83 lines
2.6 MiB
83 lines
2.6 MiB
"use strict";var obsidian=require("obsidian");var LZString=function(){function o(o,r){if(!t[o]){t[o]={};for(var n=0;n<o.length;n++)t[o][o.charAt(n)]=n}return t[o][r]}var r=String.fromCharCode,n="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",e="ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+-$",t={},i={compressToBase64:function(o){if(null==o)return"";var r=i._compress(o,6,function(o){return n.charAt(o)});switch(r.length%4){default:case 0:return r;case 1:return r+"===";case 2:return r+"==";case 3:return r+"="}},decompressFromBase64:function(r){return null==r?"":""==r?null:i._decompress(r.length,32,function(e){return o(n,r.charAt(e))})},compressToUTF16:function(o){return null==o?"":i._compress(o,15,function(o){return r(o+32)})+" "},decompressFromUTF16:function(o){return null==o?"":""==o?null:i._decompress(o.length,16384,function(r){return o.charCodeAt(r)-32})},compressToUint8Array:function(o){for(var r=i.compress(o),n=new Uint8Array(2*r.length),e=0,t=r.length;t>e;e++){var s=r.charCodeAt(e);n[2*e]=s>>>8,n[2*e+1]=s%256}return n},decompressFromUint8Array:function(o){if(null===o||void 0===o)return i.decompress(o);for(var n=new Array(o.length/2),e=0,t=n.length;t>e;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(o){return null==o?"":i._compress(o,6,function(o){return e.charAt(o)})},decompressFromEncodedURIComponent:function(r){return null==r?"":""==r?null:(r=r.replace(/ /g,"+"),i._decompress(r.length,32,function(n){return o(e,r.charAt(n))}))},compress:function(o){return i._compress(o,16,function(o){return r(o)})},_compress:function(o,r,n){if(null==o)return"";var e,t,i,s={},p={},u="",c="",a="",l=2,f=3,h=2,d=[],m=0,v=0;for(i=0;i<o.length;i+=1)if(u=o.charAt(i),Object.prototype.hasOwnProperty.call(s,u)||(s[u]=f++,p[u]=!0),c=a+u,Object.prototype.hasOwnProperty.call(s,c))a=c;else{if(Object.prototype.hasOwnProperty.call(p,a)){if(a.charCodeAt(0)<256){for(e=0;h>e;e++)m<<=1,v==r-1?(v=0,d.push(n(m)),m=0):v++;for(t=a.charCodeAt(0),e=0;8>e;e++)m=m<<1|1&t,v==r-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}else{for(t=1,e=0;h>e;e++)m=m<<1|t,v==r-1?(v=0,d.push(n(m)),m=0):v++,t=0;for(t=a.charCodeAt(0),e=0;16>e;e++)m=m<<1|1&t,v==r-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}l--,0==l&&(l=Math.pow(2,h),h++),delete p[a]}else for(t=s[a],e=0;h>e;e++)m=m<<1|1&t,v==r-1?(v=0,d.push(n(m)),m=0):v++,t>>=1;l--,0==l&&(l=Math.pow(2,h),h++),s[c]=f++,a=String(u)}if(""!==a){if(Object.prototype.hasOwnProperty.call(p,a)){if(a.charCodeAt(0)<256){for(e=0;h>e;e++)m<<=1,v==r-1?(v=0,d.push(n(m)),m=0):v++;for(t=a.charCodeAt(0),e=0;8>e;e++)m=m<<1|1&t,v==r-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}else{for(t=1,e=0;h>e;e++)m=m<<1|t,v==r-1?(v=0,d.push(n(m)),m=0):v++,t=0;for(t=a.charCodeAt(0),e=0;16>e;e++)m=m<<1|1&t,v==r-1?(v=0,d.push(n(m)),m=0):v++,t>>=1}l--,0==l&&(l=Math.pow(2,h),h++),delete p[a]}else for(t=s[a],e=0;h>e;e++)m=m<<1|1&t,v==r-1?(v=0,d.push(n(m)),m=0):v++,t>>=1;l--,0==l&&(l=Math.pow(2,h),h++)}for(t=2,e=0;h>e;e++)m=m<<1|1&t,v==r-1?(v=0,d.push(n(m)),m=0):v++,t>>=1;for(;;){if(m<<=1,v==r-1){d.push(n(m));break}v++}return d.join("")},decompress:function(o){return null==o?"":""==o?null:i._decompress(o.length,32768,function(r){return o.charCodeAt(r)})},_decompress:function(o,n,e){var t,i,s,p,u,c,a,l,f=[],h=4,d=4,m=3,v="",w=[],A={val:e(0),position:n,index:1};for(i=0;3>i;i+=1)f[i]=i;for(p=0,c=Math.pow(2,2),a=1;a!=c;)u=A.val&A.position,A.position>>=1,0==A.position&&(A.position=n,A.val=e(A.index++)),p|=(u>0?1:0)*a,a<<=1;switch(t=p){case 0:for(p=0,c=Math.pow(2,8),a=1;a!=c;)u=A.val&A.position,A.position>>=1,0==A.position&&(A.position=n,A.val=e(A.index++)),p|=(u>0?1:0)*a,a<<=1;l=r(p);break;case 1:for(p=0,c=Math.pow(2,16),a=1;a!=c;)u=A.val&A.position,A.position>>=1,0==A.position&&(A.position=n,A.val=e(A.index++)),p|=(u>0?1:0)*a,a<<=1;l=r(p);break;case 2:return""}for(f[3]=l,s=l,w.push(l);;){if(A.index>o)return"";for(p=0,c=Math.pow(2,m),a=1;a!=c;)u=A.val&A.position,A.position>>=1,0==A.position&&(A.position=n,A.val=e(A.index++)),p|=(u>0?1:0)*a,a<<=1;switch(l=p){case 0:for(p=0,c=Math.pow(2,8),a=1;a!=c;)u=A.val&A.position,A.position>>=1,0==A.position&&(A.position=n,A.val=e(A.index++)),p|=(u>0?1:0)*a,a<<=1;f[d++]=r(p),l=d-1,h--;break;case 1:for(p=0,c=Math.pow(2,16),a=1;a!=c;)u=A.val&A.position,A.position>>=1,0==A.position&&(A.position=n,A.val=e(A.index++)),p|=(u>0?1:0)*a,a<<=1;f[d++]=r(p),l=d-1,h--;break;case 2:return w.join("")}if(0==h&&(h=Math.pow(2,m),m++),f[l])v=f[l];else{if(l!==d)return null;v=s+s.charAt(0)}w.push(v),f[d++]=s+v.charAt(0),h--,s=v,0==h&&(h=Math.pow(2,m),m++)}}};return i}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module&&(module.exports=LZString);
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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="1.8.0";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 n=Object.getOwnPropertyDescriptor(e,t);Object.defineProperty(A,t,n.get?n:{enumerable:!0,get:function(){return e[t]}})}})),A.default=e,Object.freeze(A)}var React__namespace=_interopNamespace(React);let random$1=e=>crypto.getRandomValues(new Uint8Array(e)),customRandom=(e,A,t)=>{let n=(2<<Math.log(e.length-1)/Math.LN2)-1,i=-~(1.6*n*A/e.length);return(a=A)=>{let r="";for(;;){let A=t(i),s=i;for(;s--;)if(r+=e[A[s]&n]||"",r.length===a)return r}}},customAlphabet=(e,A=21)=>customRandom(e,A,random$1),nanoid$1=(e=21)=>crypto.getRandomValues(new Uint8Array(e)).reduce(((e,A)=>e+((A&=63)<36?A.toString(36):A<62?(A-26).toString(36).toUpperCase():A>62?"-":"_")),"");function JSON_parse(e){return JSON.parse(e.replaceAll("[","["))}const 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e=s();return e?"empty"===e.view.getViewType()?e:app.workspace.createLeafBySplit(e):app.workspace.getLeaf(!0)}const t=s();return null!=t?t:app.workspace.getLeaf(!0)}if(!e.settings.openInAdjacentPane)return app.workspace.createLeafBySplit(A);if("hover"===r){const t=new Set;return app.workspace.iterateAllLeaves((e=>{e!==A&&A.containerEl.parentElement===e.containerEl.parentElement&&t.add(e)})),0===t.size?e.app.workspace.createLeafBySplit(A):Array.from(t)[0]}if("popout"===r){const e=new Set;return app.workspace.iterateAllLeaves((t=>{t!==A&&t.view.navigation&&t.view.containerEl.ownerDocument===A.view.containerEl.ownerDocument&&e.add(t)})),0===e.size?app.workspace.createLeafBySplit(A):Array.from(e)[0]}return e.app.workspace.createLeafBySplit(A)},getAttachmentsFolderAndFilePath=async(e,A,t)=>{let n=e.vault.getConfig("attachmentFolderPath");if(n&&n.startsWith("./")){const e=`${splitFolderAndFilename(A).folderpath}/`;n=obsidian.normalizePath(e+n.substring(2))}return n&&"/"!==n||(n=""),await checkAndCreateFolder(n),{folder:n,filepath:obsidian.normalizePath(""===n?t:`${n}/${t}`)}},isObsidianThemeDark=()=>document.body.classList.contains("theme-dark");var ar={},cz={},da={},de={},en={INSTALL_SCRIPT:"Install this script",UPDATE_SCRIPT:"An update is available - Click to install",CHECKING_SCRIPT:"Checking if a newer version is available - Click to reinstall now",UNABLETOCHECK_SCRIPT:"Update check was unsuccessful - Click to reinstall now",UPTODATE_SCRIPT:"Script is installed and up to date - Click to reinstall now",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:"New Excalidraw 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 an existing drawing - IN A NEW PANE",OPEN_EXISTING_ACTIVE_PANE:"Open an existing drawing - IN THE CURRENT ACTIVE PANE",TRANSCLUDE:"Transclude (embed) a drawing",TRANSCLUDE_MOST_RECENT:"Transclude (embed) the most recently edited drawing",TOGGLE_LEFTHANDED_MODE:"Toggle left-handed mode",NEW_IN_NEW_PANE:"Create a new drawing - IN A NEW PANE",NEW_IN_ACTIVE_PANE:"Create a new drawing - IN THE CURRENT ACTIVE PANE",NEW_IN_POPOUT_WINDOW:"Create a new drawing - IN A POPOUT WINDOW",NEW_IN_NEW_PANE_EMBED:"Create a new drawing - IN A NEW PANE - and embed into active document",NEW_IN_ACTIVE_PANE_EMBED:"Create a new drawing - IN THE CURRENT ACTIVE PANE - and embed into active document",NEW_IN_POPOUT_WINDOW_EMBED:"Create a new drawing - IN A POPOUT WINDOW - and embed into active document",EXPORT_SVG:"Save as SVG next to the current file",EXPORT_PNG:"Save as PNG next to the current file",TOGGLE_LOCK:"Toggle Text Element edit RAW/PREVIEW",DELETE_FILE:"Delete selected Image or Markdown file from Obsidian Vault",INSERT_LINK_TO_ELEMENT:"Copy markdown link for selected element to clipboard. CTRL/CMD+Click to copy group link. SHIFT+click to copy an area link.",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_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_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_LATEX:"Insert LaTeX formula (e.g. \\binom{n}{k} = \\frac{n!}{k!(n-k)!})",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",SAVE_AS_PNG:"Save as PNG into Vault (CTRL/CMD+CLICK to export)",SAVE_AS_SVG:"Save as SVG into Vault (CTRL/CMD+CLICK to export)",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 an ImageElement, or select a TextElement that contains an internal or external link.\nSHIFT CLICK this button to open the link in a new pane.\nCTRL/CMD CLICK the Image or TextElement on the canvas has the same effect!",FILENAME_INVALID_CHARS:'File name cannot contain any of the following characters: * " \\ < > : | ? #',FILE_DOES_NOT_EXIST:"File does not exist. Hold down ALT (or ALT+SHIFT) and CLICK link button to create a new file.",FORCE_SAVE:"Save (will also update transclusions)",RAW:"Change to PREVIEW mode (only effects text-elements with links or transclusions)",PARSED:"Change to RAW mode (only effects 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",RELEASE_NOTES_NAME:"Display Release Notes after update",RELEASE_NOTES_DESC:"<b>Toggle ON:</b> Display release notes each time you update Excalidraw to a newer version.<br><b>Toggle OFF:</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>Toggle ON:</b> Show a notification when a new version of the plugin is avaiable.<br><b>Toggle OFF:</b> Silent mode. You need to check for plugin updates in Community Plugins.",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>Toggle ON:</b> Use Excalidraw folder<br><b>Toggle OFF:</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 it's 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. ",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 effected by the setting until you open them and save them.<br><b>Toggle ON:</b> Compress drawing JSON<br><b>Toggle OFF:</b> Leave drawing JSON uncompressed",AUTOSAVE_NAME:"Enable Autosave",AUTOSAVE_DESC:"Automatically save the active drawing, in case there are changes, every 15, 30 seconds, or 1, 2, 3, 4, or 5 minute. Save normally happens when you close Excalidraw or Obsidian, or move focus to another pane. I created this feature with mobile phones and tablets in mind, where 'swiping out Obsidian to close it' led to some data loss.",AUTOSAVE_INTERVAL_NAME:"Interval for autosave",AUTOSAVE_INTERVAL_DESC:"The time interval between saves. Autosave will skip if there are no changes in the drawing.",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>Toggle ON:</b> Yes, the filename of a new drawing should start with filename of the active document<br><b>Toggle OFF:</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:"Effects filename only when embedding into a markdown document. This is 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>Toggle ON:</b> filename ends with .excalidraw.md<br><b>Toggle OFF:</b> filename ends with .md",DISPLAY_HEAD:"Display",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>Toggle ON:</b> Left-handed mode.<br><b>Toggle OFF:</b> Right-handed moded",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 effect when you open an existing drawing. Those will follow the theme of the template/drawing respectively.<br><b>Toggle ON:</b> Follow Obsidian Theme<br><b>Toggle OFF:</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>Toggle ON:</b> Match Obsidian theme<br><b>Toggle OFF:</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>Toggle ON:</b> Follow theme changes<br><b>Toggle OFF:</b> Drawings are not effected 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?",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>Toggle ON:</b> Zoom to fit<br><b>Toggle OFF:</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%).",LINKS_HEAD:"Links and transclusion",LINKS_DESC:"CTRL/CMD + 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:"Open in adjacent pane",ADJACENT_PANE_DESC:"When CTRL/CMD+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 adjacent pane, and try to open the link there. Excalidraw will look for the adjacent 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 CTRL/CMD+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 CTRL/CMD key",HOVERPREVIEW_DESC:"<b>Toggle On</b>: In Exalidraw <u>view mode</u> the hover preview for [[wiki links]] will be shown immediately, without the need to hold the CTRL/CMD 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>Toggle Off</b>: Hover preview is shown only when you hold the CTRL/CMD 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:"CTRL/CMD + 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 set 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 readibility of quotes in text only transclusions<br><b>Toggle ON:</b> Remove leading '> '<br><b>Toggle OFF:</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",MD_HEAD:"Markdown-embed settings",MD_HEAD_DESC:"You can transclude formatted markdown documents into drawings as images CTRL(Shift on Mac) drop from the file explorer or using the command palette action.",MD_TRANSCLUDE_WIDTH_NAME:"Default width of a transcluded markdown document",MD_TRANSCLUDE_WIDTH_DESC:"The width of the markdown page. This effects 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 (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:"Embed & Export",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_SVG_NAME:"Display SVG in markdown preview",EMBED_PREVIEW_SVG_DESC:"<b>Toggle ON</b>: Embed drawing as an <a href='https://en.wikipedia.org/wiki/Scalable_Vector_Graphics' target='_blank'>SVG</a> image into the markdown preview.<br><b>Toggle OFF</b>: Embedd drawing as a <a href='' target='_blank'>PNG</a> image. Note, that 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 SVG or PNG as Wiki link",EMBED_WIKILINK_DESC:"Toggle ON: Excalidraw will embed a [[wiki link]]. Toggle OFF: 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:"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",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:"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.",EXPERIMENTAL_HEAD:"Experimental features",EXPERIMENTAL_DESC:"Some of these setting will not take effect immediately, only when the File Explorer is refreshed, or Obsidian restarted.",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 effect the currently open documents. You need close the open documents and re-open them for the change to take effect.",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:"Forth 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",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 Conditaions</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_FILE_WITH_OPTION_TO_SCALE:"Select a file then press ENTER, or ALT+ENTER to insert at 100% scale.",NO_MATCH:"No file matches your query.",SELECT_FILE_TO_LINK:"Select the file 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",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",OPEN_LINK_CLICK:"Navigate to selected element link",OPEN_LINK_PROPS:"Open markdown-embed properties or open link in new window"},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:"发现可用更新 - 点击安装",CHECKING_SCRIPT:"检查脚本更新 - 点击重新安装",UNABLETOCHECK_SCRIPT:"检查更新失败 - 点击重新安装",UPTODATE_SCRIPT:"已安装最新脚本 - 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:"转换空白笔记为 Excalidraw 绘图",CONVERT_EXCALIDRAW:"转换 *.excalidraw 为 *.md 文件",CREATE_NEW:"新建 Excalidraw 绘图",CONVERT_FILE_KEEP_EXT:"*.excalidraw => *.excalidraw.md",CONVERT_FILE_REPLACE_EXT:"*.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]]）到当前文档",TRANSCLUDE_MOST_RECENT:"嵌入最近编辑过的绘图（形如 ![[drawing]]）到当前文档",TOGGLE_LEFTHANDED_MODE:"切换为左手模式",NEW_IN_NEW_PANE:"新建绘图 - 于新面板",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]]）到当前文档",NEW_IN_ACTIVE_PANE_EMBED:"新建绘图 - 于当前面板 - 并将其嵌入（形如 ![[drawing]]）到当前文档",NEW_IN_POPOUT_WINDOW_EMBED:"新建绘图 - 于新窗口 - 并将其嵌入（形如 ![[drawing]]）到当前文档",EXPORT_SVG:"导出 SVG 文件到当前目录",EXPORT_PNG:"导出 PNG 文件到当前目录",TOGGLE_LOCK:"切换文本元素为原文模式（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:"复制所选元素的内部链接。按住 CTRL/CMD 可复制元素所在分组的内部链接。按住 SHIFT 可复制元素周围区域的内部链接。",INSERT_LINK_TO_ELEMENT_GROUP:"复制所选元素所在分组的内部链接（形如 [[file#^group=elementID]]）",INSERT_LINK_TO_ELEMENT_AREA:"复制所选元素周围区域的内部链接（形如 [[file#^area=elementID]]）",INSERT_LINK_TO_ELEMENT_NORMAL:"复制所选元素的引用链接（形如 [[file#^elementID]]）",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:"插入文件的内部链接（形如 [[drawing]]）到当前绘图",INSERT_IMAGE:"插入图像（以图像形式嵌入）到当前绘图",INSERT_MD:"插入 Markdown 文档（以图像形式嵌入）到当前绘图",INSERT_LATEX:"插入 LaTeX 公式到当前绘图",ENTER_LATEX:"输入 LaTeX 表达式",READ_RELEASE_NOTES:"阅读本插件的最新发行版本说明",TRAY_MODE:"切换绘图工具属性页为面板模式（Panel）/托盘模式（Tray）",SEARCH:"搜索文本",INSTALL_SCRIPT_BUTTON:"安装或更新 Excalidraw 自动化脚本",OPEN_AS_MD:"打开为 Markdown 文件",SAVE_AS_PNG:"导出 PNG 到当前目录（按住 CTRL/CMD 设定导出路径）",SAVE_AS_SVG:"导出 SVG 到当前目录（按住 CTRL/CMD 设定导出路径）",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",LINK_BUTTON_CLICK_NO_TEXT:"请选择一个含有链接的图形或文本元素。\n按住 SHIFT 并点击此按钮可在新面板中打开链接。\n您也可以直接在画布中按住 CTRL/CMD 并点击图形或文本元素来打开链接。",FILENAME_INVALID_CHARS:'文件名不能含有以下符号： * " \\ < > : | ? #',FILE_DOES_NOT_EXIST:"文件不存在。按住 ALT（或 ALT + SHIFT）并点击链接来创建新文件。",FORCE_SAVE:"立刻保存该绘图（并更新嵌入了该绘图的面板）。\n详见插件设置中的定期保存选项",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 文件以兼容模式打开。转换为新格式以获得完整的插件功能。",CONVERT_FILE:"转换为新格式",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”命令创建的绘图",FOLDER_EMBED_DESC:"在命令面板中执行“新建绘图”系列命令时，新绘图的存储路径。<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",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。",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，对于之前已存在的未压缩的绘图文件，需要重新打开并保存它们才能生效。",AUTOSAVE_NAME:"定期保存",AUTOSAVE_DESC:"定期保存当前绘图。此功能专为移动设备设计 —— 在桌面端，当您关闭 Excalidraw 或 Obsidian，或者移动焦点到其他面板的时候，软件是会自动保存的；但是在手机或平板上通过滑动手势退出 Obsidian 时，可能无法顺利触发自动保存。因此我添加了定期保存功能作为弥补。",AUTOSAVE_INTERVAL_NAME:"定期保存的时间间隔",AUTOSAVE_INTERVAL_DESC:"每隔多长时间执行一次保存。如果当前绘图没有发生改变，将不会触发保存。",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文档”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文档”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文档”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文档”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文档”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",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。",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？",ZOOM_TO_FIT_NAME:"自动缩放以适应面板调整",ZOOM_TO_FIT_DESC:"调整面板大小时，自适应地缩放画布<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） & 以文本形式嵌入到绘图中的文档（Transclusion）",LINKS_DESC:"按住 CTRL/CMD 并点击包含 <code>[[链接]]</code> 的文本元素可以打开其中的链接。<br>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 CTRL/CMD + 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 CTRL/CMD + 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 [[中括号]]",LINK_BRACKETS_DESC:"文本元素处于预览模式时，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:"解析任务列表（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:"未完成的 Todo 项目",TODO_DESC:"未完成的 Todo 项目的符号",DONE_NAME:"已完成的 Todo 项目",DONE_DESC:"已完成的 Todo 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 CTRL/CMD 时进行预览。",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 CTRL/CMD 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></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。",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:"您还可以将 Markdown 文档以图像形式（而非文本形式）嵌入到绘图中。方法是按住 CTRL/CMD 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:"嵌入到文档中的绘图（Embed） & 导出",EMBED_REUSE_EXPORTED_IMAGE_NAME:"将之前已导出的图像作为 Embed 的预览图（如果存在的话）",EMBED_REUSE_EXPORTED_IMAGE_DESC:"该选项与“自动导出 SVG/PNG 副本”选项配合使用。如果存在文件名相匹配的 SVG/PNG 副本，则将其作为 Embed 的预览图，而不再重新生成预览图。<br>该选项能够提高性能，尤其是当 Embed 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最新的修改，或者你对 Obsidian 主题风格的改变。<br>该选项仅作用于嵌入到文档中的绘图。由于种种原因，该技术无法用于加快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_SVG_NAME:"生成 SVG 格式的 Embed 预览图",EMBED_PREVIEW_SVG_DESC:"<b>开启：</b>在 Markdown 预览模式下，为 Embed 生成 <a href='https://en.wikipedia.org/wiki/Scalable_Vector_Graphics' target='_blank'>SVG</a> 格式的预览图。<br><b>关闭：</b>为 Embed 生成 <a href='' target='_blank'>PNG</a> 格式的预览图。注意：PNG 格式预览图不支持某些 <a href='https://www.youtube.com/watch?v=yZQoJg2RCKI&t=633s' target='_blank'>绘图元素的块引用特性</a>。",PREVIEW_MATCH_OBSIDIAN_NAME:"Embed 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，Embed 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:"Embed 预览图的默认宽度",EMBED_WIDTH_DESC:"该选项同时作用于 Obsidian 实时预览模式下的编辑视图和阅读视图，以及鼠标悬停时浮现的预览图。<br>您可为某个要嵌入到文档中的绘图（Embed）单独设置此项，方法是修改相应的链接格式为形如 <code>![[drawing.excalidraw|100]]</code> 或 <code>[[drawing.excalidraw|100x100]]</code> 的格式。",EMBED_TYPE_NAME:"“嵌入绘图到当前文档”系列命令的源文件类型",EMBED_TYPE_DESC:"在命令面板中执行“嵌入绘图到当前文档”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”开关。<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:"“嵌入绘图到当前文档”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></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:"导出的图像包含主题",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提醒消息。",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。",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",SELECT_FILE:"选择一个文件后按回车。",NO_MATCH:"查询不到匹配的文件。",SELECT_FILE_TO_LINK:"选择要插入（链接）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。",TYPE_FILENAME:"键入要选择的绘图名称。",SELECT_FILE_OR_TYPE_NEW:"选择已有绘图，或者新绘图的类型，然后按回车。",SELECT_TO_EMBED:"选择要插入（嵌入）到当前文档中的绘图。",SELECT_MD:"选择要插入（以图像形式嵌入）到当前绘图中的 Markdown 文档。",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"},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[obsidian.moment.locale()];function t$d(e){return locale||errorlog({where:"helpers.t",message:"Error: Excalidraw locale not found",locale:obsidian.moment.locale()}),locale&&locale[e]||en[e]}var html2canvas$1={exports:{}};
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/*!
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* html2canvas 1.4.0 <https://html2canvas.hertzen.com>
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* Copyright (c) 2022 Niklas von Hertzen <https://hertzen.com>
|
||
* Released under MIT License
|
||
*/html2canvas$1.exports=function(){
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/*! *****************************************************************************
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Copyright (c) Microsoft Corporation.
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|
||
Permission to use, copy, modify, and/or distribute this software for any
|
||
purpose with or without fee is hereby granted.
|
||
|
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THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH
|
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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
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LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR
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OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR
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PERFORMANCE OF THIS SOFTWARE.
