}`}))),c=await ScriptEngine.suggester(n,l,o,"Select section from document");if(!c)return;if("entire-file"===c){if(""===A)return;return void this.updateElement("",a,t)}let g=c.node.id;if(!g||`#^${g}`!==A){if(!g){const A=null===(s=null===(i=null===(e=c.node)||void 0===e?void 0:e.position)||void 0===i?void 0:i.end)||void 0===s?void 0:s.offset;if(!A)return;g=nanoid();const r=await n.vault.cachedRead(t);if(!r)return;await n.vault.modify(t,r.slice(0,A)+` ^${g}`+r.slice(A)),await sleep(200)}this.updateElement(`#^${g}`,a,t)}},icon:ICONS.ZoomToBlock,view:i}),React__namespace.createElement(ActionButton,{key:"ZoomToElement",title:t$d("ZOOM_TO_FIT"),action:()=>{a&&s.zoomToFit([a],i.plugin.settings.zoomToFitMaxLevel,.1)},icon:ICONS.ZoomToSelectedElement,view:i})))}}if(c||l){const A=l?s.getHTMLIFrameElement(a.id):i.getEmbeddableElementById(a.id);if(!A||!A.contentWindow)return null;const{x:t,y:n}=sceneCoordsToViewportCoords({sceneX:a.x,sceneY:a.y},e),r=n-2.5*ROOTELEMENTSIZE-e.offsetTop+"px",c=t-e.offsetLeft+"px";return React__namespace.createElement("div",{ref:this.containerRef,className:"embeddable-menu",style:{top:r,left:c,opacity:1},onMouseEnter:()=>this.handleMouseEnter(),onPointerDown:()=>this.handleMouseEnter(),onMouseLeave:()=>this.handleMouseLeave()},React__namespace.createElement("div",{className:"Island",style:{position:"relative",display:"block"}},A.src!==o&&!A.src.startsWith("https://www.youtube.com")&&!A.src.startsWith("https://player.vimeo.com")&&React__namespace.createElement(ActionButton,{key:"Reload",title:t$d("RELOAD"),action:()=>{A.src=o},icon:ICONS.Reload,view:i}),React__namespace.createElement(ActionButton,{key:"Open",title:t$d("OPEN_IN_BROWSER"),action:()=>{i.openExternalLink(A.src.startsWith("https://www.youtube.com")||A.src.startsWith("https://player.vimeo.com")?a.link:A.src)},icon:ICONS.Globe,view:i}),React__namespace.createElement(ActionButton,{key:"ZoomToElement",title:t$d("ZOOM_TO_FIT"),action:()=>{a&&s.zoomToFit([a],i.plugin.settings.zoomToFitMaxLevel,.1)},icon:ICONS.ZoomToSelectedElement,view:i})))}}}var TextMode;!function(e){e.parsed="parsed",e.raw="raw"}(TextMode||(TextMode={}));const HIDE="excalidraw-hidden",SHOW="excalidraw-visible",addFiles=async(e,A,t)=>{if(!e||0===e.length||!A)return;const i=A.excalidrawAPI;if(!i)return;if(e=e.filter((e=>e&&e.size&&e.size.height>0&&e.size.width>0)),0===e.length)return;const n=scaleLoadedImage(A.getScene(),e);void 0===t&&(t=n.scene.appState.theme),n.dirty&&A.updateScene({elements:n.scene.elements,appState:n.scene.appState,commitToHistory:!1});for(const i of e)if(A.excalidrawData.hasFile(i.id)&&A.excalidrawData.getFile(i.id).setImage(i.dataURL,i.mimeType,i.size,t,i.hasSVGwithBitmap),A.excalidrawData.hasEquation(i.id)){const e=A.excalidrawData.getEquation(i.id).latex;A.excalidrawData.setEquation(i.id,{latex:e,isLoaded:!0})}i.addFiles(e)},warningUnknowSeriousError=()=>{new obsidian_module.Notice("WARNING: Excalidraw ran into an unknown problem!\n\nThere is a risk that your most recent changes cannot be saved.\n\nTo be on the safe side...\n1) Please select your drawing using CTRL/CMD+A and make a copy with CTRL/CMD+C.\n2) Then create an empty drawing in a new pane by CTRL/CMD+clicking the Excalidraw ribbon button,\n3) and paste your work to the new document with CTRL/CMD+V.",6e4)};class ExcalidrawView extends obsidian_module.TextFileView{constructor(e,A){super(e),this.getScene=null,this.addElements=null,this.getSelectedTextElement=null,this.getSelectedImageElement=null,this.getSelectedElementWithLink=null,this.addText=null,this.refresh=null,this.excalidrawRef=null,this.excalidrawAPI=null,this.excalidrawWrapperRef=null,this.toolsPanelRef=null,this.embeddableMenuRef=null,this.linksAlwaysOpenInANewPane=!1,this.allowFrameButtonsInViewMode=!1,this.lastSaveTimestamp=0,this.lastLoadedFile=null,this.modifierKeyDown={shiftKey:!1,metaKey:!1,ctrlKey:!1,altKey:!1},this.currentPosition={x:0,y:0},this.embeddableRefs=new Map,this.embeddableLeafRefs=new Map,this.semaphores={popoutUnload:!1,viewunload:!1,scriptsReady:!1,justLoaded:!1,preventAutozoom:!1,autosaving:!1,dirty:null,preventReload:!1,isEditingText:!1,saving:!1,forceSaving:!1,hoverSleep:!1,wheelTimeout:null},this.autosaveTimer=null,this.textMode=TextMode.raw,this.compatibilityMode=!1,this.isEditingTextResetTimer=null,this.id=this.leaf.id,this.getHookServer=()=>{var e;return null!==(e=this.hookServer)&&void 0!==e?e:this.plugin.ea},this.preventReloadResetTimer=null,this.hiddenMobileLeaves=[],this.offsetLeft=0,this.offsetTop=0,this.blockTextModeChange=!1,this.isLoaded=!1,this.activeLoader=null,this.nextLoader=null,this.initialContainerSizeUpdate=!1,this.previousSceneVersion=0,this.previousBackgroundColor="",this.previousTheme="",this.colorChangeTimer=null,this.getActiveEmbeddable=()=>{var e,A;if(!this.excalidrawAPI)return null;const t=this.excalidrawAPI.getAppState();return t.activeEmbeddable&&"active"===t.activeEmbeddable.state?this.getEmbeddableLeafElementById(null===(A=null===(e=t.activeEmbeddable)||void 0===e?void 0:e.element)||void 0===A?void 0:A.id):null},this.plugin=A,this.excalidrawData=new ExcalidrawData(A),this.hookServer=A.ea,this.canvasNodeFactory=new CanvasNodeFactory(this)}setHookServer(e){this.hookServer=e||this.plugin.ea}preventAutozoom(){this.semaphores.preventAutozoom=!0,setTimeout((()=>this.semaphores.preventAutozoom=!1),1500)}saveExcalidraw(e){if(!e){if(!this.getScene)return!1;e=this.getScene()}const A=`${this.file.path.substring(0,this.file.path.lastIndexOf(".md"))}.excalidraw`,t=app.vault.getAbstractFileByPath(obsidian_module.normalizePath(A));t&&t instanceof obsidian_module.TFile?app.vault.modify(t,JSON.stringify(e,null,"\t")):app.vault.create(A,JSON.stringify(e,null,"\t"))}async exportExcalidraw(e){this.getScene&&this.file&&(app.isMobile?new Prompt(app,"Please provide filename",this.file.basename,"filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidraw`;const A=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(A);const t=getNewUniqueFilepath(app.vault,e,A);app.vault.create(t,JSON.stringify(this.getScene(),null,"\t")),new obsidian_module.Notice(`Exported to ${t}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.getScene(e),null,"\t")),`${this.file.basename}.excalidraw`))}async svg(e,A,t){const i=this.exportDialog,n={withBackground:i?!i.transparent:getWithBackground(this.plugin,this.file),withTheme:!0};return await getSVG(Object.assign(Object.assign({},e),{appState:Object.assign(Object.assign({},e.appState),{theme:null!=A?A:i?i.theme:getExportTheme(this.plugin,this.file,e.appState.theme),exportEmbedScene:void 0===t?!!i&&i.embedScene:t})}),n,i?i.padding:getExportPadding(this.plugin,this.file))}async saveSVG(e,A){if(!e){if(!this.getScene)return!1;e=this.getScene()}const t=async(t,i)=>{const n=app.vault.getAbstractFileByPath(obsidian_module.normalizePath(t)),s=await this.svg(e,i,A);if(!s)return;const r=(new XMLSerializer).serializeToString(embedFontsInSVG(s,this.plugin));n&&n instanceof obsidian_module.TFile?await app.vault.modify(n,r):await app.vault.create(t,r)};this.plugin.settings.autoExportLightAndDark?(await t(getIMGFilename(this.file.path,"dark.svg"),"dark"),await t(getIMGFilename(this.file.path,"light.svg"),"light")):await t(getIMGFilename(this.file.path,"svg"))}async exportSVG(e,A){if(!this.getScene||!this.file)return;let t=await this.svg(this.getScene(A),void 0,e);t&&(t=embedFontsInSVG(t,this.plugin),download(null,svgToBase64(t.outerHTML),`${this.file.basename}.svg`))}async png(e,A,t){const i=this.exportDialog,n={withBackground:i?!i.transparent:getWithBackground(this.plugin,this.file),withTheme:!0};return await getPNG(Object.assign(Object.assign({},e),{appState:Object.assign(Object.assign({},e.appState),{theme:null!=A?A:i?i.theme:getExportTheme(this.plugin,this.file,e.appState.theme),exportEmbedScene:void 0===t?!!i&&i.embedScene:t})}),n,i?i.padding:getExportPadding(this.plugin,this.file),i?i.scale:getPNGScale(this.plugin,this.file))}async savePNG(e,A){if(!e){if(!this.getScene)return!1;e=this.getScene()}const t=async(t,i)=>{const n=app.vault.getAbstractFileByPath(obsidian_module.normalizePath(t)),s=await this.png(e,i,A);s&&(n&&n instanceof obsidian_module.TFile?await app.vault.modifyBinary(n,await s.arrayBuffer()):await app.vault.createBinary(t,await s.arrayBuffer()))};this.plugin.settings.autoExportLightAndDark?(await t(getIMGFilename(this.file.path,"dark.png"),"dark"),await t(getIMGFilename(this.file.path,"light.png"),"light")):await t(getIMGFilename(this.file.path,"png"))}async exportPNGToClipboard(e,A){if(!this.getScene||!this.file)return;const t=await this.png(this.getScene(A),void 0,e);t&&await navigator.clipboard.write([new window.ClipboardItem({"image/png":t})])}async exportPNG(e,A){if(!this.getScene||!this.file)return;const t=await this.png(this.getScene(A),void 0,e);if(!t)return;const i=new FileReader;i.readAsDataURL(t);const n=this;i.onloadend=function(){const e=i.result;download(null,e,`${n.file.basename}.png`)}}async save(e=!0,A=!1){if(!this.isLoaded)return;if(this.semaphores.saving)return;this.semaphores.saving=!0;let t=!1;if(this.getScene&&this.excalidrawAPI&&this.isLoaded&&this.file&&app.vault.getAbstractFileByPath(this.file.path)){try{const i=Boolean(null!==this.semaphores.dirty&&this.semaphores.dirty||this.semaphores.autosaving||A),n=this.getScene();if(this.compatibilityMode?await this.excalidrawData.syncElements(n):await this.excalidrawData.syncElements(n,this.excalidrawAPI.getAppState().selectedElementIds)&&!this.semaphores.popoutUnload&&await this.loadDrawing(!1,this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted))),i){this.preventReloadResetTimer&&(clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.semaphores.preventReload=e,await super.save();const i=this.file.path,n=this.lastSavedData;if(setTimeout((()=>imageCache.addBAKToCache(i,n)),50),t=this.lastSaveTimestamp===this.file.stat.mtime&&!e&&A,this.lastSaveTimestamp=this.file.stat.mtime,this.clearDirty(),e){const e=this;this.preventReloadResetTimer=setTimeout((()=>e.semaphores.preventReload=!1),2e3)}}if(!t&&!this.semaphores.autosaving&&(!this.semaphores.viewunload||this.semaphores.popoutUnload)){const e=this.excalidrawData.autoexportPreference;(e===AutoexportPreference.inherit&&this.plugin.settings.autoexportSVG||e===AutoexportPreference.both||e===AutoexportPreference.svg)&&this.saveSVG(),(e===AutoexportPreference.inherit&&this.plugin.settings.autoexportPNG||e===AutoexportPreference.both||e===AutoexportPreference.png)&&this.savePNG(),!this.compatibilityMode&&this.plugin.settings.autoexportExcalidraw&&this.saveExcalidraw()}}catch(e){errorlog({where:"ExcalidrawView.save",fn:this.save,error:e}),warningUnknowSeriousError()}this.semaphores.saving=!1,t&&this.reload(!0,this.file)}else this.semaphores.saving=!1}getViewData(){var e,A,t;if(!this.getScene||!this.excalidrawData.loaded)return this.data;const i=this.getScene();if(!i)return this.data;if(!this.compatibilityMode){let i=this.data.search(/(^%%\n)?# Text Elements\n/m);if(-1==i&&(i=this.data.search(/(%%\n)?# Drawing\n/)),-1==i)return this.data;const n=(null===(e=this.exportDialog)||void 0===e?void 0:e.dirty)&&(null===(A=this.exportDialog)||void 0===A?void 0:A.saveSettings)?[["excalidraw-export-padding",this.exportDialog.padding.toString()],["excalidraw-export-pngscale",this.exportDialog.scale.toString()],["excalidraw-export-dark","dark"===this.exportDialog.theme?"true":"false"],["excalidraw-export-transparent",this.exportDialog.transparent?"true":"false"],[FRONTMATTER_KEY,this.textMode===TextMode.raw?"raw":"parsed"]]:[[FRONTMATTER_KEY,this.textMode===TextMode.raw?"raw":"parsed"]];(null===(t=this.exportDialog)||void 0===t?void 0:t.dirty)&&(this.exportDialog.dirty=!1);let s=updateFrontmatterInString(this.data.substring(0,i),n);const r=/(^---[\w\W]*?---\n)(!\[\[.*?]]\n(%%\n)?)/m;s.match(r)&&(s=s.replace(r,"$1")),this.excalidrawData.disableCompression||(this.excalidrawData.disableCompression=this.isEditedAsMarkdownInOtherView());const a=s+this.excalidrawData.generateMD(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)));return this.excalidrawData.disableCompression=!1,a}return this.compatibilityMode?JSON.stringify(i,null,"\t"):this.data}restoreMobileLeaves(){this.hiddenMobileLeaves.length>0&&(this.hiddenMobileLeaves.forEach((e=>{e[0].containerEl.style.display=e[1]})),this.hiddenMobileLeaves=[])}toggleDisableBinding(){const e=!this.excalidrawAPI.getAppState().invertBindingBehaviour;this.updateScene({appState:{invertBindingBehaviour:e}}),new obsidian_module.Notice(e?"Inverted Mode: Default arrow binding is now disabled. Use CTRL/CMD to temporarily enable binding when needed.":"Normal Mode: Arrow binding is now enabled. Use CTRL/CMD to temporarily disable binding when needed.")}toggleFrameRendering(){const e=this.excalidrawAPI.getAppState().frameRendering;this.updateScene({appState:{frameRendering:Object.assign(Object.assign({},e),{enabled:!e.enabled})}}),new obsidian_module.Notice(e.enabled?"Frame Rendering: Enabled":"Frame Rendering: Disabled")}toggleFrameClipping(){const e=this.excalidrawAPI.getAppState().frameRendering;this.updateScene({appState:{frameRendering:Object.assign(Object.assign({},e),{clip:!e.clip})}}),new obsidian_module.Notice(e.clip?"Frame Clipping: Enabled":"Frame Clipping: Disabled")}gotoFullscreen(){this.plugin.leafChangeTimeout&&(clearTimeout(this.plugin.leafChangeTimeout),this.plugin.leafChangeTimeout=null),this.excalidrawWrapperRef&&(this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!0),(e=>{for(;e&&!e.hasClass("workspace-split");)e.addClass(SHOW),e=e.parentElement;e&&(e.addClass(SHOW),e.querySelectorAll(`div.workspace-split:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))),e.querySelector(`div.workspace-leaf-content.${SHOW} > .view-header`).addClass(SHOW),e.querySelectorAll(`div.workspace-tab-container.${SHOW} > div.workspace-leaf:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))),e.querySelectorAll(`div.workspace-tabs.${SHOW} > div.workspace-tab-header-container`).forEach((e=>e.addClass(SHOW))),e.querySelectorAll(`div.workspace-split.${SHOW} > div.workspace-tabs:not(.${SHOW})`).forEach((e=>e.addClass(SHOW))));const A=this.ownerDocument;A.body.querySelectorAll(`div.workspace-split:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),A.body.querySelector(`div.workspace-leaf-content.${SHOW} > .view-header`).addClass(HIDE),A.body.querySelectorAll(`div.workspace-tab-container.${SHOW} > div.workspace-leaf:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),A.body.querySelectorAll(`div.workspace-tabs.${SHOW} > div.workspace-tab-header-container`).forEach((e=>e.addClass(HIDE))),A.body.querySelectorAll(`div.workspace-split.${SHOW} > div.workspace-tabs:not(.${SHOW})`).forEach((e=>e.addClass(HIDE))),A.body.querySelectorAll("div.workspace-ribbon").forEach((e=>e.addClass(HIDE))),A.body.querySelectorAll("div.mobile-navbar").forEach((e=>e.addClass(HIDE))),A.body.querySelectorAll("div.status-bar").forEach((e=>e.addClass(HIDE)))})(this.contentEl))}isFullscreen(){return Boolean(document.body.querySelector(".excalidraw-hidden"))}exitFullscreen(){this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!1);const e=this.ownerDocument;e.querySelectorAll(".excalidraw-hidden").forEach((e=>e.removeClass(HIDE))),e.querySelectorAll(".excalidraw-visible").forEach((e=>e.removeClass(SHOW)))}removeLinkTooltip(){const e=this.ownerDocument.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");e&&e.classList.remove("excalidraw-tooltip--visible")}handleLinkHookCall(e,A,t){if(this.getHookServer().onLinkClickHook)try{if(!this.getHookServer().onLinkClickHook(e,A,t,this,this.getHookServer()))return!0}catch(e){errorlog({where:"ExcalidrawView.onLinkOpen",fn:this.getHookServer().onLinkClickHook,error:e})}return!1}openExternalLink(e,A){if(e.match(/^cmd:\/\/.*/)){const A=e.replace("cmd://","");return this.app.commands.executeCommandById(A),!0}return!!e.match(REG_LINKINDEX_HYPERLINK)&&(window.open(e,"_blank"),!0)}openTagSearch(e){const A=e.matchAll(/#([\p{Letter}\p{Emoji_Presentation}\p{Number}\/_-]+)/gu).next();if(!A.value||A.value.length<2)return;const t=app.workspace.getLeavesOfType("search");0!=t.length&&(t[0].view.setQuery(`tag:${A.value[1]}`),this.app.workspace.revealLeaf(t[0]),this.isFullscreen()&&this.exitFullscreen())}async linkPrompt(e){const A=REGEX_LINK.getResList(e);let t=null,i=null,n=A[0];if((!(A.length>1)||(n=await ScriptEngine.suggester(this.app,A.filter((e=>Boolean(e.value))).map((e=>REGEX_LINK.getLink(e))),A.filter((e=>Boolean(e.value))),"Select link to open"),n))&&n)if(n.value){if(e=REGEX_LINK.getLink(n),!this.openExternalLink(e)){if(e.search("#")>-1){const A=getLinkParts(e,this.file);t=`#${A.isBlockRef?"^":""}${A.ref}`,e=A.path}if(!e.match(REG_LINKINDEX_INVALIDCHARS))return i=this.app.metadataCache.getFirstLinkpathDest(e,this.file.path),[i,e,t];new obsidian_module.Notice(t$d("FILENAME_INVALID_CHARS"),4e3)}}else this.openTagSearch(e)}async linkClick(e,A,t,i,n){var s,r,a,o;A||(A={id:null,text:null}),t||(t={id:null,fileId:null}),i||(i={id:null,text:null}),n||(n={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,metaKey:e.metaKey,altKey:e.altKey});const l=linkClickModifierType(n);let c=null,g=null,u=null;if((null==A?void 0:A.id)||(null==i?void 0:i.id)){if(u=null!==(s=null==i?void 0:i.text)&&void 0!==s?s:this.textMode===TextMode.parsed?this.excalidrawData.getRawText(A.id):A.text,!u)return;u=u.replaceAll("\n","");const t=null!==(r=A.id)&&void 0!==r?r:i.id,n=this.excalidrawAPI.getSceneElements().filter((e=>e.id===t))[0];if(this.handleLinkHookCall(n,u,e))return;if(this.openExternalLink(u))return;const a=await this.linkPrompt(u);if(!a)return;[c,u,g]=a}if(null==t?void 0:t.id){const e=this.getScene().elements.find((e=>e.id===t.id));if(this.excalidrawData.hasEquation(t.fileId))return void(async()=>{await this.save(!1),t.fileId=e.fileId;const A=this.excalidrawData.getEquation(t.fileId).latex;GenericInputPrompt.Prompt(this,this.plugin,this.app,t$d("ENTER_LATEX"),void 0,A,void 0,3).then((async e=>{e&&e!==A&&(this.excalidrawData.setEquation(t.fileId,{latex:e,isLoaded:!1}),await this.save(!1),await updateEquation(e,t.fileId,this,addFiles,this.plugin),this.setDirty(1))}))})();if(this.excalidrawData.hasMermaid(t.fileId))return void(shouldRenderMermaid&&this.excalidrawAPI.setActiveTool({type:"mermaid"}));if(await this.save(!1),this.excalidrawData.hasFile(t.fileId)){const A=this.excalidrawData.getFile(t.fileId);if(!A.isHyperLink&&!A.isLocalLink&&"md-properties"===l&&"md"===A.file.extension&&!this.plugin.isExcalidrawFile(A.file)){const e=async e=>{e&&A.linkParts.original!==e&&(A.resetImage(this.file.path,e),this.setDirty(2),await this.save(!1),await this.loadSceneFiles())};return void GenericInputPrompt.Prompt(this,this.plugin,this.app,"Customize the link",void 0,A.linkParts.original,[{caption:"✅",action:e}],1,!1,(e=>e.createEl("p",{text:fragWithHTML("Do not add [[square brackets]] around the filename!<br>Follow this format when editing your link:<br><mark>filename#^blockref|WIDTHxMAXHEIGHT</mark>")})),!1).then(e,(()=>{}))}const i=(A.isHyperLink||A.isLocalLink?`[](${A.hyperlink}) `:`[[${A.linkParts.original}]] `)+(e.link?e.link.match(/$cmd:\/\/.*/)||e.link.match(REG_LINKINDEX_HYPERLINK)?`[](${e.link})`:e.link:""),n=await this.linkPrompt(i);if(!n)return;[c,u,g]=n}}if(!u)return void new obsidian_module.Notice(t$d("LINK_BUTTON_CLICK_NO_TEXT"),2e4);const d=null!==(o=null!==(a=t.id)&&void 0!==a?a:A.id)&&void 0!==o?o:i.id,h=this.excalidrawAPI.getSceneElements().filter((e=>e.id===d))[0];if(!this.handleLinkHookCall(h,u,e))try{if("active-pane"!==l&&this.isFullscreen()&&this.exitFullscreen(),!c)return void new NewFileActions({plugin:this.plugin,path:u,keys:n,view:this,sourceElement:h}).open();this.linksAlwaysOpenInANewPane&&!anyModifierKeysPressed(n)&&(n=emulateKeysForLinkClick("new-pane"));const e=getLeaf(this.plugin,this.leaf,n);try{const A=app.plugins.plugins["drawio-obsidian"];if(A&&A._loaded&&"svg"===c.extension){const A=await this.app.vault.cachedRead(c);if(/(&lt;|\<)(mxfile|mxgraph)/i.test(A))return void e.setViewState({type:"diagram-edit",state:{file:c.path}})}}catch(e){console.error(e)}await e.openFile(c,Object.assign({active:!this.linksAlwaysOpenInANewPane},g?{eState:{subpath:g}}:{}))}catch(e){new obsidian_module.Notice(e,4e3)}}async handleLinkClick(e){this.removeLinkTooltip();const A=this.getSelectedTextElement(),t=(null==A?void 0:A.id)?null:this.getSelectedImageElement(),i=(null==t?void 0:t.id)||(null==A?void 0:A.id)?null:this.getSelectedElementWithLink();this.linkClick(e,A,t,i)}onResize(){var e,A;if(this.plugin.leafChangeTimeout)return;const t=this.excalidrawAPI;this.plugin.settings.zoomToFitOnResize&&this.excalidrawRef&&!this.semaphores.isEditingText&&t&&"text"!==(null===(A=null===(e=t.getAppState())||void 0===e?void 0:e.editingElement)||void 0===A?void 0:A.type)&&this.zoomToFit(!1)}getSceneVersion(e){return this.excalidrawGetSceneVersion||(this.excalidrawGetSceneVersion=this.plugin.getPackage(this.ownerWindow).excalidrawLib.getSceneVersion),this.excalidrawGetSceneVersion(e.filter((e=>!e.isDeleted)))}async forceSave(e=!1){this.semaphores.autosaving||this.semaphores.saving?e||new obsidian_module.Notice("Force Save aborted because saving is in progress)"):(this.preventReloadResetTimer&&(clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.semaphores.preventReload=!1,this.semaphores.forceSaving=!0,await this.save(!1,!0),this.plugin.triggerEmbedUpdates(),this.loadSceneFiles(),this.semaphores.forceSaving=!1,e||new obsidian_module.Notice("Save successful",1e3))}onload(){const e=Boolean(void 0===this.containerEl.onWindowMigrated);app.isMobile||e||this.containerEl.onWindowMigrated((()=>this.leaf.rebuildView()));const A=app.isMobile?document:this.containerEl.ownerDocument;this.ownerDocument=A,this.ownerWindow=this.ownerDocument.defaultView,this.plugin.getPackage(this.ownerWindow),this.semaphores.scriptsReady=!0,this.wheelEvent=e=>{this.semaphores.wheelTimeout&&clearTimeout(this.semaphores.wheelTimeout),this.semaphores.hoverSleep&&this.clearHoverPreview&&this.clearHoverPreview(),this.semaphores.wheelTimeout=setTimeout((()=>{clearTimeout(this.semaphores.wheelTimeout),this.semaphores.wheelTimeout=null}),1e3)},this.containerEl.addEventListener("wheel",this.wheelEvent,{passive:!1}),this.addAction("ScriptEngine",t$d("INSTALL_SCRIPT_BUTTON"),(()=>{new ScriptInstallPrompt(this.plugin).open()})),this.diskIcon=this.addAction("save",t$d("FORCE_SAVE"),(async()=>this.forceSave())),this.textIsRaw_Element=this.addAction("presentation",t$d("RAW"),(()=>this.changeTextMode(TextMode.parsed))),this.textIsParsed_Element=this.addAction("quote-glyph",t$d("PARSED"),(()=>this.changeTextMode(TextMode.raw))),this.linkAction_Element=this.addAction("link",t$d("OPEN_LINK"),(e=>this.handleLinkClick(e)));const t=this;app.workspace.onLayoutReady((async()=>{this.canvasNodeFactory.initialize(),t.contentEl.addClass("excalidraw-view"),await t.addSlidingPanesListner(),t.addParentMoveObserver(),t.onKeyUp=e=>{t.modifierKeyDown={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,altKey:e.altKey,metaKey:e.metaKey}},t.onKeyDown=e=>{this.modifierKeyDown={shiftKey:e.shiftKey,ctrlKey:e.ctrlKey,altKey:e.altKey,metaKey:e.metaKey}},t.ownerWindow.addEventListener("keydown",t.onKeyDown,!1),t.ownerWindow.addEventListener("keyup",t.onKeyUp,!1)})),this.setupAutosaveTimer(),super.onload()}async addSlidingPanesListner(){const e=this;this.slidingPanesListner=()=>{e.refresh&&e.refresh()};let A=app.workspace.rootSplit;for(;!A;)await sleep(50),A=app.workspace.rootSplit;A.containerEl.addEventListener("scroll",this.slidingPanesListner)}removeSlidingPanesListner(){var e;this.slidingPanesListner&&(null===(e=app.workspace.rootSplit.containerEl)||void 0===e||e.removeEventListener("scroll",this.slidingPanesListner))}addParentMoveObserver(){var e;const A=null!==(e=getParentOfClass(this.containerEl,"popover"))&&void 0!==e?e:getParentOfClass(this.containerEl,"workspace-leaf");if(!A)return;const t=A.classList.contains("popover");this.offsetLeft=A.offsetLeft,this.offsetTop=A.offsetTop;const i=this;this.parentMoveObserver=new MutationObserver((async e=>{const A=e[0].target;if(!(A instanceof HTMLElement))return;const{offsetLeft:t,offsetTop:n}=A;t===i.offsetLeft&&n==i.offsetTop||(i.refresh&&i.refresh(),i.offsetLeft=t,i.offsetTop=n)})),this.parentMoveObserver.observe(A,{attributeOldValue:!0,attributeFilter:t?["data-x","data-y"]:["class","style"]})}removeParentMoveObserver(){this.parentMoveObserver&&this.parentMoveObserver.disconnect()}setTheme(e){const A=this.excalidrawAPI;if(!this.excalidrawRef||!A)return;if(this.file&&hasExportTheme(this.plugin,this.file))return;const t=A.getAppState();this.excalidrawData.scene.theme=e,this.updateScene({appState:Object.assign(Object.assign({},t),{theme:e}),commitToHistory:!1})}async changeTextMode(e,A=!0){if(this.compatibilityMode)return;if(this.blockTextModeChange)return;this.blockTextModeChange=!0,this.textMode=e,e===TextMode.parsed?(this.textIsRaw_Element.hide(),this.textIsParsed_Element.show()):(this.textIsRaw_Element.show(),this.textIsParsed_Element.hide()),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setPreviewMode(e===TextMode.parsed);const t=this.excalidrawAPI;t&&A&&(await this.save(),this.preventAutozoom(),await this.excalidrawData.loadData(this.data,this.file,this.textMode),this.excalidrawData.scene.appState.theme=t.getAppState().theme,await this.loadDrawing(!1),t.history.clear()),this.prevTextMode=this.textMode,this.blockTextModeChange=!1}setupAutosaveTimer(){const e=async()=>{var A;if(!this.isLoaded)return void(this.autosaveTimer=setTimeout(e,this.plugin.settings.autosaveInterval));const t=this.excalidrawAPI;if(!t)return void warningUnknowSeriousError();const i=t.getAppState(),n=null!