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***************************************************************************** */
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this.reconsumeCodePoint(e),this.consumeNumericToken();if(de(a,r,s))return this.reconsumeCodePoint(e),this.consumeIdentLikeToken();if(r===Ae&&62===s)return this.consumeCodePoint(),this.consumeCodePoint(),Ue;break;case 46:if(he(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===ne)return this.consumeToken()}break;case 58:return Se;case 59:return Te;case 60:if(33===this.peekCodePoint(0)&&this.peekCodePoint(1)===Ae&&this.peekCodePoint(2)===Ae)return this.consumeCodePoint(),this.consumeCodePoint(),Qe;break;case 64:var c=this.peekCodePoint(0),d=this.peekCodePoint(1),h=this.peekCodePoint(2);if(de(c,d,h))return{type:7,value:this.consumeName()};break;case 91:return Ie;case 92:if(ce(e,this.peekCodePoint(0)))return 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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)===ne)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)===ne||41===this.peekCodePoint(0))?(this.consumeCodePoint(),{type:22,value:t.value}):(this.consumeBadUrlRemnants(),Fe)}for(;;){var n=this.consumeCodePoint();if(n===ne||41===n)return{type:22,value:l.apply(void 0,e)};if(re(n))return this.consumeWhiteSpace(),this.peekCodePoint(0)===ne||41===this.peekCodePoint(0)?(this.consumeCodePoint(),{type:22,value:l.apply(void 0,e)}):(this.consumeBadUrlRemnants(),Fe);if(34===n||39===n||40===n||le(n))return this.consumeBadUrlRemnants(),Fe;if(92===n){if(!ce(n,this.peekCodePoint(0)))return this.consumeBadUrlRemnants(),Fe;e.push(this.consumeEscapedCodePoint())}else e.push(n)}},e.prototype.consumeWhiteSpace=function(){for(;re(this.peekCodePoint(0));)this.consumeCodePoint()},e.prototype.consumeBadUrlRemnants=function(){for(;;){var e=this.consumeCodePoint();if(41===e||e===ne)return;ce(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 n=this._value[t];if(n===ne||void 0===n||n===e)return{type:0,value:A+=this.consumeStringSlice(t)};if(10===n)return this._value.splice(0,t),xe;if(92===n){var i=this._value[t+1];i!==ne&&void 0!==i&&(10===i?(A+=this.consumeStringSlice(t),t=-1,this._value.shift()):ce(n,i)&&(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!==te&&t!==Ae||e.push(this.consumeCodePoint());ie(this.peekCodePoint(0));)e.push(this.consumeCodePoint());t=this.peekCodePoint(0);var n=this.peekCodePoint(1);if(46===t&&ie(n))for(e.push(this.consumeCodePoint(),this.consumeCodePoint()),A=8;ie(this.peekCodePoint(0));)e.push(this.consumeCodePoint());t=this.peekCodePoint(0),n=this.peekCodePoint(1);var i=this.peekCodePoint(2);if((69===t||101===t)&&((n===te||n===Ae)&&ie(i)||ie(n)))for(e.push(this.consumeCodePoint(),this.consumeCodePoint()),A=8;ie(this.peekCodePoint(0));)e.push(this.consumeCodePoint());return[ue(e),A]},e.prototype.consumeNumericToken=function(){var e=this.consumeNumber(),A=e[0],t=e[1],n=this.peekCodePoint(0),i=this.peekCodePoint(1),a=this.peekCodePoint(2);return 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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||ze(t,e))return 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Qa(t.left+y,t.top+b),this.topRightPaddingBox=s>0||o>0?ka(t.left+Math.min(m,t.width-C),t.top+b,m>t.width+C?0:Math.max(0,s-C),Math.max(0,o-b),ta.TOP_RIGHT):new Qa(t.left+t.width-C,t.top+b),this.bottomRightPaddingBox=c>0||d>0?ka(t.left+Math.min(B,t.width-y),t.top+Math.min(f,t.height-v),Math.max(0,c-C),Math.max(0,d-v),ta.BOTTOM_RIGHT):new Qa(t.left+t.width-C,t.top+t.height-v),this.bottomLeftPaddingBox=u>0||g>0?ka(t.left+y,t.top+Math.min(E,t.height-v),Math.max(0,u-y),Math.max(0,g-v),ta.BOTTOM_LEFT):new Qa(t.left+y,t.top+t.height-v),this.topLeftContentBox=i>0||a>0?ka(t.left+y+U,t.top+b+F,Math.max(0,i-(y+U)),Math.max(0,a-(b+F)),ta.TOP_LEFT):new Qa(t.left+y+U,t.top+b+F),this.topRightContentBox=s>0||o>0?ka(t.left+Math.min(m,t.width+y+U),t.top+b+F,m>t.width+y+U?0:s-y+U,o-(b+F),ta.TOP_RIGHT):new Qa(t.left+t.width-(C+x),t.top+b+F),this.bottomRightContentBox=c>0||d>0?ka(t.left+Math.min(B,t.width-(y+U)),t.top+Math.min(f,t.height+b+F),Math.max(0,c-(C+x)),d-(v+Q),ta.BOTTOM_RIGHT):new Qa(t.left+t.width-(C+x),t.top+t.height-(v+Q)),this.bottomLeftContentBox=u>0||g>0?ka(t.left+y+U,t.top+E,Math.max(0,u-(y+U)),g-(v+Q),ta.BOTTOM_LEFT):new Qa(t.left+y+U,t.top+t.height-(v+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"}(ta||(ta={}));var ka=function(e,A,t,n,i){var a=(Math.sqrt(2)-1)/3*4,r=t*a,s=n*a,o=e+t,l=A+n;switch(i){case ta.TOP_LEFT:return new Sa(new Qa(e,l),new Qa(e,l-s),new Qa(o-r,A),new Qa(o,A));case ta.TOP_RIGHT:return new Sa(new Qa(e,A),new Qa(e+r,A),new Qa(o,l-s),new Qa(o,l));case ta.BOTTOM_RIGHT:return new Sa(new Qa(o,A),new Qa(o,A+s),new Qa(e+r,l),new Qa(e,l));case ta.BOTTOM_LEFT:default:return new Sa(new Qa(o,l),new Qa(o-r,l),new Qa(e,A+s),new Qa(e,A))}},Ma=function(e){return[e.topLeftBorderBox,e.topRightBorderBox,e.bottomRightBorderBox,e.bottomLeftBorderBox]},La=function(e){return[e.topLeftPaddingBox,e.topRightPaddingBox,e.bottomRightPaddingBox,e.bottomLeftPaddingBox]},Oa=function(e,A,t){this.offsetX=e,this.offsetY=A,this.matrix=t,this.type=0,this.target=6},Na=function(e,A){this.path=e,this.target=A,this.type=1},Ha=function(e){this.opacity=e,this.type=2,this.target=6},Da=function(e){return 1===e.type},Ra=function(e,A){return e.length===A.length&&e.some((function(e,t){return e===A[t]}))},Pa=function(e){this.element=e,this.inlineLevel=[],this.nonInlineLevel=[],this.negativeZIndex=[],this.zeroOrAutoZIndexOrTransformedOrOpacity=[],this.positiveZIndex=[],this.nonPositionedFloats=[],this.nonPositionedInlineLevel=[]},Va=function(){function e(e,A){if(this.container=e,this.parent=A,this.effects=[],this.curves=new Ia(this.container),this.container.styles.opacity<1&&this.effects.push(new Ha(this.container.styles.opacity)),null!==this.container.styles.transform){var t=this.container.bounds.left+this.container.styles.transformOrigin[0].number,n=this.container.bounds.top+this.container.styles.transformOrigin[1].number,i=this.container.styles.transform;this.effects.push(new Oa(t,n,i))}if(0!==this.container.styles.overflowX){var a=Ma(this.curves),r=La(this.curves);Ra(a,r)?this.effects.push(new Na(a,6)):(this.effects.push(new Na(a,2)),this.effects.push(new Na(r,4)))}}return e.prototype.getEffects=function(e){for(var A=-1===[2,3].indexOf(this.container.styles.position),t=this.parent,n=this.effects.slice(0);t;){var i=t.effects.filter((function(e){return!Da(e)}));if(A||0!==t.container.styles.position||!t.parent){if(n.unshift.apply(n,i),A=-1===[2,3].indexOf(t.container.styles.position),0!==t.container.styles.overflowX){var a=Ma(t.curves),r=La(t.curves);Ra(a,r)||n.unshift(new Na(r,6))}}else n.unshift.apply(n,i);t=t.parent}return n.filter((function(A){return 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Ta(e)?i.push(e.subdivide(.5,!1)):i.push(e),Ta(t)?i.push(t.subdivide(.5,!0)):i.push(t),Ta(n)?i.push(n.subdivide(.5,!0).reverse()):i.push(n),Ta(A)?i.push(A.subdivide(.5,!1).reverse()):i.push(A),i},Ya=function(e){var A=e.bounds,t=e.styles;return A.add(t.borderLeftWidth,t.borderTopWidth,-(t.borderRightWidth+t.borderLeftWidth),-(t.borderTopWidth+t.borderBottomWidth))},ja=function(e){var A=e.styles,t=e.bounds,n=$e(A.paddingLeft,t.width),i=$e(A.paddingRight,t.width),a=$e(A.paddingTop,t.width),r=$e(A.paddingBottom,t.width);return t.add(n+A.borderLeftWidth,a+A.borderTopWidth,-(A.borderRightWidth+A.borderLeftWidth+n+i),-(A.borderTopWidth+A.borderBottomWidth+a+r))},Ja=function(e,A,t){var n=function(e,A){return 0===e?A.bounds:2===e?ja(A):Ya(A)}($a(e.styles.backgroundOrigin,A),e),i=function(e,A){return 0===e?A.bounds:2===e?ja(A):Ya(A)}($a(e.styles.backgroundClip,A),e),a=_a($a(e.styles.backgroundSize,A),t,n),r=a[0],s=a[1],o=_e($a(e.styles.backgroundPosition,A),n.width-r,n.height-s);return[er($a(e.styles.backgroundRepeat,A),o,a,n,i),Math.round(n.left+o[0]),Math.round(n.top+o[1]),r,s]},Za=function(e){return Re(e)&&e.value===OA.AUTO},qa=function(e){return"number"==typeof e},_a=function(e,A,t){var n=A[0],i=A[1],a=A[2],r=e[0],s=e[1];if(!r)return[0,0];if(Ye(r)&&s&&Ye(s))return[$e(r,t.width),$e(s,t.height)];var o=qa(a);if(Re(r)&&(r.value===OA.CONTAIN||r.value===OA.COVER))return qa(a)?t.width/t.height<a!=(r.value===OA.COVER)?[t.width,t.width/a]:[t.height*a,t.height]:[t.width,t.height];var l=qa(n),c=qa(i),d=l||c;if(Za(r)&&(!s||Za(s)))return l&&c?[n,i]:o||d?d&&o?[l?n:i*a,c?i:n/a]:[l?n:t.width,c?i:t.height]:[t.width,t.height];if(o){var h=0,u=0;return Ye(r)?h=$e(r,t.width):Ye(s)&&(u=$e(s,t.height)),Za(r)?h=u*a:s&&!Za(s)||(u=h/a),[h,u]}var g=null,p=null;if(Ye(r)?g=$e(r,t.width):s&&Ye(s)&&(p=$e(s,t.height)),null===g||s&&!Za(s)||(p=l&&c?g/n*i:t.height),null!==p&&Za(r)&&(g=l&&c?p/i*n:t.width),null!==g&&null!==p)return[g,p];throw new Error("Unable to calculate background-size for element")},$a=function(e,A){var t=e[A];return void 0===t?e[0]:t},er=function(e,A,t,n,i){var a=A[0],r=A[1],s=t[0],o=t[1];switch(e){case 2:return[new Qa(Math.round(n.left),Math.round(n.top+r)),new Qa(Math.round(n.left+n.width),Math.round(n.top+r)),new Qa(Math.round(n.left+n.width),Math.round(o+n.top+r)),new Qa(Math.round(n.left),Math.round(o+n.top+r))];case 3:return[new Qa(Math.round(n.left+a),Math.round(n.top)),new Qa(Math.round(n.left+a+s),Math.round(n.top)),new Qa(Math.round(n.left+a+s),Math.round(n.height+n.top)),new Qa(Math.round(n.left+a),Math.round(n.height+n.top))];case 1:return[new Qa(Math.round(n.left+a),Math.round(n.top+r)),new Qa(Math.round(n.left+a+s),Math.round(n.top+r)),new Qa(Math.round(n.left+a+s),Math.round(n.top+r+o)),new Qa(Math.round(n.left+a),Math.round(n.top+r+o))];default:return[new Qa(Math.round(i.left),Math.round(i.top)),new Qa(Math.round(i.left+i.width),Math.round(i.top)),new Qa(Math.round(i.left+i.width),Math.round(i.height+i.top)),new Qa(Math.round(i.left),Math.round(i.height+i.top))]}},Ar="Hidden Text",tr=function(){function e(e){this._data={},this._document=e}return e.prototype.parseMetrics=function(e,A){var t=this._document.createElement("div"),n=this._document.createElement("img"),i=this._document.createElement("span"),a=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",a.appendChild(t),n.src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7",n.width=1,n.height=1,n.style.margin="0",n.style.padding="0",n.style.verticalAlign="baseline",i.style.fontFamily=e,i.style.fontSize=A,i.style.margin="0",i.style.padding="0",i.appendChild(this._document.createTextNode(Ar)),t.appendChild(i),t.appendChild(n);var r=n.offsetTop-i.offsetTop+2;t.removeChild(i),t.appendChild(this._document.createTextNode(Ar)),t.style.lineHeight="normal",n.style.verticalAlign="super";var s=n.offsetTop-t.offsetTop+2;return a.removeChild(t),{baseline:r,middle:s}},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}(),nr=function(e,A){this.context=e,this.options=A},ir=function(e){function t(A,t){var n=e.call(this,A,t)||this;return n._activeEffects=[],n.canvas=t.canvas?t.canvas:document.createElement("canvas"),n.ctx=n.canvas.getContext("2d"),t.canvas||(n.canvas.width=Math.floor(t.width*t.scale),n.canvas.height=Math.floor(t.height*t.scale),n.canvas.style.width=t.width+"px",n.canvas.style.height=t.height+"px"),n.fontMetrics=new tr(document),n.ctx.scale(n.options.scale,n.options.scale),n.ctx.translate(-t.x,-t.y),n.ctx.textBaseline="bottom",n._activeEffects=[],n.context.logger.debug("Canvas renderer initialized ("+t.width+"x"+t.height+") with scale "+t.scale),n}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)),Da(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 n(this,void 0,void 0,(function(){return i(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 n(this,void 0,void 0,(function(){return i(this,(function(A){switch(A.label){case 0:return nn(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 n=this;0===A?this.ctx.fillText(e.text,e.bounds.left,e.bounds.top+t):Yn(e.text).reduce((function(A,i){return n.ctx.fillText(i,A,e.bounds.top+t),A+n.ctx.measureText(i).width}),e.bounds.left)},t.prototype.createFontStyle=function(e){var A=e.fontVariant.filter((function(e){return"normal"===e||"small-caps"===e})).join(""),t=lr(e.fontFamily).join(", "),n=He(e.fontSize)?""+e.fontSize.number+e.fontSize.unit:e.fontSize.number+"px";return[[e.fontStyle,A,e.fontWeight,n,t].join(" "),t,n]},t.prototype.renderTextNode=function(e,A){return n(this,void 0,void 0,(function(){var t,n,a,r,s,o,l,c,d=this;return i(this,(function(i){return t=this.createFontStyle(A),n=t[0],a=t[1],r=t[2],this.ctx.font=n,this.ctx.direction=1===A.direction?"rtl":"ltr",this.ctx.textAlign="left",this.ctx.textBaseline="alphabetic",s=this.fontMetrics.getMetrics(a,r),o=s.baseline,l=s.middle,c=A.paintOrder,e.textBounds.forEach((function(e){c.forEach((function(t){switch(t){case 0:d.ctx.fillStyle=oA(A.color),d.renderTextWithLetterSpacing(e,A.letterSpacing,o);var n=A.textShadow;n.length&&e.text.trim().length&&(n.slice(0).reverse().forEach((function(t){d.ctx.shadowColor=oA(t.color),d.ctx.shadowOffsetX=t.offsetX.number*d.options.scale,d.ctx.shadowOffsetY=t.offsetY.number*d.options.scale,d.ctx.shadowBlur=t.blur.number,d.renderTextWithLetterSpacing(e,A.letterSpacing,o)})),d.ctx.shadowColor="",d.ctx.shadowOffsetX=0,d.ctx.shadowOffsetY=0,d.ctx.shadowBlur=0),A.textDecorationLine.length&&(d.ctx.fillStyle=oA(A.textDecorationColor||A.color),A.textDecorationLine.forEach((function(A){switch(A){case 1:d.ctx.fillRect(e.bounds.left,Math.round(e.bounds.top+o),e.bounds.width,1);break;case 2:d.ctx.fillRect(e.bounds.left,Math.round(e.bounds.top),e.bounds.width,1);break;case 3:d.ctx.fillRect(e.bounds.left,Math.ceil(e.bounds.top+l),e.bounds.width,1)}})));break;case 1:A.webkitTextStrokeWidth&&e.text.trim().length&&(d.ctx.strokeStyle=oA(A.webkitTextStrokeColor),d.ctx.lineWidth=A.webkitTextStrokeWidth,d.ctx.lineJoin=window.chrome?"miter":"round",d.ctx.strokeText(e.text,e.bounds.left,e.bounds.top+o)),d.ctx.strokeStyle="",d.ctx.lineWidth=0,d.ctx.lineJoin="miter"}}))})),[2]}))}))},t.prototype.renderReplacedElement=function(e,A,t){if(t&&e.intrinsicWidth>0&&e.intrinsicHeight>0){var n=ja(e),i=La(A);this.path(i),this.ctx.save(),this.ctx.clip(),this.ctx.drawImage(t,0,0,e.intrinsicWidth,e.intrinsicHeight,n.left,n.top,n.width,n.height),this.ctx.restore()}},t.prototype.renderNodeContent=function(e){return n(this,void 0,void 0,(function(){var A,n,a,s,o,l,c,d,h,u,g,p,w,m,f,B,E,b;return i(this,(function(i){switch(i.label){case 0:this.applyEffects(e.getEffects(4)),A=e.container,n=e.curves,a=A.styles,s=0,o=A.textNodes,i.label=1;case 1:return s<o.length?(l=o[s],[4,this.renderTextNode(l,a)]):[3,4];case 2:i.sent(),i.label=3;case 3:return s++,[3,1];case 4:if(!(A instanceof Ai))return[3,8];i.label=5;case 5:return i.trys.push([5,7,,8]),[4,this.context.cache.match(A.src)];case 6:return f=i.sent(),this.renderReplacedElement(A,n,f),[3,8];case 7:return i.sent(),this.context.logger.error("Error loading image "+A.src),[3,8];case 8:if(A instanceof ti&&this.renderReplacedElement(A,n,A.canvas),!(A instanceof ni))return[3,12];i.label=9;case 9:return i.trys.push([9,11,,12]),[4,this.context.cache.match(A.svg)];case 10:return f=i.sent(),this.renderReplacedElement(A,n,f),[3,12];case 11:return i.sent(),this.context.logger.error("Error loading svg "+A.svg.substring(0,255)),[3,12];case 12:return A instanceof pi&&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=i.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),i.label=14;case 14:if(A instanceof hi&&(d=Math.min(A.bounds.width,A.bounds.height),A.type===oi?A.checked&&(this.ctx.save(),this.path([new Qa(A.bounds.left+.39363*d,A.bounds.top+.79*d),new Qa(A.bounds.left+.16*d,A.bounds.top+.5549*d),new Qa(A.bounds.left+.27347*d,A.bounds.top+.44071*d),new Qa(A.bounds.left+.39694*d,A.bounds.top+.5649*d),new Qa(A.bounds.left+.72983*d,A.bounds.top+.23*d),new Qa(A.bounds.left+.84*d,A.bounds.top+.34085*d),new Qa(A.bounds.left+.39363*d,A.bounds.top+.79*d)]),this.ctx.fillStyle=oA(di),this.ctx.fill(),this.ctx.restore()):A.type===li&&A.checked&&(this.ctx.save(),this.ctx.beginPath(),this.ctx.arc(A.bounds.left+d/2,A.bounds.top+d/2,d/4,0,2*Math.PI,!0),this.ctx.fillStyle=oA(di),this.ctx.fill(),this.ctx.restore())),ar(A)&&A.value.length){switch(h=this.createFontStyle(a),E=h[0],u=h[1],g=this.fontMetrics.getMetrics(E,u).baseline,this.ctx.font=E,this.ctx.fillStyle=oA(a.color),this.ctx.textBaseline="alphabetic",this.ctx.textAlign=sr(A.styles.textAlign),b=ja(A),p=0,A.styles.textAlign){case 1:p+=b.width/2;break;case 2:p+=b.width}w=b.add(p,0,0,-b.height/2+1),this.ctx.save(),this.path([new Qa(b.left,b.top),new Qa(b.left+b.width,b.top),new Qa(b.left+b.width,b.top+b.height),new Qa(b.left,b.top+b.height)]),this.ctx.clip(),this.renderTextWithLetterSpacing(new Wn(A.value,w),a.letterSpacing,g),this.ctx.restore(),this.ctx.textBaseline="alphabetic",this.ctx.textAlign="left"}if(!nn(A.styles.display,2048))return[3,20];if(null===A.styles.listStyleImage)return[3,19];if(0!==(m=A.styles.listStyleImage).type)return[3,18];f=void 0,B=m.url,i.label=15;case 15:return i.trys.push([15,17,,18]),[4,this.context.cache.match(B)];case 16:return f=i.sent(),this.ctx.drawImage(f,A.bounds.left-(f.width+10),A.bounds.top),[3,18];case 17:return i.sent(),this.context.logger.error("Error loading list-style-image "+B),[3,18];case 18:return[3,20];case 19:e.listValue&&-1!==A.styles.listStyleType&&(E=this.createFontStyle(a)[0],this.ctx.font=E,this.ctx.fillStyle=oA(a.color),this.ctx.textBaseline="middle",this.ctx.textAlign="right",b=new r(A.bounds.left,A.bounds.top+$e(A.styles.paddingTop,A.bounds.width),A.bounds.width,Et(a.lineHeight,a.fontSize.number)/2+1),this.renderTextWithLetterSpacing(new Wn(e.listValue,b),a.letterSpacing,Et(a.lineHeight,a.fontSize.number)/2+2),this.ctx.textBaseline="bottom",this.ctx.textAlign="left"),i.label=20;case 20:return[2]}}))}))},t.prototype.renderStackContent=function(e){return n(this,void 0,void 0,(function(){var A,t,n,a,r,s,o,l,c,d,h,u,g,p,w;return i(this,(function(i){switch(i.label){case 0:return nn(e.element.container.flags,16),[4,this.renderNodeBackgroundAndBorders(e.element)];case 1:i.sent(),A=0,t=e.negativeZIndex,i.label=2;case 2:return A<t.length?(w=t[A],[4,this.renderStack(w)]):[3,5];case 3:i.sent(),i.label=4;case 4:return A++,[3,2];case 5:return[4,this.renderNodeContent(e.element)];case 6:i.sent(),n=0,a=e.nonInlineLevel,i.label=7;case 7:return n<a.length?(w=a[n],[4,this.renderNode(w)]):[3,10];case 8:i.sent(),i.label=9;case 9:return n++,[3,7];case 10:r=0,s=e.nonPositionedFloats,i.label=11;case 11:return r<s.length?(w=s[r],[4,this.renderStack(w)]):[3,14];case 12:i.sent(),i.label=13;case 13:return r++,[3,11];case 14:o=0,l=e.nonPositionedInlineLevel,i.label=15;case 15:return o<l.length?(w=l[o],[4,this.renderStack(w)]):[3,18];case 16:i.sent(),i.label=17;case 17:return o++,[3,15];case 18:c=0,d=e.inlineLevel,i.label=19;case 19:return c<d.length?(w=d[c],[4,this.renderNode(w)]):[3,22];case 20:i.sent(),i.label=21;case 21:return c++,[3,19];case 22:h=0,u=e.zeroOrAutoZIndexOrTransformedOrOpacity,i.label=23;case 23:return h<u.length?(w=u[h],[4,this.renderStack(w)]):[3,26];case 24:i.sent(),i.label=25;case 25:return h++,[3,23];case 26:g=0,p=e.positiveZIndex,i.label=27;case 27:return g<p.length?(w=p[g],[4,this.renderStack(w)]):[3,30];case 28:i.sent(),i.label=29;case 29:return g++,[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 n=Ta(e)?e.start:e;0===t?A.ctx.moveTo(n.x,n.y):A.ctx.lineTo(n.x,n.y),Ta(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,n){this.path(e),this.ctx.fillStyle=A,this.ctx.translate(t,n),this.ctx.fill(),this.ctx.translate(-t,-n)},t.prototype.resizeImage=function(e,A,t){var n;if(e.width===A&&e.height===t)return e;var i=(null!==(n=this.canvas.ownerDocument)&&void 0!==n?n:document).createElement("canvas");return i.width=Math.max(1,A),i.height=Math.max(1,t),i.getContext("2d").drawImage(e,0,0,e.width,e.height,0,0,A,t),i},t.prototype.renderBackgroundImage=function(e){return n(this,void 0,void 0,(function(){var A,t,n,a,r,s;return i(this,(function(o){switch(o.label){case 0:A=e.styles.backgroundImage.length-1,t=function(t){var a,r,s,o,l,c,d,h,u,g,p,w,m,f,B,E,b,C,v,y,F,x,Q,U,S,T,I,k,M,L,O;return i(this,(function(i){switch(i.label){case 0:if(0!==t.type)return[3,5];a=void 0,r=t.url,i.label=1;case 1:return i.trys.push([1,3,,4]),[4,n.context.cache.match(r)];case 2:return a=i.sent(),[3,4];case 3:return i.sent(),n.context.logger.error("Error loading background-image "+r),[3,4];case 4:return a&&(s=Ja(e,A,[a.width,a.height,a.width/a.height]),E=s[0],x=s[1],Q=s[2],v=s[3],y=s[4],f=n.ctx.createPattern(n.resizeImage(a,v,y),"repeat"),n.renderRepeat(E,f,x,Q)),[3,6];case 5:1===t.type?(o=Ja(e,A,[null,null,null]),E=o[0],x=o[1],Q=o[2],v=o[3],y=o[4],l=bA(t.angle,v,y),c=l[0],d=l[1],h=l[2],u=l[3],g=l[4],(p=document.createElement("canvas")).width=v,p.height=y,w=p.getContext("2d"),m=w.createLinearGradient(d,u,h,g),EA(t.stops,c).forEach((function(e){return m.addColorStop(e.stop,oA(e.color))})),w.fillStyle=m,w.fillRect(0,0,v,y),v>0&&y>0&&(f=n.ctx.createPattern(p,"repeat"),n.renderRepeat(E,f,x,Q))):function(e){return 2===e.type}(t)&&(B=Ja(e,A,[null,null,null]),E=B[0],b=B[1],C=B[2],v=B[3],y=B[4],F=0===t.position.length?[Ze]:t.position,x=$e(F[0],v),Q=$e(F[F.length-1],y),U=function(e,A,t,n,i){var a=0,r=0;switch(e.size){case 0:0===e.shape?a=r=Math.min(Math.abs(A),Math.abs(A-n),Math.abs(t),Math.abs(t-i)):1===e.shape&&(a=Math.min(Math.abs(A),Math.abs(A-n)),r=Math.min(Math.abs(t),Math.abs(t-i)));break;case 2:if(0===e.shape)a=r=Math.min(CA(A,t),CA(A,t-i),CA(A-n,t),CA(A-n,t-i));else if(1===e.shape){var s=Math.min(Math.abs(t),Math.abs(t-i))/Math.min(Math.abs(A),Math.abs(A-n)),o=vA(n,i,A,t,!0),l=o[0],c=o[1];r=s*(a=CA(l-A,(c-t)/s))}break;case 1:0===e.shape?a=r=Math.max(Math.abs(A),Math.abs(A-n),Math.abs(t),Math.abs(t-i)):1===e.shape&&(a=Math.max(Math.abs(A),Math.abs(A-n)),r=Math.max(Math.abs(t),Math.abs(t-i)));break;case 3:if(0===e.shape)a=r=Math.max(CA(A,t),CA(A,t-i),CA(A-n,t),CA(A-n,t-i));else if(1===e.shape){s=Math.max(Math.abs(t),Math.abs(t-i))/Math.max(Math.abs(A),Math.abs(A-n));var d=vA(n,i,A,t,!1);l=d[0],c=d[1],r=s*(a=CA(l-A,(c-t)/s))}}return Array.isArray(e.size)&&(a=$e(e.size[0],n),r=2===e.size.length?$e(e.size[1],i):a),[a,r]}(t,x,Q,v,y),S=U[0],T=U[1],S>0&&T>0&&(I=n.ctx.createRadialGradient(b+x,C+Q,0,b+x,C+Q,S),EA(t.stops,2*S).forEach((function(e){return I.addColorStop(e.stop,oA(e.color))})),n.path(E),n.ctx.fillStyle=I,S!==T?(k=e.bounds.left+.5*e.bounds.width,M=e.bounds.top+.5*e.bounds.height,O=1/(L=T/S),n.ctx.save(),n.ctx.translate(k,M),n.ctx.transform(1,0,0,L,0,0),n.ctx.translate(-k,-M),n.ctx.fillRect(b,O*(C-M)+M,v,y*O),n.ctx.restore()):n.ctx.fill())),i.label=6;case 6:return A--,[2]}}))},n=this,a=0,r=e.styles.backgroundImage.slice(0).reverse(),o.label=1;case 1:return a<r.length?(s=r[a],[5,t(s)]):[3,4];case 2:o.sent(),o.label=3;case 3:return a++,[3,1];case 4:return[2]}}))}))},t.prototype.renderSolidBorder=function(e,A,t){return n(this,void 0,void 0,(function(){return i(this,(function(n){return this.path(Wa(t,A)),this.ctx.fillStyle=oA(e),this.ctx.fill(),[2]}))}))},t.prototype.renderDoubleBorder=function(e,A,t,a){return n(this,void 0,void 0,(function(){var n,r;return i(this,(function(i){switch(i.label){case 0:return A<3?[4,this.renderSolidBorder(e,t,a)]:[3,2];case 1:return i.sent(),[2];case 2:return n=function(e,A){switch(A){case 0:return Xa(e.topLeftBorderBox,e.topLeftBorderDoubleOuterBox,e.topRightBorderBox,e.topRightBorderDoubleOuterBox);case 1:return Xa(e.topRightBorderBox,e.topRightBorderDoubleOuterBox,e.bottomRightBorderBox,e.bottomRightBorderDoubleOuterBox);case 2:return Xa(e.bottomRightBorderBox,e.bottomRightBorderDoubleOuterBox,e.bottomLeftBorderBox,e.bottomLeftBorderDoubleOuterBox);default:return Xa(e.bottomLeftBorderBox,e.bottomLeftBorderDoubleOuterBox,e.topLeftBorderBox,e.topLeftBorderDoubleOuterBox)}}(a,t),this.path(n),this.ctx.fillStyle=oA(e),this.ctx.fill(),r=function(e,A){switch(A){case 0:return Xa(e.topLeftBorderDoubleInnerBox,e.topLeftPaddingBox,e.topRightBorderDoubleInnerBox,e.topRightPaddingBox);case 1:return Xa(e.topRightBorderDoubleInnerBox,e.topRightPaddingBox,e.bottomRightBorderDoubleInnerBox,e.bottomRightPaddingBox);case 2:return Xa(e.bottomRightBorderDoubleInnerBox,e.bottomRightPaddingBox,e.bottomLeftBorderDoubleInnerBox,e.bottomLeftPaddingBox);default:return Xa(e.bottomLeftBorderDoubleInnerBox,e.bottomLeftPaddingBox,e.topLeftBorderDoubleInnerBox,e.topLeftPaddingBox)}}(a,t),this.path(r),this.ctx.fill(),[2]}}))}))},t.prototype.renderNodeBackgroundAndBorders=function(e){return n(this,void 0,void 0,(function(){var A,t,n,a,r,s,o,l,c=this;return i(this,(function(i){switch(i.label){case 0:return this.applyEffects(e.getEffects(2)),A=e.container.styles,t=!sA(A.backgroundColor)||A.backgroundImage.length,n=[{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}],a=rr($a(A.backgroundClip,0),e.curves),t||A.boxShadow.length?(this.ctx.save(),this.path(a),this.ctx.clip(),sA(A.backgroundColor)||(this.ctx.fillStyle=oA(A.backgroundColor),this.ctx.fill()),[4,this.renderBackgroundImage(e.container)]):[3,2];case 1:i.sent(),this.ctx.restore(),A.boxShadow.slice(0).reverse().forEach((function(A){c.ctx.save();var t,n,i,a,r,s=Ma(e.curves),o=A.inset?0:1e4,l=(t=s,n=-o+(A.inset?1:-1)*A.spread.number,i=(A.inset?1:-1)*A.spread.number,a=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(n,i);case 1:return e.add(n+a,i);case 2:return e.add(n+a,i+r);case 3:return e.add(n,i+r)}return e})));A.inset?(c.path(s),c.ctx.clip(),c.mask(l)):(c.mask(s),c.ctx.clip(),c.path(l)),c.ctx.shadowOffsetX=A.offsetX.number+o,c.ctx.shadowOffsetY=A.offsetY.number,c.ctx.shadowColor=oA(A.color),c.ctx.shadowBlur=A.blur.number,c.ctx.fillStyle=A.inset?oA(A.color):"rgba(0,0,0,1)",c.ctx.fill(),c.ctx.restore()})),i.label=2;case 2:r=0,s=0,o=n,i.label=3;case 3:return s<o.length?0!==(l=o[s]).style&&!sA(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 i.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 i.sent(),[3,11];case 7:return 4!==l.style?[3,9]:[4,this.renderDoubleBorder(l.color,l.width,r,e.curves)];case 8:return i.sent(),[3,11];case 9:return[4,this.renderSolidBorder(l.color,r,e.curves)];case 10:i.sent(),i.label=11;case 11:r++,i.label=12;case 12:return s++,[3,3];case 13:return[2]}}))}))},t.prototype.renderDashedDottedBorder=function(e,A,t,a,r){return n(this,void 0,void 0,(function(){var n,s,o,l,c,d,h,u,g,p,w,m,f,B,E,b;return i(this,(function(i){return this.ctx.save(),n=function(e,A){switch(A){case 0:return za(e.topLeftBorderStroke,e.topRightBorderStroke);case 1:return za(e.topRightBorderStroke,e.bottomRightBorderStroke);case 2:return za(e.bottomRightBorderStroke,e.bottomLeftBorderStroke);default:return za(e.bottomLeftBorderStroke,e.topLeftBorderStroke)}}(a,t),s=Wa(a,t),2===r&&(this.path(s),this.ctx.clip()),Ta(s[0])?(o=s[0].start.x,l=s[0].start.y):(o=s[0].x,l=s[0].y),Ta(s[1])?(c=s[1].end.x,d=s[1].end.y):(c=s[1].x,d=s[1].y),h=0===t||2===t?Math.abs(o-c):Math.abs(l-d),this.ctx.beginPath(),3===r?this.formatPath(n):this.formatPath(s.slice(0,2)),u=A<3?3*A:2*A,g=A<3?2*A:A,3===r&&(u=A,g=A),p=!0,h<=2*u?p=!1:h<=2*u+g?(u*=w=h/(2*u+g),g*=w):(m=Math.floor((h+g)/(u+g)),f=(h-m*u)/(m-1),g=(B=(h-(m+1)*u)/m)<=0||Math.abs(g-f)<Math.abs(g-B)?f:B),p&&(3===r?this.ctx.setLineDash([0,u+g]):this.ctx.setLineDash([u,g])),3===r?(this.ctx.lineCap="round",this.ctx.lineWidth=A):this.ctx.lineWidth=2*A+1.1,this.ctx.strokeStyle=oA(e),this.ctx.stroke(),this.ctx.setLineDash([]),2===r&&(Ta(s[0])&&(E=s[3],b=s[0],this.ctx.beginPath(),this.formatPath([new Qa(E.end.x,E.end.y),new Qa(b.start.x,b.start.y)]),this.ctx.stroke()),Ta(s[1])&&(E=s[1],b=s[2],this.ctx.beginPath(),this.formatPath([new Qa(E.end.x,E.end.y),new Qa(b.start.x,b.start.y)]),this.ctx.stroke())),this.ctx.restore(),[2]}))}))},t.prototype.render=function(e){return n(this,void 0,void 0,(function(){var A;return i(this,(function(t){switch(t.label){case 0:return this.options.backgroundColor&&(this.ctx.fillStyle=oA(this.options.backgroundColor),this.ctx.fillRect(this.options.x,this.options.y,this.options.width,this.options.height)),n=new Va(e,null),i=new Pa(n),Ka(n,i,i,a=[]),Ga(n.container,a),A=i,[4,this.renderStack(A)];case 1:return t.sent(),this.applyEffects([]),[2,this.canvas]}var n,i,a}))}))},t}(nr),ar=function(e){return e instanceof gi||e instanceof ui||e instanceof hi&&e.type!==li&&e.type!==oi},rr=function(e,A){switch(e){case 0:return Ma(A);case 2:return function(e){return[e.topLeftContentBox,e.topRightContentBox,e.bottomRightContentBox,e.bottomLeftContentBox]}(A);default:return La(A)}},sr=function(e){switch(e){case 1:return"center";case 2:return"right";default:return"left"}},or=["-apple-system","system-ui"],lr=function(e){return/iPhone OS 15_(0|1)/.test(window.navigator.userAgent)?e.filter((function(e){return-1===or.indexOf(e)})):e},cr=function(e){function t(A,t){var n=e.call(this,A,t)||this;return n.canvas=t.canvas?t.canvas:document.createElement("canvas"),n.ctx=n.canvas.getContext("2d"),n.options=t,n.canvas.width=Math.floor(t.width*t.scale),n.canvas.height=Math.floor(t.height*t.scale),n.canvas.style.width=t.width+"px",n.canvas.style.height=t.height+"px",n.ctx.scale(n.options.scale,n.options.scale),n.ctx.translate(-t.x,-t.y),n.context.logger.debug("EXPERIMENTAL ForeignObject renderer initialized ("+t.width+"x"+t.height+" at "+t.x+","+t.y+") with scale "+t.scale),n}return A(t,e),t.prototype.render=function(e){return n(this,void 0,void 0,(function(){var A,t;return i(this,(function(n){switch(n.label){case 0:return A=Vn(this.options.width*this.options.scale,this.options.height*this.options.scale,this.options.scale,this.options.scale,e),[4,dr(A)];case 1:return t=n.sent(),this.options.backgroundColor&&(this.ctx.fillStyle=oA(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}(nr),dr=function(e){return new Promise((function(A,t){var n=new Image;n.onload=function(){A(n)},n.onerror=t,n.src="data:image/svg+xml;charset=utf-8,"+encodeURIComponent((new XMLSerializer).serializeToString(e))}))},hr=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,a([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,a([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,a([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,a([this.id,this.getTime()+"ms"],e)):this.info.apply(this,e))},e.instances={},e}(),ur=function(){function e(A,t){var n;this.windowBounds=t,this.instanceName="#"+e.instanceCount++,this.logger=new hr({id:this.instanceName,enabled:A.logging}),this.cache=null!==(n=A.cache)&&void 0!==n?n:new fa(this,A)}return e.instanceCount=1,e}();"undefined"!=typeof window&&ma.setContext(window);var gr=function(e,A){return n(void 0,void 0,void 0,(function(){var n,a,o,l,c,d,h,u,g,p,w,m,f,B,E,b,C,v,y,F,x,Q,U,S,T,I,k,M,L,O,N,H,D,R,P,V,K,G;return i(this,(function(i){switch(i.label){case 0:if(!e||"object"!=typeof e)return[2,Promise.reject("Invalid element provided as first argument")];if(!(n=e.ownerDocument))throw new Error("Element is not attached to a Document");if(!(a=n.defaultView))throw new Error("Document is not attached to a Window");return o={allowTaint:null!==(Q=A.allowTaint)&&void 0!==Q&&Q,imageTimeout:null!==(U=A.imageTimeout)&&void 0!==U?U:15e3,proxy:A.proxy,useCORS:null!==(S=A.useCORS)&&void 0!==S&&S},l=t({logging:null===(T=A.logging)||void 0===T||T,cache:A.cache},o),c={windowWidth:null!==(I=A.windowWidth)&&void 0!==I?I:a.innerWidth,windowHeight:null!==(k=A.windowHeight)&&void 0!==k?k:a.innerHeight,scrollX:null!==(M=A.scrollX)&&void 0!==M?M:a.pageXOffset,scrollY:null!==(L=A.scrollY)&&void 0!==L?L:a.pageYOffset},d=new r(c.scrollX,c.scrollY,c.windowWidth,c.windowHeight),h=new ur(l,d),u=null!==(O=A.foreignObjectRendering)&&void 0!==O&&O,g={allowTaint:null!==(N=A.allowTaint)&&void 0!==N&&N,onclone:A.onclone,ignoreElements:A.ignoreElements,inlineImages:u,copyStyles:u},h.logger.debug("Starting document clone with size "+d.width+"x"+d.height+" scrolled to "+-d.left+","+-d.top),p=new Aa(h,e,g),(w=p.clonedReferenceElement)?[4,p.toIFrame(n,d)]:[2,Promise.reject("Unable to find element in cloned iframe")];case 1:return m=i.sent(),f=Ti(w)||"HTML"===w.tagName?function(e){var A=e.body,t=e.documentElement;if(!A||!t)throw new Error("Unable to get document size");var n=Math.max(Math.max(A.scrollWidth,t.scrollWidth),Math.max(A.offsetWidth,t.offsetWidth),Math.max(A.clientWidth,t.clientWidth)),i=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,n,i)}(w.ownerDocument):s(h,w),B=f.width,E=f.height,b=f.left,C=f.top,v=pr(h,w,A.backgroundColor),y={canvas:A.canvas,backgroundColor:v,scale:null!==(D=null!==(H=A.scale)&&void 0!==H?H:a.devicePixelRatio)&&void 0!==D?D:1,x:(null!==(R=A.x)&&void 0!==R?R:0)+b,y:(null!==(P=A.y)&&void 0!==P?P:0)+C,width:null!==(V=A.width)&&void 0!==V?V:Math.ceil(B),height:null!==(K=A.height)&&void 0!==K?K:Math.ceil(E)},u?(h.logger.debug("Document cloned, using foreign object rendering"),[4,new cr(h,y).render(w)]):[3,3];case 2:return F=i.sent(),[3,5];case 3:return h.logger.debug("Document cloned, element located at "+b+","+C+" with size "+B+"x"+E+" using computed rendering"),h.logger.debug("Starting DOM parsing"),x=Bi(h,w),v===x.styles.backgroundColor&&(x.styles.backgroundColor=wA.TRANSPARENT),h.logger.debug("Starting renderer for element at "+y.x+","+y.y+" with size "+y.width+"x"+y.height),[4,new ir(h,y).render(x)];case 4:F=i.sent(),i.label=5;case 5:return(null===(G=A.removeContainer)||void 0===G||G)&&(Aa.destroy(m)||h.logger.error("Cannot detach cloned iframe as it is not in the DOM anymore")),h.logger.debug("Finished rendering"),[2,F]}}))}))},pr=function(e,A,t){var n=A.ownerDocument,i=n.documentElement?pA(e,getComputedStyle(n.documentElement).backgroundColor):wA.TRANSPARENT,a=n.body?pA(e,getComputedStyle(n.body).backgroundColor):wA.TRANSPARENT,r="string"==typeof t?pA(e,t):null===t?wA.TRANSPARENT:4294967295;return A===n.documentElement?sA(i)?sA(a)?r:a:i:r};return function(e,A){return void 0===A&&(A={}),gr(e,A)}}();var html2canvas=html2canvas$1.exports;const updateEquation=async(e,A,t,n,i)=>{const a=await tex2dataURL(e,i);if(a){const e=[];e.push({mimeType:a.mimeType,id:A,dataURL:a.dataURL,created:a.created,size:a.size,hasSVGwithBitmap:!1,shouldScale:!0}),n(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.Notice("Unknown error loading LaTeX. Using fallback solution. Try closing and reopening this drawing."):new obsidian.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){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 n=t.querySelector("mjx-assistive-mml");n&&n.parentElement.removeChild(n),A.appendChild(t),window.MathJax.typeset();const i=await html2canvas(A,{backgroundColor:null});return document.body.removeChild(A),{mimeType:"image/png",fileId:fileid(),dataURL:i.toDataURL(),created:Date.now(),size:{height:i.height,width:i.width}}}const THEME_FILTER="invert(100%) hue-rotate(180deg) saturate(1.25)";class EmbeddedFile{constructor(e,A,t){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.plugin=e,this.resetImage(A,t)}resetImage(e,A){this.imgInverted=this.img="",this.mtime=0,this.linkParts=getLinkParts(A),this.hostPath=e,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.Notice(`Excalidraw Warning: could not find image file: ${A}`,5e3)):new obsidian.Notice(`Excalidraw Error\nIncorrect embedded filename: ${A}`)}fileChanged(){return this.file||(this.file=app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),this.file)?this.mtime!=this.file.stat.mtime:(this.attemptCounter++,!1)}setImage(e,A,t,n,i){if(this.file){switch(this.fileChanged()&&(this.imgInverted=this.img=""),this.mtime=this.file.stat.mtime,this.size=t,this.mimeType=A,n&&i){case!0:this.imgInverted=e;break;case!1:this.img=e}this.isSVGwithBitmap=i}}isLoaded(e){return this.file||(this.file=app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),this.file)?!this.fileChanged()&&(this.isSVGwithBitmap&&e?""!==this.imgInverted:""!==this.img):(this.attemptCounter++,!0)}getImage(e){return this.file?e&&this.isSVGwithBitmap?this.imgInverted:this.img:""}shouldScale(){return!Boolean(this.linkParts&&this.linkParts.original&&this.linkParts.original.endsWith("|100%"))}}class EmbeddedFilesLoader{constructor(e,A){this.terminate=!1,this.plugin=e,this.isDark=A,this.uid=nanoid()}async getObsidianImage(e,A){if(!this.plugin||!e)return null;const t=e instanceof EmbeddedFile?e.file:e,n=e instanceof EmbeddedFile?e.linkParts:{original:t.path,path:t.path,isBlockRef:!1,ref:null,width:this.plugin.settings.mdSVGwidth,height:this.plugin.settings.mdSVGmaxHeight};let i=!1;const a=this.plugin.isExcalidrawFile(t);if(!IMAGE_TYPES.contains(t.extension)&&!a&&"md"!==t.extension)return null;const r=await app.vault.readBinary(t),s=a?await(async e=>{const n=hasExportTheme(this.plugin,t)?getExportTheme(this.plugin,t,"light"):void 0,a={withBackground:!!hasExportBackground(this.plugin,t)&&getWithBackground(this.plugin,t),withTheme:!!n},r=await createSVG(t.path,!0,a,this,n,null,null,[],this.plugin,A+1,getExportPadding(this.plugin,t)),s=r.querySelectorAll("image:not([href^='data:image/svg'])");return s.length>0&&(i=!0),i&&e&&s.forEach((e=>{var A;const t=null===(A=e.parentElement)||void 0===A?void 0:A.id;r.querySelectorAll(`use[href='#${t}']`).forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))})),!i&&r.getAttribute("hasbitmap")&&(i=!0),svgToBase64(r.outerHTML)})(this.isDark):null;let o="image/svg+xml";if(!a)switch(t.extension){case"png":o="image/png";break;case"jpeg":case"jpg":o="image/jpeg";break;case"gif":o="image/gif";break;case"webp":o="image/webp";break;case"bmp":o="image/bmp";break;case"ico":o="image/x-icon";break;case"svg":case"md":o="image/svg+xml";break;default:o="application/octet-stream"}let l=null!=s?s:"svg"===t.extension?await getSVGData(app,t):"md"===t.extension?null:await getDataURL(r,o);if(!l){const e=await this.convertMarkdownToSVG(this.plugin,t,n);l=e.dataURL,i=e.hasSVGwithBitmap}const c=await getImageSize(l);return{mimeType:o,fileId:await generateIdFromFile(r),dataURL:l,created:t.stat.mtime,hasSVGwithBitmap:i,size:c}}async loadSceneFiles(e,A,t){var n,i;if(t>4)return void new obsidian.Notice(t$d("INFINITE_LOOP_WARNING")+t.toString(),6e3);const a=e.getFileEntries();let r;void 0===this.isDark&&(this.isDark="dark"===(null===(i=null===(n=null==e?void 0:e.scene)||void 0===n?void 0:n.appState)||void 0===i?void 0:i.theme));const s=[];for(;!this.terminate&&!(r=a.next()).done;){const e=r.value[1];if(e.isLoaded(this.isDark))e.isSVGwithBitmap&&s.push({mimeType:e.mimeType,id:r.value[0],dataURL:e.getImage(this.isDark),created:e.mtime,size:e.size,hasSVGwithBitmap:e.isSVGwithBitmap,shouldScale:e.shouldScale()});else{const A=await this.getObsidianImage(e,t);A&&s.push({mimeType:A.mimeType,id:r.value[0],dataURL:A.dataURL,created:A.created,size:A.size,hasSVGwithBitmap:A.hasSVGwithBitmap,shouldScale:e.shouldScale()})}}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);A&&s.push({mimeType:A.mimeType,id:o.value[0],dataURL:A.dataURL,created:A.created,size:A.size,hasSVGwithBitmap:!1,shouldScale:!0})}if(!this.terminate)try{A(s,this.isDark)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}async convertMarkdownToSVG(e,A,t){var n,i,a,r;let s=!1;const o=await getTransclusion(t,e.app,A);let l=(null!==(n=o.leadingHashes)&&void 0!==n?n:"")+o.contents;""===l&&(l="# 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 c=e.app.metadataCache.getFileCache(A);let d,h=e.settings.mdFont;switch((null==c?void 0:c.frontmatter)&&Boolean(c.frontmatter["excalidraw-font"])&&(h=c.frontmatter["excalidraw-font"]),h){case"Virgil":d=VIRGIL_FONT;break;case"Cascadia":d=CASCADIA_FONT;break;case"":d="";break;default:const t=await getFontDataURL(e.app,h,A.path);d=t.fontDef,h=t.fontName}(null==c?void 0:c.frontmatter)&&null!==c.frontmatter.banner&&(l=l.replace(/banner:\s*.*/,""));const u=(null==c?void 0:c.frontmatter)&&null!==(i=c.frontmatter["excalidraw-font-color"])&&void 0!==i?i:e.settings.mdFontColor;let g=(null==c?void 0:c.frontmatter)&&null!==(a=c.frontmatter["excalidraw-css"])&&void 0!==a?a:"",p=!1;if(g&&""!=g){const t=e.app.metadataCache.getFirstLinkpathDest(g,A.path);t&&(g=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);g+=t?`\n${await e.app.vault.read(t)}`:DEFAULT_MD_EMBED_CSS}else g+=DEFAULT_MD_EMBED_CSS;const w=(null==c?void 0:c.frontmatter)&&null!==(r=c.frontmatter["excalidraw-border-color"])&&void 0!==r?r:e.settings.mdBorderColor;w&&""!==w&&!g.match(/svg/i)&&(g+=`svg{border:2px solid;color:${w};transform:scale(.95)}`);let m=` width="${t.width}px" height="100000"`,f=` width="${t.width}px" height="100%"`;const B=(e,A,t)=>`<svg xmlns="http://www.w3.org/2000/svg"${m}>${t?`<style>${t}</style>`:""}<foreignObject x="0" y="0"${f}>${e}${A}</foreignObject>${""!==d?`<defs><style>${d}</style></defs>`:""}</svg>`,E=createDiv();E.setAttribute("xmlns","http://www.w3.org/1999/xhtml"),E.setAttribute("class","excalidraw-md-host"),""!==h&&(E.style.fontFamily=h),E.style.overflow="auto",E.style.display="block",E.style.color=u&&""!==u?u:"initial",await obsidian.MarkdownRenderer.renderMarkdown(l,E,A.path,e),E.querySelectorAll(":scope > *[class^='frontmatter']").forEach((e=>E.removeChild(e)));const b=Array.from(E.querySelectorAll("span[class='internal-embed']"));for(let t=0;t<b.length;t++){const n=b[t],i=n.getAttribute("src");if(!i)continue;const a=n.getAttribute("width"),r=n.getAttribute("height"),s=new EmbeddedFile(e,A.path,i);if(!s.file)continue;const o=await this.getObsidianImage(s,1),l=createEl("img");a&&l.setAttribute("width",a),r&&l.setAttribute("height",r),l.src=o.dataURL,n.replaceWith(l)}const C=document.body.createDiv();C.style.display="none";const v=C.createEl("iframe").contentWindow.document;if(g){const e=v.createElement("style");e.type="text/css",e.innerHTML=g,v.head.appendChild(e)}const y=v.importNode(E,!0);v.body.appendChild(y);const F=createDiv();F.setAttribute("class","excalidraw-md-footer"),v.body.appendChild(F),v.body.querySelectorAll("*").forEach((e=>{const A=e.style,t=window.getComputedStyle(e);let n="";for(const e in A)A.hasOwnProperty(e)&&(n+=`${e}: ${t[e]};`);e.setAttribute("style",n)}));const x=(new XMLSerializer).serializeToString(y),Q=(new XMLSerializer).serializeToString(F);document.body.removeChild(C);const U=new DOMParser,S=U.parseFromString(B(x,Q),"image/svg+xml").firstElementChild,T=createDiv();T.appendChild(S),document.body.appendChild(T);const I=S.querySelector(".excalidraw-md-footer").scrollHeight,k=S.querySelector(".excalidraw-md-host").scrollHeight+I,M=k<=t.height?k:t.height;document.body.removeChild(T),m=` width="${t.width}px" height="${M}px"`,f=` width="${t.width}px" height="${M}px"`,E.style.height=M-I+"px",E.style.overflow="hidden";const L=E.querySelectorAll("img:not([src^='data:image/svg+xml'])");L.length>0&&(s=!0),s&&this.isDark&&L.forEach((e=>{e instanceof HTMLImageElement&&(e.style.filter=THEME_FILTER)}));const O=B((new XMLSerializer).serializeToString(E),'<div class="excalidraw-md-footer"></div>',g);return e.ea.mostRecentMarkdownSVG=U.parseFromString(O,"image/svg+xml").firstElementChild,{dataURL:svgToBase64(O),hasSVGwithBitmap:s}}}const getSVGData=async(e,A)=>{const t=await e.vault.read(A);return svgToBase64(t)},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},{wrapText:wrapText,getFontString:getFontString,getMaxContainerWidth:getMaxContainerWidth}=excalidrawLib;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,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 n=e.split("\n");if(1===n.length)return null;for(const e of n){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.autoexportPreference=AutoexportPreference.inherit,this.textMode=TextMode.raw,this.loaded=!1,this.files=null,this.equations=null,this.compatibilityMode=!1,this.selectedElementIds={},this.disableCompression=!1,this.app=e.app,this.files=new Map,this.equations=new Map}initializeNonInitializedFields(){var e,A;if(!this.scene||!this.scene.elements)return;const t=this.scene.elements;for(const n of t){if(n.boundElements){const e=new Map;n.boundElements.forEach((A=>{e.set(A.id,A.type)}));const A=Array.from(e,(([e,A])=>({id:e,type:A})));A.length!==n.boundElements.length&&(n.boundElements=A)}n.boundElementIds&&(n.boundElements||(n.boundElements=[]),n.boundElements=n.boundElements.concat(n.boundElementIds.map((e=>({type:"arrow",id:e})))),delete n.boundElementIds),"text"!==n.type||n.containerId||(n.containerId=null),null===n.x&&(n.x=0),null===n.y&&(n.y=0),null===(null===(e=n.startBinding)||void 0===e?void 0:e.focus)&&(n.startBinding.focus=0),null===(null===(A=n.endBinding)||void 0===A?void 0:A.focus)&&(n.endBinding.focus=0),null===n.fontSize&&(n.fontSize=20)}try{t.filter((e=>"text"===e.type&&e.containerId&&t.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=t.filter((A=>A.id===e.containerId))[0],n=A.boundElements.filter((e=>!("text"===e.type&&!t.some((A=>A.id===e.id)))));A.boundElements=[{id:e.id,type:"text"}].concat(n)}catch(e){}})),t.filter((e=>e.boundElements&&e.boundElements.length>0)).forEach((e=>{const A=e.boundElements.filter((e=>t.some((A=>A.id===e.id))));A.length!==e.boundElements.length&&(e.boundElements=A)})),t.filter((e=>"text"===e.type&&e.containerId&&!t.some((A=>A.id===e.containerId)))).forEach((e=>{e.containerId=null}))}catch(e){}}async loadData(e,A,t){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.file=A,this.compatibilityMode=!1,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setAutoexportPreferences(),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.TFile&&t.stat.mtime>A.stat.mtime){const e=await this.app.vault.read(t);this.scene=JSON.parse(e)}}let n=null;n=(()=>{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"),this.initializeNonInitializedFields();let i=(e=e.substring(0,n.pos)).search(/(^%%\n)?# Text Elements\n/m);if(-1===i)return await this.setTextMode(t,!1),this.loaded=!0,!0;i+=e.match(/((^%%\n)?# Text Elements\n)/m)[0].length,e=e.substring(i),i=0;const a=" ^12345678\n\n".length;let r,s=e.matchAll(/\s\^(.{8})[\n]+/g);for(;!(r=s.next()).done;){let A=e.substring(i,r.value.index);const t=r.value[1],n=this.scene.elements.filter((e=>e.id===t))[0];if(n)if("text"!==n.type)n.link!==A&&(n.link=A,n.version++,n.versionNonce++),this.elementLinks.set(t,A);else{const e=estimateMaxLineLen(n.text,n.originalText),i=A.matchAll(/^%%\*\*\*>>>text element-link:(\[\[[^<*\]]*]])<<<\*\*\*%%/gm).next();i.done||(A=A.replace(/^%%\*\*\*>>>text element-link:\[\[[^<*\]]*]]<<<\*\*\*%%/gm,""),n.link=i.value[1]);const a=await this.parse(A);this.textElements.set(t,{raw:A,parsed:a.parsed,wrapAt:e}),a.link&&(n.link=a.link),!n||n.rawText&&""!==n.rawText||(n.rawText=A)}i=r.value.index+a}for(s=(e=e.substring(e.indexOf("# Embedded files\n")+"# Embedded files\n".length)).matchAll(/([\w\d]*):\s*\[\[([^\]]*)]]\n/gm);!(r=s.next()).done;){const e=new EmbeddedFile(this.plugin,this.file.path,r.value[2]);this.setFile(r.value[1],e)}for(s=e.matchAll(/([\w\d]*):\s*\$\$(.*)(\$\$\s*\n)/gm);!(r=s.next()).done;)this.setEquation(r.value[1],{latex:r.value[2],isLoaded:!1});return 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.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.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,n=!1){if(n||A!=e.text){const n=_measureText(A,e.fontSize,e.fontFamily);e.text=A,e.originalText=t,e.containerId||(e.width=n.w),e.height=n.h,e.baseline=n.baseline}}async updateSceneTextElements(e=!1){var A,t,n,i;const a=null===(A=this.scene.elements)||void 0===A?void 0:A.filter((e=>"text"===e.type));for(const A of a){const a=getContainerElement(A,this.scene),r=null!==(n=null!==(t=await this.getText(A.id))&&void 0!==t?t:A.originalText)&&void 0!==n?n:A.text,s=null===(i=this.textElements.get(A.id))||void 0===i?void 0:i.wrapAt;this.updateTextElement(A,s?wrapText(r,getFontString({fontSize:A.fontSize,fontFamily:A.fontFamily}),getMaxContainerWidth(a)):r,r,e)}}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;const A=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===A.length)return!1;let t,n=JSON.stringify(this.scene);for(const e of A)t=e.id,e.id.length>8&&(t=nanoid(),n=n.replaceAll(e.id,t)),this.elementLinks.set(t,e.link);return this.scene=JSON.parse(n),!0}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 n,i=JSON.stringify(this.scene),a=!1;for(const e of t)if(n=e.id,e.id.length>8){if(a=!0,n=nanoid(),this.selectedElementIds[e.id]&&(delete this.selectedElementIds[e.id],this.selectedElementIds[n]=!0),i=i.replaceAll(e.id,n),this.textElements.has(e.id)){const A=this.textElements.get(e.id);this.textElements.set(n,{raw:A.raw,parsed:A.parsed,wrapAt:A.wrapAt}),this.textElements.delete(e.id)}if(!this.textElements.has(n)){const A=e.rawText&&""!==e.rawText?e.rawText:e.text,t=estimateMaxLineLen(e.text,e.originalText);this.textElements.set(n,{raw:A,parsed:null,wrapAt:t}),this.parseasync(n,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(n,{raw:A,parsed:null,wrapAt:t}),this.parseasync(n,A,t)}return a&&(this.scene=JSON.parse(i)),a}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 n of this.textElements.keys()){const i=null===(e=this.scene.elements)||void 0===e?void 0:e.filter((e=>"text"===e.type&&e.id===n));if(0===i.length)this.textElements.delete(n);else{const e=await this.getText(n),a=this.scene.prevTextMode===TextMode.parsed?i[0].rawText:null!==(A=i[0].originalText)&&void 0!==A?A:i[0].text;if(e!==(null!==(t=i[0].originalText)&&void 0!==t?t:i[0].text)){const e=estimateMaxLineLen(i[0].text,i[0].originalText);this.textElements.set(n,{raw:a,parsed:(await this.parse(a)).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,n=0;const i=REGEX_LINK.getRes(e);let a,r=!1,s=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(t=e,s=!0);!(a=i.next()).done;){if(!t){const e=REGEX_LINK.getLink(a);t=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}if(REGEX_LINK.isTransclusion(a)){let t=this.parseCheckbox((await this.getTransclusion(REGEX_LINK.getLink(a))).contents).replaceAll(/%%[^%]*%%/gm,"");this.plugin.settings.removeTransclusionQuoteSigns&&(t=t.replaceAll(/\n\s*>\s?/gm,"\n")),A+=e.substring(n,a.value.index)+wrapTextAtCharLength(t,REGEX_LINK.getWrapLength(a,this.plugin.settings.wordWrappingDefault),this.plugin.settings.forceWrap)}else{const t=this.parseLinks(e,n,a);t&&(A+=t,s||r||(REGEX_LINK.getLink(a).match(REG_LINKINDEX_HYPERLINK)?s=!0:r=!0))}n=a.value.index+a.value[0].length}return A+=e.substring(n,e.length),r&&(A=this.linkPrefix+A),s&&(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${this.plugin.settings.done} `):e}quickParse(e){if((e=>{const A=REGEX_LINK.getRes(e);let t;for(;!(t=A.next()).done;)if(REGEX_LINK.isTransclusion(t))return!0;return!1})(e))return[null,null];e=this.parseCheckbox(e);let A="",t=null,n=0;const i=REGEX_LINK.getRes(e);let a,r=!1,s=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(t=e,s=!0);!(a=i.next()).done;){if(!t){const e=REGEX_LINK.getLink(a);t=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}const i=this.parseLinks(e,n,a);i&&(A+=i,s||r||(REGEX_LINK.getLink(a).match(REG_LINKINDEX_HYPERLINK)?s=!0:r=!0)),n=a.value.index+a.value[0].length}return A+=e.substring(n,e.length),r&&(A=this.linkPrefix+A),s&&(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 n=this.textElements.get(e).raw;t&&1===t.length&&t[0].link&&t[0].rawText===t[0].originalText&&t[0].link.match(/^\[\[[^\]]*]]$/g)&&(n=`%%***>>>text element-link:${t[0].link}<<<***%%`+n),A+=`${n} ^${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=/(^[^#\|]*)/,n=this.files.get(e);A+=`${e}: [[${n.file?n.linkParts.original.replace(t,app.metadataCache.fileToLinktext(n.file,this.file.path)):n.linkParts.original}]]\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 syncFiles(){var e;let A=!1;const t=this.scene,n=t.elements.filter((e=>"image"===e.type)).map((e=>e.fileId));if(this.files.forEach(((e,t)=>{n.contains(t)||(this.files.delete(t),A=!0)})),this.equations.forEach(((e,t)=>{n.contains(t)||(this.equations.delete(t),A=!0)})),!t.files||0===Object.keys(t.files).length)return!1;const i=new Set;n.forEach((e=>{if(i.has(e)){const n=this.getFile(e),a=this.getEquation(e);if(n&&n.file&&("md"!==n.file.extension||this.plugin.isExcalidrawFile(n.file)))return;const r=fileid();t.elements.filter((A=>A.fileId===e))[0].fileId=r,A=!0,i.add(r),n&&this.setFile(r,new EmbeddedFile(this.plugin,this.file.path,n.linkParts.original)),a&&this.setEquation(r,{latex:a.latex,isLoaded:!1})}i.add(e)}));for(const n of Object.keys(t.files))if(!this.hasFile(n)&&!this.hasEquation(n)){A=!0;let i=`Pasted Image ${window.moment().format("YYYYMMDDHHmmss_SSS")}`;const a=t.files[n].mimeType;switch(a){case"image/png":default:i+=".png";break;case"image/jpeg":i+=".jpg";break;case"image/svg+xml":i+=".svg";break;case"image/gif":i+=".gif"}const r=(await getAttachmentsFolderAndFilePath(this.app,this.file.path,i)).filepath,s=t.files[n].dataURL;await this.app.vault.createBinary(r,getBinaryFileFromDataURL(s));const o=new EmbeddedFile(this.plugin,this.file.path,r);o.setImage(s,a,{height:0,width:0},"dark"===(null===(e=t.appState)||void 0===e?void 0:e.theme),"image/svg+xml"===a),this.setFile(n,o)}return A}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.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,n){const i=estimateMaxLineLen(A,t),[a,r]=this.quickParse(t);return a?(this.textElements.set(e,{raw:t,parsed:a,wrapAt:i}),[wrap(a,i),a,r]):(this.parse(t).then((A=>{const a=A.parsed;this.textElements.set(e,{raw:t,parsed:a,wrapAt:i}),a&&n(wrap(a,i),a)})),[null,null,null])}async addTextElement(e,A,t){let n=estimateMaxLineLen(A,t);this.textElements.has(e)&&(n=this.textElements.get(e).wrapAt);const i=await this.parse(t);return this.textElements.set(e,{raw:t,parsed:i.parsed,wrapAt:n}),[wrap(i.parsed,n),i.parsed,i.link]}deleteTextElement(e){this.textElements.delete(e)}getOpenMode(){const e=this.app.metadataCache.getFileCache(this.file);let A=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}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.file)return;const t=A.linkParts.original.split("#");this.plugin.filesMaster.set(e,{path:A.file.path+(A.shouldScale()?"":"|100%"),blockrefData:1===t.length?null:t[1],hasSVGwithBitmap:A.isSVGwithBitmap})}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),t=A.path.split("|")[0].split("#")[0];if(!this.app.vault.getAbstractFileByPath(t))return this.plugin.filesMaster.delete(e),!0;const n=A.path.endsWith("100%"),i=new EmbeddedFile(this.plugin,this.file.path,(A.blockrefData?t+"#"+A.blockrefData:t)+(n?"|100%":""));return this.files.set(e,i),!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)}}const getTransclusion=async(e,A,t,n)=>{var i,a,r,s,o,l,c,d,h;if(!e.path)return{contents:e.original.trim(),lineNum:0};if(!(t&&t instanceof obsidian.TFile))return{contents:e.original.trim(),lineNum:0};const u=await A.vault.read(t);if(!e.ref)return n?{contents:u.substring(0,n).trim(),lineNum:0}:{contents:u.trim(),lineNum:0};const g=(await A.metadataCache.blockCache.getForFile({isCancelled:()=>!1},t)).blocks.filter((e=>"comment"!=e.node.type));if(!g)return{contents:e.original.trim(),lineNum:0};if(e.isBlockRef){let A=null===(i=g.filter((A=>A.node.id==e.ref))[0])||void 0===i?void 0:i.node;if(!A)return{contents:e.original.trim(),lineNum:0};["blockquote"].includes(A.type)&&(A=A.children[0]);const t=A.position.start.offset,n=A.position.start.line,a=A.position.end.offset;return{contents:u.substring(t,a).replaceAll(/ \^\S*$|^\^\S*$/gm,"").trim(),lineNum:n}}const p=g.filter((e=>0===e.display.search(/^#+\s/)));let w=null,m=0,f=null,B=1;for(let A=0;A<p.length;A++){if(w&&!f){let e=A;for(;e<p.length&&p[e].node.depth>B;)e++;return e===p.length&&p[e-1].node.depth>B?{leadingHashes:"#".repeat(B)+" ",contents:u.substring(w).trim(),lineNum:m}:(f=p[e].node.position.start.offset-1,{leadingHashes:"#".repeat(B)+" ",contents:u.substring(w,f).trim(),lineNum:m})}const t=p[A].node.children[0],n=null===(r=null===(a=p[A].node.data)||void 0===a?void 0:a.hProperties)||void 0===r?void 0:r.dataHeading,i=null==t?void 0:t.children;!w&&((null===(s=null==t?void 0:t.value)||void 0===s?void 0:s.replaceAll(REG_BLOCK_REF_CLEAN,""))===e.ref||(null===(o=null==t?void 0:t.title)||void 0===o?void 0:o.replaceAll(REG_BLOCK_REF_CLEAN,""))===e.ref||(null==n?void 0:n.replaceAll(REG_BLOCK_REF_CLEAN,""))===e.ref||i&&(null===(c=null===(l=i[0])||void 0===l?void 0:l.value)||void 0===c?void 0:c.replaceAll(REG_BLOCK_REF_CLEAN,""))===e.ref)&&(w=null===(d=p[A].node.children[0])||void 0===d?void 0:d.position.start.offset,B=p[A].node.depth,m=null===(h=p[A].node.children[0])||void 0===h?void 0:h.position.start.line)}return w?{leadingHashes:"#".repeat(B)+" ",contents:u.substring(w).trim(),lineNum:m}:{contents:e.original.trim(),lineNum:0}};class Prompt extends obsidian.Modal{constructor(e,A,t,n,i){super(e),this.prompt_text=A,this.default_value=t,this.placeholder=n,this.prompt_desc=i}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.Modal{constructor(e,A,t,n,i){super(e),this.header=A,this.didSubmit=!1,this.submitClickCallback=()=>this.submit(),this.cancelClickCallback=()=>this.cancel(),this.submitEnterCallback=e=>{"Enter"===e.key&&(e.preventDefault(),this.submit())},this.placeholder=t,this.input=n,this.buttons=i,this.waitForClose=new Promise(((e,A)=>{this.resolvePromise=e,this.rejectPromise=A})),this.display(),this.open()}static Prompt(e,A,t,n,i){return new GenericInputPrompt(e,A,t,n,i).waitForClose}display(){this.contentEl.empty(),this.titleEl.textContent=this.header;const e=this.contentEl.createDiv();this.inputComponent=this.createInputField(e,this.placeholder,this.input),this.createButtonBar(e)}createInputField(e,A,t){const n=new obsidian.TextComponent(e);return n.inputEl.style.width="100%",n.setPlaceholder(null!=A?A:"").setValue(null!=t?t:"").onChange((e=>this.input=e)).inputEl.addEventListener("keydown",this.submitEnterCallback),n}createButton(e,A,t){const n=new obsidian.ButtonComponent(e);return n.setButtonText(A).onClick(t),n}createButtonBar(e){const A=e.createDiv();if(this.buttons&&this.buttons.length>0){let e=null;for(const t of this.buttons){const n=new obsidian.ButtonComponent(A);n.setButtonText(t.caption).onClick((e=>{const A=t.action(this.input);A&&(this.input=A),this.submit()})),e=null!=e?e:n}e&&(e.setCta().buttonEl.style.marginRight="0")}else this.createButton(A,"Ok",this.submitClickCallback).setCta().buttonEl.style.marginRight="0";this.createButton(A,"Cancel",this.cancelClickCallback),A.style.display="flex",A.style.flexDirection="row-reverse",A.style.justifyContent="flex-start",A.style.marginTop="1rem"}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.submitEnterCallback)}onOpen(){super.onOpen(),this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.select()}onClose(){super.onClose(),this.resolveInput(),this.removeInputListener()}}class GenericSuggester extends obsidian.FuzzySuggestModal{constructor(e,A,t,n,i){var a;super(e),this.displayItems=A,this.items=t,this.hint=n,this.instructions=i,this.limit=20,this.setPlaceholder(null!==(a=this.hint)&&void 0!==a?a:""),i&&this.setInstructions(this.instructions),this.promise=new Promise(((e,A)=>{this.resolvePromise=e,this.rejectPromise=A})),this.open()}static Suggest(e,A,t,n,i){return new GenericSuggester(e,A,t,n,i).promise}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.Modal{constructor(e,A,t,n,i){super(e.app),this.plugin=e,this.path=A,this.newPane=t,this.newWindow=n,this.view=i}onOpen(){this.createForm()}async onClose(){}openFile(e){e&&(this.newWindow?app.workspace.openPopoutLeaf():this.newPane?getNewOrAdjacentLeaf(this.plugin,this.view.leaf):this.view.leaf).openFile(e,{active:!0})}createForm(){this.titleEl.setText("New File"),this.contentEl.createDiv({cls:"excalidraw-prompt-center",text:"File does not exist. Do you want to create it?"}),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.view.file||(new obsidian.Notice("Unknown error. It seems as if your drawing was closed or the drawing file is missing"),!1):(new obsidian.Notice("Error: Filename for new file may not be empty"),!1),t=async e=>{if(!this.path.includes("/")){const e=new RegExp(`${this.view.file.name}$`,"g");this.path=this.view.file.path.replace(e,this.path)}return this.path.match(/\.md$/)||(this.path=`${this.path}.md`),checkAndCreateFolder(splitFolderAndFilename(this.path).folderpath),await this.app.vault.create(this.path,e)};e.createEl("button",{text:"Create Markdown"}).onclick=async()=>{if(!A)return;const e=await t("");this.openFile(e),this.close()},e.createEl("button",{text:"Create Excalidraw"}).onclick=async()=>{if(!A)return;const e=await t(await this.plugin.getBlankDrawing());await sleep$1(200),this.openFile(e),this.close()},e.createEl("button",{text:"Never Mind"}).onclick=()=>{this.close()}}))}}class ScriptEngine{constructor(e){this.plugin=e,this.scriptIconMap={},this.loadScripts(),this.registerEventHandlers()}registerEventHandlers(){const e=e=>{if(!e.endsWith(".svg"))return;const A=app.vault.getAbstractFileByPath(getIMGFilename(e,"md"));A&&A instanceof obsidian.TFile&&(this.unloadScript(this.getScriptName(A),A.path),this.loadScript(A))};this.plugin.registerEvent(app.vault.on("delete",(async A=>{A instanceof obsidian.TFile&&A.path.startsWith(this.scriptPath)&&(this.unloadScript(this.getScriptName(A),A.path),e(A.path))}))),this.plugin.registerEvent(app.vault.on("create",(async A=>{A instanceof obsidian.TFile&&A.path.startsWith(this.scriptPath)&&(this.loadScript(A),e(A.path))}))),this.plugin.registerEvent(app.vault.on("rename",(async(A,t)=>{if(!(A instanceof obsidian.TFile))return;const n=t.startsWith(this.scriptPath),i=A.path.startsWith(this.scriptPath);n&&(this.unloadScript(this.getScriptName(t),t),e(t)),i&&(this.loadScript(A),e(A.path))})))}updateScriptPath(){this.scriptPath!==this.plugin.settings.scriptFolderPath&&(this.scriptPath&&this.unloadScripts(),this.loadScripts())}getListofScripts(){if(this.scriptPath=this.plugin.settings.scriptFolderPath,app.vault.getAbstractFileByPath(this.scriptPath))return app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)&&"md"===e.extension));this.scriptPath=null}loadScripts(){var e;null===(e=this.getListofScripts())||void 0===e||e.forEach((e=>this.loadScript(e)))}getScriptName(e){let A="",t="";e instanceof obsidian.TFile?(A=e.basename,t=e.path):(A=splitFolderAndFilename(e).basename,t=e);const n=t.split(`${this.scriptPath}/`)[1],i=n.lastIndexOf("/");return i>-1?n.substring(0,i+1)+A:A}async addScriptIconToMap(e,A){const t=getIMGFilename(e,"svg"),n=app.vault.getAbstractFileByPath(t),i=n&&n instanceof obsidian.TFile?await app.vault.read(n):null;this.scriptIconMap=Object.assign({},this.scriptIconMap),this.scriptIconMap[e]={name:A,svgString:i},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) ${A}`,checkCallback:t=>{if(t)return Boolean(app.workspace.getActiveViewOfType(ExcalidrawView));const n=app.workspace.getActiveViewOfType(ExcalidrawView);return!!n&&((async()=>{const t=await app.vault.read(e);t&&this.executeScript(n,t,A)})(),!0)}})}unloadScripts(){const e=app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)));e.forEach((e=>{this.unloadScript(this.getScriptName(e),e.path)}))}unloadScript(e,A){if(!A.endsWith(".md"))return;delete this.scriptIconMap[A],this.scriptIconMap=Object.assign({},this.scriptIconMap),this.updateToolPannels();const t=`${PLUGIN_ID}:${e}`;app.commands.commands[t]&&delete app.commands.commands[t]}async executeScript(e,A,t){if(!e||!A||!t)return;this.plugin.ea.reset(),this.plugin.ea.setView(e),this.plugin.ea.activeScript=t;const n=Object.getPrototypeOf((async()=>{})).constructor;let i=null;return i=await new n("ea","utils",A)(this.plugin.ea,{inputPrompt:(e,A,t,n)=>ScriptEngine.inputPrompt(app,e,A,t,n),suggester:(e,A,t,n)=>ScriptEngine.suggester(app,e,A,t,n)}),this.plugin.ea.activeScript=null,i}updateToolPannels(){app.workspace.getLeavesOfType("excalidraw").forEach((e=>{var A,t;null===(t=null===(A=e.view.toolsPanelRef)||void 0===A?void 0:A.current)||void 0===t||t.updateScriptIconMap(this.scriptIconMap)}))}static async inputPrompt(e,A,t,n,i){try{return await GenericInputPrompt.Prompt(e,A,t,n,i)}catch(e){return}}static async suggester(e,A,t,n,i){try{return await GenericSuggester.Suggest(e,A,t,n,i)}catch(e){return}}}var t$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$d={};t$c.d(r$d,{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$4(e){var A;const{Cmin:t,Cmax:n,H:i,delta:a}=function(e){const[A,t,n]=Object.values(e).map((e=>e/255)),i=Math.max(A,t,n),a=Math.min(A,t,n),r=i-a;return{Cmin:a,Cmax:i,H:0===r?0:i===A?(t-n)/r%6:i===t?(n-A)/r+2:(A-t)/r+4,delta:r}}(e),r=(n+t)/2,s=0===a?0:a/(1-Math.abs(2*r-1));return{h:a$c(60*i),s:100*s,l:100*r,a:null!==(A=e.a)&&void 0!==A?A:1}}function u$8(e){const{h:A,s:t,l:n,a:i}=e,a=n/100,r=t/100,s=(1-Math.abs(2*a-1))*r,o=s*(1-Math.abs(A/60%2-1)),l=a-s/2,c=A<60||300<=A&&A<360?s:120<=A&&A<240?0:o,d=240<=A&&A<360?0:60<=A&&A<180?s:o,h=A<120?0:180<=A&&A<300?s:o,[u,g,p]=[c,d,h].map((e=>255*(e+l)));return{r:u,g:g,b:p,a:null!=i?i:1}}function l$5(e){const[A,t,n,i]=Object.values(e).map((e=>parseInt(e,16)));return{r:A,g:t,b:n,a:i?i/255:1}}const c$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:n}){return[u$8({h:a$c(e),s:s$a(0,A,100),l:s$a(0,t,100),a:i$a(n)}),"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$5({r:e,g:A,b:t,a:n}){return[{r:s$a(0,e,255),g:s$a(0,A,255),b:s$a(0,t,255),a:i$a(n)},"rgb"]}var p$3,v$2,m$1=function(e,A,t,n,i){if("m"===n)throw new TypeError("Private method is not writable");if("a"===n&&!i)throw new TypeError("Private accessor was defined without a setter");if("function"==typeof A?e!==A||!i:!A.has(e))throw new TypeError("Cannot write private member to an object whose class did not declare it");return"a"===n?i.call(e,t):i?i.value=t:A.set(e,t),t},y$1=function(e,A,t,n){if("a"===t&&!n)throw new TypeError("Private accessor was defined without a getter");if("function"==typeof A?e!==A||!n:!A.has(e))throw new TypeError("Cannot read private member from an object whose class did not declare it");return"m"===t?n:"a"===t?n.call(e):n?n.value:A.get(e)};class 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A;const{Cmin:t,Cmax:n,H:i,delta:a}=function(e){const[A,t,n]=Object.values(e).map((e=>e/255)),i=Math.max(A,t,n),a=Math.min(A,t,n),r=i-a;return{Cmin:a,Cmax:i,H:0===r?0:i===A?(t-n)/r%6:i===t?(n-A)/r+2:(A-t)/r+4,delta:r}}(e),r=(n+t)/2,s=0===a?0:a/(1-Math.abs(2*r-1));return{h:a$3(60*i),s:100*s,l:100*r,a:null!==(A=e.a)&&void 0!==A?A:1}}(e),{r:n,g:i,b:a}=e;return{h:A,w:Math.min(n,i,a)/2.55,b:100*(1-Math.max(n,i,a)/255),a:t}}function e$3(e){const{h:A,b:t,w:n,a:i}=e;return function(e){const{h:A,s:t,v:n,a:i}=e,a=n/100,r=a*(t/100),s=r*(1-Math.abs(A/60%2-1)),o=a-r,l=A<60||300<=A&&A<360?r:120<=A&&A<240?0:s,c=240<=A&&A<360?0:60<=A&&A<180?r:s,d=A<120?0:180<=A&&A<300?r:s,[h,u,g]=[l,c,d].map((e=>255*(e+o)));return{r:h,g:u,b:g,a:null!