==i.editingElement;if(this.refresh(),!this.semaphores.dirty||this.semaphores.dirty!=(null===(A=this.file)||void 0===A?void 0:A.path)||!this.plugin.settings.autosave||this.semaphores.forceSaving||this.semaphores.autosaving||n||null!==i.draggingElement)this.autosaveTimer=setTimeout(e,this.plugin.activeExcalidrawView===this&&this.semaphores.dirty&&this.plugin.settings.autosave?1e3:this.plugin.settings.autosaveInterval);else{if(this.autosaveTimer=null,this.excalidrawRef){this.semaphores.autosaving=!0;const e=this;this.save().then((()=>e.semaphores.autosaving=!1))}this.autosaveTimer=setTimeout(e,this.plugin.settings.autosaveInterval)}};this.autosaveFunction=e,this.autosaveTimer&&(clearTimeout(this.autosaveTimer),this.autosaveTimer=null),this.autosaveTimer=setTimeout(e,this.plugin.settings.autosaveInterval)}onunload(){var e,A,t,i,n,s,r;if(this.restoreMobileLeaves(),this.semaphores.viewunload=!0,this.semaphores.popoutUnload=this.ownerDocument!==document&&0===this.ownerDocument.body.querySelectorAll(".workspace-tab-header").length,null===(e=this.ownerWindow)||void 0===e||e.removeEventListener("keydown",this.onKeyDown,!1),null===(A=this.ownerWindow)||void 0===A||A.removeEventListener("keyup",this.onKeyUp,!1),this.containerEl.removeEventListener("wheel",this.wheelEvent,!1),this.getHookServer().onViewUnloadHook)try{this.getHookServer().onViewUnloadHook(this)}catch(e){errorlog({where:"ExcalidrawView.onunload",fn:this.getHookServer().onViewUnloadHook,error:e})}const a=null===(i=null===(t=this.containerEl)||void 0===t?void 0:t.ownerDocument)||void 0===i?void 0:i.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");a&&(null===(s=null===(n=this.containerEl)||void 0===n?void 0:n.ownerDocument)||void 0===s||s.body.removeChild(a)),this.removeParentMoveObserver(),this.removeSlidingPanesListner(),this.autosaveTimer&&(clearInterval(this.autosaveTimer),this.autosaveTimer=null);const o=null===(r=this.file)||void 0===r?void 0:r.path,l=this.plugin;o&&setTimeout((()=>{l.triggerEmbedUpdates(o)}),300)}async reload(e=!1,A){if(this.semaphores.preventReload)return void(this.semaphores.preventReload=!1);if(this.semaphores.saving)return;if(this.lastLoadedFile=null,this.diskIcon.querySelector("svg").removeClass("excalidraw-dirty"),this.compatibilityMode)return void this.clearDirty();const t=this.excalidrawAPI;if(!this.excalidrawRef||!this.file||!t)return;const i=A&&A===this.file;i&&(this.data=await app.vault.read(A),this.preventAutozoom()),e?await this.excalidrawData.loadData(this.data,this.file,this.textMode):await this.excalidrawData.setTextMode(this.textMode),this.excalidrawData.scene.appState.theme=t.getAppState().theme,await this.loadDrawing(i),this.clearDirty()}async zoomToElementId(e,A){let t=0;for(;!this.excalidrawAPI&&t++<100;)await sleep(50);const i=this.excalidrawAPI;if(!i)return;const n=i.getSceneElements();let s=n.filter((A=>A.id===e));if(0!==s.length){if(A){const e=this.plugin.ea.getElementsInTheSameGroupWithElement(s[0],n);e.length>0&&(s=e)}this.preventAutozoom(),this.zoomToElements(!i.getAppState().viewModeEnabled,s)}}setEphemeralState(e){if(!e)return;const A=this;let t=null;e.match&&e.match.content&&e.match.matches&&1===e.match.matches.length&&2===e.match.matches[0].length&&(t=[e.match.content.substring(e.match.matches[0][0],e.match.matches[0][1])]);const i=async()=>{var e,t;let i=0;for(;(A.semaphores.justLoaded||!A.isLoaded||!A.excalidrawAPI||(null===(t=null===(e=A.excalidrawAPI)||void 0===e?void 0:e.getAppState())||void 0===t?void 0:t.isLoading))&&i++<100;)await sleep(50)},n=getEmbeddedFilenameParts(e.subpath);n.hasBlockref&&setTimeout((async()=>{await i(),setTimeout((()=>A.zoomToElementId(n.blockref,n.hasGroupref)))})),n.hasSectionref?t=[`# ${n.sectionref}`]:e.line&&e.line>0&&(t=[this.data.split("\n")[e.line-1]]),t&&setTimeout((async()=>{await i();const e=A.excalidrawAPI;if(!e)return;if(e.getAppState().isLoading)return;const s=e.getSceneElements();if(1===t.length&&t[0].startsWith("[")){let i=REGEX_LINK.getResList(t[0])[0];if(i){const t=REGEX_LINK.getLink(i);if(t){const i=A.plugin.app.metadataCache.getFirstLinkpathDest(t,A.file.path);if(i){let t=[];if(A.excalidrawData.files.forEach(((e,A)=>{var n;(null===(n=e.file)||void 0===n?void 0:n.path)===i.path&&t.push(A)})),t.length>0){const i=s.filter((e=>"image"===e.type&&t.includes(e.fileId)));i.length>0&&(this.preventAutozoom(),setTimeout((()=>A.zoomToElements(!e.getAppState().viewModeEnabled,i))))}}}}}A.selectElementsMatchingQuery(s,t,!e.getAppState().viewModeEnabled,n.hasSectionref,n.hasGroupref)})),super.setEphemeralState(e)}clear(){this.canvasNodeFactory.purgeNodes(),this.embeddableRefs.clear(),this.embeddableLeafRefs.clear(),delete this.exportDialog;const e=this.excalidrawAPI;this.excalidrawRef&&e&&(this.activeLoader&&(this.activeLoader.terminate=!0,this.activeLoader=null),this.nextLoader=null,e.resetScene(),this.previousSceneVersion=0)}async setViewData(e,A=!1){this.lastLoadedFile!==this.file&&(this.isLoaded=!1,this.file&&(this.plugin.settings.showNewVersionNotification&&checkExcalidrawVersion(app),A&&this.clear(),this.lastSaveTimestamp=this.file.stat.mtime,this.lastLoadedFile=this.file,e=this.data=e.replaceAll("\r\n","\n").replaceAll("\r","\n"),app.workspace.onLayoutReady((async()=>{if(this.compatibilityMode="excalidraw"===this.file.extension,await this.plugin.loadSettings(),this.compatibilityMode)this.textIsRaw_Element.hide(),this.textIsParsed_Element.hide(),this.linkAction_Element.hide(),this.textMode=TextMode.raw,await this.excalidrawData.loadLegacyData(e,this.file),this.plugin.settings.compatibilityMode||new obsidian_module.Notice(t$d("COMPATIBILITY_MODE"),4e3),this.excalidrawData.disableCompression=!0;else{this.linkAction_Element.show(),this.excalidrawData.disableCompression=!1;const A=getTextMode(e);this.changeTextMode(A,!1);try{if(!await this.excalidrawData.loadData(e,this.file,this.textMode))return}catch(e){if(errorlog({where:"ExcalidrawView.setViewData",error:e}),"iframe conversion canceled"===e.message)return void this.setMarkdownView();const A=this.file,t=this.plugin,i=this.leaf;return(async()=>{let n=!0,s=0;const r=Date.now();for(;!imageCache.isReady()&&n;){const e=`You've been now wating for <b>${Math.round((Date.now()-r)/1e3)}</b> seconds. `;imageCache.initializationNotice=!0;const A=new ConfirmationPrompt(t,`${s>0?s%4==0?e+"The CACHE is still loading.<br><br>":s%4==1?e+"Watch the top rigth corner for the notification.<br><br>":s%4==2?e+"I really, really hope the backup will work for you! <br><br>":e+"I am sorry, it is taking a while, there is not much I can do... <br><br>":""}${t$d("CACHE_NOT_READY")}`);n=await A.waitForClose,s++}const a=await imageCache.getBAKFromCache(A.path);a?new ConfirmationPrompt(t,t$d("BACKUP_AVAILABLE")).waitForClose.then((async e=>{e&&(await app.vault.modify(A,a),t.excalidrawFileModes[i.id||A.path]="excalidraw",t.setExcalidrawView(i))})):new obsidian_module.Notice(`Error loading drawing:\n${e.message}${"Cannot read property 'index' of undefined"===e.message?"\n'# Drawing' section is likely missing":""}\n\nTry manually fixing the file or restoring an earlier version from sync history.`,1e4)})(),void this.setMarkdownView()}}if(await this.loadDrawing(!0),this.plugin.ea.onFileOpenHook)try{await this.plugin.ea.onFileOpenHook({ea:getEA(this),excalidrawFile:this.file,view:this})}catch(e){errorlog({where:"ExcalidrawView.setViewData.onFileOpenHook",error:e})}const A=this.excalidrawData.getOnLoadScript();if(A){const e=this,t=this.file.basename+"-onlaod-script",i=()=>{e.excalidrawAPI?e.plugin.scriptEngine.executeScript(e,A,t,this.file):setTimeout(i,200)};i()}this.isLoaded=!0}))))}getGridColor(e,A){const t=this.plugin.ea.getCM(e),i=t.isDark(),n=(i?t.lighterBy(7):t.darkerBy(7)).stringHEX();return{Bold:(i?t.lighterBy(14):t.darkerBy(14)).stringHEX(),Regular:n,MajorGridFrequency:A.gridColor.MajorGridFrequency}}async loadSceneFiles(){if(!this.excalidrawAPI)return;const e=new EmbeddedFilesLoader(this.plugin),A=e=>{this.nextLoader=null,this.activeLoader=e,e.loadSceneFiles(this.excalidrawData,((e,t,i=!0)=>{e&&(addFiles(e,this,t),i&&(this.activeLoader=null,this.nextLoader?A(this.nextLoader):this.excalidrawData.getFiles().some((e=>{if(e&&!e.file&&e.attemptCounter<30){const e=this,A=this.file.path;return setTimeout((async()=>{e&&e.excalidrawAPI&&A===e.file.path&&e.loadSceneFiles()}),2e3),!0}return!1}))))}),0)};this.activeLoader?this.nextLoader=e:A(e)}async synchronizeWithData(e){let A=0;for(;this.semaphores.saving&&A++<30;)await sleep(100);if(A>=30)return void errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Aborting sync with received file (${this.file.path}) because semaphores.saving remained true for ower 3 seconds`,fn:this.synchronizeWithData});this.semaphores.saving=!0;let t=!1;try{const A=e.deletedElements.map((e=>e.id)),i=this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>!A.contains(e.id))),n=i.map((e=>e.id)),s=A=>{switch(A.type){case"text":this.excalidrawData.textElements.set(A.id,e.textElements.get(A.id));break;case"image":e.getFile(A.fileId)?(this.excalidrawData.setFile(A.fileId,e.getFile(A.fileId)),t=!0):e.getEquation(A.fileId)&&(this.excalidrawData.setEquation(A.fileId,e.getEquation(A.fileId)),t=!0)}e.elementLinks.has(A.id)&&this.excalidrawData.elementLinks.set(A.id,e.elementLinks.get(A.id))};e.scene.elements.forEach(((A,r,a)=>{const o=i.filter((e=>e.id===A.id))[0];if(o&&(o.version<A.version||o.version===A.version&&JSON.stringify(o)!==JSON.stringify(A))){s(A);const e=n.indexOf(A.id);if(i.splice(e,1),0===r)i.splice(0,0,A),0!==e&&(n.splice(e,1),n.splice(0,0,A.id));else{const t=a[r-1].id,s=n.indexOf(t);i.splice(s+1,0,A),s!==e-1&&(n.splice(e,1),n.splice(s+1,0,A.id))}}else if(o)o&&"image"===A.type&&e.getFile(A.fileId)&&(this.excalidrawData.setFile(A.fileId,e.getFile(A.fileId)),t=!0);else if(s(A),0===r)i.splice(0,0,A),n.splice(0,0,A.id);else{const e=a[r-1].id,t=n.indexOf(e);i.splice(t+1,0,A),n.splice(t+1,0,A.id)}})),this.previousSceneVersion=this.getSceneVersion(i),this.getSceneVersion(e.scene.elements)!==this.previousSceneVersion&&this.setDirty(3),this.updateScene({elements:i}),t&&this.loadSceneFiles()}catch(e){errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Error during sync with received file (${this.file.path})`,fn:this.synchronizeWithData,error:e})}this.semaphores.saving=!1}async loadDrawing(e,A){var t,i;const n=this.excalidrawData.scene;this.semaphores.justLoaded=e,this.initialContainerSizeUpdate=e,this.clearDirty();const s=this.excalidrawData.getOpenMode();this.semaphores.preventReload=!1;const r="always"===this.plugin.settings.defaultPenMode||"mobile"===this.plugin.settings.defaultPenMode&&app.isMobile,a=this.excalidrawAPI;if(a){const o=this.isLoaded?a.getAppState().viewModeEnabled:n.elements.length>0&&s.viewModeEnabled,l=this.isLoaded?a.getAppState().zenModeEnabled:s.zenModeEnabled;a.setLocalFont(this.plugin.settings.experimentalEnableFourthFont),this.updateScene({elements:n.elements.concat(null!=A?A:[]),files:n.files,commitToHistory:!0},e),this.updateScene({appState:Object.assign(Object.assign(Object.assign({},n.appState),this.excalidrawData.selectedElementIds?this.excalidrawData.selectedElementIds:{}),{zenModeEnabled:l,viewModeEnabled:o,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:this.plugin.settings.defaultTrayMode,penMode:r,penDetected:r,allowPinchZoom:this.plugin.settings.allowPinchZoom,allowWheelZoom:this.plugin.settings.allowWheelZoom,pinnedScripts:this.plugin.settings.pinnedScripts,customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)})}),this.app.workspace.getActiveViewOfType(ExcalidrawView)===this.leaf.view&&this.excalidrawWrapperRef&&(null===(i=null===(t=this.excalidrawWrapperRef.current)||void 0===t?void 0:t.firstElementChild)||void 0===i||i.focus()),this.onAfterLoadScene()}else this.instantiateExcalidraw({elements:n.elements,appState:Object.assign(Object.assign({},n.appState),{zenModeEnabled:s.zenModeEnabled,viewModeEnabled:n.elements.length>0&&s.viewModeEnabled,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:this.plugin.settings.defaultTrayMode,penMode:r,penDetected:r,allowPinchZoom:this.plugin.settings.allowPinchZoom,allowWheelZoom:this.plugin.settings.allowWheelZoom,pinnedScripts:this.plugin.settings.pinnedScripts,customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)}),files:n.files,libraryItems:await this.getLibrary()});const o=null!==this.data.match(/```compressed\-json\n/gm);this.compatibilityMode||this.plugin.settings.compress===o||this.isEditedAsMarkdownInOtherView()||this.setDirty(4)}isEditedAsMarkdownInOtherView(){return app.workspace.getLeavesOfType("markdown").filter((e=>e.view.file===this.file)).length>0}onAfterLoadScene(){this.loadSceneFiles(),this.updateContainerSize(null,!0),this.initializeToolsIconPanelAfterLoading()}setDirty(e){var A,t;this.semaphores.dirty=null===(A=this.file)||void 0===A?void 0:A.path,this.diskIcon.querySelector("svg").addClass("excalidraw-dirty"),!this.semaphores.viewunload&&(null===(t=this.toolsPanelRef)||void 0===t?void 0:t.current)&&this.toolsPanelRef.current.setDirty(!0),this.app.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="var(--color-accent)")}clearDirty(){var e;if(this.semaphores.viewunload)return;const A=this.excalidrawAPI;if(!A)return;this.semaphores.dirty=null,(null===(e=this.toolsPanelRef)||void 0===e?void 0:e.current)&&this.toolsPanelRef.current.setDirty(!1);const t=A.getSceneElements();t&&(this.previousSceneVersion=this.getSceneVersion(t)),this.diskIcon.querySelector("svg").removeClass("excalidraw-dirty"),app.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="")}initializeToolsIconPanelAfterLoading(){var e;if(this.semaphores.viewunload)return;const A=this.excalidrawAPI;if(!A)return;const t=A.getAppState(),i=null===(e=this.toolsPanelRef)||void 0===e?void 0:e.current;i&&(i.setTheme(t.theme),i.setExcalidrawViewMode(t.viewModeEnabled),i.setPreviewMode(this.compatibilityMode?null:this.textMode===TextMode.parsed),i.updateScriptIconMap(this.plugin.scriptEngine.scriptIconMap))}canAcceptExtension(e){return"excalidraw"===e}getDisplayText(){return this.file?this.file.basename:t$d("NOFILE")}getViewType(){return"excalidraw"}getIcon(){return ICON_NAME}setMarkdownView(){this.plugin.excalidrawFileModes[this.id||this.file.path]="markdown",this.plugin.setMarkdownView(this.leaf)}async openAsMarkdown(){!0===this.plugin.settings.compress&&(this.excalidrawData.disableCompression=!0,await this.save(!0,!0)),this.setMarkdownView()}async convertExcalidrawToMD(){await this.save(),this.plugin.openDrawing(await this.plugin.convertSingleExcalidrawToMD(this.file),"active-pane",!0)}async addYouTubeThumbnail(e){const A=await getYouTubeThumbnailLink(e),t=getEA(this),i=await t.addImage(0,0,A);t.getElement(i).link=e,t.addElementsToView(!0,!0,!0)}async addImageWithURL(e){const A=getEA(this);await A.addImage(0,0,e),A.addElementsToView(!0,!0,!0)}async addImageSaveToVault(e){const A=getEA(this),t=getMimeType(getURLImageExtension(e)),i=await getDataURLFromURL(e,t,3e3),n=await generateIdFromFile((new TextEncoder).encode(i)),s=await this.excalidrawData.saveDataURLtoVault(i,t,n);s?(await A.addImage(0,0,s),A.addElementsToView(!0,!0,!0)):new obsidian_module.Notice(t$d("ERROR_SAVING_IMAGE"))}async addTextWithIframely(e){var A;const t=await this.addText(e),i=`http://iframely.server.crestify.com/iframely?url=${e}`;try{const n=JSON.parse(await obsidian_module.request({url:i}));if(!n||n.error||!(null===(A=n.meta)||void 0===A?void 0:A.title))return;const s=getEA(this),r=s.getViewElements().filter((e=>e.id===t));1===r.length&&(r[0].text=r[0].originalText=r[0].rawText=`[${n.meta.title}](${e})`,s.copyViewElementsToEAforEditing(r),s.addElementsToView(!1,!1,!1))}catch(e){}}onPaneMenu(e,A){this.excalidrawAPI&&this.getViewSelectedElements().some((e=>"text"===e.type))&&e.addItem((e=>{e.setTitle(t$d("OPEN_LINK")).setIcon("external-link").setSection("pane").onClick((e=>{this.handleLinkClick(e)}))})),this.compatibilityMode?e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE")).onClick((()=>this.convertExcalidrawToMD())).setSection("pane")})):e.addItem((e=>{e.setTitle(t$d("OPEN_AS_MD")).setIcon("document").onClick((()=>{this.openAsMarkdown()})).setSection("pane")})),e.addItem((e=>{e.setTitle(t$d("EXPORT_IMAGE")).setIcon("export-img").setSection("pane").onClick((async e=>{this.getScene&&this.file&&(this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file),this.exportDialog.createForm()),this.exportDialog.open())})).setSection("pane")})).addItem((e=>{e.setTitle(t$d("INSTALL_SCRIPT_BUTTON")).setIcon("ScriptEngine").setSection("pane").onClick((()=>{new ScriptInstallPrompt(this.plugin).open()}))})),super.onPaneMenu(e,A)}async getLibrary(){var e;const A=this.plugin.getStencilLibrary();return(null==A?void 0:A.library)?A.library:null!==(e=null==A?void 0:A.libraryItems)&&void 0!==e?e:[]}async instantiateExcalidraw(e){for(;!this.semaphores.scriptsReady;)await sleep(50);const A=this.plugin.getPackage(this.ownerWindow).react,t=this.plugin.getPackage(this.ownerWindow).reactDOM;this.clearDirty();const i=A.createElement((()=>{var t;const i=A.useRef(null),n=A.useRef(null),s=A.useRef(null),[r,a]=A.useState({width:void 0,height:void 0});let o=null,l=null,c=null,g=Date.now(),u=!1;this.toolsPanelRef=n,this.embeddableMenuRef=s,this.obsidianMenu=new ObsidianMenu(this.plugin,n,this),this.embeddableMenu=new EmbeddableMenu(this,s);const d=()=>{let e,A;const t=new Promise(((t,i)=>{e=t,A=i}));return t.resolve=e,t.reject=A,t},h=A.useMemo((()=>({current:{readyPromise:d()}})),[]);A.useEffect((()=>{h.current.readyPromise.then((e=>{this.excalidrawAPI=e,e.setLocalFont(this.plugin.settings.experimentalEnableFourthFont),setTimeout((()=>{var e,A,t;this.onAfterLoadScene(),this.excalidrawContainer=null===(A=null===(e=this.excalidrawWrapperRef)||void 0===e?void 0:e.current)||void 0===A?void 0:A.firstElementChild,null===(t=this.excalidrawContainer)||void 0===t||t.focus()}))}))}),[h]),this.excalidrawRef=h,this.excalidrawWrapperRef=i,A.useEffect((()=>{a({width:this.contentEl.clientWidth,height:this.contentEl.clientHeight});const e=()=>{try{const e=this.contentEl.clientWidth,A=this.contentEl.clientHeight;if(0===e||0===A)return;a({width:e,height:A}),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.updatePosition(),this.ownerDocument!==document&&this.refresh()}catch(e){errorlog({where:"Excalidraw React-Wrapper, onResize",error:e})}};return this.ownerWindow.addEventListener("resize",e),()=>{var A;return null===(A=this.ownerWindow)||void 0===A?void 0:A.removeEventListener("resize",e)}}),[i]),this.getSelectedTextElement=()=>{var e;const A=this.excalidrawAPI;if(!(null==h?void 0:h.current)||!A)return{id:null,text:null};if(A.getAppState().viewModeEnabled){if(o){const e=o;return o=null,e}return{id:null,text:null}}const t=A.getSceneElements().filter((e=>e.id===Object.keys(A.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,text:null};if("text"===t[0].type)return{id:t[0].id,text:t[0].text};if(["image","arrow"].contains(t[0].type))return{id:null,text:null};const i=null===(e=t[0].boundElements)||void 0===e?void 0:e.filter((e=>"text"===e.type));if((null==i?void 0:i.length)>0){const e=A.getSceneElements().filter((e=>e.id===i[0].id));if(e.length>0)return{id:e[0].id,text:e[0].text}}if(0===t[0].groupIds.length)return{id:null,text:null};const n=t[0].groupIds[0],s=A.getSceneElements().filter((e=>{var A;return null===(A=e.groupIds)||void 0===A?void 0:A.includes(n)})).filter((e=>"text"===e.type));return 0===s.length?{id:null,text:null}:{id:t[0].id,text:t[0].text}},this.getSelectedImageElement=()=>{const e=this.excalidrawAPI;if(!e)return{id:null,fileId:null};if(e.getAppState().viewModeEnabled){if(l){const e=l;return l=null,e}return{id:null,fileId:null}}const A=e.getSceneElements().filter((A=>A.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===A.length)return{id:null,fileId:null};if("image"==A[0].type)return{id:A[0].id,fileId:A[0].fileId};if("text"===A[0].type)return{id:null,fileId:null};if(0===A[0].groupIds.length)return{id:null,fileId:null};const t=A[0].groupIds[0],i=e.getSceneElements().filter((e=>{var A;return null===(A=e.groupIds)||void 0===A?void 0:A.includes(t)})).filter((e=>"image"==e.type));return 0===i.length?{id:null,fileId:null}:{id:i[0].id,fileId:i[0].fileId}},this.getSelectedElementWithLink=()=>{const e=this.excalidrawAPI;if(!e)return{id:null,text:null};if(e.getAppState().viewModeEnabled){if(c){const e=c;return c=null,e}return{id:null,text:null}}const A=e.getSceneElements().filter((A=>A.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===A.length)return{id:null,text:null};if(A[0].link)return{id:A[0].id,text:A[0].link};if(0===A[0].groupIds.length)return{id:null,text:null};const t=A[0].groupIds[0],i=e.getSceneElements().filter((e=>{var A;return null===(A=e.groupIds)||void 0===A?void 0:A.includes(t)})).filter((e=>e.link));return 0===i.length?{id:null,text:null}:{id:i[0].id,text:i[0].link}},this.addText=async(e,A,t=!0)=>{var i,n,s,r,a;const o=this.excalidrawAPI;if(!(null==h?void 0:h.current)||!o)return;const l=o.getAppState(),c=this.plugin.ea.getAPI(this);c.style.strokeColor=null!==(i=l.currentItemStrokeColor)&&void 0!==i?i:"black",c.style.opacity=null!==(n=l.currentItemOpacity)&&void 0!==n?n:1,c.style.fontFamily=null!==(s=null!=A?A:l.currentItemFontFamily)&&void 0!==s?s:1,c.style.fontSize=null!==(r=l.currentItemFontSize)&&void 0!==r?r:20,c.style.textAlign=null!==(a=l.currentItemTextAlign)&&void 0!==a?a:"left";const{width:g,height:u}=l,d=viewportCoordsToSceneCoords({clientX:0,clientY:0},l),m=viewportCoordsToSceneCoords({clientX:g,clientY:u},l),p=d.x>this.currentPosition.x||m.x<this.currentPosition.x||d.y>this.currentPosition.y||m.y<this.currentPosition.y,w=c.addText(this.currentPosition.x,this.currentPosition.y,e);return await this.addElements(c.getElements(),p,t,void 0,!0),w},this.addElements=async(e,A=!1,t=!1,i,n=!1,s=!1)=>{const r=this.excalidrawAPI;if(!(null==h?void 0:h.current)||!r)return!1;const a=e.filter((e=>"text"==e.type));for(let e=0;e<a.length;e++){const[A,t,i]=await this.excalidrawData.addTextElement(a[e].id,a[e].text,a[e].rawText);i&&(a[e].link=i),this.textMode==TextMode.parsed&&this.excalidrawData.updateTextElement(a[e],A,t)}A&&(e=repositionElementsToCursor(e,this.currentPosition,!0));const o=e.map((e=>e.id)),l=r.getSceneElements(),c=[];for(let A=0;A<l.length;A++){const t=l[A].id;o.includes(t)&&(l[A]=e.filter((e=>e.id===t))[0],c.push(t))}const g=n?l.concat(e.filter((e=>!c.includes(e.id)))):e.filter((e=>!c.includes(e.id))).concat(l);if(this.updateScene({elements:g,commitToHistory:!0},s),i&&Object.keys(i).length>0){const e=[];Object.keys(i).forEach((A=>{if(e.push({mimeType:i[A].mimeType,id:i[A].id,dataURL:i[A].dataURL,created:i[A].created}),i[A].file||i[A].isHyperLink||i[A].isLocalLink){const e=new EmbeddedFile(this.plugin,this.file.path,i[A].isHyperLink&&!i[A].isLocalLink?i[A].hyperlink:i[A].file),t=r.getAppState();e.setImage(i[A].dataURL,i[A].mimeType,i[A].size,"dark"===t.theme,i[A].hasSVGwithBitmap),this.excalidrawData.setFile(i[A].id,e)}i[A].latex&&this.excalidrawData.setEquation(i[A].id,{latex:i[A].latex,isLoaded:!0})})),r.addFiles(e)}return r.updateContainerSize(r.getSceneElements().filter((e=>o.includes(e.id))).filter(isContainer)),t?await this.save(!1):this.setDirty(5),!0},this.getScene=e=>{const A=this.excalidrawAPI;if(!(null==h?void 0:h.current)||!A)return null;const t=e?this.getViewSelectedElements():A.getSceneElements(),i=A.getAppState(),n=Object.assign({},A.getFiles());if(n){const e=t.filter((e=>"image"===e.type)).map((e=>e.fileId)),A=Object.keys(n).filter((A=>!e.contains(A)));A.forEach((e=>delete n[e]))}return{type:"excalidraw",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,elements:t,appState:{theme:i.theme,viewBackgroundColor:i.viewBackgroundColor,currentItemStrokeColor:i.currentItemStrokeColor,currentItemBackgroundColor:i.currentItemBackgroundColor,currentItemFillStyle:i.currentItemFillStyle,currentItemStrokeWidth:i.currentItemStrokeWidth,currentItemStrokeStyle:i.currentItemStrokeStyle,currentItemRoughness:i.currentItemRoughness,currentItemOpacity:i.currentItemOpacity,currentItemFontFamily:i.currentItemFontFamily,currentItemFontSize:i.currentItemFontSize,currentItemTextAlign:i.currentItemTextAlign,currentItemStartArrowhead:i.currentItemStartArrowhead,currentItemEndArrowhead:i.currentItemEndArrowhead,scrollX:i.scrollX,scrollY:i.scrollY,zoom:i.zoom,currentItemRoundness:i.currentItemRoundness,gridSize:i.gridSize,gridColor:i.gridColor,colorPalette:i.colorPalette,currentStrokeOptions:i.currentStrokeOptions,previousGridSize:i.previousGridSize,frameRendering:i.frameRendering},prevTextMode:this.prevTextMode,files:n}},this.refresh=()=>{if(0===this.contentEl.clientWidth||0===this.contentEl.clientHeight)return;const e=this.excalidrawAPI;(null==h?void 0:h.current)&&e&&e.refresh()};let m={x:0,y:0},p=null;this.clearHoverPreview=()=>{if(p){const e=new MouseEvent("click",{view:this.ownerWindow,bubbles:!0,cancelable:!0});p.dispatchEvent(e),p=null}};const w=e=>{var A,t,i,n,s;const r=null===(A=app.dragManager.draggable)||void 0===A?void 0:A.files;return r&&r[0]==this.file&&(r.shift(),this.app.dragManager.draggable.title=`${r.length} files`),["file","files"].includes(null===(t=this.app.dragManager.draggable)||void 0===t?void 0:t.type)?"link":(null===(i=e.types)||void 0===i?void 0:i.includes("text/html"))||(null===(n=e.types)||void 0===n?void 0:n.includes("text/plain"))||(null===(s=e.types)||void 0===s?void 0:s.includes("Files"))?"copy":void 0};let B=!1;const E=()=>{if(o=getTextElementAtPointer(this.currentPosition,this),o&&o.