=i?i:1}}({h:A,s:100===t?0:100-n/(100-t)*100,v:100-t,a:i})}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:n}){return[e$3({h:a$3(e),w:r$3(0,A,100),b:r$3(0,t,100),a:(i=n,void 0!==i?r$3(0,i,1):1)}),"hwb"];var i}function c$3(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{h:A,w:t,b:n}=e;return void 0!==A&&void 0!==t&&void 0!==n}(e))return i$3(e);if("string"==typeof e){s$3.lastIndex=0;const A=s$3.exec(e);if(A){const[e,t,n,i]=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:n,a:i})}}return[{r:0,g:0,b:0,a:1},"invalid"]}const u$1=e=>{e.prototype.hwba=function(){return o$3(this.rgba())},e.prototype.stringHWB=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,n,i,a]=Object.values(this.hwba()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`hwba(${a$3(t)}, ${n}%, ${i}%, ${a})`:`hwb(${a$3(t)}, ${n}%, ${i}%)`},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$2(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:n,a:i}=e,a=n/100,r=a*(t/100),s=r*(1-Math.abs(A/60%2-1)),o=a-r,l=A<60||300<=A&&A<360?r:120<=A&&A<240?0:s,c=240<=A&&A<360?0:60<=A&&A<180?r:s,d=A<120?0:180<=A&&A<300?r:s,[h,u,g]=[l,c,d].map((e=>255*(e+o)));return{r:h,g:u,b:g,a:null!=i?i: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:n}){return[e$2({h:s$2(e),s:r$2(0,A,100),v:r$2(0,t,100),a:(i=n,void 0!==i?r$2(0,i,1):1)}),"hsv"];var i}function i$2(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{h:A,s:t,v:n}=e;return void 0!==A&&void 0!==t&&void 0!==n}(e))return o$2(e);if("string"==typeof e){a$2.lastIndex=0;const A=a$2.exec(e);if(A){const[e,t,n,i]=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:n,a:i})}}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:n,delta:i}=function(e){const[A,t,n]=Object.values(e).map((e=>e/255)),i=Math.max(A,t,n),a=Math.min(A,t,n),r=i-a;return{Cmin:a,Cmax:i,H:0===r?0:i===A?(t-n)/r%6:i===t?(n-A)/r+2:(A-t)/r+4,delta:r}}(e),a=0===i?0:i/t;return{h:s$2(60*n),s:100*a,v:100*t,a:null!==(A=e.a)&&void 0!==A?A:1}}(this.rgba())},e.prototype.stringHSV=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,n,i,a]=Object.values(this.hsva()).map(((e,t)=>function(e,A){return+e.toFixed(A>=0?A:0)}(e,A[t])));return e?`hsva(${s$2(t)}, ${n}%, ${i}%, ${a})`:`hsv(${s$2(t)}, ${n}%, ${i}%)`},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$1={};function n$1(e,A,t){return Math.max(e,Math.min(A,t))}function o$1(e){let{r:A,y:t,b:n}=e;const i=Math.min(A,t,n);[A,t,n]=[A,t,n].map((e=>e-i));const a=Math.max(A,t,n);let r=Math.min(t,n);t-=r,n-=r,n&&r&&(n*=2,r*=2),A+=t,r+=t;const s=Math.max(A,r,n);if(s){const e=a/s;[A,r,n]=[A,r,n].map((A=>A*e))}return[A,r,n]=[A,r,n].map((e=>e+i)),{r:A,g:r,b:n,a:e.a}}t$1.d(r$1,{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:n}){return[o$1({r:n$1(0,e,255),y:n$1(0,A,255),b:n$1(0,t,255),a:(i=n,void 0!==i?n$1(0,i,1):1)}),"ryb"];var i}function s$1(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{r:A,y:t,b:n}=e;return void 0!==A&&void 0!==t&&void 0!==n}(e))return e$1(e);if("string"==typeof e){a$1.lastIndex=0;const A=a$1.exec(e);if(A){const[e,t,n,i]=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:n,a:i})}}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:n}=e;const i=Math.min(A,t,n);[A,t,n]=[A,t,n].map((e=>e-i));const a=Math.max(A,t,n);let r=Math.min(A,t);A-=r,t-=r,n&&t&&(n/=2,t/=2),r+=t,n+=t;const s=Math.max(A,r,n);if(s){const e=a/s;[A,r,n]=[A,r,n].map((A=>A*e))}return[A,r,n]=[A,r,n].map((e=>e+i)),{r:A,y:r,b:n,a:e.a}}(this.rgba())},e.prototype.stringRYB=function({alpha:e=!0,precision:A=[0,0,0,1]}={}){const[t,n,i,a]=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}, ${n}, ${i}, ${a})`:`color(ryb ${t}, ${n}, ${i})`},e.Parsers.push(s$1)};var c$1=r$1.Z,t={d:(e,A)=>{for(var n in A)t.o(A,n)&&!t.o(e,n)&&Object.defineProperty(e,n,{enumerable:!0,get:A[n]})},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(e){const{c:A,m:t,y:n,k:i,a:a}=e,[r,s,o]=[A,t,n].map((e=>255*(1-e/100)*(1-i/100)));return{r:r,g:s,b:o,a:a}}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:n,k:i,a:a}){return[r({c:e(0,A,100),m:e(0,t,100),y:e(0,n,100),k:e(0,i,100),a:(s=a,void 0!==s?e(0,s,1):1)}),"cmyk"];var s}function a(e){if("object"===e.constructor.name.toLowerCase()&&function(e){const{c:A,m:t,y:n,k:i}=e;return void 0!==A&&void 0!==t&&void 0!==n&&void 0!==i}(e))return o(e);if("string"==typeof e){c.lastIndex=0;const A=c.exec(e);if(A){const[e,t,n,i,a]=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:n,k:i,a:a})}}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:n,a:i}=e,a=1-Math.max(A,t,n)/255,[r,s,o]=1===a?[0,0,0]:[A,t,n].map((e=>100*(1-e/255-a)/(1-a)));return{c:r,m:s,y:o,k:100*a,a:i}}(this.rgba())},e.prototype.stringCMYK=function({alpha:e=!0,precision:A=[0,0,0,0,1]}={}){const[t,n,i,a,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}, ${n}, ${i}, ${a}, ${r})`:`device-cmyk(${t}, ${n}, ${i}, ${a})`},e.Parsers.push(a)};var s=n.Z;class ExcalidrawScene{constructor(e=[]){this.type="excalidraw",this.version=2,this.source="https://excalidraw.com",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,n,i,a,r,s,o,l,c,d,h,u,g,p){var w=new ARRAY_TYPE(16);return w[0]=e,w[1]=A,w[2]=t,w[3]=n,w[4]=i,w[5]=a,w[6]=r,w[7]=s,w[8]=o,w[9]=l,w[10]=c,w[11]=d,w[12]=h,w[13]=u,w[14]=g,w[15]=p,w}function multiply(e,A,t){var n=A[0],i=A[1],a=A[2],r=A[3],s=A[4],o=A[5],l=A[6],c=A[7],d=A[8],h=A[9],u=A[10],g=A[11],p=A[12],w=A[13],m=A[14],f=A[15],B=t[0],E=t[1],b=t[2],C=t[3];return e[0]=B*n+E*s+b*d+C*p,e[1]=B*i+E*o+b*h+C*w,e[2]=B*a+E*l+b*u+C*m,e[3]=B*r+E*c+b*g+C*f,B=t[4],E=t[5],b=t[6],C=t[7],e[4]=B*n+E*s+b*d+C*p,e[5]=B*i+E*o+b*h+C*w,e[6]=B*a+E*l+b*u+C*m,e[7]=B*r+E*c+b*g+C*f,B=t[8],E=t[9],b=t[10],C=t[11],e[8]=B*n+E*s+b*d+C*p,e[9]=B*i+E*o+b*h+C*w,e[10]=B*a+E*l+b*u+C*m,e[11]=B*r+E*c+b*g+C*f,B=t[12],E=t[13],b=t[14],C=t[15],e[12]=B*n+E*s+b*d+C*p,e[13]=B*i+E*o+b*h+C*w,e[14]=B*a+E*l+b*u+C*m,e[15]=B*r+E*c+b*g+C*f,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 n=new ARRAY_TYPE(3);return n[0]=e,n[1]=A,n[2]=t,n}function transformMat4(e,A,t){var n=A[0],i=A[1],a=A[2],r=t[3]*n+t[7]*i+t[11]*a+t[15];return r=r||1,e[0]=(t[0]*n+t[4]*i+t[8]*a+t[12])/r,e[1]=(t[1]*n+t[5]*i+t[9]*a+t[13])/r,e[2]=(t[2]*n+t[6]*i+t[10]*a+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)),n=Math.min(...A),i=Math.min(...t);return[Math.max(...A)-n,Math.max(...t)-i]}function getWindingOrder(e){return e.reduce(((e,[A,t],n,i)=>{const a=i[n+1];return((a?a[0]:0)-A)*((a?a[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
|
||
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t=H(e,"rgba"),n=D(e)||"rgb";return"hsl"==n.substr(0,3)?R(P(t),n):(t[0]=V(t[0]),t[1]=V(t[1]),t[2]=V(t[2]),("rgba"===n||t.length>3&&t[3]<1)&&(t[3]=t.length>3?t[3]:1,n="rgba"),n+"("+t.slice(0,"rgb"===n?3:4).join(",")+")")},G=c.unpack,W=Math.round,z=function(){for(var e,A=[],t=arguments.length;t--;)A[t]=arguments[t];var n,i,a,r=(A=G(A,"hsl"))[0],s=A[1],o=A[2];if(0===s)n=i=a=255*o;else{var l=[0,0,0],c=[0,0,0],d=o<.5?o*(1+s):o+s-o*s,h=2*o-d,u=r/360;l[0]=u+1/3,l[1]=u,l[2]=u-1/3;for(var g=0;g<3;g++)l[g]<0&&(l[g]+=1),l[g]>1&&(l[g]-=1),6*l[g]<1?c[g]=h+6*(d-h)*l[g]:2*l[g]<1?c[g]=d:3*l[g]<2?c[g]=h+(d-h)*(2/3-l[g])*6:c[g]=h;n=(e=[W(255*c[0]),W(255*c[1]),W(255*c[2])])[0],i=e[1],a=e[2]}return 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o[3]=+o[3],o}if(A=e.match(_)){var c=A.slice(1,4);c[1]*=.01,c[2]*=.01;var d=X(c);return d[3]=1,d}if(A=e.match($)){var h=A.slice(1,4);h[1]*=.01,h[2]*=.01;var u=X(h);return u[3]=+A[4],u}};Ae.test=function(e){return j.test(e)||J.test(e)||Z.test(e)||q.test(e)||_.test(e)||$.test(e)};var te=B,ne=m,ie=d,ae=c.type,re=K,se=Ae;ne.prototype.css=function(e){return re(this._rgb,e)},te.css=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(ne,[null].concat(e,["css"])))},ie.format.css=se,ie.autodetect.push({p:5,test:function(e){for(var A=[],t=arguments.length-1;t-- >0;)A[t]=arguments[t+1];if(!A.length&&"string"===ae(e)&&se.test(e))return"css"}});var oe=m,le=B,ce=c.unpack;d.format.gl=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=ce(e,"rgba");return t[0]*=255,t[1]*=255,t[2]*=255,t},le.gl=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return 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A>.0031308?(Jt(e)||1)*(1.055*jt(A,1/2.4)-.055):12.92*e}var _t=c.unpack,$t=c.type,en=B,An=m,tn=d,nn=zt;An.prototype.oklab=function(){return nn(this._rgb)},en.oklab=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(An,[null].concat(e,["oklab"])))},tn.format.oklab=Zt,tn.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 an=c.unpack,rn=zt,sn=KA,on=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=an(e,"rgb"),n=t[0],i=t[1],a=t[2],r=rn(n,i,a),s=r[0],o=r[1],l=r[2];return sn(s,o,l)},ln=c.unpack,cn=qA,dn=Zt,hn=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=(e=ln(e,"lch"))[0],n=e[1],i=e[2],a=cn(t,n,i),r=a[0],s=a[1],o=a[2],l=dn(r,s,o);return[l[0],l[1],l[2],e.length>3?e[3]:1]},un=c.unpack,gn=c.type,pn=B,wn=m,mn=d,fn=on;wn.prototype.oklch=function(){return fn(this._rgb)},pn.oklch=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(wn,[null].concat(e,["oklch"])))},mn.format.oklch=hn,mn.autodetect.push({p:3,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=un(e,"oklch"),"array"===gn(e)&&3===e.length)return"oklch"}});var Bn=m,En=c.type;Bn.prototype.alpha=function(e,A){return void 0===A&&(A=!1),void 0!==e&&"number"===En(e)?A?(this._rgb[3]=e,this):new Bn([this._rgb[0],this._rgb[1],this._rgb[2],e],"rgb"):this._rgb[3]},m.prototype.clipped=function(){return this._rgb._clipped||!1};var bn=m,Cn=mA;bn.prototype.darken=function(e){void 0===e&&(e=1);var A=this.lab();return A[0]-=Cn.Kn*e,new bn(A,"lab").alpha(this.alpha(),!0)},bn.prototype.brighten=function(e){return void 0===e&&(e=1),this.darken(-e)},bn.prototype.darker=bn.prototype.darken,bn.prototype.brighter=bn.prototype.brighten,m.prototype.get=function(e){var A=e.split("."),t=A[0],n=A[1],i=this[t]();if(n){var 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e){switch(l){case"M":A.push({key:"M",data:[...c]}),[n,i]=c,[a,r]=c;break;case"C":A.push({key:"C",data:[...c]}),n=c[4],i=c[5],s=c[2],o=c[3];break;case"L":A.push({key:"L",data:[...c]}),[n,i]=c;break;case"H":n=c[0],A.push({key:"L",data:[n,i]});break;case"V":i=c[0],A.push({key:"L",data:[n,i]});break;case"S":{let e=0,a=0;"C"===t||"S"===t?(e=n+(n-s),a=i+(i-o)):(e=n,a=i),A.push({key:"C",data:[e,a,...c]}),s=c[0],o=c[1],n=c[2],i=c[3];break}case"T":{const[e,a]=c;let r=0,l=0;"Q"===t||"T"===t?(r=n+(n-s),l=i+(i-o)):(r=n,l=i);const d=n+2*(r-n)/3,h=i+2*(l-i)/3,u=e+2*(r-e)/3,g=a+2*(l-a)/3;A.push({key:"C",data:[d,h,u,g,e,a]}),s=r,o=l,n=e,i=a;break}case"Q":{const[e,t,a,r]=c,l=n+2*(e-n)/3,d=i+2*(t-i)/3,h=a+2*(e-a)/3,u=r+2*(t-r)/3;A.push({key:"C",data:[l,d,h,u,a,r]}),s=e,o=t,n=a,i=r;break}case"A":{const 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n=normalize(absolutize(parsePath(e))),i=[];let a=[],r=[0,0],s=[];const o=()=>{s.length>=4&&a.push(...pointsOnBezierCurves(s,A)),s=[]},l=()=>{o(),a.length&&(i.push(a),a=[])};for(const{key:e,data:A}of n)switch(e){case"M":l(),r=[A[0],A[1]],a.push(r);break;case"L":o(),a.push([A[0],A[1]]);break;case"C":if(!s.length){const e=a.length?a[a.length-1]:r;s.push([e[0],e[1]])}s.push([A[0],A[1]]),s.push([A[2],A[3]]),s.push([A[4],A[5]]);break;case"Z":o(),a.push([r[0],r[1]])}if(l(),!t)return i;const c=[];for(const e of i){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 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svgToExcalidraw=e=>{const A=(new DOMParser).parseFromString(e,"image/svg+xml"),t=A.querySelectorAll("parsererror"),n=t.length>0;let i=null;if(n)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()),i=t.elements}return{hasErrors:n,errors:n?t:null,content:i}};B([r$c,z,e$a,l$3,b$1,v,h$1,i$5,i$4,h,u,c$1,s]);const{determineFocusDistance:determineFocusDistance,intersectElementWithLine:intersectElementWithLine,getCommonBoundingBox:getCommonBoundingBox,getMaximumGroups:getMaximumGroups,measureText:measureText}=excalidrawLib,GAP=4;class ExcalidrawAutomate{constructor(e,A){this.targetView=null,this.mostRecentMarkdownSVG=null,this.onViewUnloadHook=null,this.onViewModeChangeHook=null,this.onLinkHoverHook=null,this.onLinkClickHook=null,this.onDropHook=null,this.onCanvasColorChangeHook=null,this.activeScript=null,this.plugin=e,this.reset(),this.targetView=A}getAPI(e){return new ExcalidrawAutomate(this.plugin,e)}setFillStyle(e){switch(e){case 0:return this.style.fillStyle="hachure","hachure";case 1:return this.style.fillStyle="cross-hatch","cross-hatch";default:return this.style.fillStyle="solid","solid"}}setStrokeStyle(e){switch(e){case 0:return this.style.strokeStyle="solid","solid";case 1:return this.style.strokeStyle="dashed","dashed";default:return this.style.strokeStyle="dotted","dotted"}}setStrokeSharpness(e){return 0===e?(this.style.strokeSharpness="round","round"):(this.style.strokeSharpness="sharp","sharp")}setFontFamily(e){switch(e){case 1:return this.style.fontFamily=4,getFontFamily(4);case 2:return 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getTemplate(this.plugin,e.templatePath,!0,new EmbeddedFilesLoader(this.plugin),0):null;let R,P=D?D.elements:[];if(P=P.concat(this.getElements()),null==e?void 0:e.frontmatterKeys){Object.keys(e.frontmatterKeys).includes("excalidraw-plugin")||(e.frontmatterKeys["excalidraw-plugin"]="parsed"),R="---\n\n";for(const A of Object.keys(e.frontmatterKeys))R+=`${A}: ${""===e.frontmatterKeys[A]?'""':e.frontmatterKeys[A]}\n`;R+="\n---\n"}else R=(null==D?void 0:D.frontmatter)?D.frontmatter:FRONTMATTER;const V={type:"excalidraw",version:2,source:"https://excalidraw.com",elements:P,appState:{theme:null!==(t=null===(A=null==D?void 0:D.appState)||void 0===A?void 0:A.theme)&&void 0!==t?t:this.canvas.theme,viewBackgroundColor:null!==(i=null===(n=null==D?void 0:D.appState)||void 0===n?void 0:n.viewBackgroundColor)&&void 0!==i?i:this.canvas.viewBackgroundColor,currentItemStrokeColor:null!==(r=null===(a=null==D?void 0:D.appState)||void 0===a?void 0:a.currentItemStrokeColor)&&void 0!==r?r:this.style.strokeColor,currentItemBackgroundColor:null!==(o=null===(s=null==D?void 0:D.appState)||void 0===s?void 0:s.currentItemBackgroundColor)&&void 0!==o?o:this.style.backgroundColor,currentItemFillStyle:null!==(c=null===(l=null==D?void 0:D.appState)||void 0===l?void 0:l.currentItemFillStyle)&&void 0!==c?c:this.style.fillStyle,currentItemStrokeWidth:null!==(h=null===(d=null==D?void 0:D.appState)||void 0===d?void 0:d.currentItemStrokeWidth)&&void 0!==h?h:this.style.strokeWidth,currentItemStrokeStyle:null!==(g=null===(u=null==D?void 0:D.appState)||void 0===u?void 0:u.currentItemStrokeStyle)&&void 0!==g?g:this.style.strokeStyle,currentItemRoughness:null!==(w=null===(p=null==D?void 0:D.appState)||void 0===p?void 0:p.currentItemRoughness)&&void 0!==w?w:this.style.roughness,currentItemOpacity:null!==(f=null===(m=null==D?void 0:D.appState)||void 0===m?void 0:m.currentItemOpacity)&&void 0!==f?f:this.style.opacity,currentItemFontFamily:null!==(E=null===(B=null==D?void 0:D.appState)||void 0===B?void 0:B.currentItemFontFamily)&&void 0!==E?E:this.style.fontFamily,currentItemFontSize:null!==(C=null===(b=null==D?void 0:D.appState)||void 0===b?void 0:b.currentItemFontSize)&&void 0!==C?C:this.style.fontSize,currentItemTextAlign:null!==(y=null===(v=null==D?void 0:D.appState)||void 0===v?void 0:v.currentItemTextAlign)&&void 0!==y?y:this.style.textAlign,currentItemStrokeSharpness:null!==(x=null===(F=null==D?void 0:D.appState)||void 0===F?void 0:F.currentItemStrokeSharpness)&&void 0!==x?x:this.style.strokeSharpness,currentItemStartArrowhead:null!==(U=null===(Q=null==D?void 0:D.appState)||void 0===Q?void 0:Q.currentItemStartArrowhead)&&void 0!==U?U:this.style.startArrowHead,currentItemEndArrowhead:null!==(T=null===(S=null==D?void 0:D.appState)||void 0===S?void 0:S.currentItemEndArrowhead)&&void 0!==T?T:this.style.endArrowHead,currentItemLinearStrokeSharpness:null!==(k=null===(I=null==D?void 0:D.appState)||void 0===I?void 0:I.currentItemLinearStrokeSharpness)&&void 0!==k?k:this.style.strokeSharpness,gridSize:null!==(L=null===(M=null==D?void 0:D.appState)||void 0===M?void 0:M.gridSize)&&void 0!==L?L:this.canvas.gridSize,colorPalette:null!==(N=null===(O=null==D?void 0:D.appState)||void 0===O?void 0:O.colorPalette)&&void 0!==N?N:this.colorPalette},files:null!==(H=null==D?void 0:D.files)&&void 0!==H?H:{}};return this.plugin.createAndOpenDrawing((null==e?void 0:e.filename)?e.filename+(e.filename.endsWith(".md")?"":".excalidraw.md"):getDrawingFilename(this.plugin.settings),(null==e?void 0:e.onNewPane)&&e.onNewPane?"new-pane":"active-pane",(null==e?void 0:e.foldername)?e.foldername:this.plugin.settings.folder,this.plugin.settings.compatibilityMode?JSON.stringify(V,null,"\t"):R+(()=>{const e=this.getElements().filter((e=>"text"===e.type));let A="# Text Elements\n";return e.forEach((e=>{var t,n;A+=`${null!==(t=e.rawText)&&void 0!==t?t:null!==(n=e.originalText)&&void 0!==n?n: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(V,null,"\t"),this.plugin.settings.compress))}async createSVG(e,A=!1,t,n,i,a){return i||(i=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),i&&!t&&(t={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0}),n||(n=new EmbeddedFilesLoader(this.plugin,i?"dark"===i:void 0)),await createSVG(e,A,t,n,i,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,a,this.imagesDict)}async createPNG(e,A=1,t,n,i,a){return i||(i=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),i&&!t&&(t={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0}),n||(n=new EmbeddedFilesLoader(this.plugin,i?"dark"===i:void 0)),await createPNG(e,A,t,n,i,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,a,this.imagesDict)}wrapText(e,A){return wrapTextAtCharLength(e,A,this.plugin.settings.forceWrap)}boxedElement(e,A,t,n,i,a){return{id:e,type:A,x:t,y:n,width:i,height:a,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,strokeSharpness:this.style.strokeSharpness,seed:Math.floor(1e5*Math.random()),version:1,versionNonce:Math.floor(1e9*Math.random()),updated:Date.now(),isDeleted:!1,groupIds:[],boundElements:[],link:null,locked:!1}}addRect(e,A,t,n){const i=nanoid();return this.elementsDict[i]=this.boxedElement(i,"rectangle",e,A,t,n),i}addDiamond(e,A,t,n){const i=nanoid();return this.elementsDict[i]=this.boxedElement(i,"diamond",e,A,t,n),i}addEllipse(e,A,t,n){const i=nanoid();return this.elementsDict[i]=this.boxedElement(i,"ellipse",e,A,t,n),i}addBlob(e,A,t,n){const i=.5*n,a=.5*t,r=a/9,s=.8*i,o=[],l=(t,n)=>{const l=t+Math.random()*r-r/2;o.push([l+Math.random()*r-r/2+t%2*r/6+e,n*Math.sqrt(i*i*(1-l*l/(a*a)))+Math.random()*s-s/2+t%2*s/6+A])};let c;for(c=r/2-a;c<=a-r/2;c+=a/6)l(c,1);for(c=a-r/2;c>=r/2-a;c-=a/6)l(c,-1);o.push(o[0]);const d=this.addLine((e=>{const A=getLineBox(e),i=t/A.w,a=n/A.h;let r;for(r=0;r<e.length;r++){let[t,n]=e[r];t=(t-A.x)*i+A.x,n=(n-A.y)*a+A.y,e[r]=[t,n]}return e})(o));return this.elementsDict[d]=repositionElementsToCursor([this.getElement(d)],{x:e,y:A},!1)[0],d}addText(e,A,t,n,i){var a,r;i=null!=i?i:nanoid();const s=t;t=(null==n?void 0:n.wrapAt)?this.wrapText(t,n.wrapAt):t;const{w:o,h:l,baseline:c}=_measureText(t,this.style.fontSize,this.style.fontFamily),d=(null==n?void 0:n.width)?n.width:o,h=(null==n?void 0:n.height)?n.height:l;let u=null;const g=null!==(a=null==n?void 0:n.boxPadding)&&void 0!==a?a:30;if(null==n?void 0:n.box)switch(n.box){case"ellipse":u=this.addEllipse(e-g,A-g,d+2*g,h+2*g);break;case"diamond":u=this.addDiamond(e-g,A-g,d+2*g,h+2*g);break;case"blob":u=this.addBlob(e-g,A-g,d+2*g,h+2*g);break;default:u=this.addRect(e-g,A-g,d+2*g,h+2*g)}const p=u&&"blob"!==n.box;if(this.elementsDict[i]=Object.assign(Object.assign({text:t,fontSize:this.style.fontSize,fontFamily:this.style.fontFamily,textAlign:(null==n?void 0:n.textAlign)?n.textAlign:null!==(r=this.style.textAlign)&&void 0!==r?r:"left",verticalAlign:this.style.verticalAlign,baseline:c},this.boxedElement(i,"text",e,A,d,h)),{containerId:p?u:null,originalText:p?s:t,rawText:p?s:t}),u&&"blob"===(null==n?void 0:n.box)&&this.addToGroup([i,u]),p){const e=this.elementsDict[u];e.boundElements||(e.boundElements=[]),e.boundElements.push({type:"text",id:i})}return null!=u?u:i}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),n=nanoid(),i=e[0],a=e[e.length-1];return this.elementsDict[n]=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),a,i):.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),i,a):.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(n,"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:n})),(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:n})),n}async addImage(e,A,t,n=!0){const i=nanoid(),a=new EmbeddedFilesLoader(this.plugin,"dark"===this.canvas.theme),r=await a.getObsidianImage(t,0);if(!r)return null;const s="md"===t.extension?fileid():r.fileId;if(this.imagesDict[s]={mimeType:r.mimeType,id:s,dataURL:r.dataURL,created:r.created,file:t.path+(n?"":"|100%"),hasSVGwithBitmap:r.hasSVGwithBitmap,latex:null},n&&Math.max(r.size.width,r.size.height)>500){const e=500/Math.max(r.size.width,r.size.height);r.size.width=e*r.size.width,r.size.height=e*r.size.height}return this.elementsDict[i]=this.boxedElement(i,"image",e,A,r.size.width,r.size.height),this.elementsDict[i].fileId=s,this.elementsDict[i].scale=[1,1],i}async addLaTex(e,A,t){const n=nanoid(),i=await tex2dataURL(t,this.plugin);return i?(this.imagesDict[i.fileId]={mimeType:i.mimeType,id:i.fileId,dataURL:i.dataURL,created:i.created,file:null,hasSVGwithBitmap:!1,latex:t},this.elementsDict[n]=this.boxedElement(n,"image",e,A,i.size.width,i.size.height),this.elementsDict[n].fileId=i.fileId,this.elementsDict[n].scale=[1,1],n):null}connectObjects(e,A,t,n,i){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 a=(null==i?void 0:i.padding)?i.padding:10,r=(null==i?void 0:i.numberOfPoints)?i.numberOfPoints:0,s=(e,A)=>{switch(e){case"bottom":return[(A.x+(A.x+A.width))/2,A.y+A.height+a];case"left":return[A.x-a,(A.y+(A.y+A.height))/2];case"right":return[A.x+A.width+a,(A.y+(A.y+A.height))/2];default:return[(A.x+(A.x+A.width))/2,A.y-a]}};let o,l,c,d;const h=this.elementsDict[e],u=this.elementsDict[t];if(!A||!n){const e=h.x+h.width/2,t=u.x+u.width/2,i=h.y+h.height/2,a=u.y+u.height/2;if(!A){const A=intersectElementWithLine(h,[t,a],[e,i],4);0===A.length?[o,l]=[e,i]:[o,l]=A[0]}if(!n){const A=intersectElementWithLine(u,[e,i],[t,a],4);0===A.length?[c,d]=[t,a]:[c,d]=A[0]}}A&&([o,l]=s(A,this.elementsDict[e])),n&&([c,d]=s(n,this.elementsDict[t]));const g=r+2,p=[];for(let e=0;e<g;e++)p.push([o+e*(c-o)/(g-1),l+e*(d-l)/(g-1)]);return this.addArrow(p,{startArrowHead:null==i?void 0:i.startArrowHead,endArrowHead:null==i?void 0:i.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 n=Math.atan2(t.points[1][1],t.points[1][0]);const i=this.measureText(A);n<0?n<-Math.PI/2&&(n+=Math.PI):n>Math.PI/2&&(n-=Math.PI),this.style.angle=n;const a=this.addText(t.x+t.points[1][0]/2-i.width/2,t.y+t.points[1][1]/2-i.height,A);return this.style.angle=0,a}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,strokeSharpness:"sharp",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("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,n;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return errorMessage("targetView not set","deleteViewElements()"),!1;const i=null===(n=null===(t=this.targetView)||void 0===t?void 0:t.excalidrawRef)||void 0===n?void 0:n.current;if(!i)return!1;const a=i.getSceneElements(),r=i.getAppState();return this.targetView.updateScene({elements:a.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,n,i;return this.targetView&&(null===(A=this.targetView)||void 0===A?void 0:A._loaded)?e&&"image"===e.type?null===(i=null===(n=null===(t=this.targetView)||void 0===t?void 0:t.excalidrawData)||void 0===n?void 0:n.getFile(e.fileId))||void 0===i?void 0:i.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;if(app.isMobile)return void errorMessage("mobile not supported","viewToggleFullScreen()");if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return void errorMessage("targetView not set","viewToggleFullScreen()");if(e){const e=this.getExcalidrawAPI();this.targetView.updateScene({appState:Object.assign({viewModeEnabled:!0},e.appState),commitToHistory:!1})}const t=this.targetView;t.isFullscreen()?t.exitFullscreen():t.gotoFullscreen()}connectObjectWithViewSelectedElement(e,A,t,n){const i=this.getViewSelectedElement();if(!i)return!1;const a=i.id;return this.elementsDict[a]=i,this.connectObjects(e,A,a,t,n),delete this.elementsDict[a],!0}async addElementsToView(e=!1,A=!0,t=!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 i=this.getElements();return await this.targetView.addElements(i,e,A,this.imagesDict,t)}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 n=t(e[0]);for(let i=1;i<e.length;i++){const a=t(e[i]);a>n&&(n=a,A=e[i])}return A}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)))))}intersectElementWithLine(e,A,t,n){return intersectElementWithLine(e,A,t,n)}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){if(!(e&&e instanceof obsidian.TFile))return null;if(!this.targetView)return null;const A=getNewOrAdjacentLeaf(this.plugin,this.targetView.leaf);return A.openFile(e,{active:!0}),A}measureText(e){var A,t;const n=_measureText(e,this.style.fontSize,this.style.fontFamily);return{width:null!==(A=n.w)&&void 0!==A?A:0,height:null!==(t=n.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 n="dark"===this.getExcalidrawAPI().getAppState().theme,i=t.getImage(n);return await getImageSize(i)}verifyMinimumPluginVersion(e){return PLUGIN_VERSION===e||isVersionNewerThanOther(PLUGIN_VERSION,e)}isExcalidrawView(e){return e instanceof ExcalidrawView}selectElementsInView(e){var A;this.targetView&&(null===(A=this.targetView)||void 0===A?void 0:A._loaded)?e&&0!==e.length&&this.getExcalidrawAPI().selectElements(e):errorMessage("targetView not set","selectElementsInView()")}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 n=this.getExcalidrawAPI(),i=this.getViewElements(),a=i.filter((A=>A.id===e));if(0===a.length)return void errorMessage(`Element (id: ${e}) not found`,"moveViewElementToZIndex");if(A>=i.length)return void n.bringToFront(a);if(A<0)return void n.sendToBack(a);const r=i.indexOf(a[0]);i.splice(A,0,i.splice(r,1)[0]),this.targetView.updateScene({elements:i,commitToHistory:!0})}hexStringToRgb(e){const A=/^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/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$1(e);log("Creates a CM object. Visit https://github.com/lbragile/ColorMaster for documentation.")}importSVG(e){const A=svgToExcalidraw(e);return A.hasErrors?(new obsidian.Notice(`There were errors while parsing the given SVG:\n${[...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,n]=e[0];for(let i=0;i<e.length;i++)A.push([e[i][0]-t,e[i][1]-n]);return A}function getLineBox(e){const[A,t,n,i]=estimateLineBound(e);return{x:A,y:t,w:n-A,h:i-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 ${getFontFamily(e)}`)}function _measureText(e,A,t){A||(A=20),t||(t=1);const n=measureText(e,`${A.toString()}px ${getFontFamily(t)}`);return{w:n.width,h:n.height,baseline:n.baseline}}async function getTemplate(e,A,t=!1,n,i){const a=e.app,r=a.vault,s=getEmbeddedFilenameParts(A),o=obsidian.normalizePath(s.filepath),l=a.metadataCache.getFirstLinkpathDest(o,"");let c=!1;if(l&&l instanceof obsidian.TFile){const A=(await r.read(l)).replaceAll("\r\n","\n").replaceAll("\r","\n"),a=new ExcalidrawData(e);if("excalidraw"===l.extension)return await a.loadLegacyData(A,l),{elements:a.scene.elements,appState:a.scene.appState,frontmatter:"",files:a.scene.files,hasSVGwithBitmap:c};const o=A.search("excalidraw-plugin: parsed\n")>-1||A.search("excalidraw-plugin: locked\n")>-1;await a.loadData(A,l,o?TextMode.parsed:TextMode.raw);let d=A.search("# Text Elements\n");-1==d&&(d=A.search("# Drawing\n"));let h=a.scene;t&&await n.loadSceneFiles(a,(e=>{if(e&&0!==e.length){for(const A of e)A.hasSVGwithBitmap&&(c=!0),a.scene.files[A.id]={mimeType:A.mimeType,id:A.id,dataURL:A.dataURL,created:A.created};h=scaleLoadedImage(a.scene,e).scene}}),i);let u=h.elements;if(s.hasGroupref){const A=s.hasSectionref?getTextElementsMatchingQuery(h.elements,["# "+s.sectionref],!0):h.elements.filter((e=>e.id===s.blockref));A.length>0&&(u=e.ea.getElementsInTheSameGroupWithElement(A[0],h.elements))}return s.hasTaskbone&&(u=u.filter((A=>{var t;return"freedraw"===A.type||"image"===A.type&&!e.isExcalidrawFile(null===(t=a.getFile(A.fileId))||void 0===t?void 0:t.file)}))),{elements:u,appState:h.appState,frontmatter:A.substring(0,d),files:h.files,hasSVGwithBitmap:c}}return{elements:[],appState:{},frontmatter:null,files:[],hasSVGwithBitmap:c}}async function createPNG(e,A=1,t,n,i,a,r,s=[],o,l,c,d){var h,u,g,p,w,m,f;n||(n=new EmbeddedFilesLoader(o)),c=null!=c?c:o.settings.exportPaddingSVG;const B=e?await getTemplate(o,e,!0,n,l):null;let E=null!==(h=null==B?void 0:B.elements)&&void 0!==h?h:[];E=E.concat(s);const b=null!=d?d:{};return(null==B?void 0:B.files)&&Object.values(B.files).forEach((e=>{b[e.id]=e})),await getPNG({type:"excalidraw",version:2,source:"https://excalidraw.com",elements:E,appState:{theme:null!==(g=null!=i?i:null===(u=null==B?void 0:B.appState)||void 0===u?void 0:u.theme)&&void 0!==g?g:a,viewBackgroundColor:null!==(w=null===(p=null==B?void 0:B.appState)||void 0===p?void 0:p.viewBackgroundColor)&&void 0!==w?w:r},files:b},{withBackground:null!==(m=null==t?void 0:t.withBackground)&&void 0!==m?m:o.settings.exportWithBackground,withTheme:null!==(f=null==t?void 0:t.withTheme)&&void 0!==f?f:o.settings.exportWithTheme},c,A)}async function createSVG(e,A=!1,t,n,i,a,r,s=[],o,l,c,d){var h,u,g,p,w,m,f;n||(n=new EmbeddedFilesLoader(o));const B=e?await getTemplate(o,e,!0,n,l):null;let E=null!==(h=null==B?void 0:B.elements)&&void 0!==h?h:[];E=E.concat(s),c=null!=c?c:o.settings.exportPaddingSVG;const b=null!=d?d:{};(null==B?void 0:B.files)&&Object.values(B.files).forEach((e=>{b[e.id]=e}));const C=await getSVG({type:"excalidraw",version:2,source:"https://excalidraw.com",elements:E,appState:{theme:null!==(g=null!=i?i:null===(u=null==B?void 0:B.appState)||void 0===u?void 0:u.theme)&&void 0!==g?g:a,viewBackgroundColor:null!==(w=null===(p=null==B?void 0:B.appState)||void 0===p?void 0:p.viewBackgroundColor)&&void 0!==w?w:r},files:b},{withBackground:null!==(m=null==t?void 0:t.withBackground)&&void 0!==m?m:o.settings.exportWithBackground,withTheme:null!==(f=null==t?void 0:t.withTheme)&&void 0!==f?f:o.settings.exportWithTheme},c),v=getEmbeddedFilenameParts(e);if(!v.hasGroupref&&(v.hasBlockref||v.hasSectionref)){let e=v.hasSectionref?getTextElementsMatchingQuery(E,["# "+v.sectionref],!0):E.filter((e=>e.id===v.blockref));if(e.length>0){const A=e[0].containerId;A&&(e=e.concat(E.filter((e=>e.id===A))));const t=o.ea.getBoundingBox(e),n=o.ea.getBoundingBox(E);C.viewBox.baseVal.x=t.topX-n.topX,C.viewBox.baseVal.y=t.topY-n.topY,C.viewBox.baseVal.width=t.width+2*c,C.viewBox.baseVal.height=t.height+2*c}}return(null==B?void 0:B.hasSVGwithBitmap)&&C.setAttribute("hasbitmap","true"),A?embedFontsInSVG(C,o):C}function estimateLineBound(e){let A=1/0,t=1/0,n=-1/0,i=-1/0;for(const[a,r]of e)A=Math.min(A,a),t=Math.min(t,r),n=Math.max(n,a),i=Math.max(i,r);return[A,t,n,i]}function estimateBounds(e){const A=getCommonBoundingBox(e);return[A.minX,A.minY,A.maxX,A.maxY]}function repositionElementsToCursor(e,A,t=!1){const[n,i,a,r]=estimateBounds(e);let[s,o]=[0,0];return[s,o]=t?[A.x-(n+a)/2,A.y-(i+r)/2]:[A.x-n,A.y-i],e.forEach((e=>{e.x=e.x+s,e.y=e.y+o})),e}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:"unknown error"})}}const insertLaTeXToView=e=>{const A=e.plugin.app,t=e.plugin.ea;new Prompt(A,t$d("ENTER_LATEX"),"","\\color{red}\\oint_S {E_n dA = \\frac{1}{{\\varepsilon _0 }}} Q_{inside}").openAndGetValue((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));if(0===t.length)return;let n=await ScriptEngine.inputPrompt(e.plugin.app,"Search for","use quotation marks for exact match","");if(!n)return;const i=n.matchAll(/"(.*?)"/g);let a,r=[];for(;!(a=i.next()).done;)r.push(a.value[1]);n=n.replaceAll(/"(.*?)"/g,""),r=r.concat(n.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())})))):[],cloneElement=e=>Object.assign(Object.assign({},e),{version:e.version+1,updated:Date.now(),versionNonce:Math.floor(1e9*Math.random())}),URL$1="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/index-new.md";class ScriptInstallPrompt extends obsidian.Modal{constructor(e){super(e.app),this.plugin=e}async onOpen(){this.contentEl.classList.add("excalidraw-scriptengine-install"),this.containerEl.classList.add("excalidraw-scriptengine-install");try{const e=await obsidian.request({url:URL$1});if(!e)return new obsidian.Notice("Error opening the Excalidraw Script Store page. 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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"})))},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"})),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}})),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',"1.8.0":'\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.',"1.7.25":`## Fixed\n- Tool buttons did not "stick" the first time you clicked them.\n- Tray (in tray mode) was higher when the help button was visible. The tray in tablet mode was too large and the help button was missing.\n- ExcalidrawAutomate ${String.fromCharCode(96)}getCM(color:TInput): ColorMaster;${String.fromCharCode(96)} function will now properly convert valid [css color names](https://www.w3schools.com/colors/colors_names.asp) to ColorMaster objects.\n- The downloaded script icons in the Excalidraw-Obsidian menu were not always correct\n- The obsidian mobile navigation bar at the bottom overlapped with Excalidraw\n\n## New\n- Created ExcalidrawAutomate hook for styling script when the canvas color changes. See sample [onCanvasColorChangeHook](https://gist.github.com/zsviczian/c7223c5b4af30d5c88a0cae05300305c) implementation following the link.\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/LtR04fNTKTM" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n${String.fromCharCode(96,96,96)}typescript\n /**\n * If set, this callback is triggered whenever the active canvas color changes\n */\n onCanvasColorChangeHook: (\n ea: ExcalidrawAutomate,\n view: ExcalidrawView, //the Excalidraw view \n color: string,\n ) => void = null;\n${String.fromCharCode(96,96,96)}\n`,"1.7.24":`\n# New and improved\n- **Updated Chinese translation**. Thanks, @tswwe!\n- **Improved update for TextElement links**: Until now, when you attached a link to a file to a TextElement using the "Create Link" command, this link did not get updated when the file was renamed or moved. Only links created as markdown links in the TextElement text were updated. Now both approaches work. Keep in mind however, that if you have a link in the TextElemenet text, it will override the link attached to the text element using the create link command. [#566](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/566)\n- **Transclusion filters markdown comments**: Text transclusion in a TextElement using the ${String.fromCharCode(96)}![[file]]${String.fromCharCode(96)} or ${String.fromCharCode(96)}![[file#section]]${String.fromCharCode(96)} format did not filter out markdown comments in the file placed ${String.fromCharCode(96)}%% inside a comment block %%${String.fromCharCode(96)}. Now they do.\n- **Remove leading '>' from trancluded quotes**: Added a new option in settings under **Links and Transclusion** to remove the leading ${String.fromCharCode(96)}> ${String.fromCharCode(96)} characters from quotes you transclude as a text element in your drawing. \n\n- **Added support for ${String.fromCharCode(96)}webp${String.fromCharCode(96)}, ${String.fromCharCode(96)}bmp${String.fromCharCode(96)}, and ${String.fromCharCode(96)}ico${String.fromCharCode(96)} images**. This extends the already supported formats (${String.fromCharCode(96)}jpg${String.fromCharCode(96)}, ${String.fromCharCode(96)}gif${String.fromCharCode(96)}, ${String.fromCharCode(96)}png${String.fromCharCode(96)}, ${String.fromCharCode(96)}svg${String.fromCharCode(96)}).\n- **Added command palette action to reset images to original size**. Select a single image or embedded Excalidraw drawing on your canvas and choose ${String.fromCharCode(96)}Set selected image element size to 100% of original${String.fromCharCode(96)} from the command palette. This function is especially helpful when you combine atomic drawings on a single canvas, keeping each atomic piece in its original excalidraw file (i.e. the way I create [book on a page summaries](https://www.youtube.com/playlist?list=PL6mqgtMZ4NP1-mbCYc3T7mr-unmsIXpEG))\n- The ${String.fromCharCode(96)}async getOriginalImageSize(imageElement: ExcalidrawImageElement): Promise<{width: number; height: number}>${String.fromCharCode(96)} function is also avaiable via ExcalidrawAutomate. You may use this function to resize images to custom scales (e.g. 50% size, or to fit a certain bounding rectangle).\n\n# Fixed\n- **Upgraded perfect freehand package to resolve unwanted dots on end of lines** [#5727](https://github.com/excalidraw/excalidraw/pull/5727)\n- **Pinch zoom in View mode opens images** resulting in a very annoying behavior [#837](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/837)\n- **Embedded files** such as transcluded markdown documents and images **did not honor the Obsidian "New Link Format" setting** (shortest path, relative path, absolute path). [#829](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/829)\n- **Fixed error with dataview queries involving Excalidraw files**: In case you created a task on an Excalidraw canvas (${String.fromCharCode(96)}docA.md${String.fromCharCode(96)}) by typing ${String.fromCharCode(96)}- [ ] Task [[owner]] #tag${String.fromCharCode(96)}, and then you created a Dataview tasklist in another document (${String.fromCharCode(96)}docB.md${String.fromCharCode(96)}) such that the query criteria matched the task in ${String.fromCharCode(96)}docA.md${String.fromCharCode(96)}, then the task from ${String.fromCharCode(96)}docA.md${String.fromCharCode(96)} only appeared as an empty line when viewing ${String.fromCharCode(96)}docB.md${String.fromCharCode(96)}. If you now embedded ${String.fromCharCode(96)}docB.md${String.fromCharCode(96)} into a third markdown document (${String.fromCharCode(96)}docC.md${String.fromCharCode(96)}), then instead of the contents of ${String.fromCharCode(96)}docB.md${String.fromCharCode(96)} Obsidian rendered ${String.fromCharCode(96)}docA.md${String.fromCharCode(96)}. [#835](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/835)\n`,"1.7.22":"\n# Fixed\n- Text size in sticky notes increased when opening the drawing and when editing a sticky note [#824](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/824)\n- ToDo rendering did not work properly when there were parsed links in the text\n- Horizontal text alignment in sticky notes did not honor text alignment setting when resizing text. The text was always aligned center even when text alignment was left or right. [#5720](https://github.com/excalidraw/excalidraw/issues/5720)\n","1.7.21":`\n# New from Excalidraw.com\n- Image-mirroring in export preview and in exported SVG [#5700](https://github.com/excalidraw/excalidraw/pull/5700), [#811](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/811), [#617](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/617)\n\n# New \n- Ctrl+s will force-save your drawing and update all your transclusions\n- Added setting to parse ${String.fromCharCode(96)}- [ ] ${String.fromCharCode(96)} and ${String.fromCharCode(96)}- [x] ${String.fromCharCode(96)} todo items. Parsing is disabled by default. This feature can be found under "Links and Transclusions" in Plugin Settings. [#819](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/819)\n\n\n\n<iframe src="https://user-images.githubusercontent.com/14358394/192151120-3c61c822-0352-4ba7-9900-b38078fb373c.mp4" title="Demo" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n- Added new scripts to the script library\n - [Rename Image](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Rename%20Image.md)\n - [Text Arch](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Text%20Arch.md)\n\n<iframe src="https://user-images.githubusercontent.com/14358394/192151105-78c0115b-4e30-4296-b647-e3c05851a48f.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- Fixed toast message to display script name on press and hold on mobile and iPad.\n- Fixed save error when the embedded image file is not found (i.e. it was moved, renamed, or deleted)\n\n`,"1.7.20":'\n# New from Excalidraw.com\n- support segment midpoints in line editor [#5641](https://github.com/excalidraw/excalidraw/pull/5641)\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://user-images.githubusercontent.com/11256141/187417807-3efeb673-6c96-4744-be0e-70119b0c6839.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- When editing a line or arrow and selecting a tool on the toolbar, the tool jumps back to the selection tool and you need to click again to select the tool [#5703](https://github.com/excalidraw/excalidraw/issues/5703)\n- Minor improvement of autosave, hopefully decreasing occasional lagging\n',"1.7.19":`\n# QoL improvements\n- Reintroduced the help button. I also added the help button to the Tray (in Tray Mode) and moved help to the canvas action panel (in non-TrayMode) because in Obsidian 0.16.0 the status bar hides the help icon.\n- Resetting the canvas with the "Reset Canvas" button will now preserve your custom color palette.\n- I updated the [Set background color of unlclosed line object](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Set%20background%20color%20of%20unclosed%20line%20object%20by%20adding%20a%20shadow%20clone.md) script. The script will now add background color to open freedraw objects as well. You no longer need to convert freedraw objects to lines before setting the background color. Check the Script Engine library to download the update.\n\n# New in Excalidraw Automate\n- I added the [ColorMaster](https://github.com/lbragile/ColorMaster#readme) library to ExcalidrawAutomate. You can get a CM object by calling ${String.fromCharCode(96)}ExcalidrawAutomate.getCM(<your color comes here>)${String.fromCharCode(96)}. Color master introduces many new ways to manipulate colors from script. I will publish scripts that make use of this new functionality including supporting videos on my YouTube channel in the coming days.\n`,"1.7.18":"\n## Critical fix\n- duplicating text elements, adding text elements from the library, and pasting excalidraw text elements results in a corrupted file!!","1.7.17":`\n## Fixed\n- Block transclusions sometimes got lost when switching between RAW mode and PREVIEW mode. [#769](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/769)\n\n## New\n- Added feature to disable "new Excalidraw version" notification [#770](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/770)\n- Added option to export both light- and dark-themed images at the same time. If this is enabled Excalidraw will create two files "filename.dark.png" and "filename.light.png" (or .svg depending on your other settings). See practical use case here: [Aadam's Notes](https://notes.aadam.dev/SBYNtPHqsTW9Ck1Kuoxsu/)\n- Added custom export padding for PNG images. Use the frontmatter key ${String.fromCharCode(96)}excalidraw-export-padding${String.fromCharCode(96)} to set the padding at a file level, or set padding for all your files in plugin settings. The new feature replaces the old "SVG Padding" option and applies to both SVG and PNG exports.\n\n## ExcalidrawAutomate\n- Added ${String.fromCharCode(96)}padding${String.fromCharCode(96)} to the createPNG function call.\n${String.fromCharCode(96,96,96)}typescript\nasync createPNG(\n templatePath?: string,\n scale: number = 1,\n exportSettings?: ExportSettings,\n loader?: EmbeddedFilesLoader,\n theme?: string,\n padding?: number,\n)\n${String.fromCharCode(96,96,96)}\n`,"1.7.16":"\n## Fixed\n- Excalidraw canvas is empty after saving the drawing and re-opening it at a later time. If you accidentally paste Excalidraw elements from the clipboard as the contents of a text element, in certain situations this can corrupt the Excalidraw file and as a result, Excalidraw will load an empty-looking drawing the next time. Changing to markdown view, these files can be repaired, however, to avoid accidental data loss, I have prevented pasting of excalidraw clipboard contents as text elements. [#768](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/768)\n\n## New\n- Add zoom % display in tray-mode [737](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/737)\n","1.7.15":"\n## Fixed\n- Canvas turns white when adding point for curved line [#760](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/760), [#738](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/738), [#5602](https://github.com/excalidraw/excalidraw/issues/5602)\n","1.7.14":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/yZQoJg2RCKI" 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 ${String.fromCharCode(96)}Copy markdown link for selected element to clipboard${String.fromCharCode(96)} action in the Obsidian menu is now more intelligent. If multiple elements are selected it will copy the Element Reference for the largest element. \n- When referencing an element in a link pointing to an Excalidraw file using the elementId or the section header as the block reference e.g. ${String.fromCharCode(96)}[[file#^elementID]]${String.fromCharCode(96)}, you can now add the ${String.fromCharCode(96)}group=${String.fromCharCode(96)} prefix, e.g. ${String.fromCharCode(96)}[[file#^group=elementID]]${String.fromCharCode(96)} and the ${String.fromCharCode(96)}area=${String.fromCharCode(96)} prefix, e.g. ${String.fromCharCode(96)}[[file#area=Section heading]]${String.fromCharCode(96)}.\n - If the ${String.fromCharCode(96)}group=${String.fromCharCode(96)} prefix is found, Excalidraw will select the group of elements in the same group as the element referenced by the elementID or heading section.\n - If the ${String.fromCharCode(96)}area=${String.fromCharCode(96)} prefix is found, excalidraw will insert a cutout of the image around the referenced element.\n - The ${String.fromCharCode(96)}area=${String.fromCharCode(96)} selector is not supported when embedding Excalidraw as PNG into your markdown documents.\n- I added "Toggle left-handed mode" to the Command Palette. The action is only visible if tray-mode is enabled. It will move the tray from left to right and back. [749](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/749)\n\n## Fixed\n- Zooming with CTRL+Wheel will no longer trigger hover preview.\n- When editing text in a text element CTRL+C will not launch the hover preview in case the mouse pointer is over the text element being edited. Hover preview will only show if the element is not in editing mode.\n- ExcalidrawAutomate did not reliably save changes. This caused issues for example in the "Add link to an existing file and open" script. [#747](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/747)\n- Create a new folder not working when clicking on a link in Erxcalidraw that points to a file that is in a folder that does not yet exist. [741](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/741)\n- Downgraded to React 17 due to various stability issues, including [#738](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/738) and [#747](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/747)\n\n## New in Excalidraw Automate\n- I added two new Excalidraw Automate functions\n${String.fromCharCode(96,96,96)}typescript\n/**\n * Gets the groupId for the group that contains all the elements, or null if such a group does not exist\n * @param elements \n * @returns null or the groupId\n*/\ngetCommonGroupForElements(elements: ExcalidrawElement[]): string;\n\n/**\n * Gets all the elements from elements[] that share one or more groupIds with element.\n * @param element \n * @param elements - typically all the non-deleted elements in the scene \n * @returns \n*/\ngetElementsInTheSameGroupWithElement(element: ExcalidrawElement, elements: ExcalidrawElement[]): ExcalidrawElement[];\n${String.fromCharCode(96,96,96)}`,"1.7.13":`\n## Fix from Excalidraw.com\n- Resize multiple elements from center ([#5560](https://github.com/excalidraw/excalidraw/pull/5560))\n\n## Obsidian 0.16.0 compatibility (getting ready, because 0.16.0 will be available to insiders soon)\n- ${String.fromCharCode(96)}Install or update Excalidraw Scripts${String.fromCharCode(96)} was only available via the page header button. Because the page header is hidden by default, the install script action is now available through the pane menu and through the command palette as well.\n- ${String.fromCharCode(96)}Open selected text as link${String.fromCharCode(96)} page header button is now also available via the pane menu\n- ${String.fromCharCode(96)}Open in Adjacent Pane${String.fromCharCode(96)} and ${String.fromCharCode(96)}Open in Main Workspace${String.fromCharCode(96)} Excalidraw plugin settings is fixed\n`,"1.7.12":`\n## New from Excalidraw.com:\n- Showing a mid-point for lines and arrows. By touching the mid-point you can easily add an additional point to a two-point line. This is especially helpful when working on a tablet with touch input. ([#5534](https://github.com/excalidraw/excalidraw/pull/5534))\n- Lock angle when editing a line or an arrow with SHIFT pressed. Pressing SHIFT will restrict the edited point to snap to certain discrete angles. ([#5527](https://github.com/excalidraw/excalidraw/pull/5527))\n\n## Fixed:\n- Clicking Obsidian search-results pointing to an element on the canvas works again ([#734](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/734))\n- The feature to allow resizing and rotation of lines and arrows consisting of 3 or more points by showing the bounding box when selected is back ([#5554](https://github.com/excalidraw/excalidraw/pull/5554))\n\n## New\n- You can now use the following frontmatter key to allow/prevent automatic export of PNG/SVG images at a file level. This frontmatter will override export settings for the given file. ([#732](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/732)\n${String.fromCharCode(96)}excalidraw-autoexport: none|both|svg|png${String.fromCharCode(96)}\n`,"1.7.11":`\n## Fixed\n- Markdown files embed into the Excalidraw canvas crashed when the embedded markdown file included a nested Markdown embed with a block reference (i.e. the markdown document you are dropping into Excalidraw included a quote you referenced from another file using a ${String.fromCharCode(96)}[[other-file#^blockref]]${String.fromCharCode(96)} block or section reference. \n- Horizontal flipping of arrows and lines broke in 1.7.10. ([#726](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/726))\n`,"1.7.10":'\n## New from Excalidraw.com\n- Improved handling of arrows and lines. ([#5501](https://github.com/excalidraw/excalidraw/pull/5501))\n\n## Fixed\n- When opening a document in view-mode or zen-mode the panel buttons no longer flash up for a moment before switching to the desired mode. ([#479](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/479))\n- The "blinding white screen" no longer flashes up while loading the scene if the scene is dark ([#241](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/241))\n\n## Under the hood\n- Finalized migration to React 18 (no longer showing an error about React 17 compatibility mode in console log)\n',"1.7.9":'\n## New features and fixes from Excalidraw.com:\n- The right-click context menu is now scrollable on smaller screens ([#4030](https://github.com/excalidraw/excalidraw/pull/4030), [#5520](https://github.com/excalidraw/excalidraw/pull/5520))\n- Holding down the shift key while rotating an object will rotate it at discrete angles. Rotation is continuous without the SHIFT key. ([#5500](https://github.com/excalidraw/excalidraw/pull/5500))\n- Improved cursor alignment when resizing an element proportionally (maintain aspect ratio) by holding SHIFT during resizing. ([#5513](https://github.com/excalidraw/excalidraw/pull/5515))\n- Improved freedraw performance during editing (now has proper canvas caching), and no more blurry freedraw shapes when exporting on a higher scale. ([#5481](https://github.com/excalidraw/excalidraw/pull/5481))\n- Sidebar stencil library now correctly scrolls vertically ([#5459](https://github.com/excalidraw/excalidraw/pull/5459))\n\n## New in Obsidian:\n- Fullscreen mode on iPad. When there are multiple work panes open, clicking the fullscreen action in the Excalidraw Obsidian menu will hide the other work panes and make Excalidraw fullscreen.\n\n## Fixes in Obsidian:\n- Drag&Drop an image from a web browser into Excalidraw ([#697](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/697))\n- On Obsidian Mobile 1.3.0, when the drawing included an embedded image, switching from markdown-view to Excalidraw-view caused the drawing to disappear (it had to be recovered from backup or synchronization history). ([#715](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/715))\n- When working on a mobile device (tablet and phone) and using two work panes (one for drawing and the other for editing a markdown document) if you switched focus from the drawing to the markdown document auto-zoom changed the zoom level of the drawing. ([#723](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/723)), ([#705](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/705))\n- Actions on the Command Palette to create a new drawing in a new pane or reusing an existing adjacent pane; on the main workspace or in the Hover Editor or Popout window, were not working well. See related settings in plugin settings under "Links and transclusions" ([#718](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/718))\n- There was a problem with links with section references when the header contained space characters ([#704](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/704))\n- I added additional controls to avoid the fantom warnings about a problem with saving the Excalidraw file. Hopefully, from now on, you\'ll see this error less frequently ([#701](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/701))\n',"1.7.8":'\n# Optimized for Obsidian 0.15.5\n- I reworked how the plugin treats the "More options" menu because the old approach was interfering with Obsidian\n- Did thorough testing of handling of work panes on link click. There are two settings (open in the adjacent pane, and open in the main workspace), and three broad scenarios (Excalidraw in a work pane in the main Obsidian window, Excalidraw in a hover editor, and Excalidraw in an Obsidian popout window). All should work correctly now.\n',"1.7.7":`\n# New\n- Optimized for Obsidian 0.15.4\n- On a desktop, you can now use the META key when clicking on a link and it will open the link in a new popout Window.\n- ([#685](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/685)) Markdown embeds will now display correctly in Excalidraw even if they include photos and recursive markdown embeds. Unfortunately due to the limitations of Safari the inversion of colors on iPads in dark mode will not work well.\nSee an 18 second long demo video [here](https://user-images.githubusercontent.com/14358394/177213263-2a7ef1ca-0614-4190-8955-e830ca6b424b.mp4).\n\n\n# Fixed\n- ([#683](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/683)) Copy/Paste Markdown embeds to create another instance of the embed, thus you can reference different sections of the document in your drawing (something I broke in 1.7.6)\n- ([#684](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/684)) Transclusions incorrectly did not pick up subsections of a section. To understand this change, imagine for example the following document:\n${String.fromCharCode(96,96,96)}markdown\n# A\nabc\n# B\nxyz\n## b1\n123\n## b2\n456\n# C\n${String.fromCharCode(96,96,96)}\nWhen you transclude ${String.fromCharCode(96)}![[document#B]]${String.fromCharCode(96)} you expect the following result\n${String.fromCharCode(96,96,96)}markdown\nB\nxyz\n\nb1\n123\n\nb2\n456\n${String.fromCharCode(96,96,96)}\nUntil this fix you only got\n${String.fromCharCode(96,96,96)}markdown\nB\nxyz\n${String.fromCharCode(96,96,96)}`,"1.7.6":`\nThis release is the same as 1.7.5 except for two minor fixes\n- a fix for ExcaliBrain, becuase 1.7.5 broke ExcaliBrain.\n- I left out the release note from 1.7.5.\n\n# New\n- Deployed sidebar for libraries panel from excalidraw.com ([#5274](https://github.com/excalidraw/excalidraw/pull/5274)). You can dock the library to the right side depending on the screen real estate available (i.e. does not work on mobiles).\n\n# Fixed\n- When copying 2 identical images from one drawing to another, the second image got corrupted in the process ([#672]https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/672)).\n- When making a copy of an equation in a drawing and then without first closing/opening the file, immediately copying the new equation to another drawing, the equation did not get displayed until the file was closed and reopened.\n- Copying a markdown embed from one drawing to another, in the destination the markdown embed appeared without the section/block reference and without the width & height (i.e. these settings had to be done again)\n- Improved the parsing of section references in embeds. When you had ${String.fromCharCode(96)}&${String.fromCharCode(96)} in the section name in a markdown file, when embedding that markdown document into Excalidraw, the section reference did not work as expected ([#681 ](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/681)).\n- Improved the logic for autosave to better detect changes to the document, and to reduce too frequent export of ${String.fromCharCode(96)}.png${String.fromCharCode(96)} and/or ${String.fromCharCode(96)}.svg${String.fromCharCode(96)} files, when auto export is enabled in plugin settings.\n`,"1.7.5":`\n# New\n- Deployed sidebar for libraries panel from excalidraw.com ([#5274](https://github.com/excalidraw/excalidraw/pull/5274)). You can dock the library to the right side depending on the screen real estate available (i.e. does not work on mobiles).\n\n# Fixed\n- When copying 2 identical images from one drawing to another, the second image got corrupted in the process ([#672]https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/672)).\n- When making a copy of an equation in a drawing and then without first closing/opening the file, immediately copying the new equation to another drawing, the equation did not get displayed until the file was closed and reopened.\n- Copying a markdown embed from one drawing to another, in the destination the markdown embed appeared without the section/block reference and without the width & height (i.e. these settings had to be done again)\n- Improved the parsing of section references in embeds. When you had ${String.fromCharCode(96)}&${String.fromCharCode(96)} in the section name in a markdown file, when embedding that markdown document into Excalidraw, the section reference did not work as expected ([#681 ](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/681)).\n- Improved the logic for autosave to better detect changes to the document, and to reduce too frequent export of ${String.fromCharCode(96)}.png${String.fromCharCode(96)} and/or ${String.fromCharCode(96)}.svg${String.fromCharCode(96)} files, when auto export is enabled in plugin settings.\n`,"1.7.4":"\n- Obsidian 0.15.3 support dragging and dropping work panes between Obsidian windows.\n- Addressed Obsidian changes affecting the more-options menu.\n- Addressed incompatibility with Obsidian Mobile 1.2.2.\n","1.7.3":"\nObsidian 0.15.3 support for dragging and dropping work panes between Obsidian windows.\n","1.7.2":"\nDue to some of the changes to the code, I highly recommend restarting Obsidian after installing this update to Excalidraw.\n\n# Fixed\n- Stability improvements\n- Opening links in new panes and creating new drawings from the file explorer works properly again\n\n# New feature\n- Two new command palette actions:\n - Create a new drawing - IN A POPOUT WINDOW\n - Create a new drawing - IN A POPOUT WINDOW - and embed into active document\n\n- Added setting to prefer opening the link in the popout window or in the main workspace.\n\n","1.7.1":"\nSupport for Obsidian 0.15.0 popout windows. While there are no new features (apart from the popout window support) under the hood there were some major changes required to make this happen.\n","1.7.0":"\nThis is the first test version of Excalidraw Obsidian supporting Obsidian 0.15.0 popout windows. The current technical solution is not really sustainable, it's more of a working concept. I don't expect any real big issues with this version - on the contrary, this works much better with Obsidian 0.15.0 popout windows, but some of the features aren't working as expected in the Obsidian popouts yet. Also as a consequence of Obsidian 0.15.0 compatibility, multiple hover previews are no longer supported.\n","1.6.34":"\nWith 0.15.1 Obsidian is implementing some exciting, but significant changes to how windows are managed. I need to make some heavy/invasive changes to Excalidraw to adapt. The next version of the Excalidraw Plugin will require Obsidian 0.15.1 or newer. If you are not signed up for Obsidian Insider Builds, you will need to wait few weeks until the new Obsidian version will be made public.\n\n# Fixed\n- Error saving when the attachments folder exists but with a different letter case (i.e. ATTACHMENTS instead of attachments) [658](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/658). I added more error tolerance. As a general rule, however, I recommend treating file paths as case-sensitive as some platforms like iOS or LINUX have case-sensitive filenames, and synchronizing your Vault to these platforms will cause you headaches in the future.\n- Text detached from the container if you immediately clicked the text-align buttons on the properties pane while still editing the text in the container for the very first time. [#657](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/657).\n- Can't add text to the second container if the first container has text and the second container is centered around the first one. [#5300](https://github.com/excalidraw/excalidraw/issues/5300)\n","1.6.33":`\n# Fixed\n- Under some special circumstances when you embedded a drawing (guest) into another drawing (host), the host did not update when you modified the guest, until you closed Excalidraw completely and reopened the host. [#637](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/637)\n\n# New\n- ExcalidrawAutomate ${String.fromCharCode(96)}addLabelToLine${String.fromCharCode(96)} adds a text label to a line or arrow. Currently this function only works with simple straight 2-point (start & end) lines.\n${String.fromCharCode(96,96,96)}typescript\naddLabelToLine(lineId: string, label: string): string\n${String.fromCharCode(96,96,96)}\n- ExcalidrawAutomate ${String.fromCharCode(96)}ConnectObjects${String.fromCharCode(96)} now returns the ID of the arrow that was created.`,"1.6.32":"\n## Fixed\n- Filenames of embedded images and markdown documents did not get updated if the drawing was open in a work-pane while you changed the filename of the embedded file (image or markdown document) [632](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/632).\n- When you created a new text element and immediately dragged it, sometimes autosave interrupted the drag action and Excalidraw dropped the element you were dragging [630](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/630)\n- In some edge cases when you had the drawing open on your desktop and you also opened the same image on your tablet, Sync seemed to work in the background but the changes did not appear on the desktop until you closed and opened the drawing again. [629](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/629)\n- LaTeX support: Excalidraw must download a javascript library from one of the hosting sites for MathJax tex2svg. It seems that some people do not have access to the URL recommended in the first place by [MathJax](https://docs.mathjax.org/en/latest/web/start.html). If LaTeX formulas do not render correctly in Excalidraw, try changing the source server under Compatibility Settings in Excalidraw Plugin Settings. [628](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/628)","1.6.31":"\nMinor update:\n\n## Fixes\n- Color picker hotkeys were not working. They are working again [627](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/627)\n- I updated MathJax (LaTeX) to the newest (3.2.1) release.","1.6.30":"\n## Fixed\n- The load stencil library button stopped working after 1.6.29 due to an error in the core Excalidraw package. It is now fixed. [#625](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/625).\n- On iPad (probably other Obsidian mobile devices as well) after opening the command palette the positioning of the pointer was off. From now on, the pointer is automatically re-calibrated every 5 seconds.