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(o=null)}if(l=getImageElementAtPointer(this.currentPosition,this),l&&l.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(l=null)}if(c=getElementWithLinkAtPointer(this.currentPosition,this),c&&c.id){const e=new MouseEvent("click",{ctrlKey:!(DEVICE.isIOS||DEVICE.isMacOS)||this.modifierKeyDown.ctrlKey,metaKey:DEVICE.isIOS||DEVICE.isMacOS||this.modifierKeyDown.metaKey,shiftKey:this.modifierKeyDown.shiftKey,altKey:this.modifierKeyDown.altKey});return this.handleLinkClick(e),void(c=null)}};let k=null;const f=e=>{if(!e)return;if(e.match(REG_LINKINDEX_HYPERLINK))return;const A=REGEX_LINK.getRes(e).next();if(!A.value)return;const t=REGEX_LINK.getLink(A);return t.match(REG_LINKINDEX_HYPERLINK)?void 0:t},O=(e,A)=>{var t;if(!k)return;const i=null===(t=this.excalidrawAPI)||void 0===t?void 0:t.getAppState();if((null==i?void 0:i.editingElement)||(null==i?void 0:i.draggingElement))return;if(this.semaphores.wheelTimeout)return;if(!e){if(!this.currentPosition)return;e="";const t=getTextElementAtPointer(this.currentPosition,this);if(t&&t.text){A=this.excalidrawAPI.getSceneElements().filter((e=>e.id===t.id))[0];const i=this.textMode===TextMode.parsed?this.excalidrawData.getRawText(t.id):t.text;if(!(e=f(i)))return}else{const t=getImageElementAtPointer(this.currentPosition,this);if(A=this.excalidrawAPI.getSceneElements().find((e=>e.id===t.id)),!t||!t.fileId)return;if(!this.excalidrawData.hasFile(t.fileId))return;const i=this.excalidrawData.getFile(t.fileId);if(i.isHyperLink||i.isLocalLink||IMAGE_TYPES.contains(i.file.extension)||"pdf"===i.file.extension.toLowerCase()||this.plugin.ea.isExcalidrawFile(i.file)){if(!(e=f(A.link)))return}else{const A=i.linkParts.ref?`#${i.linkParts.isBlockRef?"^":""}${i.linkParts.ref}`:"";e=i.file.path+A}}}if(this.getHookServer().onLinkHoverHook)try{if(!this.getHookServer().onLinkHoverHook(A,e,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.showHoverPreview",fn:this.getHookServer().onLinkHoverHook,error:e})}if(this.semaphores.hoverSleep)return;const n=app.metadataCache.getFirstLinkpathDest(e.split("#")[0],this.file.path);if(!n)return;if(this.ownerDocument.querySelector(`div.popover-title[data-path="${n.path}"]`))return;this.semaphores.hoverSleep=!0;const s=this;if(setTimeout((()=>s.semaphores.hoverSleep=!1),500),this.plugin.hover.linkText=e,this.plugin.hover.sourcePath=this.file.path,p=this.contentEl,app.workspace.trigger("hover-link",{event:k,source:"excalidraw",hoverParent:p,targetEl:p,linktext:this.plugin.hover.linkText,sourcePath:this.plugin.hover.sourcePath}),m=this.currentPosition,this.isFullscreen()){const e=this;setTimeout((()=>{var A,t,i,s;const r=null!==(s=null===(i=null===(t=null===(A=this.ownerDocument.querySelector(`div.popover-title[data-path="${n.path}"]`))||void 0===A?void 0:A.parentElement)||void 0===t?void 0:t.parentElement)||void 0===i?void 0:i.parentElement)&&void 0!==s?s:this.ownerDocument.body.querySelector("div.popover");r&&e.contentEl.append(r)}),400)}},{Excalidraw:W,MainMenu:C,WelcomeScreen:x}=this.plugin.getPackage(this.ownerWindow).excalidrawLib,b=A.createElement("div",{className:"excalidraw-wrapper",ref:i,key:"abc",tabIndex:0,onKeyDown:e=>{e.target!==b.ref.current&&(this.isFullscreen()&&e.keyCode===KEYCODE.ESC&&this.exitFullscreen(),!isCTRL(e)||isSHIFT(e)||isALT(e)||O())},onPointerDown:e=>{(isCTRL(e)||isMETA(e))&&(!this.plugin.settings.allowCtrlClick&&isMETA(e)||setTimeout((()=>{(this.getSelectedTextElement().id||this.getSelectedImageElement().id||this.getSelectedElementWithLink().id)&&this.handleLinkClick(e)})))},onMouseMove:e=>{k=e.nativeEvent},onMouseOver:()=>{this.clearHoverPreview()},onDragOver:e=>{const A=w(e.dataTransfer);if(A){this.draginfoDiv||(this.draginfoDiv=createDiv({cls:"excalidraw-draginfo"}),this.ownerDocument.body.appendChild(this.draginfoDiv));let t="";if(app.dragManager.draggable)switch(internalDragModifierType(e)){case"image":t="Embed image";break;case"image-fullsize":t="Embed image @100%";break;case"link":t="Insert link\n"+(DEVICE.isMacOS||DEVICE.isIOS?"try SHIFT and CTRL combinations for other drop actions":"try SHIFT, CTRL, ALT combinations for other drop actions");break;case"embeddable":t="Insert in interactive frame"}else if(1===e.dataTransfer.types.length&&e.dataTransfer.types.includes("Files"))switch(localFileDragModifierType(e)){case"image-import":t="Import image to Vault";break;case"image-uri":t="Insert image with local URI";break;case"insert-link":t="Insert link"}else switch(externalDragModifierType(e)){case"image-import":t="Import image to Vault";break;case"image-url":t="Insert image/thumbnail with URL\n"+(DEVICE.isMacOS||DEVICE.isIOS?"try SHIFT, OPT, CTRL combinations for other drop actions":"try SHIFT, CTRL, ALT combinations for other drop actions");break;case"insert-link":t="Insert link";break;case"embeddable":t="Insert in interactive frame"}this.draginfoDiv.innerText!==t&&(this.draginfoDiv.innerText=t);const i=e.clientY-8*parseFloat(getComputedStyle(this.draginfoDiv).fontSize)+"px",n=e.clientX-this.draginfoDiv.clientWidth/2+"px";return this.draginfoDiv.style.top!==i&&(this.draginfoDiv.style.top=i),this.draginfoDiv.style.left!==n&&(this.draginfoDiv.style.left=n),e.dataTransfer.dropEffect=A,e.preventDefault(),!1}},onDragLeave:()=>{this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv)}},A.createElement(W,{ref:h,width:r.width,height:r.height,UIOptions:{canvasActions:{loadScene:!1,saveScene:!1,saveAsScene:!1,export:!1,saveAsImage:!1,saveToActiveFile:!1}},initState:null==e?void 0:e.appState,initialData:e,detectScroll:!0,onPointerUpdate:e=>{if(this.currentPosition=e.pointer,p&&(Math.abs(m.x-e.pointer.x)>50||Math.abs(m.y-e.pointer.y)>50)&&this.clearHoverPreview(),B){if(!u&&"down"===e.button){if(u=!0,isCTRL(this.modifierKeyDown)||isMETA(this.modifierKeyDown))return void E();const e=Date.now();return e-g<600&&e-g>40&&E(),void(g=e)}"up"===e.button&&(u=!1),(isCTRL(this.modifierKeyDown)||this.excalidrawAPI.getAppState().isViewModeEnabled&&this.plugin.settings.hoverPreviewWithoutCTRL)&&O()}},libraryReturnUrl:"app://obsidian.md",autoFocus:!0,langCode:null!==(t=obsidianToExcalidrawMap[this.plugin.locale])&&void 0!==t?t:"en-EN",onChange:(e,A)=>{var t,i,n,s;const r=()=>{const e="transparent"===A.viewBackgroundColor?"white":A.viewBackgroundColor;if(setTimeout((()=>this.updateScene({appState:{gridColor:this.getGridColor(e,A)}}))),setDynamicStyle(this.plugin.ea,this,e,this.plugin.settings.dynamicStyling),this.plugin.ea.onCanvasColorChangeHook)try{this.plugin.ea.onCanvasColorChangeHook(this.plugin.ea,this,A.viewBackgroundColor)}catch(e){errorlog({where:r,source:this.plugin.ea.onCanvasColorChangeHook,error:e,message:"ea.onCanvasColorChangeHook exception"})}};if(B=A.viewModeEnabled,this.semaphores.justLoaded){if((null!==(s=null===(n=null===(i=null===(t=this.excalidrawData)||void 0===t?void 0:t.scene)||void 0===i?void 0:i.elements)||void 0===n?void 0:n.length)&&void 0!==s?s:0)>0&&0===e.length)return;return this.semaphores.justLoaded=!1,!this.semaphores.preventAutozoom&&this.plugin.settings.zoomToFitOnOpen&&this.zoomToFit(!1,!0),this.previousSceneVersion=this.getSceneVersion(e),this.previousBackgroundColor=A.viewBackgroundColor,this.previousTheme=A.theme,void r()}if(A.theme!==this.previousTheme&&this.file===this.excalidrawData.file&&(this.previousTheme=A.theme,this.setDirty(5)),A.viewBackgroundColor!==this.previousBackgroundColor&&this.file===this.excalidrawData.file&&(this.previousBackgroundColor=A.viewBackgroundColor,this.setDirty(6),this.colorChangeTimer&&clearTimeout(this.colorChangeTimer),this.colorChangeTimer=setTimeout((()=>{r(),this.colorChangeTimer=null}),50)),!this.semaphores.dirty&&null===A.editingElement&&null===A.editingLinearElement){const A=this.getSceneVersion(e);(A>0||0===A&&e.length>0)&&A!==this.previousSceneVersion&&(this.previousSceneVersion=A,this.setDirty(6))}},onLibraryChange:e=>{(async()=>{const A={type:"excalidrawlib",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,libraryItems:e};this.plugin.setStencilLibrary(A),await this.plugin.saveSettings()})()},
//! onauxclick: (e: any) => {e.preventDefault()},
renderTopRightUI:(e,A)=>this.obsidianMenu.renderButton(e,A),renderEmbeddableMenu:e=>this.embeddableMenu.renderButtons(e),onPaste:(e,A)=>{const t=this.getHookServer();if(e&&t.onPasteHook){const i=t.onPasteHook({ea:t,payload:e,event:A,excalidrawFile:this.file,view:this,pointerPosition:this.currentPosition});if("boolean"==typeof i&&!1===i)return!1}if(!this.modifierKeyDown.ctrlKey&&null!=A&&DEVICE.isLinux)return console.debug("Prevented what is likely middle mouse button paste."),!1;if(e&&e.text&&hyperlinkIsImage(e.text))return this.addImageWithURL(e.text),!1;if(e&&e.text&&!this.modifierKeyDown.shiftKey){const A=obsidianPDFQuoteWithRef(e.text);if(A){const e=getEA(this),t=this.excalidrawAPI.getAppState(),i=t.currentItemStrokeColor,n=t.viewBackgroundColor;e.style.strokeColor="transparent"===i?e.getCM("transparent"===n?"white":n).invert().stringHEX({alpha:!1}):i,e.style.fontFamily=t.currentItemFontFamily,e.style.fontSize=t.currentItemFontSize;const s=e.measureText(A.quote),r=s.width+60,a=e.addText(this.currentPosition.x,this.currentPosition.y,A.quote,{box:!0,boxStrokeColor:"transparent",width:Math.min(500,r),height:s.height+60});return e.elementsDict[a].link=`[[${A.link}]]`,e.addElementsToView(!1,!1),!1}}if(e.elements){const e=this;setTimeout((()=>e.save(!1)),300)}return!0},onThemeChange:async e=>{var A;this.excalidrawData.scene.appState.theme=e,this.loadSceneFiles(),null===(A=null==n?void 0:n.current)||void 0===A||A.setTheme(e),setTimeout((()=>setDynamicStyle(this.plugin.ea,this,this.previousBackgroundColor,this.plugin.settings.dynamicStyling)))},ownerDocument:this.ownerDocument,ownerWindow:this.ownerWindow,onDrop:e=>{this.draginfoDiv&&(this.ownerDocument.body.removeChild(this.draginfoDiv),delete this.draginfoDiv);const A=this.excalidrawAPI;if(!A)return!1;const t=A.getAppState();this.currentPosition=viewportCoordsToSceneCoords({clientX:e.clientX,clientY:e.clientY},t);const i=app.dragManager.draggable,n=internalDragModifierType(e),s=externalDragModifierType(e),r=localFileDragModifierType(e),a=(A,t,n)=>{if(!this.getHookServer().onDropHook)return!1;try{return this.getHookServer().onDropHook({ea:this.getHookServer(),event:e,draggable:i,type:A,payload:{files:t,text:n},excalidrawFile:this.file,view:this,pointerPosition:this.currentPosition})}catch(e){return new obsidian_module.Notice("on drop hook error. See console log for details"),errorlog({where:"ExcalidrawView.onDrop",error:e}),!1}};switch(null==i?void 0:i.type){case"file":if(!a("file",[i.file],null)){const e=i.file;if(e.path.match(REG_LINKINDEX_INVALIDCHARS))return new obsidian_module.Notice(t$d("FILENAME_INVALID_CHARS"),4e3),!1;if(["image","image-fullsize"].contains(n)&&(IMAGE_TYPES.contains(e.extension)||"md"===e.extension||"pdf"===e.extension.toLowerCase()))return"pdf"===e.extension.toLowerCase()?new InsertPDFModal(this.plugin,this).open(e):(async()=>{const A=getEA(this);A.selectElementsInView([await insertImageToView(A,this.currentPosition,e,!("image-fullsize"===n))])})(),!1;if("embeddable"===n)return(async()=>{const A=getEA(this);A.selectElementsInView([await insertEmbeddableToView(A,this.currentPosition,e)])})(),!1;this.addText(`[[${app.metadataCache.fileToLinktext(i.file,this.file.path,!0)}]]`)}return!1;case"files":return a("file",i.files,null)||(async()=>{if(["image","image-fullsize"].contains(n)){const e=getEA(this);e.canvas.theme=A.getAppState().theme;let t=0;const s=[];for(const A of i.files)(IMAGE_TYPES.contains(A.extension)||"md"===A.extension)&&(s.push(await e.addImage(this.currentPosition.x+50*t,this.currentPosition.y+50*t,A,!("image-fullsize"===n))),t++,await e.addElementsToView(!1,!1,!0),e.selectElementsInView(s)),"pdf"===A.extension.toLowerCase()&&new InsertPDFModal(this.plugin,this).open(A)}else{if("embeddable"===n){const e=getEA(this);let A=0,t=0;const n=[];for(const s of i.files)n.push(await insertEmbeddableToView(e,{x:this.currentPosition.x+500*A,y:this.currentPosition.y+550*t},s)),A=(A+1)%3,0===A&&t++;return!1}for(const e of i.files)await this.addText(`[[${app.metadataCache.fileToLinktext(e,this.file.path,!0)}]]`,void 0,!1),this.currentPosition.y+=2*t.currentItemFontSize;this.save(!1)}})(),!1}if(e.dataTransfer.types.includes("Files")){if(e.dataTransfer.types.includes("text/plain")){const A=e.dataTransfer.getData("text");if(A&&a("text",null,A))return!1;if(A&&"image-url"===s&&hyperlinkIsImage(A))return this.addImageWithURL(A),!1;if(A&&"insert-link"===s)return this.plugin.settings.iframelyAllowed&&A.match(/^https?:\/\/\S*$/)?(this.addTextWithIframely(A),!1):(this.addText(A),!1);if(A&&"embeddable"===s)return insertEmbeddableToView(getEA(this),this.currentPosition,void 0,A),!1}if(e.dataTransfer.types.includes("text/html")){const A=e.dataTransfer.getData("text/html").match(/src=["']([^"']*)["']/);if(A&&"image-url"===s&&hyperlinkIsImage(A[1]))return this.addImageWithURL(A[1]),!1;if(A&&"insert-link"===s)return this.plugin.settings.iframelyAllowed&&A[1].match(/^https?:\/\/\S*$/)?(this.addTextWithIframely(A[1]),!1):(this.addText(A[1]),!1);if(A&&"embeddable"===s)return insertEmbeddableToView(getEA(this),this.currentPosition,void 0,A[1]),!1}if(e.dataTransfer.types.length>=1&&"image-uri"===r)return(async()=>{for(let A=0;A<e.dataTransfer.files.length;A++){const t=encodeURI(e.dataTransfer.files[A].path),{x:i,y:n}=this.currentPosition;await insertImageToView(getEA(this),{x:i+300*A,y:n+300*A},`file://${t}`)}})(),!1;if(e.dataTransfer.types.length>=1&&"insert-link"===r){const A=getEA(this);for(let t=0;t<e.dataTransfer.files.length;t++){const i=e.dataTransfer.files[t].path,n=e.dataTransfer.files[t].name,s=A.addText(this.currentPosition.x+40*t,this.currentPosition.y+20*t,`📂 ${n}`);A.getElement(s).link=`[${n}](file://${i})`}return A.addElementsToView(),!1}return!0}if(e.dataTransfer.types.includes("text/plain")||e.dataTransfer.types.includes("text/uri-list")||e.dataTransfer.types.includes("text/html")){const A=e.dataTransfer.getData("text/html").match(/src=["']([^"']*)["']/),t=A?A[1]:"",i=e.dataTransfer.getData("text"),n=e.dataTransfer.getData("text/uri-list");let r=A?t:i;if(r&&""!==r||(r=n),!r||""===r)return!0;if(!a("text",null,r)){if(r&&"embeddable"===s&&/^(blob:)?(http|https):\/\/[^\s/$.?#].[^\s]*$/.test(r))return!0;if(r&&"image-url"===s&&hyperlinkIsYouTubeLink(r))return this.addYouTubeThumbnail(r),!1;if(n&&"image-url"===s&&hyperlinkIsYouTubeLink(n))return this.addYouTubeThumbnail(n),!1;if(r&&"image-url"===s&&hyperlinkIsImage(r))return this.addImageWithURL(r),!1;if(n&&"image-url"===s&&hyperlinkIsImage(n))return this.addImageWithURL(n),!1;if(r&&"image-import"===s&&hyperlinkIsImage(r))return this.addImageSaveToVault(r),!1;if(n&&"image-import"===s&&hyperlinkIsImage(n))return this.addImageSaveToVault(n),!1;if(this.plugin.settings.iframelyAllowed&&r.match(/^https?:\/\/\S*$/))return this.addTextWithIframely(r),!1;if(r.startsWith("obsidian://open?vault=")){const A=e.dataTransfer.getData("text/html");if(A){const e=A.match(/href="app:\/\/obsidian\.md\/(.*?)"/);if(2===e.length){const A=decodeURIComponent(e[1]).split("#"),t=app.vault.getAbstractFileByPath(A[0]);if(t&&t instanceof obsidian_module.TFile){const e=app.metadataCache.fileToLinktext(t,this.file.path);return void this.addText(`[[${e+(A.length>1?"#"+A[1]+"|"+e:"")}]]`)}return this.addText(`[[${decodeURIComponent(e[1])}]]`),!1}}const t=r.split("file=");if(2===t.length)return this.addText(`[[${decodeURIComponent(t[1])}]]`),!1}this.addText(r.replace(/(!\[\[.*#[^\]]*\]\])/g,"$1{40}"))}return!1}return!a("unknown",null,null)},onBeforeTextEdit:e=>{var A;if(clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=null,this.semaphores.isEditingText=!0,this.compatibilityMode)return null!==(A=e.originalText)&&void 0!==A?A:e.text;return this.excalidrawData.getRawText(e.id)||e.rawText},onBeforeTextSubmit:(e,A,t,i)=>{var n,s;const r=this.excalidrawAPI;if(!r)return[null,null,null];if(this.semaphores.isEditingText=!0,this.isEditingTextResetTimer&&clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=setTimeout((()=>{this.semaphores.isEditingText=!1,this.isEditingTextResetTimer=null}),1500),i)return this.excalidrawData.deleteTextElement(e.id),this.setDirty(7),[null,null,null];const a=t$d("WARNING_PASTING_ELEMENT_AS_TEXT");if(A.startsWith('{"type":"excalidraw/clipboard","elements":[{"'))return setTimeout((()=>{const A=this.excalidrawAPI.getSceneElements(),t=A.filter((A=>A.id===e.id));if(1===t.length){const e=cloneElement(t[0]);e.rawText=a,A[A.indexOf(t[0])]=e,this.excalidrawData.setTextElement(e.id,a,a,(()=>{})),this.updateScene({elements:A}),r.history.clear()}})),[a,a,null];const o=e.containerId,l=t.trim().matchAll(/^!\[\[([^|\]]*)?.*?]]$|^!\[[^\]]*?]\((.*?)\)$/g).next();if(null===(n=null==l?void 0:l.value)||void 0===n?void 0:n[0]){const A=null!==(s=l.value[1])&&void 0!==s?s:l.value[2],t=this.app.metadataCache.getFirstLinkpathDest(A,this.file.path);if(t&&t instanceof obsidian_module.TFile){if("md"!==t.extension||this.plugin.isExcalidrawFile(t))return setTimeout((async()=>{const A=this.excalidrawAPI.getSceneElements(),i=A.filter((A=>A.id===e.id));if(1===i.length){const e={x:i[0].x,y:i[0].y},n=cloneElement(i[0]);n.isDeleted=!0,this.excalidrawData.deleteTextElement(n.id),A[A.indexOf(i[0])]=n,this.updateScene({elements:A});const s=getEA(this);IMAGE_TYPES.contains(t.extension)?s.selectElementsInView([await insertImageToView(s,e,t)]):"pdf"!==t.extension?s.selectElementsInView([await insertEmbeddableToView(s,e,t)]):new UniversalInsertFileModal(this.plugin,this).open(t,e),this.setDirty()}})),[null,null,null];new obsidian_module.Notice(t$d("USE_INSERT_FILE_MODAL"),5e3)}}if(A!==e.text||t!==e.originalText||!this.excalidrawData.getRawText(e.id)){this.setDirty(8);const i=async(A,t)=>{var i,n;if(this.textMode===TextMode.raw)return;const s=this.excalidrawAPI.getSceneElements(),a=s.filter((A=>A.id===e.id));if(1===a.length){const e=cloneElement(a[0]),o=a[0].containerId?null===(n=null===(i=r.getSceneElements().filter((e=>e.id===a[0].containerId)))||void 0===i?void 0:i[0])||void 0===n?void 0:n.type:void 0;this.excalidrawData.updateTextElement(e,A,t,!0,o),s[s.indexOf(a[0])]=e,this.updateScene({elements:s}),e.containerId&&this.updateContainerSize(e.containerId),this.setDirty()}r.history.clear()},[n,s,a]=this.excalidrawData.setTextElement(e.id,A,t,i);return n?(o&&this.updateContainerSize(o,!0),this.textMode===TextMode.raw?[A,t,a]:A===n?a?[n,s,a]:[null,null,null]:(r.history.clear(),[n,s,a])):[null,null,null]}return o&&this.updateContainerSize(o,!0),this.textMode===TextMode.parsed?this.excalidrawData.getParsedText(e.id):[null,null,null]},onLinkOpen:async(e,A)=>{var t;if(A.preventDefault(),!e)return;let i=e.link;if(!i||""===i)return;setTimeout((()=>this.removeLinkTooltip()),500);let n=null===(t=null==A?void 0:A.detail)||void 0===t?void 0:t.nativeEvent;if(!this.handleLinkHookCall(e,e.link,n)&&!this.openExternalLink(e.link,isSHIFT(n)||isCTRL(n)||isMETA(n)||isALT(n)?void 0:e)){if("text"===e.type){const A=e.rawText.replaceAll("\n","");REGEX_LINK.getResList(A).filter((e=>Boolean(e.value))).length>1&&(i=A)}n.shiftKey||n.ctrlKey||n.metaKey||n.altKey||(n=emulateKeysForLinkClick("new-tab")),this.linkClick(n,null,null,{id:e.id,text:i},n)}},onLinkHover:(e,A)=>{if(e&&(this.plugin.settings.hoverPreviewWithoutCTRL||isCTRL(A))){k=A,k.ctrlKey=!(DEVICE.isIOS||DEVICE.isMacOS)||k.ctrlKey,k.metaKey=DEVICE.isIOS||DEVICE.isMacOS||k.metaKey;const t=e.link;if(!t||""===t)return;if(t.startsWith("[[")){const A=t.match(/\[\[(?<link>.*?)\]\]/);if(!A)return;let i=A.groups.link;O(i,e)}}},onViewModeChange:e=>{var A,t;if(this.semaphores.viewunload||null===(t=null===(A=this.toolsPanelRef)||void 0===A?void 0:A.current)||void 0===t||t.setExcalidrawViewMode(e),this.getHookServer().onViewModeChangeHook)try{this.getHookServer().onViewModeChangeHook(e,this,this.getHookServer())}catch(e){errorlog({where:"ExcalidrawView.onViewModeChange",fn:this.getHookServer().onViewModeChangeHook,error:e})}},validateEmbeddable:!0,renderWebview:DEVICE.isDesktop,renderEmbeddable:(e,t)=>{try{const i=useDefaultExcalidrawFrame(e);if(!this.file||!e||!e.link||0===e.link.length||i)return null;if(e.link.match(REG_LINKINDEX_HYPERLINK))return i?null:renderWebView(e.link,this,e.id);const n=REGEX_LINK.getRes(e.link).next();if(!n||!n.value&&n.done)return null;let s=REGEX_LINK.getLink(n);return s.match(REG_LINKINDEX_HYPERLINK)?i?null:renderWebView(s,this,e.id):A.createElement(CustomEmbeddable,{element:e,view:this,appState:t,linkText:s})}catch(e){return null}},renderMermaid:shouldRenderMermaid()},A.createElement(C,{},A.createElement(C.DefaultItems.ChangeCanvasBackground),A.createElement(C.DefaultItems.ToggleTheme),A.createElement(C.Separator),DEVICE.isPhone?null:A.createElement(C.Item,{icon:ICONS.trayMode,"aria-label":"Tray-mode offers an alternative, more spacious canvas",onSelect:()=>{this.toggleTrayMode()}},"Toggle tray-mode"),A.createElement(C.Item,{icon:saveIcon(!1),"aria-label":t$d("FORCE_SAVE"),onSelect:()=>{this.forceSave()}},"Save"),A.createElement(C.Item,{icon:ICONS.scriptEngine,"aria-label":"Explore the Excalidraw Script Library",onSelect:()=>{new ScriptInstallPrompt(this.plugin).open()}},"Script Library"),A.createElement(C.Item,{icon:ICONS.ExportImage,"aria-label":"Export image as PNG, SVG, or Excalidraw file",onSelect:()=>{this.exportDialog||(this.exportDialog=new ExportDialog(this.plugin,this,this.file),this.exportDialog.createForm()),this.exportDialog.open()}},"Export Image..."),A.createElement(C.Item,{icon:ICONS.switchToMarkdown,"aria-label":"Switch to markdown view",onSelect:()=>{this.openAsMarkdown()}},"Open as Markdown"),A.createElement(C.Separator),A.createElement(C.DefaultItems.Help),A.createElement(C.DefaultItems.ClearCanvas)),A.createElement(x,{},A.createElement(x.Center,{},A.createElement(x.Center.Logo,{},A.createElement(LogoWrapper,{},ICONS.ExcalidrawSword)),A.createElement(x.Center.Heading,{},'Type "Excalidraw" in the Command Palette',A.createElement("br"),"Explore the Obsidian Menu in the top right",A.createElement("br"),"Visit the Script Library",A.createElement("br"),"Find help in the hamburger-menu"),A.createElement(x.Center.Menu,{},A.createElement(x.Center.MenuItemLink,{icon:ICONS.YouTube,href:"https://www.youtube.com/@VisualPKM",shortcut:null,"aria-label":"Visual PKM YouTube Channel"}," Check out the Visual PKM YouTube channel."),A.createElement(x.Center.MenuItemLink,{icon:ICONS.Discord,href:"https://discord.gg/DyfAXFwUHc",shortcut:null,"aria-label":"Join the Visual Thinking Discord Server"}," Join the Visual Thinking Discord Server"),A.createElement(x.Center.MenuItemLink,{icon:ICONS.twitter,href:"https://twitter.com/zsviczian",shortcut:null,"aria-label":"Follow me on Twitter"}," Follow me on Twitter"),A.createElement(x.Center.MenuItemLink,{icon:ICONS.heart,href:"https://ko-fi.com/zsolt",shortcut:null,"aria-label":"Donate to support Excalidraw-Obsidian"},' Say "Thank You" & support the plugin.'))))),A.createElement(ToolsPanel,{ref:n,visible:!1,view:this,centerPointer:()=>{const e=this.excalidrawAPI;if(!h||!h.current||!e)return;const A=e.getAppState(),{width:t,height:i}=A;this.currentPosition=viewportCoordsToSceneCoords({clientX:t/2,clientY:i/2},A)}})),Q=A.useRef(new ResizeObserver((e=>{if(!n||!n.current)return;const{width:A,height:t}=e[0].contentRect;if(0===A||0===t)return;const i=n.current.onRightEdge?n.current.previousWidth-A:0,s=n.current.onBottomEdge?n.current.previousHeight-t:0;n.current.updatePosition(s,i)})));return A.useEffect((()=>((null==n?void 0:n.current)&&Q.current.observe(n.current.containerRef.current),()=>{Q.current.unobserve(n.current.containerRef.current)})),[n,Q]),A.createElement(A.Fragment,null,b)}));t.createRoot(this.contentEl).render(i)}updateContainerSize(e,A=!1){const t=this.excalidrawAPI;if(!t)return;const i=()=>{const A=e?t.getSceneElements().filter((A=>A.id===e&&"arrow"!==A.type)):t.getSceneElements().filter(isContainer);A.length>0&&(this.initialContainerSizeUpdate&&(this.semaphores.justLoaded=!0),t.updateContainerSize(A)),this.initialContainerSizeUpdate=!1};A?setTimeout((()=>i()),50):i()}zoomToFit(e=!0,A=!1){if(document.body.querySelector("div.modal-container"))return;const t=this.excalidrawAPI;if(!t||!this.excalidrawRef||this.semaphores.isEditingText||this.semaphores.preventAutozoom)return;const i=this.plugin.settings.zoomToFitMaxLevel,n=t.getSceneElements().filter((e=>e.width<1e4&&e.height<1e4));app.isMobile&&n.length>1e3||n.length>2500?A&&t.scrollToContent():e?setTimeout((()=>t.zoomToFit(n,i,this.isFullscreen()?0:.05)),100):t.zoomToFit(n,i,this.isFullscreen()?0:.05)}updatePinnedScripts(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{pinnedScripts:this.plugin.settings.pinnedScripts}})}updatePinnedCustomPens(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{customPens:this.plugin.settings.customPens.slice(0,this.plugin.settings.numberOfCustomPens)}})}updatePinchZoom(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{allowPinchZoom:this.plugin.settings.allowPinchZoom}})}updateWheelZoom(){const e=this.excalidrawAPI;if(!e)return!1;e.updateScene({appState:{allowWheelZoom:this.plugin.settings.allowWheelZoom}})}async toggleTrayMode(){const e=this.excalidrawAPI;if(!e)return!1;const A=e.getAppState();e.updateScene({appState:{trayModeEnabled:!A.trayModeEnabled}}),await this.plugin.loadSettings(),this.plugin.settings.defaultTrayMode=!A.trayModeEnabled,this.plugin.saveSettings()}selectElementsMatchingQuery(e,A,t=!0,i=!1,n=!1){let s=getTextElementsMatchingQuery(e.filter((e=>"text"===e.type)),A,i).concat(getFrameElementsMatchingQuery(e.filter((e=>"frame"===e.type)),A,i));if(0!==s.length){if(n){const A=this.plugin.ea.getElementsInTheSameGroupWithElement(s[0],e);A.length>0&&(s=A)}this.zoomToElements(t,s)}else new obsidian_module.Notice("I could not find a matching text element")}zoomToElements(e,A){const t=this.excalidrawAPI;if(!t)return;const i=this.plugin.settings.zoomToFitMaxLevel;e&&t.selectElements(A),t.zoomToFit(A,i,.05)}getViewSelectedElements(){var e;const A=this.excalidrawAPI;if(!A)return[];const t=null===(e=A.getAppState())||void 0===e?void 0:e.selectedElementIds;if(!t)return[];const i=Object.keys(t);if(!i)return[];const n=A.getSceneElements().filter((e=>i.includes(e.id))),s=n.filter((e=>e.boundElements&&e.boundElements.filter((e=>"text"===e.type)).length>0)).map((e=>e.boundElements.filter((e=>"text"===e.type)).map((e=>e.id))[0])),r=n.map((e=>e.id)).concat(s);return A.getSceneElements().filter((e=>r.contains(e.id)))}async copyLinkToSelectedElementToClipboard(e){const A=this.getViewSelectedElements();if(A.length<1)return void new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_ERROR"));let t;if(2===A.length){const e=A.filter((e=>"text"===e.type));1===e.length&&e[0].containerId&&1===A.filter((e=>e.boundElements.some((e=>"text"===e.type)))).length&&(t=e[0].id)}t||(t=1===A.length?A[0].id:this.plugin.ea.getLargestElement(A).id);let i=[];if(A.some((e=>e.id===t&&"frame"===e.type)))switch(e){case"area=":case"group=":case"frame=":i=[{caption:"Frame",action:()=>{e="frame="}},{caption:"Link",action:()=>{e=""}}];break;default:i=[{caption:"Link",action:()=>{e=""}},{caption:"Frame",action:()=>{e="frame="}}]}else switch(e){case"area=":i=[{caption:"Area",action:()=>{e="area="}},{caption:"Link",action:()=>{e=""}},{caption:"Group",action:()=>{e="group="}}];break;case"group=":i=[{caption:"Group",action:()=>{e="group="}},{caption:"Link",action:()=>{e=""}},{caption:"Area",action:()=>{e="area="}}];break;default:i=[{caption:"Link",action:()=>{e=""}},{caption:"Area",action:()=>{e="area="}},{caption:"Group",action:()=>{e="group="}}]}const n=await ScriptEngine.inputPrompt(this,this.plugin,app,"Set link alias","Leave empty if you do not want to set an alias","",i);navigator.clipboard.writeText(`${e.length>0?"!":""}[[${this.file.path}#^${e}${t}${n?`|${n}`:""}]]`),new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_READY"))}updateScene(e,A=!1){const t=this.excalidrawAPI;if(!t)return;const i=e.elements&&A;i&&(e.elements=restore(e,null,null).elements);try{t.updateScene(e)}catch(A){if(errorlog({where:"ExcalidrawView.updateScene 1st attempt",fn:this.updateScene,error:A,scene:e,willDoSecondAttempt:!i}),i)warningUnknowSeriousError();else try{e.elements=restore(e,null,null).elements,t.updateScene(e)}catch(A){errorlog({where:"ExcalidrawView.updateScene 2nd attempt",fn:this.updateScene,error:A,scene:e}),warningUnknowSeriousError()}}}updateEmbeddableRef(e,A){A&&this.embeddableRefs.set(e,A)}getEmbeddableElementById(e){return this.embeddableRefs.get(e)}updateEmbeddableLeafRef(e,A){A&&this.embeddableLeafRefs.set(e,A)}getEmbeddableLeafElementById(e){return this.embeddableLeafRefs.get(e)||null}get editor(){var e;const A=this.getActiveEmbeddable();if(A){if(A.node&&A.node.isEditing)return A.node.child.editor;if((null===(e=A.leaf)||void 0===e?void 0:e.view)instanceof obsidian_module.MarkdownView)return A.leaf.view.editor}return app.workspace.openLinkText,null}}function getTextMode(e){return e.search("excalidraw-plugin: parsed\n")>-1||e.search("excalidraw-plugin: locked\n")>-1?TextMode.parsed:TextMode.raw}const DEFAULT_SETTINGS={folder:"Excalidraw",embedUseExcalidrawFolder:!1,templateFilePath:"Excalidraw/Template.excalidraw",scriptFolderPath:"Excalidraw/Scripts",compress:!1,autosave:!0,autosaveInterval:15e3,autosaveIntervalDesktop:15e3,autosaveIntervalMobile:1e4,drawingFilenamePrefix:"Drawing ",drawingEmbedPrefixWithFilename:!0,drawingFilnameEmbedPostfix:" ",drawingFilenameDateTime:"YYYY-MM-DD HH.mm.ss",useExcalidrawExtension:!0,displaySVGInPreview:void 0,previewImageType:void 0,allowImageCache:!0,displayExportedImageIfAvailable:!1,previewMatchObsidianTheme:!1,width:"400",dynamicStyling:"colorful",isLeftHanded:!1,iframeMatchExcalidrawTheme:!0,matchTheme:!1,matchThemeAlways:!1,matchThemeTrigger:!1,defaultMode:"normal",defaultPenMode:"never",allowPinchZoom:!1,allowWheelZoom:!1,zoomToFitOnOpen:!0,zoomToFitOnResize:!0,zoomToFitMaxLevel:2,linkPrefix:"📍",urlPrefix:"🌐",parseTODO:!1,todo:"☐",done:"🗹",hoverPreviewWithoutCTRL:!1,linkOpacity:1,openInAdjacentPane:!1,openInMainWorkspace:!0,showLinkBrackets:!0,allowCtrlClick:!0,forceWrap:!1,pageTransclusionCharLimit:200,wordWrappingDefault:0,removeTransclusionQuoteSigns:!0,iframelyAllowed:!0,pngExportScale:1,exportWithTheme:!0,exportWithBackground:!0,exportPaddingSVG:10,keepInSync:!1,autoexportSVG:!1,autoexportPNG:!1,autoExportLightAndDark:!1,autoexportExcalidraw:!1,embedType:"excalidraw",embedWikiLink:!0,syncExcalidraw:!1,experimentalFileType:!1,experimentalFileTag:"✏️",experimentalLivePreview:!0,experimentalEnableFourthFont:!1,experimantalFourthFont:"Virgil",fieldSuggester:!0,compatibilityMode:!1,drawingOpenCount:0,library:"deprecated",library2:{type:"excalidrawlib",version:2,source:GITHUB_RELEASES+PLUGIN_VERSION,libraryItems:[]},imageElementNotice:!0,mdSVGwidth:500,mdSVGmaxHeight:800,mdFont:"Virgil",mdFontColor:"Black",mdBorderColor:"Black",mdCSS:"",scriptEngineSettings:{},defaultTrayMode:!0,previousRelease:"0.0.0",showReleaseNotes:!0,showNewVersionNotification:!0,latexBoilerplate:"\\color{blue}",taskboneEnabled:!1,taskboneAPIkey:"",pinnedScripts:[],customPens:[Object.assign({},PENS.default),Object.assign({},PENS.highlighter),Object.assign({},PENS.finetip),Object.assign({},PENS.fountain),Object.assign({},PENS.marker),Object.assign({},PENS["thick-thin"]),Object.assign({},PENS["thin-thick-thin"]),Object.assign({},PENS.default),Object.assign({},PENS.default),Object.assign({},PENS.default)],numberOfCustomPens:0,pdfScale:4,pdfBorderBox:!0,pdfGapSize:20,pdfGroupPages:!1,pdfLockAfterImport:!0,pdfNumColumns:1,pdfNumRows:1,pdfDirection:"right",pdfImportScale:.3,laserSettings:{DECAY_LENGTH:50,DECAY_TIME:1e3,COLOR:"#ff0000"}};class ExcalidrawSettingTab extends obsidian_module.PluginSettingTab{constructor(e,A){super(e,A),this.requestEmbedUpdate=!1,this.requestReloadDrawings=!1,this.requestUpdatePinnedPens=!1,this.requestUpdateDynamicStyling=!1,this.reloadMathJax=!1,this.plugin=A}applySettingsUpdate(e=!1){e&&(this.requestReloadDrawings=!0)}async hide(){if(this.plugin.settings.scriptFolderPath=obsidian_module.normalizePath(this.plugin.settings.scriptFolderPath),"/"!==this.plugin.settings.scriptFolderPath&&""!==this.plugin.settings.scriptFolderPath||(this.plugin.settings.scriptFolderPath="Excalidraw/Scripts"),this.plugin.saveSettings(),this.requestUpdatePinnedPens&&app.workspace.getLeavesOfType("excalidraw").forEach((e=>{e.view instanceof ExcalidrawView&&e.view.updatePinnedCustomPens()})),this.requestUpdateDynamicStyling&&app.workspace.getLeavesOfType("excalidraw").forEach((e=>{e.view instanceof ExcalidrawView&&setDynamicStyle(this.plugin.ea,e.view,e.view.previousBackgroundColor,this.plugin.settings.dynamicStyling)})),this.requestReloadDrawings){const e=app.workspace.getLeavesOfType("excalidraw");for(const A of e)A.view instanceof ExcalidrawView&&(await A.view.save(!1),await A.view.reload(!0));this.requestEmbedUpdate=!0}this.requestEmbedUpdate&&this.plugin.triggerEmbedUpdates(),this.plugin.scriptEngine.updateScriptPath(),this.reloadMathJax&&this.plugin.loadMathJax()}async display(){var e;let A;const t=(e,t)=>{A.createDiv({cls:"excalidraw-videoWrapper settings"}).createEl("iframe",{attr:{allowfullscreen:!0,allow:"encrypted-media;picture-in-picture",frameborder:"0",title:"YouTube video player",src:"https://www.youtube.com/embed/"+e+(t?"?start="+t:""),sandbox:"allow-forms allow-presentation allow-same-origin allow-scripts allow-modals"}})};await this.plugin.loadSettings(),this.requestEmbedUpdate=!1,this.requestReloadDrawings=!1;const{containerEl:i}=this;i.addClass("excalidraw-settings"),this.containerEl.empty();const n=i.createDiv("coffee");n.addClass("ex-coffee-div"),n.createEl("a",{href:"https://ko-fi.com/zsolt"}).createEl("img",{attr:{src:"https://cdn.ko-fi.com/cdn/kofi3.png?v=3"}}).height=45,i.createEl("hr",{cls:"excalidraw-setting-hr"}),i.createDiv({text:t$d("BASIC_DESC"),cls:"setting-item-description"}),A=this.containerEl.createEl("details"),A.createEl("summary",{text:t$d("BASIC_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(A).setName(t$d("RELEASE_NOTES_NAME")).setDesc(fragWithHTML(t$d("RELEASE_NOTES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showReleaseNotes).onChange((async e=>{this.plugin.settings.showReleaseNotes=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("NEWVERSION_NOTIFICATION_NAME")).setDesc(fragWithHTML(t$d("NEWVERSION_NOTIFICATION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showNewVersionNotification).onChange((async e=>{this.plugin.settings.showNewVersionNotification=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FOLDER_NAME")).setDesc(fragWithHTML(t$d("FOLDER_DESC"))).addText((e=>e.setPlaceholder("Excalidraw").setValue(this.plugin.settings.folder).onChange((async e=>{this.plugin.settings.folder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FOLDER_EMBED_NAME")).setDesc(fragWithHTML(t$d("FOLDER_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedUseExcalidrawFolder).onChange((async e=>{this.plugin.settings.embedUseExcalidrawFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("TEMPLATE_NAME")).setDesc(fragWithHTML(t$d("TEMPLATE_DESC"))).addText((e=>e.setPlaceholder("Excalidraw/Template").setValue(this.plugin.settings.templateFilePath).onChange((async e=>{this.plugin.settings.templateFilePath=e,this.applySettingsUpdate()})))),t("jgUpYznHP9A",216),new obsidian_module.Setting(A).setName(t$d("SCRIPT_FOLDER_NAME")).setDesc(fragWithHTML(t$d("SCRIPT_FOLDER_DESC"))).addText((e=>e.setPlaceholder("Excalidraw/Scripts").setValue(this.plugin.settings.scriptFolderPath).onChange((async e=>{this.plugin.settings.scriptFolderPath=e,this.applySettingsUpdate()})))),i.createEl("hr",{cls:"excalidraw-setting-hr"}),i.createDiv({text:t$d("SAVING_DESC"),cls:"setting-item-description"}),A=this.containerEl.createEl("details");const s=A;A.createEl("summary",{text:t$d("SAVING_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(A).setName(t$d("COMPRESS_NAME")).setDesc(fragWithHTML(t$d("COMPRESS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compress).onChange((async e=>{this.plugin.settings.compress=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("AUTOSAVE_INTERVAL_DESKTOP_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_DESKTOP_DESC"))).addDropdown((e=>e.addOption("15000","Frequent (every 15 seconds)").addOption("60000","Moderate (every 60 seconds)").addOption("300000","Rare (every 5 minutes)").addOption("900000","Practically never (every 15 minutes)").setValue(this.plugin.settings.autosaveIntervalDesktop.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalDesktop=parseInt(e),this.plugin.settings.autosaveInterval=app.isMobile?this.plugin.settings.autosaveIntervalMobile:this.plugin.settings.autosaveIntervalDesktop,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("AUTOSAVE_INTERVAL_MOBILE_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_MOBILE_DESC"))).addDropdown((e=>e.addOption("10000","Frequent (every 10 seconds)").addOption("30000","Moderate (every 30 seconds)").addOption("60000","Rare (every 1 minute)").addOption("300000","Practically never (every 5 minutes)").setValue(this.plugin.settings.autosaveIntervalMobile.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalMobile=parseInt(e),this.plugin.settings.autosaveInterval=app.isMobile?this.plugin.settings.autosaveIntervalMobile:this.plugin.settings.autosaveIntervalDesktop,this.applySettingsUpdate()})))),A=s.createEl("details"),A.createEl("summary",{text:t$d("FILENAME_HEAD"),cls:"excalidraw-setting-h3"}),A.createDiv("",(e=>{e.innerHTML=t$d("FILENAME_DESC")}));const r=()=>`${t$d("FILENAME_SAMPLE")}<a href='https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ' target='_blank'>${getDrawingFilename(this.plugin.settings)}</a></b><br>${t$d("FILENAME_EMBED_SAMPLE")}<a href='https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ' target='_blank'>${getEmbedFilename("{NOTE_NAME}",this.plugin.settings)}</a></b>`,a=A.createEl("p",{text:""});a.innerHTML=r(),new obsidian_module.Setting(A).setName(t$d("FILENAME_PREFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_DESC"))).addText((e=>e.setPlaceholder("Drawing ").setValue(this.plugin.settings.drawingFilenamePrefix).onChange((async A=>{this.plugin.settings.drawingFilenamePrefix=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenamePrefix),a.innerHTML=r(),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILENAME_PREFIX_EMBED_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.drawingEmbedPrefixWithFilename).onChange((async e=>{this.plugin.settings.drawingEmbedPrefixWithFilename=e,a.innerHTML=r(),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILENAME_POSTFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_POSTFIX_DESC"))).addText((e=>e.setPlaceholder("").setValue(this.plugin.settings.drawingFilnameEmbedPostfix).onChange((async A=>{this.plugin.settings.drawingFilnameEmbedPostfix=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilnameEmbedPostfix),a.innerHTML=r(),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILENAME_DATE_NAME")).setDesc(fragWithHTML(t$d("FILENAME_DATE_DESC"))).addText((e=>e.setPlaceholder("YYYY-MM-DD HH.mm.ss").setValue(this.plugin.settings.drawingFilenameDateTime).onChange((async A=>{this.plugin.settings.drawingFilenameDateTime=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenameDateTime),a.innerHTML=r(),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILENAME_EXCALIDRAW_EXTENSION_NAME")).setDesc(fragWithHTML(t$d("FILENAME_EXCALIDRAW_EXTENSION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.useExcalidrawExtension).onChange((async e=>{this.plugin.settings.useExcalidrawExtension=e,a.innerHTML=r(),this.applySettingsUpdate()})))),i.createEl("hr",{cls:"excalidraw-setting-hr"}),i.createDiv({text:t$d("DISPLAY_DESC"),cls:"setting-item-description"}),A=this.containerEl.createEl("details");const o=A;let l,c,g,u,d,h;A.createEl("summary",{text:t$d("DISPLAY_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(A).setName(t$d("DEFAULT_PEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PEN_MODE_DESC"))).addDropdown((e=>e.addOption("never","Never").addOption("mobile","On Obsidian Mobile").addOption("always","Always").setValue(this.plugin.settings.defaultPenMode).onChange((async e=>{this.plugin.settings.defaultPenMode=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("LEFTHANDED_MODE_NAME")).setDesc(fragWithHTML(t$d("LEFTHANDED_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.isLeftHanded).onChange((async e=>{this.plugin.settings.isLeftHanded=e,setLeftHandedMode(e),setTimeout((()=>setLeftHandedMode(e))),this.applySettingsUpdate()})))),t("H8Njp7ZXYag",999),A=o.createEl("details"),A.createEl("summary",{text:t$d("THEME_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(A).setName(t$d("DYNAMICSTYLE_NAME")).setDesc(fragWithHTML(t$d("DYNAMICSTYLE_DESC"))).addDropdown((e=>e.addOption("none","Dynamic Styling OFF").addOption("colorful","Match color").addOption("gray","Gray, match tone").setValue(this.plugin.settings.dynamicStyling).onChange((async e=>{this.requestUpdateDynamicStyling=!0,this.plugin.settings.dynamicStyling=e,this.applySettingsUpdate()})))),t("fypDth_-8q0"),new obsidian_module.Setting(A).setName(t$d("IFRAME_MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("IFRAME_MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.iframeMatchExcalidrawTheme).onChange((async e=>{this.plugin.settings.iframeMatchExcalidrawTheme=e,this.applySettingsUpdate(!0)})))),t("ICpoyMv6KSs"),new obsidian_module.Setting(A).setName(t$d("MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchTheme).onChange((async e=>{this.plugin.settings.matchTheme=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("MATCH_THEME_ALWAYS_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_ALWAYS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeAlways).onChange((async e=>{this.plugin.settings.matchThemeAlways=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("MATCH_THEME_TRIGGER_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_TRIGGER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeTrigger).onChange((async e=>{this.plugin.settings.matchThemeTrigger=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("DEFAULT_OPEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_OPEN_MODE_DESC"))).addDropdown((e=>e.addOption("normal","Always in normal-mode").addOption("zen","Always in zen-mode").addOption("view","Always in view-mode").addOption("view-mobile","Usually normal, but view-mode on Phone").setValue(this.plugin.settings.defaultMode).onChange((async e=>{this.plugin.settings.defaultMode=e,this.applySettingsUpdate()})))),A=o.createEl("details"),A.createEl("summary",{text:t$d("ZOOM_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(A).setName(t$d("DEFAULT_PINCHZOOM_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PINCHZOOM_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowPinchZoom).onChange((async e=>{this.plugin.settings.allowPinchZoom=e,app.workspace.getLeavesOfType("excalidraw").forEach((e=>{e.view instanceof ExcalidrawView&&e.view.updatePinchZoom()})),this.applySettingsUpdate()})))),t("rBarRfcSxNo",107),new obsidian_module.Setting(A).setName(t$d("DEFAULT_WHEELZOOM_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_WHEELZOOM_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowWheelZoom).onChange((async e=>{this.plugin.settings.allowWheelZoom=e,app.workspace.getLeavesOfType("excalidraw").forEach((e=>{e.view instanceof ExcalidrawView&&e.view.updateWheelZoom()})),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("ZOOM_TO_FIT_ONOPEN_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_ONOPEN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnOpen).onChange((async e=>{this.plugin.settings.zoomToFitOnOpen=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("ZOOM_TO_FIT_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnResize).onChange((async e=>{this.plugin.settings.zoomToFitOnResize=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("ZOOM_TO_FIT_MAX_LEVEL_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_MAX_LEVEL_DESC"))).addSlider((e=>e.setLimits(.5,10,.5).setValue(this.plugin.settings.zoomToFitMaxLevel).onChange((async e=>{l.innerText=` ${e.toString()}`,this.plugin.settings.zoomToFitMaxLevel=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{l=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.zoomToFitMaxLevel.toString()}`})),A=o.createEl("details"),A.createEl("summary",{text:t$d("LASER_HEAD"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(A).setName(t$d("LASER_COLOR")).addColorPicker((e=>e.setValue(this.plugin.settings.laserSettings.COLOR).onChange((async e=>{this.plugin.settings.laserSettings.COLOR=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("LASER_DECAY_TIME_NAME")).setDesc(fragWithHTML(t$d("LASER_DECAY_TIME_DESC"))).addSlider((e=>e.setLimits(500,2e4,500).setValue(this.plugin.settings.laserSettings.DECAY_TIME).onChange((async e=>{c.innerText=` ${e.toString()}`,this.plugin.settings.laserSettings.DECAY_TIME=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{c=e,e.style.minWidth="3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.laserSettings.DECAY_TIME.toString()}`})),new obsidian_module.Setting(A).setName(t$d("LASER_DECAY_LENGTH_NAME")).setDesc(fragWithHTML(t$d("LASER_DECAY_LENGTH_DESC"))).addSlider((e=>e.setLimits(25,2e3,25).setValue(this.plugin.settings.laserSettings.DECAY_LENGTH).onChange((async e=>{g.innerText=` ${e.toString()}`,this.plugin.settings.laserSettings.DECAY_LENGTH=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{g=e,e.style.minWidth="3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.laserSettings.DECAY_LENGTH.toString()}`})),i.createEl("hr",{cls:"excalidraw-setting-hr"}),i.createDiv({text:t$d("LINKS_HEAD_DESC"),cls:"setting-item-description"}),A=this.containerEl.createEl("details"),A.createEl("summary",{text:t$d("LINKS_HEAD"),cls:"excalidraw-setting-h1"}),A.createEl("span",void 0,(e=>e.innerHTML=t$d("LINKS_DESC"))),new obsidian_module.Setting(A).setName(t$d("ADJACENT_PANE_NAME")).setDesc(fragWithHTML(t$d("ADJACENT_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInAdjacentPane).onChange((async e=>{this.plugin.settings.openInAdjacentPane=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("MAINWORKSPACE_PANE_NAME")).setDesc(fragWithHTML(t$d("MAINWORKSPACE_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInMainWorkspace).onChange((async e=>{this.plugin.settings.openInMainWorkspace=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(fragWithHTML(t$d("LINK_BRACKETS_NAME"))).setDesc(fragWithHTML(t$d("LINK_BRACKETS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showLinkBrackets).onChange((e=>{this.plugin.settings.showLinkBrackets=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("LINK_PREFIX_NAME")).setDesc(fragWithHTML(t$d("LINK_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.linkPrefix).onChange((e=>{this.plugin.settings.linkPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("URL_PREFIX_NAME")).setDesc(fragWithHTML(t$d("URL_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.urlPrefix).onChange((e=>{this.plugin.settings.urlPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("PARSE_TODO_NAME")).setDesc(fragWithHTML(t$d("PARSE_TODO_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.parseTODO).onChange((e=>{this.plugin.settings.parseTODO=e,u.setDisabled(!e),d.setDisabled(!e),this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("TODO_NAME")).setDesc(fragWithHTML(t$d("TODO_DESC"))).addText((e=>{u=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.todo).onChange((e=>{this.plugin.settings.todo=e,this.applySettingsUpdate(!0)}))})),u.setDisabled(!this.plugin.settings.parseTODO),new obsidian_module.Setting(A).setName(t$d("DONE_NAME")).setDesc(fragWithHTML(t$d("DONE_DESC"))).setDisabled(!this.plugin.settings.parseTODO).addText((e=>{d=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.done).onChange((e=>{this.plugin.settings.done=e,this.applySettingsUpdate(!0)}))})),d.setDisabled(!this.plugin.settings.parseTODO),new obsidian_module.Setting(A).setName(t$d("LINKOPACITY_NAME")).setDesc(fragWithHTML(t$d("LINKOPACITY_DESC"))).addSlider((e=>e.setLimits(0,1,.05).setValue(this.plugin.settings.linkOpacity).onChange((async e=>{h.innerText=` ${e.toString()}`,this.plugin.settings.linkOpacity=e,this.applySettingsUpdate(!0)})))).settingEl.createDiv("",(e=>{h=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.linkOpacity.toString()}`})),new obsidian_module.Setting(A).setName(t$d("HOVERPREVIEW_NAME")).setDesc(fragWithHTML(t$d("HOVERPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.hoverPreviewWithoutCTRL).onChange((async e=>{this.plugin.settings.hoverPreviewWithoutCTRL=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("LINK_CTRL_CLICK_NAME")).setDesc(fragWithHTML(t$d("LINK_CTRL_CLICK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowCtrlClick).onChange((async e=>{this.plugin.settings.allowCtrlClick=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("TRANSCLUSION_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_WRAP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.forceWrap).onChange((async e=>{this.plugin.settings.forceWrap=e,this.applySettingsUpdate(!0)})))).descEl.innerHTML=`<code>![[doc#^ref]]{number}</code> ${t$d("TRANSCLUSION_WRAP_DESC")}`,new obsidian_module.Setting(A).setName(t$d("PAGE_TRANSCLUSION_CHARCOUNT_NAME")).setDesc(fragWithHTML(t$d("PAGE_TRANSCLUSION_CHARCOUNT_DESC"))).addText((e=>e.setPlaceholder("Enter a number").setValue(this.plugin.settings.pageTransclusionCharLimit.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.pageTransclusionCharLimit=10,void this.applySettingsUpdate(!0);this.plugin.settings.pageTransclusionCharLimit=t,e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(A).setName(t$d("TRANSCLUSION_DEFAULT_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_DEFAULT_WRAP_DESC"))).addText((e=>e.setPlaceholder("Enter a number").setValue(this.plugin.settings.wordWrappingDefault.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.wordWrappingDefault.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.wordWrappingDefault=0,void this.applySettingsUpdate(!0);this.plugin.settings.wordWrappingDefault=t,e.setValue(this.plugin.settings.wordWrappingDefault.