\n- I improved shared-vault collaboration sync. If the open file has not been saved for the last 5 minutes (i.e. you are not working on the drawing actively), and a newer remote version of the file is received via sync, then the remote file will simply overwrite the local file (i.e. the behavior of Excalidraw Obsidian prior to implementing Shared (Multiplayer) Vault Synchronization support in 1.6.29). This solution will support active collaboration when parties participating are actively editing the drawing, but also caters to the scenario when you open a drawing on one device (e.g. your desktop) and once you are finished editing you do not close the drawing, but simply put your PC to sleep... then later you edit the same drawing on your tablet. When you turn your desktop PC on the next time, the changes you've made on your tablet will be synchronized by Obsidian sync. In this case the changes from your tablet should be honored. If you have not edited the open drawing for more then 5 minutes (like in this scenario) there is no value in running the file comparison between the local version and the received one. This approach reduces the probability of running into sync conflicts.","1.6.29":"\n## New\n- I implemented sync support inspired by the new [Obsidian Multiplayer Sync](https://youtu.be/ZyCPhbd51eo) feature (available in insider build v0.14.10). \n - To manage expectations, this is not real-time collaboration like on Excalidraw.com. Synchronization is delayed by the frequency of the autosave timer (every 10 secs) and the speed of Obsidian sync. Also if a file has conflicting versions, Obsidian sync may delay the delivery of the changed file.\n - Even if you are not using multiplayer Obsidian Vaults, you may benefit from the improved synchronization, for example when using the freedraw tool on your tablet or phone, and in parallel editing the same drawing (e.g. typing text) on your desktop. I frequently do this in a mind-mapping scenario.\n - If the same Excalidraw sketch is open on multiple devices then Excalidraw will try to merge changes into the open drawing, thus parallel modifications on different devices are possible. If the same element is edited by multiple parties at the same time, then the foreign (received) version will be honored and the local changes lost. \n\n## Fixed:\n- Default embed width setting stopped working. [#622](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/622)\n- The link tooltip gets stuck on screen after Excalidraw closes [#621](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/621)\n- Layout error when using the Workspaces core plugin. [#28](https://github.com/zsviczian/excalibrain/issues/28)","1.6.28":'\n## New\n- When dropping a link from a DataView query into Excalidraw the link will honor your "New link format" preferences in Obsidian. It will add the "shortest path when possible", if that is your setting. If the link includes a block or section reference, then the link will automatically include an alias, such that only the filename is displayed (shortest path possible allowing) [#610](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/610)\n- If Excalidraw is in a Hover Editor and you open a link in another pane by CTRL+SHIFT+Click then the new page will open in the main workspace, and not in a split pane in the hover editor.\n\n## Fixed\n- New text elements get de-selected after auto-save [#609](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/609)\n- Update opacity of bound text when the opacity of the container is updated [#5142](https://github.com/excalidraw/excalidraw/pull/5142)\n- ExcalidrawAutomate: openFileInNewOrAdjacentLeaf() function. This also caused an error when clicking a link in Excalidraw in a hover window, when there were no leaves in the main workspace view.',"1.6.27":"\n## New Features\n- While these new features are benefitial for all Excalidraw Automation projects, the current changes are mainly in support of the [ExcaliBrain](https://youtu.be/O2s-h5VKCas) integration. See detailed [Release Notes](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.27) on GitHub.\n","1.6.26":`\n## Fixed\n- Dragging multiple files onto the canvas will now correctly [#589](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/589)\n - add multiple links\n - or if you hold the CTRL/(SHIFT on Mac) while dropping the files, then adding multiple images\n- Dropped images and links were not selectable with the selection tool until the file was saved. This is now fixed.\n- Display the linked block/section on link-hover instead of the full page. [#597](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/597)\n- Hover preview without CTRL/CMD works again. Requires configuration in plugin settings. [#595](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/595)\n- If you embed the same markdown document into a drawing multiple times, you can now display different sections of the document in each embedded object. [#601](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/601).\n- If you make a copy of an equation and edit this copy, the original equation will remain unchanged [#593](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/593)\n\n## New Features\n- When you drag files from Dataview-results onto the canvas the obsidian:// urls will be converted into wiki links.[#599](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/599)\n- I added one more frontmatter key: ${String.fromCharCode(96)}excalidraw-linkbutton-opacity: ${String.fromCharCode(96)} This sets the opacity of the blue link-button in the top right corner of the element, overriding the respective setting in plugin settings. Valid values are numbers between 0 and 1, where 0 means the button is fully transparent.\n\n## New Excalidraw Automate Features\n- As part of building the new [ExcaliBrain](https://youtu.be/O2s-h5VKCas) plugin, I've added a number of integration features. See the GitHub [Release Notes](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.26) for details.\n`,"1.6.25":`\n## Fixed\n- Pinch-zoom in view mode was broken ([#5001](https://github.com/excalidraw/excalidraw/pull/5001))\n- The add image button on iPad was not working ([#5038](https://github.com/excalidraw/excalidraw/pull/5038) & [#584](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/584))\n\n## New Features\n- If Excalidraw is open in a [hover-editor](https://github.com/nothingislost/obsidian-hover-editor) when opening a link in a new pane Excalidraw will now open the link in the main workspace and not by splitting the view inside the hover-editor. \n- Excalidraw ScriptEngine settings\n - Script Engine settings now render HTML descriptions\n - If the ${String.fromCharCode(96)}height${String.fromCharCode(96)} property of a text setting is set, the corresponding text input field will be rendered as a textArea with the specified height.\n`,"1.6.24":"\n## Fixed\n- Link fixes:\n - Shift+Click on an element link (i.e. a link attached to a rectangle, ellipse, etc) did not open the link in a new leaf.\n - Clicking a link and opening it in a new leaf will now make the new leaf active and focused after the click.\n- Pointer calibration:\n - Opening an Excalidraw drawing with the [hover-editor](https://github.com/nothingislost/obsidian-hover-editor) and dragging the editor to another location corrupted the calibration of the pointer in Excalidraw. Similarly, when rearranging workspace panes by dragging, Excalidraw lost pointer calibration.\n\n## New Features\n### From Excalidraw.com\n- Element locking: The lock and unlock action is in the context menu.\n\n### Plugin\n- Any element that has a link, ctrl/cmd+clicking anywhere on the object will trigger the link action. You no longer have to go to the link icon. ([#541](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/541#issuecomment-1075578365))\n","1.6.23":`\n## Fixed:\n- I have received some user feedback about cases where the text separated from the sticky note. This version comes with a cleanup algorithm that will try to automatically resolve these issues.\n- Autosave did not notice changes in a very obscure case, when you opened a drawing, resized an element, and without deselecting the element you immediately closed the drawing. ([565](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/565))\n- CTRL+Enter to create a task did not work in hover-editor when opened from Excalidraw. Now it does! Thanks @pjeby! ([567](https://github.com/zsviczian/obsidian-excalidraw-plugin/pull/567))\n\n## New Features\n- If you have the [Obsidian-Latex](https://github.com/xldenis/obsidian-latex) plugin installed, from now Excalidraw will also process the ${String.fromCharCode(96)}preambles.sty${String.fromCharCode(96)} file. ( [563](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/563))\n- I added a new setting ${String.fromCharCode(96)}Embed & Export >> If found, use the already exported image for preview${String.fromCharCode(96)}. This setting works in conjunction with the ${String.fromCharCode(96)}Auto-export SVG/PNG${String.fromCharCode(96)} settings. 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 release notes for a [demo video](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.22).\n`,"1.6.22":'\n## Fixed:\n- "Create a new drawing - IN THE CURRENT ACTIVE PANE - and embed into active document" did not work as intended when an Excalidraw pane was already open. [#559](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/559)\n- [Obsidian-hover-editor](https://github.com/nothingislost/obsidian-hover-editor) related improvements [#555](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/555):\n - hovering triggered many hover preview windows in quick succession, and in some cases raised dozens of errors in the Developer Console\n - hover-editors were not visible in Excalidraw fullscreen mode\n\n## Minor new features:\n- Activating the eraser with key "e" will toggle the active tool and back. So for example if you are drawing a freedraw shape, you can press "e" to delete a few strokes, then press "e" again to continue drawing. On desktop PCs many styluses allow you to configure the pen button to trigger keypress "e". \n- New setting to enable penMode by default.\n- I increased the file size limit for images you paste into Excalidraw from 2MB to 20MB. You should however avoid very large images as they will impact the overall performance of the canvas. ([#557](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/557))\n',"1.6.21":`\nBefore I move on to implementing further features, I spent this week with further stabilizing and debugging the plugin. Hopefully this will result in a smoother, better experince for you all.\n\n## Fixed\n- Links in drawings (e.g. text elements or embedded images) were sometimes not updating when the source file was moved or renamed in your Vault. The issue happend when you had the drawing and the linked file open in panes next to each other. This has led to broken links. ([#546](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/546))\n- To remove complexity and potential error, I have hidden the autosave settings. From now, autosave is now always enabled. Excalidraw will attempt to save your drawing every 10 seconds, or if you are actively engaged in drawing a shape at that very moment (e.g. you are busy with a freedraw line), then autosave will save the drawing at the earliest next opportunity. I imlemented further triggers to save the drawing when there are changes in the drawing and you click outside the drawing canvas. There was a rare error involving text elements, that when happened blocked saving of the file. This error is now properly handeled. Also from now, you will receive a warning message if for any reason save encountered problems. \n- If you have two heading sections in your drawing, e.g. ${String.fromCharCode(96)}# Section abc${String.fromCharCode(96)} and ${String.fromCharCode(96)}# Section abc def${String.fromCharCode(96)}, then referencing ${String.fromCharCode(96)}[[#Section abc]]${String.fromCharCode(96)} in a link will highlight both text elements when clicking the link. These section references now work as expected. ([#530](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/530))`,"1.6.20":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/U2LkBRBk4LY" 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- ${String.fromCharCode(96)}ExcalidrawAutomate.create()${String.fromCharCode(96)} threw an error [539](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/539)\n\n## New Features\n### From excalidraw.com\n- Bind/unbind text to/from container [4935](https://github.com/excalidraw/excalidraw/pull/4935)\n\n### Plugin\nFrontmatter tags to customize image export at a file level [519](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/519). If these keys are present they will override the default excalidraw embed and export settings.\n- ${String.fromCharCode(96)}excalidraw-export-transparent: true${String.fromCharCode(96)}\n - true == Transparent / false == with background. \n- ${String.fromCharCode(96)}excalidraw-export-dark${String.fromCharCode(96)}\n - true == Dark mode / false == light mode.\n- ${String.fromCharCode(96)}excalidraw-export-svgpadding${String.fromCharCode(96)}\n - This only affects export to SVG. Specify the export padding for the image\n- ${String.fromCharCode(96)}excalidraw-export-pngscale${String.fromCharCode(96)}\n - 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.\n`,"1.6.19":"\nThis is a minor update fixing left-handed mode on iOS, and deploying improvements to the new Excalidraw Eraser.\n","1.6.18":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/4N6efq1DtH0" 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- Modifying properties of a text element in tray mode. [496](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/496)\n- Friendly page aliases with iframely should work more reliably now.\n- I further improved resilience of loading from a damaged Excalidraw.md file.\n\n## New Features\n### From excalidraw.com\n- Added Eraser [4887](https://github.com/excalidraw/excalidraw/pull/4887)\n\n### Plugin\n- New setting for default transcluded-text line-wrap length. This is the default value for "wrapAt" in ${String.fromCharCode(96)}![[file#^block]]{wrapAt}${String.fromCharCode(96)}. Wrapping text using this feature will insert linebreaks in the transcluded text. An alternative approach is to transclude text inside sticky notes, in which case Excalidraw will automatically take care of text wrapping depending on the sticky note's width. [228](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/228)\n- New command palette action to toggle fullscreen mode, so you can assign a hotkey.\n- I added basic support for left-handed users. Enable it in plugin settings under the "Display" section. Currently, only affects the position of the tray in tray-mode. [510](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/510)\n- More flexible filename settings. ⚠ Due to the change, current settings may behave slightly differently compared to before. ⚠ [470](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/470)\n`,"1.6.17":`\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/Etskjw7a5zo" 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- Freedraw shape's background color was missing in the SVG export. [#443](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/443)\n- In rare cases, when you only changed the background color of the drawing or edited the dimensions of an embedded markdown document, or changed an existing LaTeX formula, and then moved to another document in the vault, these changes did not get saved. [#503](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/503)\n- I resolved an Excalidraw Automate glitch with word wrapping in containers. EA generated containers with fixed line breaks. The same error also affected the conversion of drawings from the "legacy" Excalidraw.com file format.\n- When you allow/disable autosave in settings, this change will immediately take effect for all open Excalidraw workspace leaves. Until now autosave was activated only after you closed and reopened the Excalidraw view. [#502](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/502)\n- When you create a text element containing a ${String.fromCharCode(96,96,96)}[[markdown link]]${String.fromCharCode(96,96,96)} in raw mode, the new link was parsed nonetheless, and sometimes the link disappeared, leaving only the parsed text without the actual link. Creating links in raw-mode now works correctly.\n\n## New Features\n- The most recent 5 custom colors from the canvas are now added as color options to the element stroke and element background palette. [#4843](https://github.com/excalidraw/excalidraw/pull/4843)\n- Vertical text alignment for text in sticky notes [#4852](https://github.com/excalidraw/excalidraw/pull/4852)\n- Markdown embeds into Excalidraw now receive default styling, including that of tables, blockquotes, and code blocks. I also added a new setting and corresponding frontmatter-key to set the border-color for the embedded markdown document. You can override plugin settings at the document level by adding ${String.fromCharCode(96,96,96)}excalidraw-border-color: steelblue${String.fromCharCode(96,96,96)} to the markdown document you want to embed into your drawing. Valid values are css-color-name|#HEXcolor|any-other-html-standard-format.\n- In Obsidian search, when the text you were searching for is found in an Excalidraw document, clicking the link in search-results will open the drawing with the matching text element selected and zoomed.\n- Excalidraw now supports linking to text elements on the canvas and linking to non-text objects. \n1) You can reference text headings just the same as markdown headings in a document\ni.e. you have a text element that includes a valid markdown heading:\n${String.fromCharCode(96,96,96)}markdown\n# My Heading\ndetails...\n${String.fromCharCode(96,96,96)}\nor \n${String.fromCharCode(96,96,96)}markdown\ntext element text\n# my reference\n${String.fromCharCode(96,96,96)}\nYou can reference these like this respectively: ${String.fromCharCode(96,96,96)}[[#My Heading|display alias]]${String.fromCharCode(96,96,96)} and ${String.fromCharCode(96,96,96)}[[#my reference|alias]]${String.fromCharCode(96,96,96)}\n\n\n\n2) You can also reference element ids similar to block references\n- Links take this form ${String.fromCharCode(96,96,96)}[[#^elementID|alias]]${String.fromCharCode(96,96,96)}\n- Linking is supported by a new action on the Obsidian Tools Panel\n\n\n[Release Notes on GitHub](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.17)\n`,"1.6.16":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/gMIKXyhS-dM" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n\n## Fixed\n- CMD+Drag from the Obsidian File Manager does not work on Mac. You can now use SHIFT+Drag to embed an image or markdown document into a scene. ([#468](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/468))\n- Excalidraw Compressed JSON is now cut to smaller chunks (64 characters per paragraph, instead of the earlier 1024 characters). This should address search performance issues. ([#484](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/484))\n\n## New Features\n- I added the Obsidian Tools Panel\n - Click the Obsidian button to access the panel.\n - The tools panel contains key plugin commands and user / downloaded Excalidraw scripts.\n - Drag the panel with the handle at the top. Single click on the top to collapse the panel.\n - On Mobile press and hold the drag handle before dragging, to avoid activating the Obsidian slide in menus.\n - On Mobile long touch individual buttons on the panel to access tooltips.\n - Reinstall Excalidraw scripts to get the icons.\n- If you hold down SHIFT while resizing a sticky note, the text size will scale instead of text wrapping. ([Excalidraw tweet](https://twitter.com/aakansha1216/status/1496116528890417155?s=20&t=taXjA6I9Nd0T-C0wYBsG5g))\n- SVG export now includes links ([#4791](https://github.com/excalidraw/excalidraw/pull/4791))\n- Added full screen mode for Obsidian Mobile\n- Release notes\n - disable popup in settings\n - access release notes via the command palette, or the button on the tools panel\n\n[Release Notes on GitHub](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.16)\n\n[](https://ko-fi.com/zsolt)\n'};class ReleaseNotes extends obsidian.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.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()}))}}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:n,clientWidth:i,clientHeight:a}=this.containerRef.current.firstElementChild,r=t-e,s=n-A,{clientWidth:o,clientHeight:l,offsetTop:c,offsetLeft:d}=this.containerRef.current.parentElement;return this.previousHeight=l,this.previousWidth=o,this.onBottomEdge=r>=l-a+c,this.onRightEdge=s>=o-i+d,{top:r<c?c:this.onBottomEdge?l-a+c:r,left:s<d?d:this.onRightEdge?o-i+d:s}}))}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,n;null===(e=this.props.view.ownerDocument)||void 0===e||e.removeEventListener("pointerup",t),null===(n=this.props.view.ownerDocument)||void 0===n||n.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,e[CTRL_OR_CMD]):new obsidian.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$d("OPEN_LINK_CLICK"),action:()=>{const e=new MouseEvent("click",{ctrlKey:!0,metaKey:!1,shiftKey:!1,altKey:!1});this.props.view.handleLinkClick(this.props.view,e)},icon:ICONS.openLink,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"openLinkProperties",title:t$d("OPEN_LINK_PROPS"),action:()=>{const e=new MouseEvent("click",{ctrlKey:!0,metaKey:!1,shiftKey:!0,altKey:!0});this.props.view.handleLinkClick(this.props.view,e)},icon:ICONS.openLinkProperties,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"save",title:t$d("FORCE_SAVE"),action:()=>{this.props.view.forceSave()},icon:(e=this.state.isDirty,React__namespace.createElement("svg",{xmlns:"http://www.w3.org/2000/svg",viewBox:"0 0 24 24",fill:"none",stroke:e?"var(--color-accent)":"var(--icon-fill-color)",strokeWidth:"2",strokeLinecap:"round",strokeLinejoin:"round"},React__namespace.createElement("path",{d:"M19 21H5a2 2 0 0 1-2-2V5a2 2 0 0 1 2-2h11l5 5v11a2 2 0 0 1-2 2z"}),React__namespace.createElement("polyline",{points:"17 21 17 13 7 13 7 21"}),React__namespace.createElement("polyline",{points:"7 3 7 8 15 8"}))),view:this.props.view}))),React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Export actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"lib",title:t$d("DOWNLOAD_LIBRARY"),action:()=>{this.props.view.plugin.exportLibrary()},icon:ICONS.exportLibrary,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"svg",title:t$d("EXPORT_SVG"),action:()=>{this.props.view.saveSVG(),new obsidian.Notice(`File saved: ${getIMGFilename(this.props.view.file.path,"svg")}`)},icon:ICONS.exportSVG,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"png",title:t$d("EXPORT_PNG"),action:()=>{this.props.view.savePNG(),new obsidian.Notice(`File saved: ${getIMGFilename(this.props.view.file.path,"png")}`)},icon:ICONS.exportPNG,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"excalidraw",title:t$d("EXPORT_EXCALIDRAW"),action:()=>{this.props.view.exportExcalidraw()},icon:ICONS.exportExcalidraw,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:"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:()=>{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=>{this.props.view.copyLinkToSelectedElementToClipboard(e[CTRL_OR_CMD]?"group=":e.shiftKey?"area=":"")},icon:ICONS.copyElementLink,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"import-svg",title:t$d("IMPORT_SVG"),action:e=>{this.props.view.plugin.importSVGDialog.start(this.props.view)},icon:ICONS.importSVG,view:this.props.view}))),this.renderScriptButtons(!1),this.renderScriptButtons(!0)))));var e}renderScriptButtons(e){if(0===Object.keys(this.state.scriptIconMap).length)return"";const A=`${this.props.view.plugin.settings.scriptFolderPath}/Downloaded/`,t=t=>e?t.startsWith(A):!t.startsWith(A);return 0===Object.keys(this.state.scriptIconMap).filter((e=>t(e))).length?"":React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,e?"Downloaded":"User"," Scripts"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},Object.keys(this.state.scriptIconMap).filter((e=>t(e))).sort().map((A=>{return React__namespace.createElement(ActionButton,{key:A,title:e?this.state.scriptIconMap[A].name.replace("Downloaded/",""):this.state.scriptIconMap[A].name,action:async()=>{const e=this.props.view.app.vault.getAbstractFileByPath(A);e&&e instanceof obsidian.TFile&&this.props.view.plugin.scriptEngine.executeScript(this.props.view,await this.props.view.plugin.app.vault.read(e),this.props.view.plugin.scriptEngine.getScriptName(e))},icon:this.state.scriptIconMap[A].svgString?(t=this.state.scriptIconMap[A].svgString,t=t.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:t}})):ICONS.cog,view:this.props.view});var t}))))}}const getElementsAtPointer=(e,A,t)=>A.filter((A=>{if(t&&A.type!==t)return!1;const[n,i,a,r]=rotatedDimensions(A);return n<=e.x&&n+a>=e.x&&i<=e.y&&i+r>=e.y})),getTextElementAtPointer=(e,A)=>{const t=A.excalidrawAPI;if(!t)return{id:null,text:null};const n=getElementsAtPointer(e,t.getSceneElements(),"text");if(0==n.length)return{id:null,text:null};if(1===n.length)return{id:n[0].id,text:n[0].text};const i=n.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==i.length?{id:n[0].id,text:n[0].text}:{id:i[0].id,text:i[0].text}},getImageElementAtPointer=(e,A)=>{const t=A.excalidrawAPI;if(!t)return;const n=getElementsAtPointer(e,t.getSceneElements(),"image");return 0===n.length?{id:null,fileId:null}:n.length>=1?{id:n[0].id,fileId:n[0].fileId}:void 0},getElementWithLinkAtPointer=(e,A)=>{const t=A.excalidrawAPI;if(!t)return;const n=getElementsAtPointer(e,t.getSceneElements()).filter((e=>e.link));return 0===n.length?{id:null,text:null}:n.length>=1?{id:n[0].id,text:n[0].link}:void 0};class MenuLinks{constructor(e,A){this.render=(e,A)=>React__namespace.createElement("div",null,"Hello"),this.plugin=e,this.ref=A}}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 n=A.excalidrawAPI;if(!n)return;if(e=e.filter((e=>e&&e.size&&e.size.height>0&&e.size.width>0)),0===e.length)return;const i=scaleLoadedImage(A.getScene(),e);void 0===t&&(t=i.scene.appState.theme),i.dirty&&await A.updateScene({elements:i.scene.elements,appState:i.scene.appState,commitToHistory:!1});for(const n of e)if(A.excalidrawData.hasFile(n.id)&&A.excalidrawData.getFile(n.id).setImage(n.dataURL,n.mimeType,n.size,t,n.hasSVGwithBitmap),A.excalidrawData.hasEquation(n.id)){const e=A.excalidrawData.getEquation(n.id).latex;A.excalidrawData.setEquation(n.id,{latex:e,isLoaded:!0})}n.addFiles(e)},warningUnknowSeriousError=()=>{new obsidian.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.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.linksAlwaysOpenInANewPane=!1,this.lastSaveTimestamp=0,this.metaKeyDown=!1,this.ctrlKeyDown=!1,this.shiftKeyDown=!1,this.altKeyDown=!1,this.semaphores={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.fullscreenModalObserver=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.plugin=A,this.excalidrawData=new ExcalidrawData(A),this.hookServer=A.ea}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=`${this.file.path.substring(0,this.file.path.lastIndexOf(".md"))}.excalidraw`,t=app.vault.getAbstractFileByPath(obsidian.normalizePath(A));t&&t instanceof obsidian.TFile?app.vault.modify(t,JSON.stringify(e,null,"\t")):app.vault.create(A,JSON.stringify(e,null,"\t"))}async exportExcalidraw(){this.getScene&&this.file&&(app.isMobile?new Prompt(app,"Please provide filename",this.file.basename,"filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${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.Notice(`Exported to ${t}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.getScene(),null,"\t")),`${this.file.basename}.excalidraw`))}async svg(e,A){const t={withBackground: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:getExportTheme(this.plugin,this.file,e.appState.theme)})}),t,getExportPadding(this.plugin,this.file))}async saveSVG(e){if(!e){if(!this.getScene)return!1;e=this.getScene()}const A=async(A,t)=>{const n=app.vault.getAbstractFileByPath(obsidian.normalizePath(A)),i=await this.svg(e,t);if(!i)return;const a=(new XMLSerializer).serializeToString(embedFontsInSVG(i,this.plugin));n&&n instanceof obsidian.TFile?await app.vault.modify(n,a):await app.vault.create(A,a)};this.plugin.settings.autoExportLightAndDark?(await A(getIMGFilename(this.file.path,"dark.svg"),"dark"),await A(getIMGFilename(this.file.path,"light.svg"),"light")):await A(getIMGFilename(this.file.path,"svg"))}async png(e,A){const t={withBackground: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:getExportTheme(this.plugin,this.file,e.appState.theme)})}),t,getExportPadding(this.plugin,this.file),getPNGScale(this.plugin,this.file))}async savePNG(e){if(!e){if(!this.getScene)return!1;e=this.getScene()}const A=async(A,t)=>{const n=app.vault.getAbstractFileByPath(obsidian.normalizePath(A)),i=await this.png(e,t);i&&(n&&n instanceof obsidian.TFile?await app.vault.modifyBinary(n,await i.arrayBuffer()):await app.vault.createBinary(A,await i.arrayBuffer()))};this.plugin.settings.autoExportLightAndDark?(await A(getIMGFilename(this.file.path,"dark.png"),"dark"),await A(getIMGFilename(this.file.path,"light.png"),"light")):await A(getIMGFilename(this.file.path,"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 n=Boolean(null!==this.semaphores.dirty&&this.semaphores.dirty||this.semaphores.autosaving||A),i=this.getScene();if(this.compatibilityMode?await this.excalidrawData.syncElements(i):await this.excalidrawData.syncElements(i,this.excalidrawAPI.getAppState().selectedElementIds)&&await this.loadDrawing(!1,this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted))),n&&(this.preventReloadResetTimer&&(clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.semaphores.preventReload=e,await super.save(),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){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(){if(!this.getScene)return this.data;if(!this.excalidrawData.loaded)return this.data;const e=this.getScene();if(!this.compatibilityMode){let e=this.data.search(/(^%%\n)?# Text Elements\n/m);if(-1==e&&(e=this.data.search(/(%%\n)?# Drawing\n/)),-1==e)return this.data;let A=this.data.substring(0,e).replace(/excalidraw-plugin:\s.*\n/,"excalidraw-plugin: "+(this.textMode===TextMode.raw?"raw\n":"parsed\n"));const t=/(^---[\w\W]*?---\n)(!\[\[.*?]]\n(%%\n)?)/m;A.match(t)&&(A=A.replace(t,"$1")),this.excalidrawData.disableCompression||(this.excalidrawData.disableCompression=this.isEditedAsMarkdownInOtherView());const n=A+this.excalidrawData.generateMD(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)));return this.excalidrawData.disableCompression=!1,n}return this.compatibilityMode?JSON.stringify(e,null,"\t"):this.data}restoreMobileLeaves(){this.hiddenMobileLeaves.length>0&&(this.hiddenMobileLeaves.forEach((e=>{e[0].containerEl.style.display=e[1]})),this.hiddenMobileLeaves=[])}gotoFullscreen(){this.plugin.leafChangeTimeout&&(clearTimeout(this.plugin.leafChangeTimeout),this.plugin.leafChangeTimeout=null),this.excalidrawWrapperRef&&(this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!0),(e=>{for(;e&&!e.hasClass("workspace-split");)e.addClass(SHOW),e=e.parentElement;e&&e.addClass(SHOW);const A=this.ownerDocument;A.body.querySelectorAll(`div.workspace-split:not(.${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)))}async handleLinkClick(e,A){var t,n,i,a;const r=this.ownerDocument.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");r&&this.ownerDocument.body.removeChild(r);const s=this.getSelectedTextElement(),o=(null==s?void 0:s.id)?null:this.getSelectedImageElement(),l=(null==o?void 0:o.id)||(null==s?void 0:s.id)?null:this.getSelectedElementWithLink();let c=null,d=null,h=null;if((null==s?void 0:s.id)||(null==l?void 0:l.id)){if(h=null!==(t=null==l?void 0:l.text)&&void 0!==t?t:this.textMode===TextMode.parsed?this.excalidrawData.getRawText(s.id):s.text,!h)return;if(h=h.replaceAll("\n",""),this.getHookServer().onLinkClickHook){const e=null!==(n=s.id)&&void 0!==n?n:l.id,t=this.excalidrawAPI.getSceneElements().filter((A=>A.id===e))[0];try{if(!this.getHookServer().onLinkClickHook(t,h,A,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.handleLinkClick selectedText.id!==null",fn:this.getHookServer().onLinkClickHook,error:e})}}if(h.match(REG_LINKINDEX_HYPERLINK))return void window.open(h,"_blank");const i=REGEX_LINK.getRes(h).next();if(!i.value){const e=h.matchAll(/#([\p{Letter}\p{Emoji_Presentation}\p{Number}\/_-]+)/gu).next();if(!e.value||e.value.length<2)return;const A=app.workspace.getLeavesOfType("search");if(0==A.length)return;return A[0].view.setQuery(`tag:${e.value[1]}`),app.workspace.revealLeaf(A[0]),void(this.isFullscreen()&&this.exitFullscreen())}if(h=REGEX_LINK.getLink(i),h.match(REG_LINKINDEX_HYPERLINK))return void window.open(h,"_blank");if(h.search("#")>-1){const e=getLinkParts(h,this.file);d=`#${e.isBlockRef?"^":""}${e.ref}`,h=e.path}if(h.match(REG_LINKINDEX_INVALIDCHARS))return void new obsidian.Notice(t$d("FILENAME_INVALID_CHARS"),4e3);c=e.app.metadataCache.getFirstLinkpathDest(h,e.file.path)}if(null==o?void 0:o.id){if(this.excalidrawData.hasEquation(o.fileId)){const e=this.excalidrawData.getEquation(o.fileId).latex;return void new Prompt(app,t$d("ENTER_LATEX"),e,"").openAndGetValue((async A=>{A&&A!==e&&(this.excalidrawData.setEquation(o.fileId,{latex:A,isLoaded:!1}),await this.save(!1),await updateEquation(A,o.fileId,this,addFiles,this.plugin),this.setDirty(1))}))}if(await this.save(!1),this.excalidrawData.hasFile(o.fileId)){if(A.altKey){const e=this.excalidrawData.getFile(o.fileId);if("md"===e.file.extension&&!this.plugin.isExcalidrawFile(e.file))return void new Prompt(app,"Customize the link",e.linkParts.original,"","Do not add [[square brackets]] around the filename!<br>Follow this format when editing your link:<br><mark>filename#^blockref|WIDTHxMAXHEIGHT</mark>").openAndGetValue((async A=>{A&&e.linkParts.original!==A&&(e.resetImage(this.file.path,A),await this.save(!1),await this.loadSceneFiles(),this.setDirty(2))}))}h=this.excalidrawData.getFile(o.fileId).file.path,c=this.excalidrawData.getFile(o.fileId).file}}if(h){if(this.getHookServer().onLinkClickHook){const e=null!==(a=null!==(i=o.id)&&void 0!==i?i:s.id)&&void 0!==a?a:l.id,t=this.excalidrawAPI.getSceneElements().filter((A=>A.id===e))[0];try{if(!this.getHookServer().onLinkClickHook(t,h,A,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.handleLinkClick selectedText.id===null",fn:this.getHookServer().onLinkClickHook,error:e})}}try{if(A.shiftKey&&this.isFullscreen()&&this.exitFullscreen(),!c)return void new NewFileActions(this.plugin,h,A.shiftKey,!app.isMobile&&A.metaKey,e).open();const t=!app.isMobile&&(A.metaKey&&this.linksAlwaysOpenInANewPane||A.metaKey)?app.workspace.openPopoutLeaf():A.shiftKey||this.linksAlwaysOpenInANewPane?getNewOrAdjacentLeaf(this.plugin,e.leaf):e.leaf;await t.openFile(c,d?{active:!1,eState:{subpath:d}}:void 0)}catch(e){new obsidian.Notice(e,4e3)}}else new obsidian.Notice(t$d("LINK_BUTTON_CLICK_NO_TEXT"),2e4)}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.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.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(this,e))),app.isMobile||this.addAction("fullscreen","Press ESC to exit fullscreen mode",(()=>this.gotoFullscreen()));const t=this;app.workspace.onLayoutReady((async()=>{t.contentEl.addClass("excalidraw-view"),await t.addSlidingPanesListner(),t.addParentMoveObserver(),t.onKeyUp=e=>{t.ctrlKeyDown=e[CTRL_OR_CMD],t.shiftKeyDown=e.shiftKey,t.altKeyDown=e.altKey,t.metaKeyDown=e.metaKey},t.onKeyDown=e=>{this.ctrlKeyDown=e[CTRL_OR_CMD],this.shiftKeyDown=e.shiftKey,this.altKeyDown=e.altKey,this.metaKeyDown=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 n=this;this.parentMoveObserver=new MutationObserver((async e=>{const A=e[0].target;if(!(A instanceof HTMLElement))return;const{offsetLeft:t,offsetTop:i}=A;t===n.offsetLeft&&i==n.offsetTop||(n.refresh&&n.refresh(),n.offsetLeft=t,n.offsetTop=i)})),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 n=t.getAppState(),i=null!==n.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||i||null!==n.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.autosaveTimer&&(clearTimeout(this.autosaveTimer),this.autosaveTimer=null),this.autosaveTimer=setTimeout(e,this.plugin.settings.autosaveInterval)}onunload(){var e,A,t,n,i,a;if(this.restoreMobileLeaves(),this.semaphores.viewunload=!0,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 r=null===(n=null===(t=this.containerEl)||void 0===t?void 0:t.ownerDocument)||void 0===n?void 0:n.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");r&&(null===(a=null===(i=this.containerEl)||void 0===i?void 0:i.ownerDocument)||void 0===a||a.body.removeChild(r)),this.removeParentMoveObserver(),this.removeSlidingPanesListner(),this.autosaveTimer&&(clearInterval(this.autosaveTimer),this.autosaveTimer=null),this.fullscreenModalObserver&&(this.fullscreenModalObserver.disconnect(),this.fullscreenModalObserver=null)}async reload(e=!1,A){if(this.semaphores.preventReload)return void(this.semaphores.preventReload=!1);if(this.semaphores.saving)return;if(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 n=A&&A===this.file;n&&(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(n),this.clearDirty()}async zoomToElementId(e,A){let t=0;for(;!this.excalidrawAPI&&t++<100;)await sleep(50);const n=this.excalidrawAPI;if(!n)return;const i=n.getSceneElements();let a=i.filter((A=>A.id===e));if(0!==a.length){if(A){const e=this.plugin.ea.getElementsInTheSameGroupWithElement(a[0],i);e.length>0&&(a=e)}this.preventAutozoom(),this.zoomToElements(!n.getAppState().viewModeEnabled,a)}}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 n=getEmbeddedFilenameParts(e.subpath);n.hasBlockref&&setTimeout((()=>A.zoomToElementId(n.blockref,n.hasGroupref)),300),n.hasSectionref?t=[`# ${n.sectionref}`]:e.line&&e.line>0&&(t=[this.data.split("\n")[e.line-1]]),t&&setTimeout((async()=>{let e=0;for(;!A.excalidrawAPI&&e++<100;)await sleep(50);const i=A.excalidrawAPI;if(!i)return;const a=i.getSceneElements();A.selectElementsMatchingQuery(a,t,!i.getAppState().viewModeEnabled,n.hasSectionref,n.hasGroupref)}),300),super.setEphemeralState(e)}clear(){const e=this.excalidrawAPI;this.excalidrawRef&&e&&(this.activeLoader&&(this.activeLoader.terminate=!0,this.activeLoader=null),this.nextLoader=null,e.resetScene(),e.history.clear(),this.previousSceneVersion=0)}async setViewData(e,A=!1){this.plugin.settings.showNewVersionNotification&&checkExcalidrawVersion(app),this.isLoaded=!1,A&&this.clear(),this.lastSaveTimestamp=this.file.stat.mtime,e=this.data=e.replaceAll("\r\n","\n").replaceAll("\r","\n"),app.workspace.onLayoutReady((async()=>{if(this.compatibilityMode="excalidraw"===this.file.extension,await this.plugin.loadSettings(),this.compatibilityMode)this.textIsRaw_Element.hide(),this.textIsParsed_Element.hide(),this.linkAction_Element.hide(),this.textMode=TextMode.raw,await this.excalidrawData.loadLegacyData(e,this.file),this.plugin.settings.compatibilityMode||new obsidian.Notice(t$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){return errorlog({where:"ExcalidrawView.setViewData",error:e}),new obsidian.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()}}await this.loadDrawing(!0);const A=this.excalidrawData.getOnLoadScript();if(A){const e=this,t=this.file.basename+"-onlaod-script",n=()=>{e.excalidrawAPI?e.plugin.scriptEngine.executeScript(e,A,t):setTimeout(n,200)};n()}this.isLoaded=!0}))}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)=>{e&&(addFiles(e,this,t),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 (${this.file.path}) because semaphores.saving remained true for ower 3 seconds`,fn:this.synchronizeWithData});this.semaphores.saving=!0;let t=!1;try{const A=e.deletedElements.map((e=>e.id)),n=this.excalidrawAPI.getSceneElements().filter((e=>!A.contains(e.id))),i=n.map((e=>e.id)),a=A=>{switch(A.type){case"text":this.excalidrawData.textElements.set(A.id,e.textElements.get(A.id));break;case"image":e.getFile(A.fileId)?(this.excalidrawData.setFile(A.fileId,e.getFile(A.fileId)),t=!0):e.getEquation(A.fileId)&&(this.excalidrawData.setEquation(A.fileId,e.getEquation(A.fileId)),t=!0)}e.elementLinks.has(A.id)&&this.excalidrawData.elementLinks.set(A.id,e.elementLinks.get(A.id))};e.scene.elements.forEach(((A,r,s)=>{const o=n.filter((e=>e.id===A.id))[0];if(o&&(o.version<A.version||o.version===A.version&&JSON.stringify(o)!==JSON.stringify(A))){a(A);const e=i.indexOf(A.id);if(n.splice(e,1),0===r)n.splice(0,0,A),0!==e&&(i.splice(e,1),i.splice(0,0,A.id));else{const t=s[r-1].id,a=i.indexOf(t);n.splice(a+1,0,A),a!==e-1&&(i.splice(e,1),i.splice(a+1,0,A.id))}}else if(o)o&&"image"===A.type&&e.getFile(A.fileId)&&(this.excalidrawData.setFile(A.fileId,e.getFile(A.fileId)),t=!0);else if(a(A),0===r)n.splice(0,0,A),i.splice(0,0,A.id);else{const e=s[r-1].id,t=i.indexOf(e);n.splice(t+1,0,A),i.splice(t+1,0,A.id)}})),this.previousSceneVersion=this.getSceneVersion(n),this.getSceneVersion(e.scene.elements)!==this.previousSceneVersion&&this.setDirty(3),await this.updateScene({elements:n}),t&&this.loadSceneFiles()}catch(e){errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Error during sync with received file (${this.file.path})`,fn:this.synchronizeWithData,error:e})}this.semaphores.saving=!1}async loadDrawing(e,A){var t,n;const i=this.excalidrawData.scene;this.semaphores.justLoaded=e,this.initialContainerSizeUpdate=e,this.clearDirty();const a=this.excalidrawData.getOpenMode();this.semaphores.preventReload=!1;const r="always"===this.plugin.settings.defaultPenMode||"mobile"===this.plugin.settings.defaultPenMode&&app.isMobile,s=this.excalidrawAPI;if(s){const o=this.isLoaded?s.getAppState().viewModeEnabled:a.viewModeEnabled,l=this.isLoaded?s.getAppState().zenModeEnabled:a.zenModeEnabled;s.setLocalFont(this.plugin.settings.experimentalEnableFourthFont),await this.updateScene({elements:i.elements.concat(null!=A?A:[]),appState:Object.assign(Object.assign(Object.assign({},i.appState),this.excalidrawData.selectedElementIds?this.excalidrawData.selectedElementIds:{}),{zenModeEnabled:l,viewModeEnabled:o,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:this.plugin.settings.defaultTrayMode,penMode:r,penDetected:r}),files:i.files,commitToHistory:!0},e),app.workspace.getActiveViewOfType(ExcalidrawView)===this.leaf.view&&this.excalidrawWrapperRef&&(null===(n=null===(t=this.excalidrawWrapperRef.current)||void 0===t?void 0:t.firstElementChild)||void 0===n||n.focus()),this.loadSceneFiles(),this.updateContainerSize(null,!0),this.initializeToolsIconPanelAfterLoading()}else this.instantiateExcalidraw({elements:i.elements,appState:Object.assign(Object.assign({},i.appState),{zenModeEnabled:a.zenModeEnabled,viewModeEnabled:a.viewModeEnabled,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:this.plugin.settings.defaultTrayMode,penMode:r,penDetected:r}),files:i.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}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"),(null===(t=this.toolsPanelRef)||void 0===t?void 0:t.current)&&this.toolsPanelRef.current.setDirty(!0),app.isMobile||obsidian.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="var(--color-accent)")}clearDirty(){var e;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.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="")}initializeToolsIconPanelAfterLoading(){var e;const A=this.excalidrawAPI;if(!A)return;const t=A.getAppState(),n=null===(e=this.toolsPanelRef)||void 0===e?void 0:e.current;n&&(n.setTheme(t.theme),n.setExcalidrawViewMode(t.viewModeEnabled),n.setPreviewMode(this.compatibilityMode?null:this.textMode===TextMode.parsed),n.updateScriptIconMap(this.plugin.scriptEngine.scriptIconMap))}canAcceptExtension(e){return"excalidraw"===e}getDisplayText(){return this.file?this.file.basename:t$d("NOFILE")}getViewType(){return"excalidraw"}getIcon(){return ICON_NAME}setMarkdownView(){this.plugin.excalidrawFileModes[this.id||this.file.path]="markdown",this.plugin.setMarkdownView(this.leaf)}async openAsMarkdown(){!0===this.plugin.settings.compress&&(this.excalidrawData.disableCompression=!0,await this.save(!0,!0)),this.setMarkdownView()}async convertExcalidrawToMD(){await this.save(),this.plugin.openDrawing(await this.plugin.convertSingleExcalidrawToMD(this.file),"active-pane",!0)}onPaneMenu(e,A){this.excalidrawAPI&&this.getViewSelectedElements().some((e=>"text"===e.type))&&e.addItem((e=>{e.setTitle(t$d("OPEN_LINK")).setIcon("external-link").setSection("pane").onClick((e=>{this.handleLinkClick(this,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")})).addItem((e=>{e.setTitle(t$d("EXPORT_EXCALIDRAW")).setIcon(ICON_NAME).onClick((async()=>{this.exportExcalidraw()})).setSection("pane")})),e.addItem((e=>{e.setTitle(t$d("SAVE_AS_PNG")).setIcon("save-png").setSection("pane").onClick((async e=>{if(this.getScene&&this.file)if(e[CTRL_OR_CMD]){const e=await this.png(this.getScene());if(!e)return;const A=new FileReader;A.readAsDataURL(e);const t=this;A.onloadend=function(){download(null,A.result,`${t.file.basename}.png`)}}else this.savePNG()})).setSection("pane")})).addItem((e=>{e.setTitle(t$d("SAVE_AS_SVG")).setIcon("save-svg").setSection("pane").onClick((async e=>{if(this.getScene&&this.file){if(e[CTRL_OR_CMD]){let e=await this.svg(this.getScene());return e?(e=embedFontsInSVG(e,this.plugin),void download(null,svgToBase64(e.outerHTML),`${this.file.basename}.svg`)):null}this.saveSVG()}}))})).addItem((e=>{e.setTitle(t$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 n=A.createElement((()=>{let t={x:0,y:0};const n=A.useRef(null),i=A.useRef(null),a=A.useRef(null),[r,s]=A.useState({width:void 0,height:void 0});let o=null,l=null,c=null,d=Date.now(),h=!1;this.toolsPanelRef=i,this.obsidianMenu=new ObsidianMenu(this.plugin,i),this.menuLinks=new MenuLinks(this.plugin,a);const u=()=>{let e,A;const t=new Promise(((t,n)=>{e=t,A=n}));return t.resolve=e,t.reject=A,t},g=A.useMemo((()=>({current:{readyPromise:u()}})),[]);A.useEffect((()=>{g.current.readyPromise.then((e=>{var A;this.excalidrawAPI=e,e.setLocalFont(this.plugin.settings.experimentalEnableFourthFont),this.loadSceneFiles(),this.updateContainerSize(null,!0),null===(A=this.excalidrawWrapperRef.current.firstElementChild)||void 0===A||A.focus(),this.initializeToolsIconPanelAfterLoading()}))}),[g]),this.excalidrawRef=g,this.excalidrawWrapperRef=n,A.useEffect((()=>{s({width:this.contentEl.clientWidth,height:this.contentEl.clientHeight});const e=()=>{try{s({width:this.contentEl.clientWidth,height:this.contentEl.clientHeight}),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)}}),[n]),this.getSelectedTextElement=()=>{var e;const A=this.excalidrawAPI;if(!(null==g?void 0:g.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"===t[0].type)return{id:null,text:null};const n=null===(e=t[0].boundElements)||void 0===e?void 0:e.filter((e=>"text"===e.type));if((null==n?void 0:n.length)>0){const e=A.getSceneElements().filter((e=>e.id===n[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 i=t[0].groupIds[0],a=A.getSceneElements().filter((e=>{var A;return null===(A=e.groupIds)||void 0===A?void 0:A.includes(i)})).filter((e=>"text"===e.type));return 0===a.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],n=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===n.length?{id:null,fileId:null}:{id:n[0].id,fileId:n[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],n=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===n.length?{id:null,text:null}:{id:n[0].id,text:n[0].link}},this.addText=async(e,A,n=!0)=>{var i,a,r,s,o;const l=this.excalidrawAPI;if(!(null==g?void 0:g.current)||!l)return;const c=l.getAppState(),d=this.plugin.ea;d.reset(),d.style.strokeColor=null!==(i=c.currentItemStrokeColor)&&void 0!==i?i:"black",d.style.opacity=null!==(a=c.currentItemOpacity)&&void 0!==a?a:1,d.style.fontFamily=null!==(r=null!=A?A:c.currentItemFontFamily)&&void 0!==r?r:1,d.style.fontSize=null!==(s=c.currentItemFontSize)&&void 0!==s?s:20,d.style.textAlign=null!==(o=c.currentItemTextAlign)&&void 0!==o?o:"left";const h=d.addText(t.x,t.y,e);return await this.addElements(d.getElements(),!1,n),h},this.addElements=async(e,A=!1,n=!1,i,a=!1)=>{const r=this.excalidrawAPI;if(!(null==g?void 0:g.current)||!r)return!1;const s=e.filter((e=>"text"==e.type));for(let e=0;e<s.length;e++){const[A,t,n]=await this.excalidrawData.addTextElement(s[e].id,s[e].text,s[e].rawText);n&&(s[e].link=n),this.textMode==TextMode.parsed&&this.excalidrawData.updateTextElement(s[e],A,t)}A&&(e=repositionElementsToCursor(e,t,!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 d=a?l.concat(e.filter((e=>!c.includes(e.id)))):e.filter((e=>!c.includes(e.id))).concat(l);if(await this.updateScene({elements:d,commitToHistory:!0},!0,!0),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){const e=new EmbeddedFile(this.plugin,this.file.path,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 n?await this.save(!1):this.setDirty(5),!0},this.getScene=()=>{const e=this.excalidrawAPI;if(!(null==g?void 0:g.current)||!e)return null;const A=e.getSceneElements(),t=e.getAppState(),n=e.getFiles();if(n){const e=A.filter((e=>"image"===e.type)).map((e=>e.fileId)),t=Object.keys(n).filter((A=>!e.contains(A)));t.forEach((e=>delete n[e]))}return{type:"excalidraw",version:2,source:"https://excalidraw.com",elements:A,appState:{theme:t.theme,viewBackgroundColor:t.viewBackgroundColor,currentItemStrokeColor:t.currentItemStrokeColor,currentItemBackgroundColor:t.currentItemBackgroundColor,currentItemFillStyle:t.currentItemFillStyle,currentItemStrokeWidth:t.currentItemStrokeWidth,currentItemStrokeStyle:t.currentItemStrokeStyle,currentItemRoughness:t.currentItemRoughness,currentItemOpacity:t.currentItemOpacity,currentItemFontFamily:t.currentItemFontFamily,currentItemFontSize:t.currentItemFontSize,currentItemTextAlign:t.currentItemTextAlign,currentItemStrokeSharpness:t.currentItemStrokeSharpness,currentItemStartArrowhead:t.currentItemStartArrowhead,currentItemEndArrowhead:t.currentItemEndArrowhead,currentItemLinearStrokeSharpness:t.currentItemLinearStrokeSharpness,gridSize:t.gridSize,colorPalette:t.colorPalette},prevTextMode:this.prevTextMode,files:n}},this.refresh=()=>{if(0===this.contentEl.clientWidth||0===this.contentEl.clientHeight)return;const e=this.excalidrawAPI;(null==g?void 0:g.current)&&e&&e.refresh()};let p={x:0,y:0},w=null;this.clearHoverPreview=()=>{if(w){const e=new MouseEvent("click",{view:this.ownerWindow,bubbles:!0,cancelable:!0});w.dispatchEvent(e),w=null}};const m=e=>{var A,t,n,i,a;const r=null===(A=app.dragManager.draggable)||void 0===A?void 0:A.files;return r&&r[0]==this.file&&(r.shift(),app.dragManager.draggable.title=`${r.length} files`),["file","files"].includes(null===(t=app.dragManager.draggable)||void 0===t?void 0:t.type)?"link":(null===(n=e.types)||void 0===n?void 0:n.includes("text/html"))||(null===(i=e.types)||void 0===i?void 0:i.includes("text/plain"))||(null===(a=e.types)||void 0===a?void 0:a.includes("Files"))?"copy":void 0};let f=!1;const B=()=>{if(o=getTextElementAtPointer(t,this),o&&o.id){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:this.metaKeyDown,shiftKey:this.shiftKeyDown,altKey:this.altKeyDown});return this.handleLinkClick(this,e),void(o=null)}if(l=getImageElementAtPointer(t,this),l&&l.id){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:this.metaKeyDown,shiftKey:this.shiftKeyDown,altKey:this.altKeyDown});return this.handleLinkClick(this,e),void(l=null)}if(c=getElementWithLinkAtPointer(t,this),c&&c.id){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:this.metaKeyDown,shiftKey:this.shiftKeyDown,altKey:this.altKeyDown});return this.handleLinkClick(this,e),void(c=null)}};let E=null;const b=(e,A)=>{var n,i;if(!E)return;if(null===(i=null===(n=this.excalidrawAPI)||void 0===n?void 0:n.getAppState())||void 0===i?void 0:i.editingElement)return;if(this.semaphores.wheelTimeout)return;if(!e){if(!t)return;e="";const n=getTextElementAtPointer(t,this);if(n&&n.text){A=this.excalidrawAPI.getSceneElements().filter((e=>e.id===n.id))[0];const t=this.textMode===TextMode.parsed?this.excalidrawData.getRawText(n.id):n.text;if(!t)return;if(t.match(REG_LINKINDEX_HYPERLINK))return;const i=REGEX_LINK.getRes(t).next();if(!i.value)return;if((e=REGEX_LINK.getLink(i)).match(REG_LINKINDEX_HYPERLINK))return}else{const n=getImageElementAtPointer(t,this);if(A=this.excalidrawAPI.getSceneElements().filter((e=>e.id===n.id))[0],!n||!n.fileId)return;if(!this.excalidrawData.hasFile(n.fileId))return;const i=this.excalidrawData.getFile(n.fileId),a=i.linkParts.ref?`#${i.linkParts.isBlockRef?"^":""}${i.linkParts.ref}`:"";e=this.excalidrawData.getFile(n.fileId).file.path+a}}if(this.getHookServer().onLinkHoverHook)try{if(!this.getHookServer().onLinkHoverHook(A,e,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.showHoverPreview",fn:this.getHookServer().onLinkHoverHook,error:e})}if(this.semaphores.hoverSleep)return;const a=app.metadataCache.getFirstLinkpathDest(e.split("#")[0],this.file.path);if(!a)return;if(this.ownerDocument.querySelector(`div.popover-title[data-path="${a.path}"]`))return;this.semaphores.hoverSleep=!0;const r=this;if(setTimeout((()=>r.semaphores.hoverSleep=!1),500),this.plugin.hover.linkText=e,this.plugin.hover.sourcePath=this.file.path,w=this.contentEl,app.workspace.trigger("hover-link",{event:E,source:"excalidraw",hoverParent:w,targetEl:w,linktext:this.plugin.hover.linkText,sourcePath:this.plugin.hover.sourcePath}),p=t,this.isFullscreen()){const e=this;setTimeout((()=>{var A,t,n,i;const r=null!==(i=null===(n=null===(t=null===(A=this.ownerDocument.querySelector(`div.popover-title[data-path="${a.path}"]`))||void 0===A?void 0:A.parentElement)||void 0===t?void 0:t.parentElement)||void 0===n?void 0:n.parentElement)&&void 0!==i?i:this.ownerDocument.body.querySelector("div.popover");r&&e.contentEl.append(r)}),400)}},{Excalidraw:C}=this.plugin.getPackage(this.ownerWindow).excalidrawLib,v=A.createElement("div",{className:"excalidraw-wrapper",ref:n,key:"abc",tabIndex:0,onKeyDown:e=>{e.target!==v.ref.current&&(this.isFullscreen()&&e.keyCode===KEYCODE.ESC&&this.exitFullscreen(),!e[CTRL_OR_CMD]||e.shiftKey||e.altKey||b())},onPointerDown:e=>{(e[CTRL_OR_CMD]||e.metaKey)&&(this.plugin.settings.allowCtrlClick||e.metaKey)&&setTimeout((()=>{(this.getSelectedTextElement().id||this.getSelectedImageElement().id||this.getSelectedElementWithLink().id)&&this.handleLinkClick(this,e)}))},onMouseMove:e=>{E=e.nativeEvent},onMouseOver:()=>{this.clearHoverPreview()},onDragOver:e=>{const A=m(e.dataTransfer);if(A)return e.dataTransfer.dropEffect=A,e.preventDefault(),!1},onDragLeave:()=>{}},A.createElement(C,{ref:g,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(t=e.pointer,w&&(Math.abs(p.x-e.pointer.x)>50||Math.abs(p.y-e.pointer.y)>50)&&this.clearHoverPreview(),f){if(!h&&"down"===e.button){if(h=!0,this.ctrlKeyDown||this.metaKeyDown)return void B();const e=Date.now();return e-d<600&&e-d>40&&B(),void(d=e)}"up"===e.button&&(h=!1),(this.ctrlKeyDown||this.excalidrawAPI.getAppState().isViewModeEnabled&&this.plugin.settings.hoverPreviewWithoutCTRL)&&b()}},libraryReturnUrl:"app://obsidian.md",autoFocus:!0,hideWelcomeScreen:!0,renderMenuLinks:null,onChange:(e,A)=>{const t=()=>{this.plugin.ea.onCanvasColorChangeHook&&this.plugin.ea.onCanvasColorChangeHook(this.plugin.ea,this,A.viewBackgroundColor)};if(f=A.viewModeEnabled,this.semaphores.justLoaded)return this.semaphores.justLoaded=!1,this.semaphores.preventAutozoom||this.zoomToFit(!1,!0),this.previousSceneVersion=this.getSceneVersion(e),this.previousBackgroundColor=A.viewBackgroundColor,void t();if(!this.semaphores.dirty&&null===A.editingElement&&null===A.editingLinearElement){const n=this.getSceneVersion(e);((n>0||0===n&&e.length>0)&&n!==this.previousSceneVersion||A.viewBackgroundColor!==this.previousBackgroundColor)&&(this.previousSceneVersion=n,this.previousBackgroundColor=A.viewBackgroundColor,this.setDirty(6),t())}},onLibraryChange:e=>{(async()=>{const A={type:"excalidrawlib",version:2,source:"https://excalidraw.com",libraryItems:e};this.plugin.setStencilLibrary(A),await this.plugin.saveSettings()})()},renderTopRightUI:this.obsidianMenu.renderButton,onPaste:e=>{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==i?void 0:i.current)||void 0===A||A.setTheme(e)},ownerDocument:this.ownerDocument,ownerWindow:this.ownerWindow,onDrop:e=>{const A=this.excalidrawAPI;if(!A)return!1;const n=A.getAppState();t=viewportCoordsToSceneCoords({clientX:e.clientX,clientY:e.clientY},n);const i=app.dragManager.draggable,a=(A,n,a)=>{if(!this.getHookServer().onDropHook)return!1;try{return this.getHookServer().onDropHook({ea:this.getHookServer(),event:e,draggable:i,type:A,payload:{files:n,text:a},excalidrawFile:this.file,view:this,pointerPosition:t})}catch(e){return new obsidian.Notice("on drop hook error. See console log for details"),errorlog({where:"ExcalidrawView.onDrop",error:e}),!1}};switch(e[CTRL_OR_CMD]=e.shiftKey||e[CTRL_OR_CMD],null==i?void 0:i.type){case"file":if(!a("file",[i.file],null)){if(i.file.path.match(REG_LINKINDEX_INVALIDCHARS))return new obsidian.Notice(t$d("FILENAME_INVALID_CHARS"),4e3),!1;if(e[CTRL_OR_CMD]&&(IMAGE_TYPES.contains(i.file.extension)||"md"===i.file.extension)){const n=this.plugin.ea;return n.reset(),n.setView(this),(async()=>{n.canvas.theme=A.getAppState().theme,await n.addImage(t.x,t.y,i.file,!e.altKey),n.addElementsToView(!1,!1,!0)})(),!1}this.addText(`[[${app.metadataCache.fileToLinktext(i.file,this.file.path,!0)}]]`)}return!1;case"files":return a("file",i.files,null)||(async()=>{if(e[CTRL_OR_CMD]){const n=this.plugin.ea;n.reset(),n.setView(this),n.canvas.theme=A.getAppState().theme;let a=0;for(const A of i.files)(IMAGE_TYPES.contains(A.extension)||"md"===A.extension)&&(await n.addImage(t.x+50*a,t.y+50*a,A,!e.altKey),a++,await n.addElementsToView(!1,!1,!0))}else{for(const e of i.files)await this.addText(`[[${app.metadataCache.fileToLinktext(e,this.file.path,!0)}]]`,void 0,!1),t.y+=2*n.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}return!0}if(e.dataTransfer.types.includes("text/plain")){const A=e.dataTransfer.getData("text");if(!A)return!0;if(!a("text",null,A)){if(this.plugin.settings.iframelyAllowed&&A.match(/^https?:\/\/\S*$/))return(async()=>{var e;const t=await this.addText(A),n=`http://iframely.server.crestify.com/iframely?url=${A}`,i=JSON.parse(await obsidian.request({url:n}));if(!i||i.error||!(null===(e=i.meta)||void 0===e?void 0:e.title))return!1;const a=this.plugin.ea;a.reset(),a.setView(this);const r=a.getViewElements().filter((e=>e.id===t));1===r.length&&(r[0].text=r[0].originalText=r[0].rawText=`[${i.meta.title}](${A})`,a.copyViewElementsToEAforEditing(r),a.addElementsToView(!1,!1,!1))})(),!1;if(A.startsWith("obsidian://open?vault=")){const t=e.dataTransfer.getData("text/html");if(t){const e=t.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.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 n=A.split("file=");if(2===n.length)return this.addText(`[[${decodeURIComponent(n[1])}]]`),!1}this.addText(A.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,n)=>{const i=this.excalidrawAPI;if(!i)return[null,null,null];const a="PASTING EXCALIDRAW ELEMENTS AS A TEXT ELEMENT IS NOT ALLOWED";if(A.startsWith('{"type":"excalidraw/clipboard","elements":[{"'))return setTimeout((async()=>{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,(()=>{})),await this.updateScene({elements:A}),i.history.clear()}})),[a,a,null];if(this.semaphores.isEditingText=!0,this.isEditingTextResetTimer=setTimeout((()=>{this.semaphores.isEditingText=!1,this.isEditingTextResetTimer=null}),1500),n)return this.excalidrawData.deleteTextElement(e.id),this.setDirty(7),[null,null,null];const r=e.containerId;if(A!==e.text||t!==e.originalText||!this.excalidrawData.getRawText(e.id)){this.setDirty(8);const[n,a,s]=this.excalidrawData.setTextElement(e.id,A,t,(async(A,t)=>{if(this.textMode===TextMode.raw)return;const n=this.excalidrawAPI.getSceneElements(),a=n.filter((A=>A.id===e.id));if(1===a.length){const e=cloneElement(a[0]);this.excalidrawData.updateTextElement(e,A,t,!0),n[n.indexOf(a[0])]=e,await this.updateScene({elements:n}),e.containerId&&this.updateContainerSize(e.containerId)}i.history.clear()}));return n?(r&&this.updateContainerSize(r,!0),this.textMode===TextMode.raw?[A,t,s]:A===n?s?[n,a,s]:[null,null,null]:(i.history.clear(),[n,a,s])):[null,null,null]}return r&&this.updateContainerSize(r,!0),this.textMode===TextMode.parsed?this.excalidrawData.getParsedText(e.id):[null,null,null]},onLinkOpen:async(e,A)=>{var t;if(A.preventDefault(),!e)return;const n=e.link;if(!n||""===n)return;const i=this.ownerDocument.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");i&&this.ownerDocument.body.removeChild(i);const a=null===(t=null==A?void 0:A.detail)||void 0===t?void 0:t.nativeEvent;if(this.getHookServer().onLinkClickHook)try{if(!this.getHookServer().onLinkClickHook(e,e.link,a,this,this.getHookServer()))return}catch(A){errorlog({where:"ExcalidrawView.onLinkOpen",fn:this.getHookServer().onLinkClickHook,error:A})}n.startsWith("md://")||n.startsWith("[[")?(async()=>{const e=n.match(/(md:\/\/)?\[\[(?<link>.*?)\]\]/);if(!e)return;let A=e.groups.link,t=null;if(A.search("#")>-1){const e=getLinkParts(A,this.file);t=`#${e.isBlockRef?"^":""}${e.ref}`,A=e.path}if(A.match(REG_LINKINDEX_INVALIDCHARS))return void new obsidian.Notice(t$d("FILENAME_INVALID_CHARS"),4e3);const i=app.metadataCache.getFirstLinkpathDest(A,this.file.path),r=a.shiftKey||a[CTRL_OR_CMD]||this.linksAlwaysOpenInANewPane||a.metaKey;if(r&&this.isFullscreen()&&this.exitFullscreen(),i)if(i===this.file){if(t)return void this.setEphemeralState({subpath:t});this.zoomToFit(!1)}else try{const e=r?a.metaKey&&!app.isMobile?app.workspace.openPopoutLeaf():getNewOrAdjacentLeaf(this.plugin,this.leaf):this.leaf;await e.openFile(i,t?{active:!1,eState:{subpath:t}}:{active:!1})}catch(e){new obsidian.Notice(e,4e3)}else new NewFileActions(this.plugin,A,r,!app.isMobile&&a.metaKey,this).open()})():window.open(n)},onLinkHover:(e,A)=>{if(e&&(this.plugin.settings.hoverPreviewWithoutCTRL||A[CTRL_OR_CMD])){E=A,E.ctrlKey=!0;const t=e.link;if(!t||""===t)return;if(t.startsWith("md://")||t.startsWith("[[")){const A=t.match(/(md:\/\/)?\[\[(?<link>.*?)\]\]/);if(!A)return;let n=A.groups.link;b(n,e)}}},onViewModeChange:e=>{var A,t;if(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})}}}),A.createElement(ToolsPanel,{ref:i,visible:!1,view:this,centerPointer:()=>{const e=this.excalidrawAPI;if(!g||!g.current||!e)return;const A=e.getAppState(),{width:n,height:i}=A;t=viewportCoordsToSceneCoords({clientX:n/2,clientY:i/2},A)}})),y=A.useRef(new ResizeObserver((e=>{if(!i||!i.current)return;const{width:A,height:t}=e[0].contentRect,n=i.current.onRightEdge?i.current.previousWidth-A:0,a=i.current.onBottomEdge?i.current.previousHeight-t:0;i.current.updatePosition(a,n)})));return A.useEffect((()=>((null==i?void 0:i.current)&&y.current.observe(i.current.containerRef.current),()=>{y.current.unobserve(i.current.containerRef.current)})),[i,y]),A.createElement(A.Fragment,null,v)}));t.render(n,this.contentEl,(()=>{}))}updateContainerSize(e,A=!1){const t=this.excalidrawAPI;if(!t)return;const n=()=>{const A=e?t.getSceneElements().filter((A=>A.id===e)):t.getSceneElements().filter((e=>{var A;return null===(A=e.boundElements)||void 0===A?void 0:A.map((e=>e.type)).includes("text")}));A.length>0&&(this.initialContainerSizeUpdate&&(this.semaphores.justLoaded=!0),t.updateContainerSize(A)),this.initialContainerSizeUpdate=!1};A?setTimeout((()=>n()),50):n()}zoomToFit(e=!0,A=!1){const t=this.excalidrawAPI;if(!t||!this.excalidrawRef||this.semaphores.isEditingText)return;const n=this.plugin.settings.zoomToFitMaxLevel,i=t.getSceneElements().filter((e=>e.width<1e4&&e.height<1e4));app.isMobile&&i.length>1e3||i.length>2500?A&&t.scrollToContent():e?setTimeout((()=>t.zoomToFit(i,n,this.isFullscreen()?0:.05)),100):t.zoomToFit(i,n,this.isFullscreen()?0:.05)}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,n=!1,i=!1){let a=getTextElementsMatchingQuery(e.filter((e=>"text"===e.type)),A,n);if(0!==a.length){if(i){const A=this.plugin.ea.getElementsInTheSameGroupWithElement(a[0],e);A.length>0&&(a=A)}this.zoomToElements(t,a)}else new obsidian.Notice("I could not find a matching text element")}zoomToElements(e,A){const t=this.excalidrawAPI;if(!t)return;const n=this.plugin.settings.zoomToFitMaxLevel;this.ownerWindow,e&&t.selectElements(A),t.zoomToFit(A,n,.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 n=Object.keys(t);if(!n)return[];const i=A.getSceneElements().filter((e=>n.includes(e.id))),a=i.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=i.map((e=>e.id)).concat(a);return A.getSceneElements().filter((e=>r.contains(e.id)))}async copyLinkToSelectedElementToClipboard(e){const A=this.getViewSelectedElements();if(A.length<1)return void new obsidian.Notice(t$d("INSERT_LINK_TO_ELEMENT_ERROR"));let t;if(2===A.length){const e=A.filter((e=>"text"===e.type));1===e.length&&e[0].containerId&&1===A.filter((e=>e.boundElements.some((e=>"text"===e.type)))).length&&(t=e[0].id)}t||(t=1===A.length?A[0].id:this.plugin.ea.getLargestElement(A).id);const n=await ScriptEngine.inputPrompt(app,"Set link alias","Leave empty if you do not want to set an alias","");navigator.clipboard.writeText(`[[${this.file.path}#^${e}${t}${n?`|${n}`:""}]]`),new obsidian.Notice(t$d("INSERT_LINK_TO_ELEMENT_READY"))}async updateScene(e,A=!1,t=!1){const n=this.excalidrawAPI;if(!n)return;const i=e.elements&&A;i&&(e.elements=n.restore(e).elements);try{n.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=n.restore(e).elements,n.updateScene(e)}catch(A){errorlog({where:"ExcalidrawView.updateScene 2nd attempt",fn:this.updateScene,error:A,scene:e}),warningUnknowSeriousError()}}}}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,drawingFilenamePrefix:"Drawing ",drawingEmbedPrefixWithFilename:!0,drawingFilnameEmbedPostfix:" ",drawingFilenameDateTime:"YYYY-MM-DD HH.mm.ss",useExcalidrawExtension:!0,displaySVGInPreview:!0,displayExportedImageIfAvailable:!1,previewMatchObsidianTheme:!1,width:"400",isLeftHanded:!1,matchTheme:!1,matchThemeAlways:!1,matchThemeTrigger:!1,defaultMode:"normal",defaultPenMode:"never",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:"https://excalidraw.com",libraryItems:[]},imageElementNotice:!0,mdSVGwidth:500,mdSVGmaxHeight:800,mdFont:"Virgil",mdFontColor:"Black",mdBorderColor:"Black",mdCSS:"",scriptEngineSettings:{},defaultTrayMode:!1,previousRelease:"0.0.0",showReleaseNotes:!0,showNewVersionNotification:!0,mathjaxSourceURL:"https://cdn.jsdelivr.net/npm/mathjax@3.2.1/es5/tex-svg.js",taskboneEnabled:!1,taskboneAPIkey:""};class ExcalidrawSettingTab extends obsidian.PluginSettingTab{constructor(e,A){super(e,A),this.requestEmbedUpdate=!1,this.requestReloadDrawings=!1,this.reloadMathJax=!1,this.plugin=A}applySettingsUpdate(e=!1){e&&(this.requestReloadDrawings=!0)}async hide(){if(this.plugin.settings.scriptFolderPath=obsidian.normalizePath(this.plugin.settings.scriptFolderPath),"/"!