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(A).setName(t$d("QUOTE_TRANSCLUSION_REMOVE_NAME")).setDesc(fragWithHTML(t$d("QUOTE_TRANSCLUSION_REMOVE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.removeTransclusionQuoteSigns).onChange((e=>{this.plugin.settings.removeTransclusionQuoteSigns=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("GET_URL_TITLE_NAME")).setDesc(fragWithHTML(t$d("GET_URL_TITLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.iframelyAllowed).onChange((async e=>{this.plugin.settings.iframelyAllowed=e,this.applySettingsUpdate()})))),i.createEl("hr",{cls:"excalidraw-setting-hr"}),i.createDiv({text:t$d("EMBED_DESC"),cls:"setting-item-description"}),A=this.containerEl.createEl("details");const m=A;let p;A.createEl("summary",{text:t$d("EMBED_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(A).setName(t$d("EMBED_PREVIEW_IMAGETYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_PREVIEW_IMAGETYPE_DESC"))).addDropdown((e=>e.addOption(PreviewImageType.PNG,"PNG Image").addOption(PreviewImageType.SVG,"Native SVG").addOption(PreviewImageType.SVGIMG,"SVG Image").setValue(this.plugin.settings.previewImageType).onChange((e=>{this.plugin.settings.previewImageType=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate()})))),t("yZQoJg2RCKI"),t("opLd1SqaH_I",8),new obsidian_module.Setting(A).setName(t$d("EMBED_TYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_TYPE_DESC"))).addDropdown((async e=>{p=e,p.addOption("excalidraw","excalidraw"),this.plugin.settings.autoexportPNG?p.addOption("PNG","PNG"):"PNG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),this.plugin.settings.autoexportSVG?p.addOption("SVG","SVG"):"SVG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),p.setValue(this.plugin.settings.embedType).onChange((async e=>{this.plugin.settings.embedType=e,this.applySettingsUpdate()}))})),new obsidian_module.Setting(A).setName(t$d("EMBED_WIKILINK_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIKILINK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedWikiLink).onChange((async e=>{this.plugin.settings.embedWikiLink=e,this.applySettingsUpdate()})))),A=m.createEl("details"),A.createEl("summary",{text:t$d("EMBED_CACHING"),cls:"excalidraw-setting-h3"}),new obsidian_module.Setting(A).setName(t$d("EMBED_IMAGE_CACHE_NAME")).setDesc(fragWithHTML(t$d("EMBED_IMAGE_CACHE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowImageCache).onChange((e=>{this.plugin.settings.allowImageCache=e,this.applySettingsUpdate()})))).addButton((e=>e.setButtonText(t$d("EMBED_IMAGE_CACHE_CLEAR")).onClick((()=>{imageCache.clearImageCache()})))).addButton((e=>e.setButtonText(t$d("BACKUP_CACHE_CLEAR")).onClick((()=>{new ConfirmationPrompt(this.plugin,t$d("BACKUP_CACHE_CLEAR_CONFIRMATION")).waitForClose.then((e=>{e&&imageCache.clearBackupCache()}))})))),new obsidian_module.Setting(A).setName(t$d("EMBED_REUSE_EXPORTED_IMAGE_NAME")).setDesc(fragWithHTML(t$d("EMBED_REUSE_EXPORTED_IMAGE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displayExportedImageIfAvailable).onChange((async e=>{this.plugin.settings.displayExportedImageIfAvailable=e,this.applySettingsUpdate()})))),A=m.createEl("details");const w=A;let B,E;A.createEl("summary",{text:t$d("EXPORT_SUBHEAD"),cls:"excalidraw-setting-h3"}),t("wTtaXmRJ7wg",171),A=w.createEl("details"),A.createEl("summary",{text:t$d("EMBED_SIZING"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(A).setName(t$d("EMBED_WIDTH_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIDTH_DESC"))).addText((e=>e.setPlaceholder("400").setValue(this.plugin.settings.width).onChange((async e=>{this.plugin.settings.width=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(A).setName(t$d("EXPORT_PNG_SCALE_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PNG_SCALE_DESC"))).addSlider((e=>e.setLimits(1,5,.5).setValue(this.plugin.settings.pngExportScale).onChange((async e=>{B.innerText=` ${e.toString()}`,this.plugin.settings.pngExportScale=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{B=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.pngExportScale.toString()}`})),new obsidian_module.Setting(A).setName(t$d("EXPORT_PADDING_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PADDING_DESC"))).addSlider((e=>e.setLimits(0,50,5).setValue(this.plugin.settings.exportPaddingSVG).onChange((async e=>{E.innerText=` ${e.toString()}`,this.plugin.settings.exportPaddingSVG=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{E=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.exportPaddingSVG.toString()}`})),A=w.createEl("details"),A.createEl("summary",{text:t$d("EMBED_THEME_BACKGROUND"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(A).setName(t$d("EXPORT_BACKGROUND_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BACKGROUND_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithBackground).onChange((async e=>{this.plugin.settings.exportWithBackground=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(A).setName(t$d("EXPORT_THEME_NAME")).setDesc(fragWithHTML(t$d("EXPORT_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithTheme).onChange((async e=>{this.plugin.settings.exportWithTheme=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(A).setName(t$d("PREVIEW_MATCH_OBSIDIAN_NAME")).setDesc(fragWithHTML(t$d("PREVIEW_MATCH_OBSIDIAN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.previewMatchObsidianTheme).onChange((async e=>{this.plugin.settings.previewMatchObsidianTheme=e,this.applySettingsUpdate()})))),A=w.createEl("details"),A.createEl("summary",{text:t$d("EXPORT_HEAD"),cls:"excalidraw-setting-h4"}),new obsidian_module.Setting(A).setName(t$d("EXPORT_SYNC_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SYNC_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.keepInSync).onChange((async e=>{this.plugin.settings.keepInSync=e,this.applySettingsUpdate()}))));const k=e=>{let A=0;for(A=0;A<p.selectEl.options.length;A++)p.selectEl.item(A).label===e&&p.selectEl.item(A).remove()};new obsidian_module.Setting(A).setName(t$d("EXPORT_SVG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SVG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportSVG).onChange((async e=>{e?p.addOption("SVG","SVG"):("SVG"===this.plugin.settings.embedType&&(p.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),k("SVG")),this.plugin.settings.autoexportSVG=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("EXPORT_PNG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PNG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportPNG).onChange((async e=>{e?p.addOption("PNG","PNG"):("PNG"===this.plugin.settings.embedType&&(p.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),k("PNG")),this.plugin.settings.autoexportPNG=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("EXPORT_BOTH_DARK_AND_LIGHT_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BOTH_DARK_AND_LIGHT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoExportLightAndDark).onChange((async e=>{this.plugin.settings.autoExportLightAndDark=e,this.applySettingsUpdate()})))),A=m.createEl("details"),A.createEl("summary",{text:t$d("PDF_TO_IMAGE"),cls:"excalidraw-setting-h3"}),t("nB4cOfn0xAs"),new obsidian_module.Setting(A).setName(t$d("PDF_TO_IMAGE_SCALE_NAME")).setDesc(fragWithHTML(t$d("PDF_TO_IMAGE_SCALE_DESC"))).addDropdown((e=>e.addOption("0.5","0.5").addOption("1","1").addOption("2","2").addOption("3","3").addOption("4","4").addOption("5","5").addOption("6","6").setValue(`${this.plugin.settings.pdfScale}`).onChange((e=>{this.plugin.settings.pdfScale=parseFloat(e),this.applySettingsUpdate()})))),i.createEl("hr",{cls:"excalidraw-setting-hr"}),i.createDiv({text:t$d("MD_HEAD_DESC"),cls:"setting-item-description"}),A=this.containerEl.createEl("details"),A.createEl("summary",{text:t$d("MD_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(A).setName(t$d("MD_TRANSCLUDE_WIDTH_NAME")).setDesc(fragWithHTML(t$d("MD_TRANSCLUDE_WIDTH_DESC"))).addText((e=>e.setPlaceholder("Enter a number e.g. 500").setValue(this.plugin.settings.mdSVGwidth.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.mdSVGwidth.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.mdSVGwidth=500,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGwidth=t,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGwidth.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(A).setName(t$d("MD_TRANSCLUDE_HEIGHT_NAME")).setDesc(fragWithHTML(t$d("MD_TRANSCLUDE_HEIGHT_DESC"))).addText((e=>e.setPlaceholder("Enter a number e.g. 800").setValue(this.plugin.settings.mdSVGmaxHeight.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.mdSVGmaxHeight.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.mdSVGmaxHeight=800,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGmaxHeight=t,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGmaxHeight.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(A).setName(t$d("MD_DEFAULT_FONT_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),e.addOption("Cascadia","Cascadia"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2"].contains(e.extension))).forEach((A=>{e.addOption(A.path,A.name)})),e.setValue(this.plugin.settings.mdFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFont=e,this.applySettingsUpdate(!0)}))})),new obsidian_module.Setting(A).setName(t$d("MD_DEFAULT_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdFontColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFontColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("MD_DEFAULT_BORDER_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_BORDER_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdBorderColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdBorderColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("MD_CSS_NAME")).setDesc(fragWithHTML(t$d("MD_CSS_DESC"))).addText((e=>e.setPlaceholder("filename of css file in vault").setValue(this.plugin.settings.mdCSS).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdCSS=e,this.applySettingsUpdate(!0)})))),i.createEl("hr",{cls:"excalidraw-setting-hr"}),i.createDiv({text:t$d("NONSTANDARD_DESC"),cls:"setting-item-description"}),A=this.containerEl.createEl("details");const f=A;A.createEl("summary",{text:t$d("NONSTANDARD_HEAD"),cls:"excalidraw-setting-h1"}),A=f.createEl("details"),A.createEl("summary",{text:t$d("CUSTOM_PEN_HEAD"),cls:"excalidraw-setting-h3"}),t("OjNhjaH2KjI",69),new obsidian_module.Setting(A).setName(t$d("CUSTOM_PEN_NAME")).setDesc(t$d("CUSTOM_PEN_DESC")).addDropdown((e=>e.addOption("0","0").addOption("1","1").addOption("2","2").addOption("3","3").addOption("4","4").addOption("5","5").addOption("6","6").addOption("7","7").addOption("8","8").addOption("9","9").addOption("10","10").setValue(this.plugin.settings.numberOfCustomPens.toString()).onChange((e=>{this.plugin.settings.numberOfCustomPens=parseInt(e),this.requestUpdatePinnedPens=!0,this.applySettingsUpdate(!1)})))),A=f.createEl("details"),A.createEl("summary",{text:t$d("CUSTOM_FONT_HEAD"),cls:"excalidraw-setting-h3"}),t("eKFmrSQhFA4"),new obsidian_module.Setting(A).setName(t$d("ENABLE_FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("ENABLE_FOURTH_FONT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalEnableFourthFont).onChange((async e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimentalEnableFourthFont=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("FOURTH_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2","otf"].contains(e.extension))).forEach((A=>{e.addOption(A.path,A.name)})),e.setValue(this.plugin.settings.experimantalFourthFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimantalFourthFont=e,this.applySettingsUpdate(!0),this.plugin.initializeFourthFont()}))})),i.createEl("hr",{cls:"excalidraw-setting-hr"}),i.createDiv({text:t$d("EXPERIMENTAL_DESC"),cls:"setting-item-description"}),A=i.createEl("details");const O=A;let W;A.createEl("summary",{text:t$d("EXPERIMENTAL_HEAD"),cls:"excalidraw-setting-h1"}),t("r08wk-58DPk"),new obsidian_module.Setting(A).setName(t$d("LATEX_DEFAULT_NAME")).setDesc(fragWithHTML(t$d("LATEX_DEFAULT_DESC"))).addText((e=>e.setValue(this.plugin.settings.latexBoilerplate).onChange((e=>{this.plugin.settings.latexBoilerplate=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FIELD_SUGGESTER_NAME")).setDesc(fragWithHTML(t$d("FIELD_SUGGESTER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.fieldSuggester).onChange((async e=>{this.plugin.settings.fieldSuggester=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILETYPE_NAME")).setDesc(fragWithHTML(t$d("FILETYPE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalFileType).onChange((async e=>{this.plugin.settings.experimentalFileType=e,this.plugin.experimentalFileTypeDisplayToggle(e),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILETAG_NAME")).setDesc(fragWithHTML(t$d("FILETAG_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.experimentalFileTag).onChange((async e=>{this.plugin.settings.experimentalFileTag=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("LIVEPREVIEW_NAME")).setDesc(fragWithHTML(t$d("LIVEPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalLivePreview).onChange((async e=>{this.plugin.settings.experimentalLivePreview=e,this.applySettingsUpdate()})))),A=O.createEl("details"),A.createEl("summary",{text:t$d("TASKBONE_HEAD"),cls:"excalidraw-setting-h3"}),A.createDiv({text:t$d("TASKBONE_DESC"),cls:"setting-item-description"}),t("7gu4ETx7zro"),new obsidian_module.Setting(A).setName(t$d("TASKBONE_ENABLE_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_ENABLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.taskboneEnabled).onChange((async e=>{if(W.setDisabled(!e),this.plugin.settings.taskboneEnabled=e,""===this.plugin.settings.taskboneAPIkey){const e=await this.plugin.taskbone.initialize(!1);e&&W.setValue(e)}this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("TASKBONE_APIKEY_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_APIKEY_DESC"))).addText((e=>{W=e,W.setValue(this.plugin.settings.taskboneAPIkey).onChange((async e=>{this.plugin.settings.taskboneAPIkey=e,this.applySettingsUpdate()})).setDisabled(!this.plugin.settings.taskboneEnabled)})),i.createEl("hr",{cls:"excalidraw-setting-hr"}),i.createDiv({text:t$d("COMPATIBILITY_DESC"),cls:"setting-item-description"}),A=this.containerEl.createEl("details"),A.createEl("summary",{text:t$d("COMPATIBILITY_HEAD"),cls:"excalidraw-setting-h1"}),new obsidian_module.Setting(A).setName(t$d("COMPATIBILITY_MODE_NAME")).setDesc(fragWithHTML(t$d("COMPATIBILITY_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compatibilityMode).onChange((async e=>{this.plugin.settings.compatibilityMode=e,a.innerHTML=r(),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("EXPORT_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportExcalidraw).onChange((async e=>{this.plugin.settings.autoexportExcalidraw=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("SYNC_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("SYNC_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.syncExcalidraw).onChange((async e=>{this.plugin.settings.syncExcalidraw=e,this.applySettingsUpdate()}))));const C=null===(e=this.plugin.scriptEngine.getListofScripts())||void 0===e?void 0:e.map((e=>this.plugin.scriptEngine.getScriptName(e)));if(Object.keys(this.plugin.settings.scriptEngineSettings).length>0&&C){const e=(e,A)=>{const t=this.plugin.settings.scriptEngineSettings[e][A];return"object"==typeof t?t.height:null},n=(e,A)=>{const t=this.plugin.settings.scriptEngineSettings[e][A];return"object"==typeof t?t.value:t},s=(e,A,t)=>{"object"==typeof this.plugin.settings.scriptEngineSettings[e][A]?this.plugin.settings.scriptEngineSettings[e][A].value=t:this.plugin.settings.scriptEngineSettings[e][A]=t},r=(e,t,i)=>{new obsidian_module.Setting(A).setName(t).setDesc(fragWithHTML(null!=i?i:"")).addToggle((A=>A.setValue(n(e,t)).onChange((async A=>{s(e,t,A),this.applySettingsUpdate()}))))},a=(t,i,r,a)=>{a&&"[object Array]"===Object.prototype.toString.call(a)&&a.length>0?new obsidian_module.Setting(A).setName(i).setDesc(fragWithHTML(null!=r?r:"")).addDropdown((e=>{a.forEach((A=>e.addOption(A.toString(),A.toString()))),e.setValue(n(t,i)).onChange((async e=>{s(t,i,e),this.applySettingsUpdate()}))})):e(t,i)?new obsidian_module.Setting(A).setName(i).setDesc(fragWithHTML(null!=r?r:"")).addTextArea((A=>{A.inputEl.style.minHeight=e(t,i),A.inputEl.style.minWidth="400px",A.setValue(n(t,i)).onChange((async e=>{s(t,i,e),this.applySettingsUpdate()}))})):new obsidian_module.Setting(A).setName(i).setDesc(fragWithHTML(null!=r?r:"")).addText((e=>e.setValue(n(t,i)).onChange((async e=>{s(t,i,e),this.applySettingsUpdate()}))))},o=(e,t,i)=>{new obsidian_module.Setting(A).setName(t).setDesc(fragWithHTML(null!=i?i:"")).addText((A=>A.setPlaceholder("Enter a number").setValue(n(e,t).toString()).onChange((async i=>{const r=parseFloat(i);isNaN(r)&&""!==i?A.setValue(n(e,t).toString()):(s(e,t,isNaN(r)?0:r),this.applySettingsUpdate())}))))};i.createEl("hr",{cls:"excalidraw-setting-hr"}),i.createDiv({text:t$d("SCRIPT_SETTINGS_DESC"),cls:"setting-item-description"}),A=this.containerEl.createEl("details");const l=A;A.createEl("summary",{text:t$d("SCRIPT_SETTINGS_HEAD"),cls:"excalidraw-setting-h1"}),t("H8Njp7ZXYag",52),Object.keys(this.plugin.settings.scriptEngineSettings).filter((e=>C.contains(e))).forEach((e=>{const t=this.plugin.settings.scriptEngineSettings[e],i=Object.values(t);0===i.length||i.length>0&&0===i.map((e=>e.hidden?0:1)).reduce(((e,A)=>e+A))||(A=l.createEl("details"),A.createEl("summary",{text:e,cls:"excalidraw-setting-h3"}),Object.keys(t).forEach((A=>{var i;const n=t[A];switch(typeof(null!==(i=n.value)&&void 0!==i?i:n)){case"boolean":n.hidden||r(e,A,n.description);break;case"string":n.hidden||a(e,A,n.description,n.valueset);break;case"number":n.hidden||o(e,A,n.description)}})))}))}}}var openDialogAction;!function(e){e[e.openFile=0]="openFile",e[e.insertLinkToDrawing=1]="insertLinkToDrawing"}(openDialogAction||(openDialogAction={}));class OpenFileDialog extends obsidian_module.FuzzySuggestModal{constructor(e,A){super(e),this.app=e,this.action=openDialogAction.openFile,this.plugin=A,this.onNewPane=!1,this.limit=20,this.setInstructions([{command:t$d("TYPE_FILENAME"),purpose:""}]),this.inputEl.onkeyup=e=>{"Enter"==e.key&&this.action==openDialogAction.openFile&&this.containerEl.innerText.includes(EMPTY_MESSAGE)&&(this.plugin.createAndOpenDrawing(`${this.plugin.settings.folder}/${this.inputEl.value}.excalidraw.md`,this.onNewPane?"new-pane":"active-pane"),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>this.plugin.isExcalidrawFile(e)))}getItemText(e){return e.path}onChooseItem(e){switch(this.action){case openDialogAction.openFile:this.plugin.openDrawing(e,this.onNewPane?"new-pane":"active-pane",!0);break;case openDialogAction.insertLinkToDrawing:this.plugin.embedDrawing(e)}}start(e,A){switch(this.action=e,this.onNewPane=A,e){case openDialogAction.openFile:this.emptyStateText=EMPTY_MESSAGE,this.setPlaceholder(t$d("SELECT_FILE_OR_TYPE_NEW"));break;case openDialogAction.insertLinkToDrawing:this.emptyStateText=t$d("NO_MATCH"),this.setPlaceholder(t$d("SELECT_TO_EMBED"))}this.open()}}class InsertLinkDialog extends obsidian_module.FuzzySuggestModal{constructor(e){super(e),this.app=e,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_FILE_TO_LINK")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return this.app.metadataCache.getLinkSuggestions().filter((e=>!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path+(e.alias?`|${e.alias}`:"")}onChooseItem(e){let A=e.path;e.file&&(A=this.app.metadataCache.fileToLinktext(e.file,this.drawingPath,!0)),this.addText(`[[${A+(e.alias?`|${e.alias}`:"")}]]`)}start(e,A){this.addText=A,this.drawingPath=e,this.open()}}class InsertCommandDialog extends obsidian_module.FuzzySuggestModal{constructor(e){super(e),this.app=e,this.limit=20,this.setInstructions([{command:t$d("SELECT_COMMAND"),purpose:""}]),this.setPlaceholder(t$d("SELECT_COMMAND_PLACEHOLDER")),this.emptyStateText=t$d("NO_MATCHING_COMMAND")}getItems(){return this.app.commands.listCommands()}getItemText(e){return e.name}onChooseItem(e){null==e||e.id,this.addText(`⚙️[${e.name}](cmd://${e.id})`)}start(e){this.addText=e,this.open()}}class InsertImageDialog extends obsidian_module.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE_WITH_OPTION_TO_SCALE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH"),this.inputEl.onkeyup=e=>{"Enter"===e.key&&scaleToFullsizeModifier(e)&&this.chooser.values&&(this.onChooseItem(this.chooser.values[this.chooser.selectedItem].item,new KeyboardEvent("keypress",{shiftKey:!0,metaKey:!(DEVICE.isIOS||DEVICE.isMacOS),ctrlKey:DEVICE.isIOS||DEVICE.isMacOS})),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>(IMAGE_TYPES.contains(e.extension)||this.plugin.isExcalidrawFile(e))&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}onChooseItem(e,A){const t=this.plugin.ea.getAPI(this.view);t.canvas.theme=this.view.excalidrawAPI.getAppState().theme;const i=scaleToFullsizeModifier(A);(async()=>{await t.addImage(0,0,e,!i),t.addElementsToView(!0,!0,!0)})()}start(e){this.view=e,this.open()}}class ImportSVGDialog extends obsidian_module.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"svg"===e.extension&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}async onChooseItem(e,A){if(!e)return;const t=this.plugin.ea;t.reset(),t.setView(this.view);const i=await app.vault.read(e);i&&""!==i&&(t.importSVG(i),t.addElementsToView(!0,!0,!0,!0))}start(e){this.view=e,this.open()}}class InsertMDDialog extends obsidian_module.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_MD")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"md"===e.extension&&!this.plugin.isExcalidrawFile(e)))}getItemText(e){return e.path}onChooseItem(e){const A=this.plugin.ea;A.reset(),A.setView(this.view),(async()=>{await A.addImage(0,0,e),A.addElementsToView(!0,!1,!0)})()}start(e){this.view=e,this.open()}}function around(e,A){const t=Object.keys(A).map((t=>around1(e,t,A[t])));return 1===t.length?t[0]:function(){t.forEach((e=>e()))}}function around1(e,A,t){const i=e[A],n=e.hasOwnProperty(A);let s=t(i);return i&&Object.setPrototypeOf(s,i),Object.setPrototypeOf(r,s),e[A]=r,a;function r(...t){return s===i&&e[A]===r&&a(),s.apply(this,t)}function a(){e[A]===r&&(n?e[A]=i:delete e[A]),s!==i&&(s=i,Object.setPrototypeOf(r,i||Function))}}function dedupe(e,A,t){return i[e]=e,i;function i(...i){return(A[e]===e?A:t).apply(this,i)}}let plugin,vault,metadataCache;const getDefaultWidth=e=>{const A=parseInt(e.settings.width);return isNaN(A)||0===A||null===A?"400":e.settings.width},initializeMarkdownPostProcessor=e=>{plugin=e,vault=e.app.vault,metadataCache=e.app.metadataCache},_getPNG=async({imgAttributes:e,filenameParts:A,theme:t,cacheReady:i,img:n,file:s,exportSettings:r,loader:a})=>{const o=parseInt(e.fwidth),l=o>=2400?5:o>=1800?4:o>=1200?3:o>=600?2:1,c=Object.assign(Object.assign({},A),{isDark:"dark"===t,previewImageType:PreviewImageType.PNG,scale:l});if(i){const e=await imageCache.getImageFromCache(c);if(e&&"string"==typeof e)return n.src=e,n}const g=A.hasGroupref||A.hasFrameref?void 0:await getQuickImagePreview(plugin,s.path,"png"),u=null!=g?g:await createPNG(A.hasGroupref||A.hasFrameref?A.filepath+A.linkpartReference:s.path,l,r,a,t,null,null,[],plugin,0);return u?(n.src=URL.createObjectURL(u),i&&imageCache.addImageToCache(c,n.src,u),n):null},setStyle=({element:e,imgAttributes:A,onCanvas:t})=>{let i=`max-width:${A.fwidth}${A.fwidth.match(/\d$/)?"px":""}; `;A.fheight&&(i+=`height:${A.fheight}px;`),t||e.setAttribute("style",i),e.addClass(A.style),e.addClass("excalidraw-embedded-img")},_getSVGIMG=async({filenameParts:e,theme:A,cacheReady:t,img:i,file:n,exportSettings:s,loader:r})=>{const a=Object.assign(Object.assign({},e),{isDark:"dark"===A,previewImageType:PreviewImageType.SVGIMG,scale:1});if(t){const e=await imageCache.getImageFromCache(a);if(e&&"string"==typeof e)return i.setAttribute("src",e),i}if(!e.hasBlockref&&!e.hasSectionref){const e=await getQuickImagePreview(plugin,n.path,"svg");if(e){const A=convertSVGStringToElement(e);if(A)return addSVGToImgSrc(i,A,t,a)}}let o=convertSVGStringToElement((await createSVG(e.hasGroupref||e.hasBlockref||e.hasSectionref||e.hasFrameref?e.filepath+e.linkpartReference:n.path,!0,s,r,A,null,null,[],plugin,0,getExportPadding(plugin,n))).outerHTML);return o?(o=embedFontsInSVG(o,plugin,!1),o.removeAttribute("width"),o.removeAttribute("height"),addSVGToImgSrc(i,o,t,a)):null},_getSVGNative=async({filenameParts:e,theme:A,cacheReady:t,containerElement:i,file:n,exportSettings:s,loader:r})=>{const a=Object.assign(Object.assign({},e),{isDark:"dark"===A,previewImageType:PreviewImageType.SVG,scale:1});let o;t&&(o=await imageCache.getImageFromCache(a));let l=o&&o instanceof SVGSVGElement?o:convertSVGStringToElement((await createSVG(e.hasGroupref||e.hasBlockref||e.hasSectionref||e.hasFrameref?e.filepath+e.linkpartReference:n.path,!1,s,r,A,null,null,[],plugin,0,getExportPadding(plugin,n),void 0,!0)).outerHTML);return l?(l=embedFontsInSVG(l,plugin,!0),l.removeAttribute("width"),l.removeAttribute("height"),i.append(l),t&&imageCache.addImageToCache(a,"",l),i):null},getIMG=async(e,A=!1)=>{var t;let i=e.file;if(!e.file){const A=vault.getAbstractFileByPath(null===(t=e.fname)||void 0===t?void 0:t.split("#")[0]);if(!(A&&A instanceof obsidian_module.TFile))return null;i=A}const n=getEmbeddedFilenameParts(e.fname);e.style=e.style.replaceAll(" ","-");const s=hasExportTheme(plugin,i)?getExportTheme(plugin,i,"light"):void 0,r={withBackground:getWithBackground(plugin,i),withTheme:!!s||plugin.settings.exportWithTheme},a=null!=s?s:plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":plugin.settings.exportWithTheme?void 0:"light";a&&(r.withTheme=!0);const o=new EmbeddedFilesLoader(plugin,a?"dark"===a:void 0),l=imageCache.isReady();switch(plugin.settings.previewImageType){case PreviewImageType.PNG:{const t=createEl("img");return setStyle({element:t,imgAttributes:e,onCanvas:A}),_getPNG({imgAttributes:e,filenameParts:n,theme:a,cacheReady:l,img:t,file:i,exportSettings:r,loader:o})}case PreviewImageType.SVGIMG:{const t=createEl("img");return setStyle({element:t,imgAttributes:e,onCanvas:A}),_getSVGIMG({filenameParts:n,theme:a,cacheReady:l,img:t,file:i,exportSettings:r,loader:o})}case PreviewImageType.SVG:{const t=createEl("div");return setStyle({element:t,imgAttributes:e,onCanvas:A}),_getSVGNative({filenameParts:n,theme:a,cacheReady:l,containerElement:t,file:i,exportSettings:r,loader:o})}}},addSVGToImgSrc=(e,A,t,i)=>{const n=(new XMLSerializer).serializeToString(A),s=new Blob([n],{type:"image/svg+xml"}),r=URL.createObjectURL(s);return e.setAttribute("src",r),t&&imageCache.addImageToCache(i,r,s),e},createImgElement=async(e,A=!1)=>{const t=await getIMG(e,A);if(!t)return null;let i;t.setAttribute("fileSource",e.fname),e.fwidth&&t.setAttribute("w",e.fwidth),e.fheight&&t.setAttribute("h",e.fheight),t.setAttribute("draggable","false"),t.setAttribute("onCanvas",A?"true":"false");const n=e=>{if(!(e.target instanceof Element))return;if(!(e.target.hasClass("excalidraw-embedded-img")?e.target:getParentOfClass(e.target,"excalidraw-embedded-img")))return;const A=t.getAttribute("fileSource");if(A){const t=A.match(/([^#]*)(.*)/);if(!t)return;plugin.openDrawing(vault.getAbstractFileByPath(t[1]),linkClickModifierType(e),!0,t[2])}};let s;const r=t;return r.addEventListener("pointermove",(e=>{i&&(Math.abs(e.screenX-s.screenX)>10||Math.abs(e.screenY-s.screenY)>10)&&(clearTimeout(i),i=null)})),r.addEventListener("pointerdown",(e=>{var A;(null===(A=null==t?void 0:t.parentElement)||void 0===A?void 0:A.hasClass("canvas-node-content"))||(i=setTimeout((()=>n(e)),500),s=e)})),r.addEventListener("pointerup",(()=>{i&&clearTimeout(i),i=null})),r.addEventListener("dblclick",n),r.addEventListener(RERENDER_EVENT,(async e=>{e.stopPropagation();const A=t.parentElement,i=t.style.maxWidth,n=t.style.maxHeight,s=t.getAttribute("fileSource"),r="true"===t.getAttribute("onCanvas"),a=await createImgElement({fname:s,fwidth:t.getAttribute("w"),fheight:t.getAttribute("h"),style:t.getAttribute("class")},r);A.empty(),r||(a.style.maxHeight=n,a.style.maxWidth=i),a.setAttribute("fileSource",s),A.append(a)})),t},createImageDiv=async(e,A=!1)=>{const t=await createImgElement(e,A);return createDiv(e.style,(e=>e.append(t)))},processReadingMode=async(e,A)=>{var t;for(const i of e){const e=null===(t=i.getAttribute("src"))||void 0===t?void 0:t.split("#")[0];if(!e)continue;const n=metadataCache.getFirstLinkpathDest(e,A.sourcePath);if(n&&n instanceof obsidian_module.TFile&&plugin.isExcalidrawFile(n)){if(isTextOnlyEmbed(i))continue;i.parentElement.replaceChild(await processInternalEmbed(i,n),i)}}},processInternalEmbed=async(e,A)=>{const t={fname:"",fheight:"",fwidth:"",style:""},i=e.getAttribute("src");if(!i)return;e.removeClass("markdown-embed"),e.removeClass("inline-embed"),e.addClass("media-embed"),e.addClass("image-embed"),t.fwidth=e.getAttribute("width")?e.getAttribute("width"):getDefaultWidth(plugin),t.fheight=e.getAttribute("height");let n=e.getAttribute("alt");t.style="excalidraw-svg",processAltText(i.split("#")[0],n,t);const s=getEmbeddedFilenameParts(i);return t.fname=(null==A?void 0:A.path)+(s.hasBlockref||s.hasSectionref?s.linkpartReference:""),t.file=A,await createImageDiv(t)},processAltText=(e,A,t)=>{var i,n;if(A&&!A.startsWith(e)){const s=A.match(/[^\|\d]*\|?((\d*%?)x?(\d*%?))?\|?(.*)/);t.fwidth=null!==(i=s[2])&&void 0!==i?i:t.fwidth,t.fheight=null!==(n=s[3])&&void 0!==n?n:t.fheight,s[4]&&!s[4].startsWith(e)&&(t.style=`excalidraw-svg-${s[4]}`),s[4]&&""!==s[4]||s[2]&&""!==s[2]||!s[0]||""===s[0]||(t.style=`excalidraw-svg-${s[0]}`)}},isTextOnlyEmbed=e=>{const A=e.getAttribute("src");if(!A)return!0;const t=getEmbeddedFilenameParts(A);return!(t.hasArearef||t.hasGroupref||t.hasFrameref)&&(t.hasBlockref||t.hasSectionref)},tmpObsidianWYSIWYG=async(e,A)=>{const t=app.vault.getAbstractFileByPath(A.sourcePath);if(!(t instanceof obsidian_module.TFile))return;if(!plugin.isExcalidrawFile(t))return;if(A.remainingNestLevel<4)return;const i=A.containerEl;let n=i;for(;!n.hasClass("dataview")&&!n.hasClass("cm-preview-code-block")&&!n.hasClass("cm-embed-block")&&!n.hasClass("internal-embed")&&!n.hasClass("markdown-reading-view")&&!n.hasClass("markdown-embed")&&n.parentElement;)n=n.parentElement;if(n.hasClass("dataview")||n.hasClass("cm-preview-code-block")||n.hasClass("cm-embed-block"))return;const s={fname:A.sourcePath,fheight:"",fwidth:getDefaultWidth(plugin),style:"excalidraw-svg"};s.file=t;const r=n.hasClass("markdown-embed"),a=n.hasClass("markdown-reading-view");if(!n.hasClass("internal-embed")&&(r||a)){const A=Boolean(e.querySelector(".frontmatter"));if(e.empty(),!A)return void(e.parentElement===i&&i.removeChild(e));n.empty();const t=n.hasClass("canvas-node-content"),a=await createImageDiv(s,t);return r?(n.removeClass("markdown-embed"),n.removeClass("inline-embed"),n.addClass("media-embed"),n.addClass("image-embed"),!t&&a.firstChild instanceof HTMLElement&&(a.firstChild.style.maxHeight="100%",a.firstChild.style.maxWidth=null),void n.appendChild(a.firstChild)):void n.appendChild(a)}if(isTextOnlyEmbed(n))return;if(e.empty(),n.hasAttribute("ready"))return;n.setAttribute("ready",""),n.empty();const o=await processInternalEmbed(n,t);n.appendChild(o);let l=null;const c=new MutationObserver((e=>{var A;["alt","width","height"].contains(null===(A=e[0])||void 0===A?void 0:A.attributeName)&&(l&&clearTimeout(l),l=setTimeout((async()=>{l=null,n.empty();const e=await processInternalEmbed(n,t);n.appendChild(e)}),500))}));c.observe(n,{attributes:!0})},markdownPostProcessor=async(e,A)=>{var t;const i=e.querySelectorAll(".internal-embed");0!==i.length?Boolean(null===(t=A.frontmatter)||void 0===t?void 0:t.hasOwnProperty("excalidraw-plugin"))?e.style.display="none":await processReadingMode(i,A):tmpObsidianWYSIWYG(e,A)},hoverEvent=e=>{e.linktext?(plugin.hover.linkText=e.linktext,plugin.hover.sourcePath=e.sourcePath):plugin.hover.linkText=null},observer=new MutationObserver((async e=>{if(0==e.length)return;if(!plugin.hover.linkText)return;const A=metadataCache.getFirstLinkpathDest(plugin.hover.linkText,plugin.hover.sourcePath?plugin.hover.sourcePath:"");if(!A)return;if(!(A instanceof obsidian_module.TFile))return;if("excalidraw"!==A.extension)return;const t=getIMGFilename(A.path,"svg"),i=vault.getAbstractFileByPath(t);if(i&&i instanceof obsidian_module.TFile)return;const n=getIMGFilename(A.path,"png"),s=vault.getAbstractFileByPath(n);if(s&&s instanceof obsidian_module.TFile)return;if(!plugin.hover.linkText)return;if(1!=e.length)return;if(1!=e[0].addedNodes.length)return;if("popover hover-popover file-embed is-loaded"!=!e[0].addedNodes[0].classNames)return;const r=e[0].addedNodes[0];r.empty();const a=await getIMG({file:A,fname:A.path,fwidth:"300",fheight:null,style:"excalidraw-svg"}),o=createDiv("",(async e=>{e.appendChild(a),e.setAttribute("src",A.path),e.onClickEvent((A=>{A.stopImmediatePropagation();const t=e.getAttribute("src");t&&plugin.openDrawing(vault.getAbstractFileByPath(t),linkClickModifierType(A))}))}));r.appendChild(o)})),EXCALIDRAW_AUTOMATE_INFO=[{field:"plugin",code:null,desc:"The ExcalidrawPlugin object",after:""},{field:"elementsDict",code:null,desc:"The {} dictionary object, contains the ExcalidrawElements currently edited in Automate indexed by el.id",after:'[""]'},{field:"imagesDict",code:null,desc:"the images files including DataURL, indexed by fileId",after:'[""]'},{field:"style.strokeColor",code:"[string]",desc:"A valid css color. See <a onclick='window.open(\"https://www.w3schools.com/colors/default.asp\")'>W3 School Colors</a> for more.",after:""},{field:"style.backgroundColor",code:"[string]",desc:"A valid css color. See <a onclick='window.open(\"https://www.w3schools.com/colors/default.asp\")'>W3 School Colors</a> for more.",after:""},{field:"style.angle",code:"[number]",desc:"Rotation of the object in radian",after:""},{field:"style.fillStyle",code:"[string]",desc:"'hachure' | 'cross-hatch' | 'solid'",after:""},{field:"style.strokeWidth",code:"[number]",desc:null,after:""},{field:"style.strokeStyle",code:"[string]",desc:"'solid' | 'dashed' | 'dotted'",after:""},{field:"style.roughness",code:"[number]",desc:"0:Architect\n1:Artist\n2:Cartoonist",after:""},{field:"style.opacity",code:"[number]",desc:"100: Fully opaque\n0: Fully transparent",after:""},{field:"style.roundness",code:"[null | { type: RoundnessType; value?: number };]",desc:"set to null for 'sharp', else the stroke will be 'round'<br>type: 1==LEGACY,<br>2==PROPORTIONAL RADIUS,<br>3==ADAPTIVE RADIUS, value: adaptive factor defaults to 32",after:""},{field:"style.fontFamily",code:"[number]",desc:"1: Virgil, 2:Helvetica, 3:Cascadia, 4:LocalFont",after:""},{field:"style.fontSize",code:"[number]",desc:null,after:""},{field:"style.textAlign",code:"[string]",desc:"'left' | 'right' | 'center'",after:""},{field:"style.verticalAlign",code:"[string]",desc:"For future use, has no effect currently; 'top' | 'bottom' | 'middle'",after:""},{field:"style.startArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"style.endArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"canvas.theme",code:"[string]",desc:"'dark' | 'light'",after:""},{field:"canvas.viewBackgroundColor",code:"[string]",desc:"A valid css color.\nSee <a onclick='window.open(\"https://www.w3schools.com/colors/default.asp\")'>W3 School Colors</a> for more.",after:""},{field:"canvas.gridSize",code:"[number]",desc:null,after:""},{field:"setStrokeSharpness",code:"setStrokeSharpness(sharpness: number): void;",desc:"Set ea.style.roundness. 0: is the legacy value, 3: is the current default value, null is sharp",after:""},{field:"addToGroup",code:"addToGroup(objectIds: []): string;",desc:null,after:""},{field:"toClipboard",code:"toClipboard(templatePath?: string): void;",desc:"Copies current elements using template to clipboard, ready to be pasted into an excalidraw canvas",after:""},{field:"getSceneFromFile",code:"async getSceneFromFile(file: TFile): Promise<{elements: ExcalidrawElement[]; appState: AppState;}>;",desc:"returns the elements and appState from a file, if the file is not an excalidraw file, it will return null",after:""},{field:"getElements",code:"getElements(): ExcalidrawElement[];",desc:"Get all elements from ExcalidrawAutomate elementsDict",after:""},{field:"getElement",code:"getElement(id: string): ExcalidrawElement;",desc:"Get single element from ExcalidrawAutomate elementsDict",after:""},{field:"create",code:'create(params?: {filename?: string, foldername?: string, templatePath?: string, onNewPane?: boolean, silent?: boolean, frontmatterKeys?: { "excalidraw-plugin"?: "raw" | "parsed", "excalidraw-link-prefix"?: string, "excalidraw-link-brackets"?: boolean, "excalidraw-url-prefix"?: string,},}): Promise<string>;',desc:"Create a drawing and save it to filename.\nIf filename is null: default filename as defined in Excalidraw settings.\nIf folder is null: default folder as defined in Excalidraw settings\nReturns the path to the created file",after:""},{field:"createSVG",code:"createSVG(templatePath?: string, embedFont?: boolean, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,): Promise<SVGSVGElement>;",desc:"Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"createPNG",code:"createPNG(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,): Promise<any>;",desc:"Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"wrapText",code:"wrapText(text: string, lineLen: number): string;",desc:null,after:""},{field:"addRect",code:"addRect(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addDiamond",code:"addDiamond(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addEllipse",code:"addEllipse(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addBlob",code:"addBlob(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"refreshTextElementSize",code:"refreshTextElementSize(id: string);",desc:"Refreshes the size of the text element. Intended to be used when you copyViewElementsToEAforEditing() and then change the text in a text element and want to update the size of the text element to fit the modifid contents.",after:""},{field:"addText",code:'addText(topX: number, topY: number, text: string, formatting?: {wrapAt?: number; width?: number; height?: number; textAlign?: "left" | "center" | "right"; textVerticalAlign: "top" | "middle" | "bottom"; box?: boolean | "box" | "blob" | "ellipse" | "diamond"; boxPadding?: number; boxStrokeColor?: string;}, id?: string,): string;',desc:"If box is !null, then text will be boxed\nThe function returns the id of the TextElement. If the text element is boxed i.e. it is a sticky note, then the id of the container object",after:""},{field:"addLine",code:"addLine(points: [[x: number, y: number]]): string;",desc:null,after:""},{field:"addArrow",code:"addArrow(points: [[x: number, y: number]], formatting?: { startArrowHead?: string; endArrowHead?: string; startObjectId?: string; endObjectId?: string;},): string;",desc:null,after:""},{field:"addImage",code:"addImage(topX: number, topY: number, imageFile: TFile, scale?: boolean, anchor?: boolean): Promise<string>;",desc:"set scale to false if you want to embed the image at 100% of its original size. Default is true which will insert a scaled image. anchor will only be evaluated if scale is false. anchor true will add |100% to the end of the filename, resulting in an image that will always pop back to 100% when the source file is updated or when the Excalidraw file is reopened. ",after:""},{field:"addEmbeddable",code:"addEmbeddable(topX: number, topY: number, width: number, height: number, url?: string, file?: TFile): string;",desc:"Adds an iframe/webview (depending on content and platform) to the drawing. If url is not null then the iframe/webview will be loaded from the url. The url maybe a markdown link to an note in the Vault or a weblink. If url is null then the iframe/webview will be loaded from the file. Both the url and the file may not be null.",after:""},{field:"addLaTex",code:"addLaTex(topX: number, topY: number, tex: string): Promise<string>;",desc:null,after:""},{field:"connectObjects",code:"connectObjects(objectA: string, connectionA: ConnectionPoint, objectB: string, connectionB: ConnectionPoint, formatting?: {numberOfPoints?: number; startArrowHead?: string; endArrowHead?: string; padding?: number;},): string;",desc:'type ConnectionPoint = "top" | "bottom" | "left" | "right" | null\nWhen null is passed as ConnectionPoint then Excalidraw will automatically decide\nnumberOfPoints is the number of points on the line. Default is 0 i.e. line will only have a start and end point.\nArrowHead: "triangle"|"dot"|"arrow"|"bar"|null',after:""},{field:"addLabelToLine",code:"addLabelToLine(lineId: string, label: string): string;",desc:"Adds a text label to a line or arrow. Currently only works with a simple straight 2-point (start & end) line",after:""},{field:"clear",code:"clear(): void;",desc:"Clears elementsDict and imagesDict only",after:""},{field:"reset",code:"reset(): void;",desc:"clear() + reset all style values to default",after:""},{field:"isExcalidrawFile",code:"isExcalidrawFile(f: TFile): boolean;",desc:"Returns true if MD file is an Excalidraw file",after:""},{field:"targetView",code:"targetView: ExcalidrawView;",desc:"The Obsidian view currently edited",after:""},{field:"setView",code:'setView(view: ExcalidrawView | "first" | "active"): ExcalidrawView;',desc:null,after:""},{field:"getExcalidrawAPI",code:"getExcalidrawAPI(): any;",desc:"<a onclick='window.open(\"https://github.com/excalidraw/excalidraw/tree/master/src/packages/excalidraw#ref\")'>Excalidraw API</a>",after:""},{field:"getViewElements",code:"getViewElements(): ExcalidrawElement[];",desc:"Get elements in View",after:""},{field:"deleteViewElements",code:"deleteViewElements(el: ExcalidrawElement[]): boolean;",desc:null,after:""},{field:"getViewSelectedElement",code:"getViewSelectedElement(): ExcalidrawElement;",desc:"Get the selected element in the view, if more are selected, get the first",after:""},{field:"getViewSelectedElements",code:"getViewSelectedElements(): ExcalidrawElement[];",desc:null,after:""},{field:"getViewFileForImageElement",code:"getViewFileForImageElement(el: ExcalidrawElement): TFile | null;",desc:"Returns the TFile file handle for the image element",after:""},{field:"copyViewElementsToEAforEditing",code:"copyViewElementsToEAforEditing(elements: ExcalidrawElement[]): void;",desc:"Copies elements from view to elementsDict for editing",after:""},{field:"viewToggleFullScreen",code:"viewToggleFullScreen(forceViewMode?: boolean): void;",desc:null,after:""},{field:"connectObjectWithViewSelectedElement",code:"connectObjectWithViewSelectedElement(objectA: string, connectionA: ConnectionPoint, connectionB: ConnectionPoint, formatting?: {numberOfPoints?: number; startArrowHead?: string; endArrowHead?: string; padding?: number;},): boolean;",desc:"Connect an object to the selected element in the view\nSee tooltip for connectObjects for details",after:""},{field:"addElementsToView",code:"addElementsToView(repositionToCursor?: boolean, save?: boolean, newElementsOnTop?: boolean,shouldRestoreElements?: boolean,): Promise<boolean>;",desc:"Adds elements from elementsDict to the current view\nrepositionToCursor: default is false\nsave: default is true\nnewElementsOnTop: default is false, i.e. the new elements get to the bottom of the stack\nnewElementsOnTop controls whether elements created with ExcalidrawAutomate are added at the bottom of the stack or the top of the stack of elements already in the view\nNote that elements copied to the view with copyViewElementsToEAforEditing retain their position in the stack of elements in the view even if modified using EA",after:""},{field:"onDropHook",code:'onDropHook(data: {ea: ExcalidrawAutomate, event: React.DragEvent<HTMLDivElement>, draggable: any, type: "file" | "text" | "unknown", payload: {files: TFile[], text: string,}, excalidrawFile: TFile, view: ExcalidrawView, pointerPosition: { x: number, y: number},}): boolean;',desc:"If set Excalidraw will call this function onDrop events.\nA return of true will stop the default onDrop processing in Excalidraw.\n\ndraggable is the Obsidian draggable object\nfiles is the array of dropped files\nexcalidrawFile is the file receiving the drop event\nview is the excalidraw view receiving the drop.\npointerPosition is the pointer position on canvas at the time of drop.",after:""},{field:"mostRecentMarkdownSVG",code:"mostRecentMarkdownSVG: SVGSVGElement;",desc:"Markdown renderer will drop a copy of the most recent SVG here for debugging purposes",after:""},{field:"getEmbeddedFilesLoader",code:"getEmbeddedFilesLoader(isDark?: boolean): EmbeddedFilesLoader;",desc:"Utility function to generate EmbeddedFilesLoader object",after:""},{field:"getExportSettings",code:"getExportSettings(withBackground: boolean, withTheme: boolean,): ExportSettings;",desc:"Utility function to generate ExportSettings object",after:""},{field:"getBoundingBox",code:"getBoundingBox(elements: ExcalidrawElement[]): {topX: number, topY: number, width: number, height: number,};",desc:"Gets the bounding box of elements. The bounding box is the box encapsulating all of the elements completely.",after:""},{field:"getMaximumGroups",code:"getMaximumGroups(elements: ExcalidrawElement[]): ExcalidrawElement[][];",desc:"Elements grouped by the highest level groups",after:""},{field:"getLargestElement",code:"getLargestElement(elements: ExcalidrawElement[]): ExcalidrawElement;",desc:"Gets the largest element from a group. useful when a text element is grouped with a box, and you want to connect an arrow to the box",after:""},{field:"intersectElementWithLine",code:"intersectElementWithLine(element: ExcalidrawBindableElement, a: readonly [number, number], b: readonly [number, number], gap?: number,): Point[];",desc:"If gap is given, the element is inflated by this value.\nReturns 2 or 0 intersection points between line going through `a` and `b` and the `element`, in ascending order of distance from `a`.",after:""},{field:"getCommonGroupForElements",code:"getCommonGroupForElements(elements: ExcalidrawElement[]): string;",desc:"Gets the groupId for the group that contains all the elements, or null if such a group does not exist",after:""},{field:"getElementsInTheSameGroupWithElement",code:"getElementsInTheSameGroupWithElement(element: ExcalidrawElement, elements: ExcalidrawElement[]): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that share one or more groupIds with element.",after:""},{field:"activeScript",code:"activeScript: string;",desc:"Mandatory to set before calling the get and set ScriptSettings functions. Set automatically by the ScriptEngine\nSee for more details: <a onclick='window.open(\"https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html\")'>Script Engine Help</a>",after:""},{field:"getScriptSettings",code:"getScriptSettings(): {};",desc:"Returns script settings. Saves settings in plugin settings, under the activeScript key. See for more details: <a onclick='window.open(\"https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html\")'>Script Engine Help</a>",after:""},{field:"setScriptSettings",code:"setScriptSettings(settings: any): Promise<void>;",desc:"Sets script settings.\nSee for more details: <a onclick='window.open(\"https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html\")'>Script Engine Help</a>",after:""},{field:"openFileInNewOrAdjacentLeaf",code:"openFileInNewOrAdjacentLeaf(file: TFile): WorkspaceLeaf;",desc:"Open a file in a new workspaceleaf or reuse an existing adjacent leaf depending on Excalidraw Plugin Settings",after:""},{field:"measureText",code:"measureText(text: string): { width: number; height: number };",desc:"Measures text size based on current style settings",after:""},{field:"verifyMinimumPluginVersion",code:"verifyMinimumPluginVersion(requiredVersion: string): boolean;",desc:'Returns true if plugin version is >= than required\nrecommended use:\n<code>if(!ea.verifyMinimumPluginVersion || !ea.verifyMinimumPluginVersion("1.5.20")) {new Notice("message");return;}<code>',after:""},{field:"selectElementsInView",code:"selectElementsInView(elements: ExcalidrawElement[] | string[]):void;",desc:"You can supply a list of Excalidraw Elements or the string IDs of those elements. The elements provided will be set as selected in the targetView.",after:""},{field:"generateElementId",code:"generateElementId(): string;",desc:"Returns an 8 character long random id",after:""},{field:"cloneElement",code:"cloneElement(element: ExcalidrawElement): ExcalidrawElement;",desc:"Returns a clone of the element with a new element id",after:""},{field:"moveViewElementToZIndex",code:"moveViewElementToZIndex(elementId:number, newZIndex:number): void;",desc:"Moves the element to a specific position in the z-index",after:""},{field:"hexStringToRgb",code:"hexStringToRgb(color: string):number[];",desc:"Converts a HEX color to an RGB number array. #FF0000 to [255,0,0]",after:""},{field:"rgbToHexString",code:"rgbToHexString(color: number[]):string;",desc:"Converts an RGB number array to a HEX string. [255,0,0] to #FF0000",after:""},{field:"hslToRgb",code:"hslToRgb(color: number[]):number[];",desc:"Converts an HSL number array to an RGB number array. [0,100,50] to [255,0,0]",after:""},{field:"rgbToHsl",code:"rgbToHsl(color:number[]):number[];",desc:"Converts an RGB number array to an HSL number array. [255,0,0] to [0,100,50]",after:""},{field:"colorNameToHex",code:"colorNameToHex(color:string):string;",desc:"Converts a CSS color name to its HEX color equivalent. 'White' to #FFFFFF",after:""},{field:"obsidian",code:"obsidian",desc:"Access functions and objects available on the <a onclick='window.open(\"https://github.com/obsidianmd/obsidian-api/blob/master/obsidian.d.ts\")'>Obsidian Module</a>",after:""},{field:"getAttachmentFilepath",code:"async getAttachmentFilepath(filename: string): Promise<string>",desc:"This asynchronous function should be awaited. It retrieves the filepath to a new file, taking into account the attachments preference settings in Obsidian. If the attachment folder doesn't exist, it creates it. The function returns the complete path to the file. If the provided filename already exists, the function will append '_[number]' before the extension to generate a unique filename.",after:""},{field:"setViewModeEnabled",code:"setViewModeEnabled(enabled: boolean): void;",desc:"Sets Excalidraw in the targetView to view-mode",after:""},{field:"viewUpdateScene",code:"viewUpdateScene(scene:{elements?:ExcalidrawElement[],appState?: AppState,files?: BinaryFileData,commitToHistory?: boolean,},restore:boolean=false):void",desc:"Calls the ExcalidrawAPI updateScene function for the targetView. When restore=true, excalidraw will try to correct errors in the scene such as setting default values to missing element properties.",after:""},{field:"viewZoomToElements",code:"viewZoomToElements(selectElements: boolean,elements: ExcalidrawElement[]):void",desc:"Zoom tarteView to fit elements provided as input. elements === [] will zoom to fit the entire scene. SelectElements toggles whether the elements should be in a selected state at the end of the operation.",after:""},{field:"compressToBase64",code:"compressToBase64(str: string):string",desc:"Compresses String to a Base64 string using LZString",after:""},{field:"decompressFromBase64",code:"decompressFromBase64(str: string):string",desc:"Decompresses a base 64 compressed string using LZString",after:""}],EXCALIDRAW_SCRIPTENGINE_INFO=[{field:"inputPrompt",code:"inputPrompt: (header: string, placeholder?: string, value?: string, buttons?: {caption:string, tooltip?:string, action:Function}[], lines?: number, displayEditorButtons?: boolean, customComponents?: (container: HTMLElement) => void, blockPointerInputOutsideModal?: boolean);",desc:"Opens a prompt that asks for an input.\nReturns a string with the input.\nYou need to await the result of inputPrompt.\nEditor buttons are text editing buttons like delete, enter, allcaps - these are only displayed if lines is greater than 1 \nCustom components are components that you can add to the prompt. These will be displayed between the text input area and the buttons.\nblockPointerInputOutsideModal will block pointer input outside the modal. This is useful if you want to prevent the user accidently closing the modal or interacting with the excalidraw canvas while the prompt is open.\nbuttons.action(input: string) => string\nThe button action function will receive the actual input string. If action returns null, input will be unchanged. If action returns a string, input will receive that value when the promise is resolved. example:\n<code>let fileType = '';\nconst filename = await utils.inputPrompt (\n 'Filename',\n '',\n '',\n, [\n {\n caption: 'Markdown',\n action: ()=>{fileType='md';return;}\n },\n {\n caption: 'Excalidraw',\n action: ()=>{fileType='ex';return;}\n }\n ]\n);</code>",after:""},{field:"suggester",code:"suggester: (displayItems: string[], items: any[], hint?: string, instructions?:Instruction[]);",desc:"Opens a suggester. Displays the displayItems and returns the corresponding item from items[]\nYou need to await the result of suggester.\nIf the user cancels (ESC), suggester will return undefined\nHint and instructions are optional\n\n<code>interface Instruction {command: string;purpose: string;}</code>",after:""},{field:"scriptFile",code:"scriptFile: TFile",desc:"The TFile of the currently running script",after:""}],FRONTMATTER_KEYS_INFO=[{field:"plugin",code:null,desc:"Denotes an excalidraw file. If key is not present, the file will not be recognized as an Excalidarw file. Valid values are 'parsed' and 'raw'",after:": parsed"},{field:"link-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid internal link. Set to empty string if you do not want to show a prefix",after:': "📍"'},{field:"url-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid external link. Set to empty string if you do not want to show a prefix",after:': "🌐"'},{field:"link-brackets",code:null,desc:"Set to true, if you want to display [[square brackets]] around the links in Text Elements",after:": true"},{field:"default-mode",code:null,desc:"Specifies how Excalidraw should open by default. Valid values are: view|zen",after:": view"},{field:"linkbutton-opacity",code:null,desc:"The opacity of the blue link button in the top right of the element overriding the respective setting in plugin settings. Valid values are between 0 and 1, where 0 means the button is transparent.",after:": 0.5"},{field:"onload-script",code:null,desc:"The value of this field will be executed as javascript code using the Script Engine environment. Use this to initiate custom actions or logic when loading your drawing.",after:': "new Notice(`Hello World!\\n\\nFile: ${ea.targetView.file.basename}`);"'},{field:"font",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: Virgil|Cascadia|font_file_name.extension",after:": Virgil"},{field:"font-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"border-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"css",code:null,desc:'This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this front matter keys to your markdown document. Valid values are: "css-filename|css snippet"',after:': ""'},{field:"export-transparent",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Transparent / false == with background",after:": true"},{field:"export-dark",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Dark mode / false == light mode",after:": true"},{field:"export-padding",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects both SVG and PNG export. Specify the export padding for the image.",after:": 5"},{field:"export-pngscale",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects export to PNG. Specify the export scale for the image. The typical range is between 0.5 and 5, but you can experiment with other values as well.",after:": 1"},{field:"autoexport",code:null,desc:"Override autoexport settings for this file. Valid values are\nnone\nboth\npng\nsvg",after:": png"},{field:"iframe-theme",code:null,desc:"Override iFrame theme plugin-settings for this file. 'match' will match the Excalidraw theme, 'default' will match the obsidian theme. Valid values are\ndark\nlight\nauto\ndefault",after:": auto"}];class FieldSuggester extends obsidian_module.EditorSuggest{constructor(e){super(e.app),this.getSuggestions=e=>{const A=e.query.toLowerCase();return("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).map((e=>e.field)).filter((e=>e.toLowerCase().includes(A)))},this.plugin=e}onTrigger(e,A,t){var i,n,s,r,a;if(this.plugin.settings.fieldSuggester){const t=A.getLine(e.line).substring(0,e.ch),o=null!==(r=null!==(n=null===(i=t.match(/^excalidraw-(.*)$/))||void 0===i?void 0:i[1])&&void 0!==n?n:null===(s=t.match(/(^ea|\Wea)\.([\w\.]*)$/))||void 0===s?void 0:s[2])&&void 0!==r?r:null===(a=t.match(/(^utils|\Wutils)\.([\w\.]*)$/))||void 0===a?void 0:a[2];if(void 0!==o)return this.suggestType=t.match(/^excalidraw-(.*)$/)?"excalidraw":t.match(/(^ea|\Wea)\.([\w\.]*)$/)?"ea":"utils",this.latestTriggerInfo={end:e,start:{ch:e.ch-o.length,line:e.line},query:o},this.latestTriggerInfo}return null}renderSuggestion(e,A){const t=e.replace("ea"===this.suggestType?"ea.":"utils"===this.suggestType?"utils.":"excalidraw-",""),i=("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).find((A=>A.field===e));A.createEl("b",{text:t}),A.createEl("br"),i.code&&A.createEl("code",{text:i.code}),i.desc&&A.createDiv("div",(e=>e.innerHTML=i.desc))}selectSuggestion(e){var A;const{context:t}=this;if(t){const i="ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO,n=`${e}${null===(A=i.find((A=>A.field===e)))||void 0===A?void 0:A.after}`;if(t.editor.replaceRange(n,this.latestTriggerInfo.start,this.latestTriggerInfo.end),this.latestTriggerInfo.start.ch===this.latestTriggerInfo.end.ch){const e=this.latestTriggerInfo.end;e.ch+=n.length,t.editor.setCursor(e)}}}}class FrontmatterEditor{constructor(e){this.initialized=!1,this.dataWOfrontmatter=e;const A=(e=e.replaceAll("\r\n","\n").replaceAll("\r","\n")).split(/^---(?:.|\n)*(?:^---\n)/gm);2===A.length&&(this.dataWOfrontmatter=A[1],this.frontmatterStr=e.match(/^---((?:.|\n)*)(?:^---\n)/gm)[0].replaceAll(/(^---\n|^\n)/gm,"").trim()+"\n",this.initialized=!0)}hasKey(e){if(!this.initialized)return!1;const A=new RegExp(`^${e}:`,"gm");return Boolean(this.frontmatterStr.match(A))}setKey(e,A){if(this.initialized)if(A=A.replaceAll("\r\n","\n").replaceAll("\r","\n").replaceAll(":",";").trim().split("\n").join(" "),this.hasKey(e)){const t=new RegExp(`^${e}:.*\\n(?:\\s\\s.*\\n)*`,"gm");this.frontmatterStr=this.frontmatterStr.split(t).join("\n").trim()+`\n${e}: ${A}`}else this.frontmatterStr=this.frontmatterStr.trim()+`\n${e}: ${A}`}get data(){return this.initialized?["---",this.frontmatterStr,"---",this.dataWOfrontmatter].join("\n"):this.dataWOfrontmatter}}const TASKBONE_URL="https://api.taskbone.com/",TASKBONE_OCR_FN="execute?id=60f394af-85f6-40bc-9613-5d26dc283cbb";class Taskbone{get apiKey(){return this.plugin.settings.taskboneAPIkey}constructor(e){this.plugin=e}async initialize(e=!0){var A;if(""!==this.plugin.settings.taskboneAPIkey)return;const t=await obsidian_module.requestUrl({url:`${TASKBONE_URL}users/excalidraw-obsidian/identities`,method:"post",contentType:"application/json",throw:!1});if(!t)return;const i=null===(A=t.json)||void 0===A?void 0:A.apiKey;return i&&"string"==typeof i&&(e&&await this.plugin.loadSettings(),this.plugin.settings.taskboneAPIkey=i,e&&await this.plugin.saveSettings()),i}async getTextForView(e,A){await e.forceSave(!0);const t=e.excalidrawAPI.getSceneElements().filter((A=>{var t;return"freedraw"===A.type||"image"===A.type&&!this.plugin.isExcalidrawFile(null===(t=e.excalidrawData.getFile(A.fileId))||void 0===t?void 0:t.file)}));if(0===t.length)return void new obsidian_module.Notice("Aborting OCR because there are no image or freedraw elements on the canvas.",4e3);const i=new FrontmatterEditor(e.data);if(i.hasKey("taskbone-ocr")&&!A)return void new obsidian_module.Notice("The drawing has already been processed, you will find the result in the frontmatter in markdown view mode. If you ran the command from the Obsidian Panel in Excalidraw then you can CTRL(CMD)+click the command to force the rescaning.",4e3);const n=this.plugin.ea.getBoundingBox(t),s=n.width*n.height,r=Math.sqrt(36e4/s),a=Math.sqrt(s/16e6),o=r>1?r:a>1?1/a:1,l=new EmbeddedFilesLoader(this.plugin,!1),c=await createPNG(e.file.path+"#^taskbone",o,{withBackground:!0,withTheme:!0},l,"light",null,null,[],this.plugin,0),g=await this.getTextForImage(c);g&&(i.setKey("taskbone-ocr",g),e.data=i.data,e.save(!1),window.navigator.clipboard.writeText(g),new obsidian_module.Notice("I placed the recognized in the drawing's frontmatter and onto the system clipboard."))}async getTextForImage(e){const A=TASKBONE_URL+TASKBONE_OCR_FN;""===this.apiKey&&await this.initialize();const t={records:[{image:await blobToBase64(e)}]},i=await obsidian_module.requestUrl({url:A,method:"post",contentType:"application/json",body:JSON.stringify(t),headers:{authorization:`Bearer ${this.apiKey}`},throw:!1}),n=null==i?void 0:i.json;return n&&200===i.status?n.records[0].text:(new obsidian_module.Notice("Something went wrong while processing your request. Please check developer console for more information"),void log(i))}}const STYLE_VARIABLES=["--background-modifier-cover","--background-primary-alt","--background-secondary","--background-secondary-alt","--background-modifier-border","--text-normal","--text-muted","--text-accent","--text-accent-hover","--text-faint","--text-highlight-bg","--text-highlight-bg-active","--text-selection","--interactive-normal","--interactive-hover","--interactive-accent","--interactive-accent-hover","--scrollbar-bg","--scrollbar-thumb-bg","--scrollbar-active-thumb-bg"],EXCALIDRAW_CONTAINER_CLASS="excalidraw__embeddable__outer";class StylesManager{constructor(e){this.stylesMap=new Map,this.plugin=e,e.app.workspace.onLayoutReady((async()=>{await this.harvestStyles(),getAllWindowDocuments(e.app).forEach((e=>{this.copyPropertiesToTheme(e)})),e.registerEvent(e.app.workspace.on("css-change",(async()=>{await this.harvestStyles(),getAllWindowDocuments(e.app).forEach((e=>{this.copyPropertiesToTheme(e)}))}))),e.registerEvent(e.app.workspace.on("window-open",((e,A)=>{this.stylesMap.set(e.doc,{light:document.head.querySelector('style[id="excalidraw-embedded-light"]'),dark:document.head.querySelector('style[id="excalidraw-embedded-dark"]')})}))),e.registerEvent(e.app.workspace.on("window-open",((e,A)=>{this.stylesMap.delete(e.doc)})))}))}unload(){for(const[e,A]of this.stylesMap)e.head.removeChild(A.light),e.head.removeChild(A.dark)}async harvestStyles(){const e=document.body,A=document.createElement("iframe");A.style.display="none",e.appendChild(A);const t=new Promise((e=>{A.addEventListener("load",(()=>e()))})),i=A.contentWindow.document,n=A.contentWindow;i.open(),i.write(`<head>${document.head.innerHTML}</head>`),i.close(),await t;const s=A.contentWindow.document.body;s.setAttribute("style",e.getAttribute("style")),s.setAttribute("class",e.getAttribute("class"));const r=e=>{s.classList.remove("theme-light"),s.classList.remove("theme-dark"),s.classList.add(e)},a=()=>{const e=n.getComputedStyle(s),A={};for(const t of STYLE_VARIABLES)A[t]=e.getPropertyValue(t);const t=this.plugin.ea.getCM(e.getPropertyValue("--background-primary"));return t.alphaTo(.9),A["--background-primary"]=t.stringHEX(),Object.entries(A).map((([e,A])=>`${e}: ${A} !important;`)).join(" ")};r("theme-light"),this.styleLight=a(),r("theme-dark"),this.styleDark=a(),e.removeChild(A)}copyPropertiesToTheme(e){const A=this.stylesMap.get(e);if(A)A.light.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-light {\n${this.styleLight}\n}`,A.dark.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-dark {\n${this.styleDark}\n}`;else{const A=e.createElement("style");A.type="text/css",A.setAttribute("id","excalidraw-embedded-light"),A.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-light {\n${this.styleLight}\n}`,e.head.appendChild(A);const t=e.createElement("style");t.type="text/css",t.setAttribute("id","excalidraw-embedded-dark"),t.innerHTML=`.${EXCALIDRAW_CONTAINER_CLASS} .theme-dark {\n${this.styleDark}\n}`,e.head.appendChild(t),this.stylesMap.set(e,{light:A,dark:t})}}}const MATHJAX_SOURCE_LZCOMPRESSED="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";class ExcalidrawPlugin extends obsidian_module.Plugin{constructor(e,A){super(e,A),this.excalidrawFiles=new Set,this.excalidrawFileModes={},this._loaded=!1,this.activeExcalidrawView=null,this.lastActiveExcalidrawFilePath=null,this.hover={linkText:null,sourcePath:null},this.opencount=0,this.filesMaster=null,this.equationsMaster=null,this.mermaidsMaster=null,this.mathjax=null,this.mathjaxLoaderFinished=!1,this.fourthFontDef=VIRGIL_FONT,this.packageMap=new WeakMap,this.leafChangeTimeout=null,this.removeEventLisnters=[],this.popScope=null,this.filesMaster=new Map,this.equationsMaster=new Map,this.mermaidsMaster=new Map}get locale(){return LOCALE}getPackage(e){if(e===window)return{react:react,reactDOM:reactDOM,excalidrawLib:excalidrawLib};if(this.packageMap.has(e))return this.packageMap.get(e);const{react:A,reactDOM:t,excalidrawLib:i}=e.eval.call(e,`(function() {\n ${lzStringExports.decompressFromBase64(EXCALIDRAW_PACKAGES)};\n return {react:React,reactDOM:ReactDOM,excalidrawLib:ExcalidrawLib};\n })()`);return this.packageMap.set(e,{react:A,reactDOM:t,excalidrawLib:i}),{react:A,reactDOM:t,excalidrawLib:i}}async onload(){if(obsidian_module.addIcon(ICON_NAME,EXCALIDRAW_ICON),obsidian_module.addIcon("ScriptEngine",SCRIPTENGINE_ICON),obsidian_module.addIcon("export-img",EXPORT_IMG_ICON),await this.loadSettings({reEnableAutosave:!0}),await obsidian_module.loadMermaid(),this.addSettingTab(new ExcalidrawSettingTab(this.app,this)),this.ea=await initExcalidrawAutomate(this),this.registerView("excalidraw",(e=>new ExcalidrawView(e,this))),this.registerExtensions(["excalidraw"],"excalidraw"),this.addMarkdownPostProcessor(),this.registerInstallCodeblockProcessor(),this.addThemeObserver(),this.experimentalFileTypeDisplayToggle(this.settings.experimentalFileType),this.registerCommands(),this.registerEventListeners(),this.initializeFourthFont(),this.registerEditorSuggest(new FieldSuggester(this)),this.registerMonkeyPatches(),this.stylesManager=new StylesManager(this),this.settings.showReleaseNotes){const e="0.0.0"===this.settings.previousRelease;isVersionNewerThanOther(PLUGIN_VERSION,this.settings.previousRelease)&&new ReleaseNotes(this.app,this,e?null:PLUGIN_VERSION).open()}this.switchToExcalidarwAfterLoad(),this.loadMathJax();const e=this;this.app.workspace.onLayoutReady((()=>{this.scriptEngine=new ScriptEngine(e),imageCache.initializeDB(e)})),this.taskbone=new Taskbone(this)}initializeFourthFont(){this.app.workspace.onLayoutReady((async()=>{const e=await getFontDataURL(this.app,this.settings.experimantalFourthFont,"","LocalFont"),A=""===e.dataURL?VIRGIL_DATAURL:e.dataURL;this.fourthFontDef=e.fontDef;const t=new Set;app.workspace.iterateAllLeaves((e=>{const i=app.isMobile?document:e.view.containerEl.ownerDocument;if(!i)return;if(t.has(i))return;t.add(i);const n=i.createElement("style");n.id="local-font-stylesheet",n.textContent=`\n @font-face {\n font-family: 'LocalFont';\n src: url("${A}");\n font-display: swap;\n }\n `;const s=i.getElementById(n.id);i.head.appendChild(n),s&&i.head.removeChild(s),i.fonts.load("20px LocalFont")}))}))}removeMathJax(){"ExcalidrawMathJax"in window&&delete window.ExcalidrawMathJax;const e=document.getElementById("ExcalidrawMathJax");e&&e.parentNode.removeChild(e)}loadMathJax(){const e=this;this.app.workspace.onLayoutReady((async()=>{await obsidian_module.loadMathJax();try{this.removeMathJax();const A=document.createElement("script");A.setAttribute("id","ExcalidrawMathJax"),A.type="text/javascript",A.onload=()=>{window.ExcalidrawMathJax.startup.pagePromise.then((async()=>{window.ExcalidrawMathJax=Object.assign(Object.assign({},window.ExcalidrawMathJax),{options:Object.assign(Object.assign({},window.ExcalidrawMathJax.options),{tex:{packages:{"[+]":["all"]}}})});const A=this.app.vault.getAbstractFileByPath("preamble.sty"),t=A&&A instanceof obsidian_module.TFile?await this.app.vault.read(A):null;try{t&&await window.ExcalidrawMathJax.tex2svg(t)}catch(A){errorlog({where:e.loadMathJax,description:"Unexpected error while loading preamble.sty",error:A})}e.mathjax=window.ExcalidrawMathJax,e.mathjaxLoaderFinished=!0}))},A.src="data:text/javascript;base64,"+lzStringExports.decompressFromBase64(MATHJAX_SOURCE_LZCOMPRESSED),document.head.appendChild(A)}catch(A){new obsidian_module.Notice("Excalidraw: Error initializing LaTeX support"),e.mathjaxLoaderFinished=!0}}))}switchToExcalidarwAfterLoad(){const e=this;this.app.workspace.onLayoutReady((()=>{let A;for(A of app.workspace.getLeavesOfType("markdown"))A.view instanceof obsidian_module.MarkdownView&&e.isExcalidrawFile(A.view.file)&&(e.excalidrawFileModes[A.id||A.view.file.path]="excalidraw",e.setExcalidrawView(A))}))}forceSaveActiveView(e){if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.forceSave(),!0)}registerInstallCodeblockProcessor(){const e=async(e,A)=>{let t=null;try{const e=A.parentElement.querySelector(`a[href="#${A.previousElementSibling.getAttribute("data-heading")}"]`);e.style.paddingRight="10px",t=e.parentElement.createEl("button",null,(e=>{e.setText(t$d("UPDATE_SCRIPT")),e.addClass("mod-muted"),e.style.backgroundColor="var(--interactive-success)",e.style.display="none"}))}catch(A){errorlog({where:"this.registerInstallCodeblockProcessor",source:e,error:A})}e=e.trim(),A.createEl("button",null,(async A=>{var i;const n=e=>{switch(t&&(t.style.display="none"),e){case"CHECKING":A.setText(t$d("CHECKING_SCRIPT")),A.style.backgroundColor="var(--interactive-normal)";break;case"INSTALL":A.setText(t$d("INSTALL_SCRIPT")),A.style.backgroundColor="var(--interactive-accent)";break;case"UPTODATE":A.setText(t$d("UPTODATE_SCRIPT")),A.style.backgroundColor="var(--interactive-normal)";break;case"UPDATE":A.setText(t$d("UPDATE_SCRIPT")),A.style.backgroundColor="var(--interactive-success)",t&&(t.style.display=null);break;case"ERROR":A.setText(t$d("UNABLETOCHECK_SCRIPT")),A.style.backgroundColor="var(--interactive-normal)"}};A.addClass("mod-muted");let s=e;try{s=decodeURI(e)}catch(A){errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",source:e,error:A})}const r=s.substring(s.lastIndexOf("/")+1),a=`${this.settings.scriptFolderPath}/Downloaded`,o=app.vault.getFiles().filter((e=>e.path.startsWith(a)&&e.name===r)).sort(((e,A)=>e.path>A.path?1:-1));let l=o[0];const c=null!==(i=null==l?void 0:l.path)&&void 0!==i?i:`${a}/${r}`,g=getIMGFilename(c,"svg");let u=this.app.vault.getAbstractFileByPath(g);if(n(l?"CHECKING":"INSTALL"),A.onclick=async()=>{const A=async(e,A,t)=>{const i=await obsidian_module.request({url:e});return!i||i.startsWith("404: Not Found")?null:(A?await this.app.vault.modify(A,i):(await checkAndCreateFolder(a),A=await this.app.vault.create(t,i)),A)};try{if(l=await A(e,l,c),!l)throw n("ERROR"),"File not found";u=await A(getIMGFilename(e,"svg"),u,g),n("UPTODATE"),0===Object.keys(this.scriptEngine.scriptIconMap).length&&this.scriptEngine.loadScripts(),new obsidian_module.Notice(`Installed: ${l.basename}`)}catch(e){new obsidian_module.Notice(`Error installing script: ${r}`),errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",error:e})}},t&&(t.onclick=A.onclick),!(l&&l instanceof obsidian_module.TFile))return;const d=new Map;JSON.parse(await obsidian_module.request({url:"https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/directory-info.json"})).forEach((e=>d.set(e.fname,e.mtime)));const h=(e,A)=>{if(0===d.size||!d.has(e))return"ERROR";const t=d.get(e);return!A||t>A.stat.mtime?"UPDATE":"UPTODATE"},m=h(r,l),p=h(getIMGFilename(r,"svg"),u&&u instanceof obsidian_module.TFile?u:null);n("UPTODATE"===m&&"UPTODATE"===p||"UPTODATE"===m&&"ERROR"===p?"UPTODATE":"ERROR"===m?"ERROR":"UPDATE"===m||"UPDATE"===p?"UPDATE":"UPTODATE")}))};this.registerMarkdownCodeBlockProcessor(SCRIPT_INSTALL_CODEBLOCK,(async(A,t)=>{t.addEventListener(RERENDER_EVENT,(async i=>{i.stopPropagation(),t.empty(),e(A,t)})),e(A,t)}))}addMarkdownPostProcessor(){initializeMarkdownPostProcessor(this),this.registerMarkdownPostProcessor(markdownPostProcessor),this.registerEvent(this.app.workspace.on("hover-link",hoverEvent)),this.observer=observer,this.observer.observe(document,{childList:!0,subtree:!0})}addThemeObserver(){this.themeObserver=new MutationObserver((async e=>{var A,t,i,n,s,r,a,o;if(!this.settings.matchThemeTrigger)return;if((null===(A=e[0])||void 0===A?void 0:A.oldValue)===(null===(i=null===(t=e[0])||void 0===t?void 0:t.target)||void 0===i?void 0:i.getAttribute("class")))return;if((null===(s=null===(n=e[0])||void 0===n?void 0:n.oldValue)||void 0===s?void 0:s.includes("theme-dark"))===(null===(o=null===(a=null===(r=e[0])||void 0===r?void 0:r.target)||void 0===a?void 0:a.classList)||void 0===o?void 0:o.contains("theme-dark")))return;const l=isObsidianThemeDark()?"dark":"light";this.app.workspace.getLeavesOfType("excalidraw").forEach((e=>{const A=e.view;A.file&&A.excalidrawRef&&A.setTheme(l)}))})),this.themeObserver.observe(document.body,{attributeOldValue:!0,attributeFilter:["class"]})}experimentalFileTypeDisplayToggle(e){e?this.experimentalFileTypeDisplay():(this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.fileExplorerObserver=null)}experimentalFileTypeDisplay(){const e=e=>{if(1!=e.childElementCount)return;const A=e.getAttribute("data-path");if(!A)return;const t=this.app.vault.getAbstractFileByPath(A);t&&t instanceof obsidian_module.TFile&&this.isExcalidrawFile(t)&&e.insertBefore(createDiv({cls:"nav-file-tag",text:this.settings.experimentalFileTag}),e.firstChild)};this.fileExplorerObserver=new MutationObserver((A=>{const t=A.filter((e=>e.addedNodes.length>0));t.forEach((A=>{A.addedNodes.forEach((A=>{A instanceof Element&&A.querySelectorAll(".nav-file-title").forEach(e)}))}))}));const A=this;this.app.workspace.onLayoutReady((()=>{document.querySelectorAll(".nav-file-title").forEach(e),A.fileExplorerObserver.observe(document.querySelector(".workspace"),{childList:!0,subtree:!0})}))}registerCommands(){this.openDialog=new OpenFileDialog(this.app,this),this.insertLinkDialog=new InsertLinkDialog(this.app),this.insertCommandDialog=new InsertCommandDialog(this.app),this.insertImageDialog=new InsertImageDialog(this),this.importSVGDialog=new ImportSVGDialog(this),this.insertMDDialog=new InsertMDDialog(this),this.addRibbonIcon(ICON_NAME,t$d("CREATE_NEW"),(async e=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),linkClickModifierType(emulateCTRLClickForLinks(e)))})),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{e.addItem((e=>{e.setTitle(t$d("CREATE_NEW")).setIcon(ICON_NAME).onClick((e=>{let t=A.path;A instanceof obsidian_module.TFile&&(t=obsidian_module.normalizePath(A.path.substr(0,A.path.lastIndexOf(A.name)))),this.createAndOpenDrawing(getDrawingFilename(this.settings),linkClickModifierType(emulateCTRLClickForLinks(e)),t)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{A instanceof obsidian_module.TFile&&"excalidraw"==A.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_KEEP_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(A,!1,!1)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{A instanceof obsidian_module.TFile&&"excalidraw"==A.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_REPLACE_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(A,!0,!0)}))}))}))),this.addCommand({id:"excalidraw-disable-autosave",name:t$d("TEMPORARY_DISABLE_AUTOSAVE"),checkCallback:e=>!!this.settings.autosave&&(e||(this.settings.autosave=!1),!0)}),this.addCommand({id:"excalidraw-enable-autosave",name:t$d("TEMPORARY_ENABLE_AUTOSAVE"),checkCallback:e=>!this.settings.autosave&&(e||(this.settings.autosave=!0),!0)}),this.addCommand({id:"excalidraw-download-lib",name:t$d("DOWNLOAD_LIBRARY"),callback:this.exportLibrary}),this.addCommand({id:"excalidraw-open",name:t$d("OPEN_EXISTING_NEW_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!0)}}),this.addCommand({id:"excalidraw-open-on-current",name:t$d("OPEN_EXISTING_ACTIVE_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!1)}}),this.addCommand({id:"excalidraw-insert-transclusion",name:t$d("TRANSCLUDE"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(this.openDialog.start(openDialogAction.insertLinkToDrawing,!1),!0)}),this.addCommand({id:"excalidraw-insert-last-active-transclusion",name:t$d("TRANSCLUDE_MOST_RECENT"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView))&&null!=this.lastActiveExcalidrawFilePath;const A=this.app.vault.getAbstractFileByPath(this.lastActiveExcalidrawFilePath);return A instanceof obsidian_module.TFile&&(this.embedDrawing(A),!0)}}),this.addCommand({id:"excalidraw-autocreate",name:t$d("NEW_IN_NEW_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"new-pane")}}),this.addCommand({id:"excalidraw-autocreate-newtab",name:t$d("NEW_IN_NEW_TAB"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"new-tab")}}),this.addCommand({id:"excalidraw-autocreate-on-current",name:t$d("NEW_IN_ACTIVE_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane")}}),this.addCommand({id:"excalidraw-autocreate-popout",name:t$d("NEW_IN_POPOUT_WINDOW"),checkCallback:e=>{if(e)return!app.isMobile;this.createAndOpenDrawing(getDrawingFilename(this.settings),"popout-window")}});const e=async e=>{const A=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!A)return;const t=getEmbedFilename(A.file.basename,this.settings),i=this.settings.embedUseExcalidrawFolder?null:(await getAttachmentsFolderAndFilePath(this.app,A.file.path,t)).folder,n=await this.createDrawing(t,i);await this.embedDrawing(n),this.openDrawing(n,e,!0,void 0,!0)};this.addCommand({id:"excalidraw-autocreate-and-embed",name:t$d("NEW_IN_NEW_PANE_EMBED"),checkCallback:A=>A?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(e("new-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-new-tab",name:t$d("NEW_IN_NEW_TAB_EMBED"),checkCallback:A=>A?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(e("new-tab"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-on-current",name:t$d("NEW_IN_ACTIVE_PANE_EMBED"),checkCallback:A=>A?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(e("active-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-popout",name:t$d("NEW_IN_POPOUT_WINDOW_EMBED"),checkCallback:A=>A?!app.isMobile&&Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(e("popout-window"),!0)}),this.addCommand({id:"run-ocr",name:t$d("RUN_OCR"),checkCallback:e=>{const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return e?Boolean(A):!!A&&(this.settings.taskboneEnabled?(this.taskbone.getTextForView(A,!1),!0):(new obsidian_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"search-text",name:t$d("SEARCH"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(search(A),!0)}}),this.addCommand({id:"fullscreen",name:t$d("TOGGLE_FULLSCREEN"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.isFullscreen()?A.exitFullscreen():A.gotoFullscreen(),!0)}}),this.addCommand({id:"disable-binding",name:t$d("TOGGLE_DISABLEBINDING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.toggleDisableBinding(),!0)}}),this.addCommand({id:"disable-framerendering",name:t$d("TOGGLE_FRAME_RENDERING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.toggleFrameRendering(),!0)}}),this.addCommand({id:"disable-frameclipping",name:t$d("TOGGLE_FRAME_CLIPPING"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.toggleFrameClipping(),!0)}}),this.addCommand({id:"export-image",name:t$d("EXPORT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.exportDialog||(A.exportDialog=new ExportDialog(this,A,A.file),A.exportDialog.createForm()),A.exportDialog.open(),!0)}}),this.forceSaveCommand=this.addCommand({id:"save",hotkeys:[{modifiers:["Ctrl"],key:"s"}],name:t$d("FORCE_SAVE"),checkCallback:e=>this.forceSaveActiveView(e)}),this.addCommand({id:"toggle-lock",hotkeys:[{modifiers:["Ctrl","Shift"],key:"e"}],name:t$d("TOGGLE_LOCK"),checkCallback:e=>{if(e)return!!Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView))&&!this.app.workspace.getActiveViewOfType(ExcalidrawView).compatibilityMode;const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!A||A.compatibilityMode||(A.changeTextMode(A.textMode===TextMode.parsed?TextMode.raw:TextMode.parsed),0))}}),this.addCommand({id:"scriptengine-store",name:t$d("INSTALL_SCRIPT_BUTTON"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView)):(new ScriptInstallPrompt(this).open(),!0)}),this.addCommand({id:"delete-file",name:t$d("DELETE_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(A){this.ea.reset(),this.ea.setView(A);const e=this.ea.getViewSelectedElement();if("image"!==e.type)return new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0;const t=this.ea.getViewFileForImageElement(e);return t?(this.app.vault.delete(t),this.ea.deleteViewElements([e]),!0):(new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0)}return!1}}),this.addCommand({id:"insert-link",hotkeys:[{modifiers:["Ctrl","Shift"],key:"k"}],name:t$d("INSERT_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.insertLinkDialog.start(A.file.path,A.addText),!0)}}),this.addCommand({id:"insert-command",name:t$d("INSERT_COMMAND"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.insertCommandDialog.start(A.addText),!0)}}),this.addCommand({id:"insert-link-to-element",hotkeys:[{modifiers:["Ctrl","Shift"],key:"k"}],name:t$d("INSERT_LINK_TO_ELEMENT_NORMAL"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.copyLinkToSelectedElementToClipboard(""),!0)}}),this.addCommand({id:"insert-link-to-element-group",name:t$d("INSERT_LINK_TO_ELEMENT_GROUP"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.copyLinkToSelectedElementToClipboard("group="),!0)}}),this.addCommand({id:"insert-link-to-element-frame",name:t$d("INSERT_LINK_TO_ELEMENT_FRAME"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.copyLinkToSelectedElementToClipboard("frame="),!0)}}),this.addCommand({id:"insert-link-to-element-area",name:t$d("INSERT_LINK_TO_ELEMENT_AREA"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.copyLinkToSelectedElementToClipboard("area="),!0)}}),this.addCommand({id:"toggle-lefthanded-mode",name:t$d("TOGGLE_LEFTHANDED_MODE"),checkCallback:e=>{if(e){if(this.app.workspace.getActiveViewOfType(ExcalidrawView)){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView),A=null==e?void 0:e.excalidrawAPI;return!!A&&!!A.getAppState().trayModeEnabled}return!1}return this.app.workspace.getActiveViewOfType(ExcalidrawView),(async()=>{const e=this.settings.isLeftHanded;await this.loadSettings({applyLefthandedMode:!1}),this.settings.isLeftHanded=!e,this.saveSettings(),setLeftHandedMode(!e),setTimeout((()=>setLeftHandedMode(!e)))})(),!0}}),this.addCommand({id:"reset-image-to-100",name:t$d("RESET_IMG_TO_100"),checkCallback:e=>{const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!A)return!1;if(!A.excalidrawAPI)return!1;const t=A.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==t.length)return e||new obsidian_module.Notice("Select a single image element and try again"),!1;const i=t[0];return A.excalidrawData.getFile(i.fileId)?!!e||void(async()=>{const e=new ExcalidrawAutomate(this,A),n=await e.getOriginalImageSize(i);if(n){e.copyViewElementsToEAforEditing(t);const A=e.getElement(i.id);A.width=n.width,A.height=n.height,e.addElementsToView(!1,!1,!1)}})():(e||new obsidian_module.Notice("Select a single image element and try again"),!1)}}),this.addCommand({id:"insert-image",name:t$d("INSERT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.insertImageDialog.start(A),!0)}}),this.addCommand({id:"import-svg",name:t$d("IMPORT_SVG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.importSVGDialog.start(A),!0)}}),this.addCommand({id:"release-notes",name:t$d("READ_RELEASE_NOTES"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView)):(new ReleaseNotes(this.app,this,PLUGIN_VERSION).open(),!0)}),this.addCommand({id:"tray-mode",name:t$d("TRAY_MODE"),checkCallback:e=>{if(e){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!e||!e.excalidrawRef)return!1;const A=e.excalidrawAPI.getAppState();return!A.zenModeEnabled&&!A.viewModeEnabled}const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!A||!A.excalidrawAPI||(A.toggleTrayMode(),0))}}),this.addCommand({id:"insert-md",name:t$d("INSERT_MD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.insertMDDialog.start(A),!0)}}),this.addCommand({id:"insert-pdf",name:t$d("INSERT_PDF"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(new InsertPDFModal(this,A).open(),!0)}}),this.addCommand({id:"universal-add-file",name:t$d("UNIVERSAL_ADD_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(new UniversalInsertFileModal(this,A).open(),!0)}}),this.addCommand({id:"insert-LaTeX-symbol",name:t$d("INSERT_LATEX"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(insertLaTeXToView(A),!0)}}),this.addCommand({id:"toggle-excalidraw-view",name:t$d("TOGGLE_MODE"),checkCallback:e=>{const A=this.app.workspace.getActiveFile();if(!A)return!1;const t=this.isExcalidrawFile(A);if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView))?!this.app.workspace.getActiveViewOfType(ExcalidrawView).compatibilityMode:t;const i=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(i){const e=i.leaf;return this.excalidrawFileModes[e.id||A.path]="markdown",void this.setMarkdownView(e)}const n=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(n&&t){const e=n.leaf;return this.excalidrawFileModes[e.id||A.path]="excalidraw",void this.setExcalidrawView(e)}}}),this.addCommand({id:"convert-to-excalidraw",name:t$d("CONVERT_NOTE_TO_EXCALIDRAW"),checkCallback:e=>{const A=this.app.workspace.getActiveFile(),t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!A||!t)return!1;const i=0===A.stat.size;if(e)return i;i&&(async()=>{await this.app.vault.modify(A,await this.getBlankDrawing()),this.setExcalidrawView(t.leaf)})()}}),this.addCommand({id:"convert-excalidraw",name:t$d("CONVERT_EXCALIDRAW"),checkCallback:e=>{if(e){const e=this.app.vault.getFiles().filter((e=>"excalidraw"==e.extension));return e.length>0}return this.convertExcalidrawToMD(),!0}})}async convertSingleExcalidrawToMD(e,A=!1,t=!1){const i=await this.app.vault.read(e),n=e.name.substring(0,e.name.lastIndexOf(".excalidraw"))+(A?".md":".excalidraw.md"),s=getNewUniqueFilepath(this.app.vault,n,obsidian_module.normalizePath(e.path.substring(0,e.path.lastIndexOf(e.name))));log(s);const r=await this.app.vault.create(s,FRONTMATTER+await this.exportSceneToMD(i));return this.settings.keepInSync&&EXPORT_TYPES.forEach((A=>{const t=e.path.substring(0,e.path.lastIndexOf(".excalidraw"))+A,i=this.app.vault.getAbstractFileByPath(obsidian_module.normalizePath(t));if(i&&i instanceof obsidian_module.TFile){const e=s.substring(0,s.lastIndexOf(".md"))+A;this.app.fileManager.renameFile(i,e)}})),t||this.app.vault.delete(e),r}async convertExcalidrawToMD(e=!1,A=!1){const t=this.app.vault.getFiles().filter((e=>"excalidraw"==e.extension));for(const i of t)this.convertSingleExcalidrawToMD(i,e,A);new obsidian_module.Notice(`Converted ${t.length} files.`)}registerMonkeyPatches(){var e,A;this.register(around(obsidian_module.Workspace.prototype,{getActiveViewOfType:e=>dedupe("https://github.com/zsviczian/obsidian-excalidraw-plugin/issues",e,(function(...A){var t,i;const n=e&&e.apply(this,A),s=null===(i=null===(t=null===app||void 0===app?void 0:app.workspace)||void 0===t?void 0:t.activeLeaf)||void 0===i?void 0:i.view;if(!(s&&s instanceof ExcalidrawView))return n;const r=(new Error).stack;if(!isCallerFromTemplaterPlugin(r))return n;const a=s.getActiveEmbeddable();return a&&a.node&&a.node.isEditing?{file:a.node.file,editor:a.node.child.editor}:n}))})),(null===(A=null===(e=app.plugins)||void 0===e?void 0:e.plugins)||void 0===A?void 0:A["obsidian-hover-editor"])||this.register(around(obsidian_module.WorkspaceLeaf.prototype,{getRoot:e=>function(){const A=e.call(this);return A.getRoot===this.getRoot?A:A.getRoot()}})),this.registerEvent(app.workspace.on("editor-menu",((e,A,t)=>{if(!(t&&t instanceof obsidian_module.MarkdownView))return;const i=t.file,n=t.leaf;if(!t.file)return;const s=this.app.metadataCache.getFileCache(i);(null==s?void 0:s.frontmatter)&&s.frontmatter[FRONTMATTER_KEY]&&e.addItem((e=>e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("excalidraw").onClick((()=>{this.excalidrawFileModes[n.id||i.path]="excalidraw",this.setExcalidrawView(n)}))))}))),this.registerEvent(app.workspace.on("file-menu",((e,A,t,i)=>{if(!(i&&i.view instanceof obsidian_module.MarkdownView))return;if(!(A instanceof obsidian_module.TFile))return;const n=this.app.metadataCache.getFileCache(A);(null==n?void 0:n.frontmatter)&&n.frontmatter[FRONTMATTER_KEY]&&(e.addItem((e=>{e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("pane").onClick((()=>{this.excalidrawFileModes[i.id||A.path]="excalidraw",this.setExcalidrawView(i)}))})),e.items.unshift(e.items.pop()))})));const t=this;this.register(around(obsidian_module.WorkspaceLeaf.prototype,{detach:e=>function(){var A;const i=null===(A=this.view)||void 0===A?void 0:A.getState();return(null==i?void 0:i.file)&&t.excalidrawFileModes[this.id||i.file]&&delete t.excalidrawFileModes[this.id||i.file],e.apply(this)},setViewState:e=>function(A,...i){var n;if(t._loaded&&"markdown"===A.type&&(null===(n=A.state)||void 0===n?void 0:n.file)&&"markdown"!==t.excalidrawFileModes[this.id||A.state.file]){const n=app.metadataCache.getCache(A.state.file);if((null==n?void 0:n.frontmatter)&&n.frontmatter[FRONTMATTER_KEY]){const n=Object.assign(Object.assign({},A),{type:"excalidraw"});return t.excalidrawFileModes[A.state.file]="excalidraw",e.apply(this,[n,...i])}}return e.apply(this,[A,...i])}}))}registerEventListeners(){const e=this;this.app.workspace.onLayoutReady((async()=>{e.registerEvent(e.app.workspace.on("editor-paste",((A,t,i)=>{var n;if(A.defaultPrevented)return;const s=A.clipboardData.getData("text/plain");if(s&&s.startsWith('{"type":"excalidraw/clipboard"')){A.preventDefault();try{const A=JSON.parse(s),r=1===A.elements.filter((e=>"text"===e.type)).length;if(!r&&1!==(null===(n=A.elements)||void 0===n?void 0:n.length))return;const a=r?A.elements.filter((e=>"text"===e.type))[0]:A.elements[0];if("image"===a.type){const A=e.filesMaster.get(a.fileId);if(A&&A.path){let n=A.path;const s=i.file,r=e.app.vault.getAbstractFileByPath(n);s&&r&&r instanceof obsidian_module.TFile&&(n=e.app.metadataCache.fileToLinktext(r,s.path)),t.insertText(e.getLink({path:n}))}return}if("text"===a.type)return void t.insertText(a.text);if(a.link)return void t.insertText(`${a.link}`)}catch(e){}}}))),e.registerEvent(app.vault.on("rename",(async(A,t)=>{A instanceof obsidian_module.TFile&&e.isExcalidrawFile(A)&&e.settings.keepInSync&&[EXPORT_TYPES,"excalidraw"].flat().forEach((async e=>{const i=getIMGFilename(t,e),n=app.vault.getAbstractFileByPath(obsidian_module.normalizePath(i));if(n&&n instanceof obsidian_module.TFile){const t=getIMGFilename(A.path,e);await app.fileManager.renameFile(n,t)}}))}))),e.registerEvent(app.vault.on("modify",(async A=>{app.workspace.getLeavesOfType("excalidraw").forEach((async t=>{const i=t.view;if(i.file&&(i.file.path===A.path||"excalidraw"===A.extension&&`${A.path.substring(0,A.path.lastIndexOf(".excalidraw"))}.md`===i.file.path)){if(i.semaphores.preventReload)return void(i.semaphores.preventReload=!1);if(i.lastSaveTimestamp+3e5<Date.now())return void i.reload(!0,i.file);if("md"===A.extension){const t=new ExcalidrawData(e),n=await app.vault.read(A);await t.loadData(n,A,getTextMode(n)),i.synchronizeWithData(t),i.semaphores.dirty&&(i.autosaveTimer&&i.autosaveFunction&&clearTimeout(i.autosaveTimer),i.autosaveFunction&&i.autosaveFunction())}else i.reload(!0,i.file)}}))}))),e.registerEvent(app.vault.on("delete",(async A=>{if(!(A instanceof obsidian_module.TFile))return;const t=this.excalidrawFiles.has(A);if(this.updateFileCache(A,void 0,!0),!t)return;const i=app.workspace.getLeavesOfType("excalidraw");for(let e=0;e<i.length;e++)i[e].view.file.path==A.path&&await i[e].setViewState({type:"excalidraw",state:{file:null}});e.settings.keepInSync&&setTimeout((()=>{[EXPORT_TYPES,"excalidraw"].flat().forEach((async e=>{const t=getIMGFilename(A.path,e),i=app.vault.getAbstractFileByPath(obsidian_module.normalizePath(t));i&&i instanceof obsidian_module.TFile&&await app.vault.delete(i)}))}),500)}))),e.registerEvent(app.workspace.on("active-leaf-change",(async A=>{var t;e.leafChangeTimeout&&clearTimeout(e.leafChangeTimeout),e.leafChangeTimeout=setTimeout((()=>{e.leafChangeTimeout=null}),1e3);const i=e.activeExcalidrawView,n=A.view instanceof ExcalidrawView?A.view:null;
//!Temporary hack
if(e.activeExcalidrawView=n,n&&(e.lastActiveExcalidrawFilePath=null===(t=n.file)||void 0===t?void 0:t.path),app.isMobile&&n&&!i){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="relative")}if(app.isMobile&&!n&&i){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="")}if(i&&i!==n&&(i.leaf!==A&&i.semaphores.dirty&&!i.semaphores.viewunload&&await i.save(!0),i.file&&e.triggerEmbedUpdates(i.file.path)),n&&(!i||i.leaf!==A)){const e=n.file;n.file&&setTimeout((()=>{var A;n&&n._loaded&&(null===(A=n.file)||void 0===A?void 0:A.path)===(null==e?void 0:e.path)&&(n.activeLoader||n.loadSceneFiles())}),2e3)}if(n&&n._loaded&&n.isLoaded&&n.excalidrawAPI&&e.ea.onCanvasColorChangeHook&&e.ea.onCanvasColorChangeHook(e.ea,n,n.excalidrawAPI.getAppState().viewBackgroundColor),e.popScope&&(e.popScope(),e.popScope=null),n){const A=e.app.keymap.getRootScope(),t=A.register(["Mod"],"Enter",(()=>!0));A.keys.unshift(A.keys.pop());const i=A.register(["Mod"],"k",(()=>!0));A.keys.unshift(A.keys.pop());const n=A.register(["Mod"],"f",(()=>{const e=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!e&&(search(e),!0)}));A.keys.unshift(A.keys.pop());const s=e.forceSaveCommand&&"s"===e.forceSaveCommand.hotkeys[0].key&&e.forceSaveCommand.hotkeys[0].modifiers.includes("Ctrl")?A.register(["Ctrl"],"s",(()=>e.forceSaveActiveView(!1))):void 0;s&&A.keys.unshift(A.keys.pop()),e.popScope=()=>{A.unregister(t),A.unregister(i),A.unregister(n),Boolean(s)&&A.unregister(s)}}}))),e.addFileSaveTriggerEventHandlers();const A=app.metadataCache;A.getCachedFiles().forEach((t=>{var i;const n=null===(i=A.getCache(t))||void 0===i?void 0:i.frontmatter;(n&&void 0!==n[FRONTMATTER_KEY]||t.match(/\.excalidraw$/))&&e.updateFileCache(app.vault.getAbstractFileByPath(t),n)})),this.registerEvent(A.on("changed",((e,A,t)=>this.updateFileCache(e,null==t?void 0:t.frontmatter))))}))}addFileSaveTriggerEventHandlers(){const e=e=>{this.activeExcalidrawView&&this.activeExcalidrawView.semaphores.dirty&&(!e.target||"excalidraw__canvas"!==e.target.className&&!getParentOfClass(e.target,"excalidraw-wrapper"))&&this.activeExcalidrawView.save()};this.app.workspace.containerEl.addEventListener("click",e),this.removeEventLisnters.push((()=>{this.app.workspace.containerEl.removeEventListener("click",e)})),this.registerEvent(this.app.workspace.on("file-menu",(()=>{this.activeExcalidrawView&&this.activeExcalidrawView.semaphores.dirty&&this.activeExcalidrawView.save()}))),this.modalContainerObserver=new MutationObserver((async e=>{1===e.length&&"childList"===e[0].type&&1===e[0].addedNodes.length&&this.activeExcalidrawView&&this.activeExcalidrawView.semaphores.dirty&&this.activeExcalidrawView.save()})),this.modalContainerObserver.observe(document.body,{childList:!0});const A=document.querySelector(".workspace-drawer.mod-left"),t=document.querySelector(".workspace-drawer.mod-right");if(A||t){const e=async e=>{"display: none;"===e[0].oldValue&&this.activeExcalidrawView&&this.activeExcalidrawView.semaphores.dirty&&this.activeExcalidrawView.save()},i={attributeOldValue:!0,attributeFilter:["style"]};A&&(this.workspaceDrawerLeftObserver=new MutationObserver(e),this.workspaceDrawerLeftObserver.observe(A,i)),t&&(this.workspaceDrawerRightObserver=new MutationObserver(e),this.workspaceDrawerRightObserver.observe(t,i))}}updateFileCache(e,A,t=!1){A&&void 0!==A[FRONTMATTER_KEY]?this.excalidrawFiles.add(e):t||"excalidraw"!==e.extension?this.excalidrawFiles.delete(e):this.excalidrawFiles.add(e)}onunload(){this.stylesManager.unload(),this.removeEventLisnters.forEach((e=>e())),destroyExcalidrawAutomate(),this.popScope&&(this.popScope(),this.popScope=null),this.observer.disconnect(),this.themeObserver.disconnect(),this.modalContainerObserver.disconnect(),this.workspaceDrawerLeftObserver&&this.workspaceDrawerLeftObserver.disconnect(),this.workspaceDrawerRightObserver&&this.workspaceDrawerRightObserver.disconnect(),this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.app.workspace.getLeavesOfType("excalidraw").forEach((e=>{this.setMarkdownView(e)})),this.removeMathJax(),Object.values(this.packageMap).forEach((e=>{delete e.excalidrawLib,delete e.reactDOM,delete e.react}))}getLink({embed:e=!0,path:A,alias:t}){return this.settings.embedWikiLink?`${e?"!":""}[[${A}${t?`|${t}`:""}]]`:`${e?"!":""}[${null!=t?t:""}](${encodeURI(A)})`}async embedDrawing(e){const A=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(A&&A.file){const t=this.app.metadataCache.fileToLinktext(e,A.file.path,"excalidraw"===this.settings.embedType),i=A.editor;if("excalidraw"===this.settings.embedType)return i.replaceSelection(this.getLink({path:t})),void i.focus();let n=this.settings.autoExportLightAndDark?getExportTheme(this,e,this.settings.exportWithTheme&&isObsidianThemeDark()?"dark":"light"):"";n=""===n?"":n+".";const s=getIMGFilename(t,n+this.settings.embedType.toLowerCase()),r=getIMGFilename(e.path,n+this.settings.embedType.toLowerCase()),a="dark."===n?"light.":"dark.",o=getIMGFilename(t,a+this.settings.embedType.toLowerCase());this.app.vault.getAbstractFileByPath(r)||(await this.app.vault.create(r,""),await sleep$1(200)),i.replaceSelection(this.settings.embedWikiLink?`![[${s}]]\n%%[[${t}|🖋 Edit in Excalidraw]]${o?", and the [["+o+"|"+a.split(".")[0]+" exported image]]":""}%%`:`![](${encodeURI(s)})\n%%[🖋 Edit in Excalidraw](${encodeURI(t)})${o?", and the ["+a.split(".")[0]+" exported image]("+encodeURI(o)+")":""}%%`),i.focus()}}async loadSettings(e={applyLefthandedMode:!0,reEnableAutosave:!1}){void 0===e.applyLefthandedMode&&(e.applyLefthandedMode=!0),void 0===e.reEnableAutosave&&(e.reEnableAutosave=!1),this.settings=Object.assign({},DEFAULT_SETTINGS,await this.loadData()),this.settings.previewImageType||(void 0===this.settings.displaySVGInPreview?this.settings.previewImageType=PreviewImageType.SVGIMG:this.settings.previewImageType=this.settings.displaySVGInPreview?PreviewImageType.SVGIMG:PreviewImageType.PNG),e.applyLefthandedMode&&setLeftHandedMode(this.settings.isLeftHanded),e.reEnableAutosave&&(this.settings.autosave=!0),this.settings.autosaveInterval=app.isMobile?this.settings.autosaveIntervalMobile:this.settings.autosaveIntervalDesktop}async saveSettings(){await this.saveData(this.settings)}getStencilLibrary(){return""===this.settings.library||"deprecated"===this.settings.library?this.settings.library2:JSON_parse(this.settings.library)}setStencilLibrary(e){this.settings.library="deprecated",this.settings.library2=e}triggerEmbedUpdates(e){const A=new Set;app.workspace.iterateAllLeaves((t=>{const i=app.isMobile?document:t.view.containerEl.ownerDocument;if(!i)return;if(A.has(i))return;A.add(i);const n=i.createEvent("Event");n.initEvent(RERENDER_EVENT,!0,!1),i.querySelectorAll(".excalidraw-embedded-img"+(e?`[fileSource='${e.replaceAll("'","\\'")}']`:"")).forEach((e=>e.dispatchEvent(n)))}))}openDrawing(e,A,t=!1,i,n=!1){let s;"md-properties"===A&&(A="new-tab"),"popout-window"===A&&(s=app.workspace.openPopoutLeaf()),"new-tab"===A&&(s=app.workspace.getLeaf("tab")),s||(s=this.app.workspace.getLeaf(!1),"empty"!==s.view.getViewType()&&"new-pane"===A&&(s=getNewOrAdjacentLeaf(this,s))),s.openFile(e,i&&""!==i?{active:t,eState:{subpath:i}}:{active:t}).then((()=>{if(n&&this.ea.onFileCreateHook)try{this.ea.onFileCreateHook({ea:this.ea,excalidrawFile:e,view:s.view})}catch(e){console.error(e)}}))}async getBlankDrawing(){const e=this.app.metadataCache.getFirstLinkpathDest(obsidian_module.normalizePath(this.settings.templateFilePath),"");if(e&&e instanceof obsidian_module.TFile&&("md"==e.extension&&!this.settings.compatibilityMode||"excalidraw"==e.extension&&this.settings.compatibilityMode)){const A=await this.app.vault.read(e);if(A)return this.settings.matchTheme?changeThemeOfExcalidrawMD(A):A}if(this.settings.compatibilityMode)return this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;const A=this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;return`${FRONTMATTER}\n${getMarkdownDrawingSection(A,this.settings.compress)}`}async exportSceneToMD(e){var A,t;if(!e)return"";const i=null===(A=JSON_parse(e).elements)||void 0===A?void 0:A.filter((e=>"text"==e.type));let n,s="# Text Elements\n";for(const A of i)n=A.id,A.id.length>8&&(n=nanoid(),e=e.replaceAll(A.id,n)),s+=`${null!==(t=A.originalText)&&void 0!==t?t:A.text} ^${n}\n\n`;return s+getMarkdownDrawingSection(JSON.stringify(JSON_parse(e),null,"\t"),this.settings.compress)}async createDrawing(e,A,t){const i=obsidian_module.normalizePath(A||this.settings.folder);await checkAndCreateFolder(i);const n=getNewUniqueFilepath(this.app.vault,e,i),s=await this.app.vault.create(n,null!=t?t:await this.getBlankDrawing());let r=0;for(;s instanceof obsidian_module.TFile&&!this.isExcalidrawFile(s)&&r++<10;)await sleep$1(50);return r>10&&errorlog({file:s,error:"new drawing not recognized as an excalidraw file",fn:this.createDrawing}),s}async createAndOpenDrawing(e,A,t,i){const n=await this.createDrawing(e,t,i);return this.openDrawing(n,A,!0,void 0,!0),n.path}async setMarkdownView(e){const A=e.view.getState();await e.setViewState({type:"excalidraw",state:{file:null}}),await e.setViewState({type:"markdown",state:A,popstate:!0},{focus:!0})}async setExcalidrawView(e){await e.setViewState({type:"excalidraw",state:e.view.getState(),popstate:!0})}isExcalidrawFile(e){if(!e)return!1;if("excalidraw"===e.extension)return!0;const A=e?this.app.metadataCache.getFileCache(e):null;return!!(null==A?void 0:A.frontmatter)&&!!A.frontmatter[FRONTMATTER_KEY]}async exportLibrary(){this.app.isMobile?new Prompt(this.app,"Please provide a filename","my-library","filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidrawlib`;const A=obsidian_module.normalizePath(this.settings.folder);await checkAndCreateFolder(A);const t=getNewUniqueFilepath(this.app.vault,e,A);this.app.vault.create(t,this.settings.library),new obsidian_module.Notice(`Exported library to ${t}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.settings.library2,null,"\t")),"my-obsidian-library.excalidrawlib")}}module.exports=ExcalidrawPlugin;
Reference in a new issue View git blame Copy permalink