==this.plugin.settings.scriptFolderPath&&""!==this.plugin.settings.scriptFolderPath||(this.plugin.settings.scriptFolderPath="Excalidraw/Scripts"),this.plugin.saveSettings(),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;await this.plugin.loadSettings(),this.requestEmbedUpdate=!1,this.requestReloadDrawings=!1;const{containerEl:A}=this;this.containerEl.empty();const t=A.createDiv("coffee");t.addClass("ex-coffee-div"),t.createEl("a",{href:"https://ko-fi.com/zsolt"}).createEl("img",{attr:{src:"https://cdn.ko-fi.com/cdn/kofi3.png?v=3"}}).height=45,new obsidian.Setting(A).setName(t$d("RELEASE_NOTES_NAME")).setDesc(fragWithHTML(t$d("RELEASE_NOTES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showReleaseNotes).onChange((async e=>{this.plugin.settings.showReleaseNotes=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("NEWVERSION_NOTIFICATION_NAME")).setDesc(fragWithHTML(t$d("NEWVERSION_NOTIFICATION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showNewVersionNotification).onChange((async e=>{this.plugin.settings.showNewVersionNotification=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FOLDER_NAME")).setDesc(fragWithHTML(t$d("FOLDER_DESC"))).addText((e=>e.setPlaceholder("Excalidraw").setValue(this.plugin.settings.folder).onChange((async e=>{this.plugin.settings.folder=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FOLDER_EMBED_NAME")).setDesc(fragWithHTML(t$d("FOLDER_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedUseExcalidrawFolder).onChange((async e=>{this.plugin.settings.embedUseExcalidrawFolder=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("TEMPLATE_NAME")).setDesc(fragWithHTML(t$d("TEMPLATE_DESC"))).addText((e=>e.setPlaceholder("Excalidraw/Template").setValue(this.plugin.settings.templateFilePath).onChange((async e=>{this.plugin.settings.templateFilePath=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("SCRIPT_FOLDER_NAME")).setDesc(fragWithHTML(t$d("SCRIPT_FOLDER_DESC"))).addText((e=>e.setPlaceholder("Excalidraw/Scripts").setValue(this.plugin.settings.scriptFolderPath).onChange((async e=>{this.plugin.settings.scriptFolderPath=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("COMPRESS_NAME")).setDesc(fragWithHTML(t$d("COMPRESS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compress).onChange((async e=>{this.plugin.settings.compress=e,this.applySettingsUpdate()})))),this.containerEl.createEl("h1",{text:t$d("FILENAME_HEAD")}),A.createDiv("",(e=>{e.innerHTML=t$d("FILENAME_DESC")}));const n=()=>`${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'>${getEmbedFilename("{NOTE_NAME}",this.plugin.settings)}</a></b>`,i=A.createEl("p",{text:""});let a,r,s,o,l,c,d;i.innerHTML=n(),new obsidian.Setting(A).setName(t$d("FILENAME_PREFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_DESC"))).addText((e=>e.setPlaceholder("Drawing ").setValue(this.plugin.settings.drawingFilenamePrefix).onChange((async A=>{this.plugin.settings.drawingFilenamePrefix=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenamePrefix),i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILENAME_PREFIX_EMBED_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.drawingEmbedPrefixWithFilename).onChange((async e=>{this.plugin.settings.drawingEmbedPrefixWithFilename=e,i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILENAME_POSTFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_POSTFIX_DESC"))).addText((e=>e.setPlaceholder("").setValue(this.plugin.settings.drawingFilnameEmbedPostfix).onChange((async A=>{this.plugin.settings.drawingFilnameEmbedPostfix=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilnameEmbedPostfix),i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILENAME_DATE_NAME")).setDesc(fragWithHTML(t$d("FILENAME_DATE_DESC"))).addText((e=>e.setPlaceholder("YYYY-MM-DD HH.mm.ss").setValue(this.plugin.settings.drawingFilenameDateTime).onChange((async A=>{this.plugin.settings.drawingFilenameDateTime=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenameDateTime),i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILENAME_EXCALIDRAW_EXTENSION_NAME")).setDesc(fragWithHTML(t$d("FILENAME_EXCALIDRAW_EXTENSION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.useExcalidrawExtension).onChange((async e=>{this.plugin.settings.useExcalidrawExtension=e,i.innerHTML=n(),this.applySettingsUpdate()})))),this.containerEl.createEl("h1",{text:t$d("DISPLAY_HEAD")}),new obsidian.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()})))),new obsidian.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.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.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.Setting(A).setName(t$d("DEFAULT_OPEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_OPEN_MODE_DESC"))).addDropdown((e=>e.addOption("normal","Normal Mode").addOption("zen","Zen Mode").addOption("view","View Mode").setValue(this.plugin.settings.defaultMode).onChange((async e=>{this.plugin.settings.defaultMode=e,this.applySettingsUpdate()})))),new obsidian.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.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.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=>{a.innerText=` ${e.toString()}`,this.plugin.settings.zoomToFitMaxLevel=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{a=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.zoomToFitMaxLevel.toString()}`})),this.containerEl.createEl("h1",{text:t$d("LINKS_HEAD")}),this.containerEl.createEl("span",void 0,(e=>e.innerHTML=t$d("LINKS_DESC"))),new obsidian.Setting(A).setName(t$d("ADJACENT_PANE_NAME")).setDesc(fragWithHTML(t$d("ADJACENT_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInAdjacentPane).onChange((async e=>{this.plugin.settings.openInAdjacentPane=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("MAINWORKSPACE_PANE_NAME")).setDesc(fragWithHTML(t$d("MAINWORKSPACE_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInMainWorkspace).onChange((async e=>{this.plugin.settings.openInMainWorkspace=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(fragWithHTML(t$d("LINK_BRACKETS_NAME"))).setDesc(fragWithHTML(t$d("LINK_BRACKETS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showLinkBrackets).onChange((e=>{this.plugin.settings.showLinkBrackets=e,this.applySettingsUpdate(!0)})))),new obsidian.Setting(A).setName(t$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.Setting(A).setName(t$d("URL_PREFIX_NAME")).setDesc(fragWithHTML(t$d("URL_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.urlPrefix).onChange((e=>{this.plugin.settings.urlPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian.Setting(A).setName(t$d("PARSE_TODO_NAME")).setDesc(fragWithHTML(t$d("PARSE_TODO_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.parseTODO).onChange((e=>{this.plugin.settings.parseTODO=e,r.setDisabled(!e),s.setDisabled(!e),this.applySettingsUpdate(!0)})))),new obsidian.Setting(A).setName(t$d("TODO_NAME")).setDesc(fragWithHTML(t$d("TODO_DESC"))).addText((e=>{r=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.todo).onChange((e=>{this.plugin.settings.todo=e,this.applySettingsUpdate(!0)}))})),r.setDisabled(!this.plugin.settings.parseTODO),new obsidian.Setting(A).setName(t$d("DONE_NAME")).setDesc(fragWithHTML(t$d("DONE_DESC"))).setDisabled(!this.plugin.settings.parseTODO).addText((e=>{s=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.done).onChange((e=>{this.plugin.settings.done=e,this.applySettingsUpdate(!0)}))})),s.setDisabled(!this.plugin.settings.parseTODO),new obsidian.Setting(A).setName(t$d("LINKOPACITY_NAME")).setDesc(fragWithHTML(t$d("LINKOPACITY_DESC"))).addSlider((e=>e.setLimits(0,1,.05).setValue(this.plugin.settings.linkOpacity).onChange((async e=>{o.innerText=` ${e.toString()}`,this.plugin.settings.linkOpacity=e,this.applySettingsUpdate(!0)})))).settingEl.createDiv("",(e=>{o=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.linkOpacity.toString()}`})),new obsidian.Setting(A).setName(t$d("HOVERPREVIEW_NAME")).setDesc(fragWithHTML(t$d("HOVERPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.hoverPreviewWithoutCTRL).onChange((async e=>{this.plugin.settings.hoverPreviewWithoutCTRL=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("LINK_CTRL_CLICK_NAME")).setDesc(fragWithHTML(t$d("LINK_CTRL_CLICK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowCtrlClick).onChange((async e=>{this.plugin.settings.allowCtrlClick=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$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.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.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.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.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()})))),this.containerEl.createEl("h1",{text:t$d("MD_HEAD")}),this.containerEl.createEl("p",{text:t$d("MD_HEAD_DESC")}),new obsidian.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.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.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.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.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.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)})))),this.containerEl.createEl("h1",{text:t$d("EMBED_HEAD")}),new obsidian.Setting(A).setName(t$d("EMBED_PREVIEW_SVG_NAME")).setDesc(fragWithHTML(t$d("EMBED_PREVIEW_SVG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displaySVGInPreview).onChange((async e=>{this.plugin.settings.displaySVGInPreview=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("EMBED_REUSE_EXPORTED_IMAGE_NAME")).setDesc(fragWithHTML(t$d("EMBED_REUSE_EXPORTED_IMAGE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displayExportedImageIfAvailable).onChange((async e=>{this.plugin.settings.displayExportedImageIfAvailable=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("PREVIEW_MATCH_OBSIDIAN_NAME")).setDesc(fragWithHTML(t$d("PREVIEW_MATCH_OBSIDIAN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.previewMatchObsidianTheme).onChange((async e=>{this.plugin.settings.previewMatchObsidianTheme=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("EMBED_WIDTH_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIDTH_DESC"))).addText((e=>e.setPlaceholder("400").setValue(this.plugin.settings.width).onChange((async e=>{this.plugin.settings.width=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian.Setting(A).setName(t$d("EMBED_TYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_TYPE_DESC"))).addDropdown((async e=>{l=e,l.addOption("excalidraw","excalidraw"),this.plugin.settings.autoexportPNG?l.addOption("PNG","PNG"):"PNG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),this.plugin.settings.autoexportSVG?l.addOption("SVG","SVG"):"SVG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),l.setValue(this.plugin.settings.embedType).onChange((async e=>{this.plugin.settings.embedType=e,this.applySettingsUpdate()}))})),new obsidian.Setting(A).setName(t$d("EMBED_WIKILINK_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIKILINK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedWikiLink).onChange((async e=>{this.plugin.settings.embedWikiLink=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$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=>{c.innerText=` ${e.toString()}`,this.plugin.settings.pngExportScale=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{c=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.pngExportScale.toString()}`})),new obsidian.Setting(A).setName(t$d("EXPORT_BACKGROUND_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BACKGROUND_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithBackground).onChange((async e=>{this.plugin.settings.exportWithBackground=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian.Setting(A).setName(t$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=>{d.innerText=` ${e.toString()}`,this.plugin.settings.exportPaddingSVG=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{d=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.exportPaddingSVG.toString()}`})),new obsidian.Setting(A).setName(t$d("EXPORT_THEME_NAME")).setDesc(fragWithHTML(t$d("EXPORT_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithTheme).onChange((async e=>{this.plugin.settings.exportWithTheme=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),this.containerEl.createEl("h1",{text:t$d("EXPORT_HEAD")}),new obsidian.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 h=e=>{let A=0;for(A=0;A<l.selectEl.options.length;A++)l.selectEl.item(A).label===e&&l.selectEl.item(A).remove()};let u;new obsidian.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?l.addOption("SVG","SVG"):("SVG"===this.plugin.settings.embedType&&(l.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),h("SVG")),this.plugin.settings.autoexportSVG=e,this.applySettingsUpdate()})))),new obsidian.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?l.addOption("PNG","PNG"):("PNG"===this.plugin.settings.embedType&&(l.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),h("PNG")),this.plugin.settings.autoexportPNG=e,this.applySettingsUpdate()})))),new obsidian.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()})))),this.containerEl.createEl("h1",{text:t$d("COMPATIBILITY_HEAD")}),new obsidian.Setting(A).setName(t$d("COMPATIBILITY_MODE_NAME")).setDesc(fragWithHTML(t$d("COMPATIBILITY_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compatibilityMode).onChange((async e=>{this.plugin.settings.compatibilityMode=e,i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("EXPORT_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportExcalidraw).onChange((async e=>{this.plugin.settings.autoexportExcalidraw=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("SYNC_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("SYNC_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.syncExcalidraw).onChange((async e=>{this.plugin.settings.syncExcalidraw=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("MATHJAX_NAME")).setDesc(t$d("MATHJAX_DESC")).addDropdown((e=>{e.addOption("https://cdn.jsdelivr.net/npm/mathjax@3.2.1/es5/tex-svg.js","jsdelivr").addOption("https://unpkg.com/mathjax@3.2.1/es5/tex-svg.js","unpkg").addOption("https://cdnjs.cloudflare.com/ajax/libs/mathjax/3.2.1/es5/tex-svg-full.min.js","cdnjs").setValue(this.plugin.settings.mathjaxSourceURL).onChange((e=>{this.plugin.settings.mathjaxSourceURL=e,this.reloadMathJax=!0,this.applySettingsUpdate()}))})),this.containerEl.createEl("h1",{text:t$d("EXPERIMENTAL_HEAD")}),this.containerEl.createEl("p",{text:t$d("EXPERIMENTAL_DESC")}),new obsidian.Setting(A).setName(t$d("FIELD_SUGGESTER_NAME")).setDesc(fragWithHTML(t$d("FIELD_SUGGESTER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.fieldSuggester).onChange((async e=>{this.plugin.settings.fieldSuggester=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILETYPE_NAME")).setDesc(fragWithHTML(t$d("FILETYPE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalFileType).onChange((async e=>{this.plugin.settings.experimentalFileType=e,this.plugin.experimentalFileTypeDisplayToggle(e),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$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.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()})))),new obsidian.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.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"].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()}))})),this.containerEl.createEl("h2",{text:t$d("TASKBONE_HEAD")}),this.containerEl.createEl("p",{text:t$d("TASKBONE_DESC")}),new obsidian.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(u.setDisabled(!e),this.plugin.settings.taskboneEnabled=e,""===this.plugin.settings.taskboneAPIkey){const e=await this.plugin.taskbone.initialize(!1);e&&u.setValue(e)}this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("TASKBONE_APIKEY_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_APIKEY_DESC"))).addText((e=>{u=e,u.setValue(this.plugin.settings.taskboneAPIkey).onChange((async e=>{this.plugin.settings.taskboneAPIkey=e,this.applySettingsUpdate()})).setDisabled(!this.plugin.settings.taskboneEnabled)}));const g=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&&g){const e=(e,A)=>{const t=this.plugin.settings.scriptEngineSettings[e][A];return"object"==typeof t?t.height:null},t=(e,A)=>{const t=this.plugin.settings.scriptEngineSettings[e][A];return"object"==typeof t?t.value:t},n=(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},i=(e,i,a)=>{new obsidian.Setting(A).setName(i).setDesc(fragWithHTML(null!=a?a:"")).addToggle((A=>A.setValue(t(e,i)).onChange((async A=>{n(e,i,A),this.applySettingsUpdate()}))))},a=(i,a,r,s)=>{s&&"[object Array]"===Object.prototype.toString.call(s)&&s.length>0?new obsidian.Setting(A).setName(a).setDesc(fragWithHTML(null!=r?r:"")).addDropdown((e=>{s.forEach((A=>e.addOption(A.toString(),A.toString()))),e.setValue(t(i,a)).onChange((async e=>{n(i,a,e),this.applySettingsUpdate()}))})):e(i,a)?new obsidian.Setting(A).setName(a).setDesc(fragWithHTML(null!=r?r:"")).addTextArea((A=>{A.inputEl.style.minHeight=e(i,a),A.inputEl.style.minWidth="400px",A.setValue(t(i,a)).onChange((async e=>{n(i,a,e),this.applySettingsUpdate()}))})):new obsidian.Setting(A).setName(a).setDesc(fragWithHTML(null!=r?r:"")).addText((e=>e.setValue(t(i,a)).onChange((async e=>{n(i,a,e),this.applySettingsUpdate()}))))},r=(e,i,a)=>{new obsidian.Setting(A).setName(i).setDesc(fragWithHTML(null!=a?a:"")).addText((A=>A.setPlaceholder("Enter a number").setValue(t(e,i).toString()).onChange((async a=>{const r=parseFloat(a);isNaN(r)&&""!==a?A.setValue(t(e,i).toString()):(n(e,i,isNaN(r)?0:r),this.applySettingsUpdate())}))))};this.containerEl.createEl("h1",{text:t$d("SCRIPT_SETTINGS_HEAD")}),Object.keys(this.plugin.settings.scriptEngineSettings).filter((e=>g.contains(e))).forEach((e=>{const A=this.plugin.settings.scriptEngineSettings[e],t=Object.values(A);0===t.length||t.length>0&&0===t.map((e=>e.hidden?0:1)).reduce(((e,A)=>e+A))||(this.containerEl.createEl("h3",{text:e}),Object.keys(A).forEach((t=>{var n;const s=A[t];switch(typeof(null!==(n=s.value)&&void 0!==n?n:s)){case"boolean":s.hidden||i(e,t,s.description);break;case"string":s.hidden||a(e,t,s.description,s.valueset);break;case"number":s.hidden||r(e,t,s.description)}})))}))}}}var openDialogAction;!function(e){e[e.openFile=0]="openFile",e[e.insertLinkToDrawing=1]="insertLinkToDrawing"}(openDialogAction||(openDialogAction={}));class OpenFileDialog extends obsidian.FuzzySuggestModal{constructor(e,A){super(e),this.app=e,this.action=openDialogAction.openFile,this.plugin=A,this.onNewPane=!1,this.limit=20,this.setInstructions([{command:t$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$d("SELECT_TO_EMBED"))}this.open()}}class InsertLinkDialog extends obsidian.FuzzySuggestModal{constructor(e){super(e),this.app=e,this.limit=20,this.setInstructions([{command:t$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?`|${e.alias}`:"")}]]`)}start(e,A){this.addText=A,this.drawingPath=e,this.open()}}class InsertImageDialog extends obsidian.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$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&&e.altKey&&this.chooser.values&&(this.onChooseItem(this.chooser.values[this.chooser.selectedItem].item,new KeyboardEvent("keypress",{altKey:!0})),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;t.reset(),t.setView(this.view),t.canvas.theme=this.view.excalidrawAPI.getAppState().theme,(async()=>{await t.addImage(0,0,e,!A.altKey),t.addElementsToView(!0,!1,!0)})()}start(e){this.view=e,this.open()}}class ImportSVGDialog extends obsidian.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$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"svg"===e.extension&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}async onChooseItem(e,A){if(!e)return;const t=this.plugin.ea;t.reset(),t.setView(this.view);const n=await app.vault.read(e);n&&""!==n&&(t.importSVG(n),t.addElementsToView(!0,!0,!0))}start(e){this.view=e,this.open()}}class InsertMDDialog extends obsidian.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$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 n=e[A],i=e.hasOwnProperty(A);let a=t(n);return n&&Object.setPrototypeOf(a,n),Object.setPrototypeOf(r,a),e[A]=r,s;function r(...t){return a===n&&e[A]===r&&s(),a.apply(this,t)}function s(){e[A]===r&&(i?e[A]=n:delete e[A]),a!==n&&(a=n,Object.setPrototypeOf(r,n||Function))}}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},getIMG=async e=>{var A;let t=e.file;if(!e.file){const n=vault.getAbstractFileByPath(null===(A=e.fname)||void 0===A?void 0:A.split("#")[0]);if(!(n&&n instanceof obsidian.TFile))return null;t=n}const n=getEmbeddedFilenameParts(e.fname);e.style=e.style.replaceAll(" ","-");const i=hasExportTheme(plugin,t)?getExportTheme(plugin,t,"light"):void 0,a={withBackground:getWithBackground(plugin,t),withTheme:!!i||plugin.settings.exportWithTheme},r=createEl("img");let s=`max-width:${e.fwidth}px; width:100%;`;e.fheight&&(s+=`height:${e.fheight}px;`),r.setAttribute("style",s),r.addClass(e.style);const o=null!=i?i:plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":plugin.settings.exportWithTheme?void 0:"light";o&&(a.withTheme=!0);const l=new EmbeddedFilesLoader(plugin,o?"dark"===o:void 0);if(!plugin.settings.displaySVGInPreview){const A=parseInt(e.fwidth),i=A>=2400?5:A>=1800?4:A>=1200?3:A>=600?2:1,s=n.hasGroupref?void 0:await getQuickImagePreview(plugin,t.path,"png"),c=null!=s?s:await createPNG(n.hasGroupref?n.filepath+n.linkpartReference:t.path,i,a,l,o,null,null,[],plugin,0);return c?(r.src=URL.createObjectURL(c),r):null}if(!n.hasBlockref&&!n.hasSectionref){const e=await getQuickImagePreview(plugin,t.path,"svg");if(e)return r.setAttribute("src",svgToBase64(e)),r}const c=(await createSVG(n.hasGroupref||n.hasBlockref||n.hasSectionref?n.filepath+n.linkpartReference:t.path,!0,a,l,o,null,null,[],plugin,0,getExportPadding(plugin,t))).outerHTML;let d=null;const h=document.createElement("div");h.innerHTML=c;const u=h.firstChild;return u instanceof SVGSVGElement&&(d=u),d?(d=embedFontsInSVG(d,plugin),d.removeAttribute("width"),d.removeAttribute("height"),r.setAttribute("src",svgToBase64(d.outerHTML)),r):null},createImageDiv=async e=>{const A=await getIMG(e);return createDiv(e.style,(t=>{t.append(A),t.setAttribute("src",e.fname),e.fwidth&&t.setAttribute("w",e.fwidth),e.fheight&&t.setAttribute("h",e.fheight),t.onClickEvent((e=>{if(e.target instanceof Element&&"img"!=e.target.tagName.toLowerCase())return;const A=t.getAttribute("src");if(A){const t=A.match(/([^#]*)(.*)/);if(!t)return;plugin.openDrawing(vault.getAbstractFileByPath(t[1]),e[CTRL_OR_CMD]?"new-pane":e.metaKey&&!app.isMobile?"popout-window":"active-pane",!0,t[2])}})),t.addEventListener(RERENDER_EVENT,(async e=>{e.stopPropagation(),t.empty();const A=await getIMG({fname:t.getAttribute("src"),fwidth:t.getAttribute("w"),fheight:t.getAttribute("h"),style:t.getAttribute("class")});t.append(A)}))}))},processReadingMode=async(e,A)=>{var t;for(const n of e){const e=null===(t=n.getAttribute("src"))||void 0===t?void 0:t.split("#")[0];if(!e)continue;const i=metadataCache.getFirstLinkpathDest(e,A.sourcePath);if(i&&i instanceof obsidian.TFile&&plugin.isExcalidrawFile(i)){if(isTextOnlyEmbed(n))continue;n.parentElement.replaceChild(await processInternalEmbed(n,i),n)}}},processInternalEmbed=async(e,A)=>{const t={fname:"",fheight:"",fwidth:"",style:""},n=e.getAttribute("src");if(!n)return;t.fwidth=e.getAttribute("width")?e.getAttribute("width"):getDefaultWidth(plugin),t.fheight=e.getAttribute("height");let i=e.getAttribute("alt");t.style="excalidraw-svg",processAltText(n.split("#")[0],i,t);const a=getEmbeddedFilenameParts(n);return t.fname=(null==A?void 0:A.path)+(a.hasBlockref||a.hasSectionref?a.linkpartReference:""),t.file=A,await createImageDiv(t)},processAltText=(e,A,t)=>{var n,i;if(A&&!A.startsWith(e)){const a=A.match(/[^\|\d]*\|?((\d*%?)x?(\d*%?))?\|?(.*)/);t.fwidth=null!==(n=a[2])&&void 0!==n?n:t.fwidth,t.fheight=null!==(i=a[3])&&void 0!==i?i:t.fheight,a[4]&&!a[4].startsWith(e)&&(t.style=`excalidraw-svg-${a[4]}`),a[4]&&""!==a[4]||a[2]&&""!==a[2]||!a[0]||""===a[0]||(t.style=`excalidraw-svg-${a[0]}`)}},isTextOnlyEmbed=e=>{const A=e.getAttribute("src");if(!A)return!0;const t=getEmbeddedFilenameParts(A);return!(t.hasArearef||t.hasGroupref)&&(t.hasBlockref||t.hasSectionref)},tmpObsidianWYSIWYG=async(e,A)=>{const t=app.vault.getAbstractFileByPath(A.sourcePath);t instanceof obsidian.TFile&&plugin.isExcalidrawFile(t)&&(A.remainingNestLevel<4||setTimeout((async()=>{let n=0;for(;!e.parentElement&&n++<=50;)await sleep(50);if(!e.parentElement)return;let i=e;for(;!i.hasClass("dataview")&&!i.hasClass("cm-preview-code-block")&&!i.hasClass("cm-embed-block")&&!i.hasClass("internal-embed")&&i.parentElement;)i=i.parentElement;if(i.hasClass("dataview")||i.hasClass("cm-preview-code-block")||i.hasClass("cm-embed-block"))return;const a={fname:A.sourcePath,fheight:"",fwidth:getDefaultWidth(plugin),style:"excalidraw-svg"};if(a.file=t,!i.hasClass("internal-embed")){e.empty();const A=e.parentElement;if(!A.hasClass("markdown-preview-section"))return;if(A.hasAttribute("ready"))return void A.removeChild(e);A.setAttribute("ready","");const t=await createImageDiv(a);return void e.appendChild(t)}if(isTextOnlyEmbed(i))return;if(e.empty(),i.hasAttribute("ready"))return;i.setAttribute("ready",""),i.empty();const r=await processInternalEmbed(i,t);i.appendChild(r);let s=null;const o=new MutationObserver((e=>{var A;["alt","width","height"].contains(null===(A=e[0])||void 0===A?void 0:A.attributeName)&&(s&&clearTimeout(s),s=setTimeout((async()=>{s=null,i.empty();const e=await processInternalEmbed(i,t);i.appendChild(e)}),500))}));o.observe(i,{attributes:!0})})))},markdownPostProcessor=async(e,A)=>{var t;const n=e.querySelectorAll(".internal-embed");0!==n.length?Boolean(null===(t=A.frontmatter)||void 0===t?void 0:t.hasOwnProperty("excalidraw-plugin"))?e.style.display="none":await processReadingMode(n,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.TFile))return;if("excalidraw"!==A.extension)return;const t=getIMGFilename(A.path,"svg"),n=vault.getAbstractFileByPath(t);if(n&&n instanceof obsidian.TFile)return;const i=getIMGFilename(A.path,"png"),a=vault.getAbstractFileByPath(i);if(a&&a instanceof obsidian.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 s=await getIMG({file:A,fname:A.path,fwidth:"300",fheight:null,style:"excalidraw-svg"}),o=createDiv("",(async e=>{e.appendChild(s),e.setAttribute("src",A.path),e.onClickEvent((A=>{A.stopImmediatePropagation();const t=e.getAttribute("src");t&&plugin.openDrawing(vault.getAbstractFileByPath(t),A[CTRL_OR_CMD]?"new-pane":A.metaKey&&!app.isMobile?"popout-window":"active-pane")}))}));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.strokeSharpness",code:"[string]",desc:"'round' | 'sharp'",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:"addToGroup",code:"addToGroup(objectIds: []): string;",desc:null,after:""},{field:"toCliboard",code:"toClipboard(templatePath?: string): void;",desc:"Copies current elements using template to clipboard, ready to be pasted into an excalidraw canvas",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, 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\n",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:"addText",code:'addText(topX: number, topY: number, text: string, formatting?: {wrapAt?: number; width?: number; height?: number; textAlign?: string; box?: boolean | "box" | "blob" | "ellipse" | "diamond"; boxPadding?: number;}, 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): 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",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,): 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[]):void;",desc:"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:""}],EXCALIDRAW_SCRIPTENGINE_INFO=[{field:"inputPrompt",code:"inputPrompt: (header: string, placeholder?: string, value?: string, buttons?: [{caption:string, action:Function}]);",desc:"Opens a prompt that asks for an input.\nReturns a string with the input.\nYou need to await the result of inputPrompt.\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:""}],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"}];class FieldSuggester extends obsidian.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 n,i,a,r,s;if(this.plugin.settings.fieldSuggester){const t=A.getLine(e.line).substring(0,e.ch),o=null!==(r=null!==(i=null===(n=t.match(/^excalidraw-(.*)$/))||void 0===n?void 0:n[1])&&void 0!==i?i:null===(a=t.match(/(^ea|\Wea)\.([\w\.]*)$/))||void 0===a?void 0:a[2])&&void 0!==r?r:null===(s=t.match(/(^utils|\Wutils)\.([\w\.]*)$/))||void 0===s?void 0:s[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-",""),n=("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"),n.code&&A.createEl("code",{text:n.code}),n.desc&&A.createDiv("div",(e=>e.innerHTML=n.desc))}selectSuggestion(e){var A;const{context:t}=this;if(t){const n="ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO,i=`${e}${null===(A=n.find((A=>A.field===e)))||void 0===A?void 0:A.after}`;if(t.editor.replaceRange(i,this.latestTriggerInfo.start,this.latestTriggerInfo.end),this.latestTriggerInfo.start.ch===this.latestTriggerInfo.end.ch){const e=this.latestTriggerInfo.end;e.ch+=i.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}: ${A}`}get data(){return this.initialized?["---",this.frontmatterStr,"---",this.dataWOfrontmatter].join("\n"):this.dataWOfrontmatter}}const TASKBONE_URL="https://api.taskbone.com/",TASKBONE_OCR_FN="execute?id=60f394af-85f6-40bc-9613-5d26dc283cbb";class Taskbone{constructor(e){this.plugin=e}get apiKey(){return this.plugin.settings.taskboneAPIkey}async initialize(e=!0){var A;if(""!==this.plugin.settings.taskboneAPIkey)return;const t=await obsidian.requestUrl({url:`${TASKBONE_URL}users/excalidraw-obsidian/identities`,method:"post",contentType:"application/json",throw:!1});if(!t)return;const n=null===(A=t.json)||void 0===A?void 0:A.apiKey;return n&&"string"==typeof n&&(e&&await this.plugin.loadSettings(),this.plugin.settings.taskboneAPIkey=n,e&&await this.plugin.saveSettings()),n}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.Notice("Aborting OCR because there are no image or freedraw elements on the canvas.",4e3);const n=new FrontmatterEditor(e.data);if(n.hasKey("taskbone-ocr")&&!A)return void new obsidian.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 i=this.plugin.ea.getBoundingBox(t),a=i.width*i.height,r=Math.sqrt(36e4/a),s=Math.sqrt(a/16e6),o=r>1?r:s>1?1/s: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),d=await this.getTextForImage(c);d&&(n.setKey("taskbone-ocr",d),e.data=n.data,e.save(!1),window.navigator.clipboard.writeText(d),new obsidian.Notice("I placed the recognized in the drawing's frontmatter and onto the system clipboard."))}async getTextForImage(e){""===this.apiKey&&await this.initialize();const A={records:[{image:await this.blobToBase64(e)}]},t=await obsidian.requestUrl({url:"https://api.taskbone.com/execute?id=60f394af-85f6-40bc-9613-5d26dc283cbb",method:"post",contentType:"application/json",body:JSON.stringify(A),headers:{authorization:`Bearer ${this.apiKey}`},throw:!1}),n=null==t?void 0:t.json;return n&&200===t.status?n.records[0].text:(new obsidian.Notice("Something went wrong while processing your request. Please check developer console for more information"),void log(t))}async blobToBase64(e){const A=await e.arrayBuffer(),t=new Uint8Array(A);for(var n="",i=t.byteLength,a=0;a<i;a++)n+=String.fromCharCode(t[a]);return btoa(n)}}class ExcalidrawPlugin extends obsidian.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.mathjax=null,this.mathjaxDiv=null,this.mathjaxLoaderFinished=!1,this.fourthFontDef=VIRGIL_FONT,this.packageMap=new WeakMap,this.leafChangeTimeout=null,this.popScope=null,this.filesMaster=new Map,this.equationsMaster=new Map}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:n}=e.eval.call(e,`(function() {\n ${lzString.exports.decompressFromBase64(EXCALIDRAW_PACKAGES)};\n return {react:React,reactDOM:ReactDOM,excalidrawLib:ExcalidrawLib};\n })()`);return this.packageMap.set(e,{react:A,reactDOM:t,excalidrawLib:n}),{react:A,reactDOM:t,excalidrawLib:n}}async onload(){if(this.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")},obsidian.addIcon(ICON_NAME,EXCALIDRAW_ICON),obsidian.addIcon("ScriptEngine",SCRIPTENGINE_ICON),obsidian.addIcon("save-png",PNG_ICON),obsidian.addIcon("save-svg",SVG_ICON),await this.loadSettings({reEnableAutosave:!0}),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.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)})),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 n=app.isMobile?document:e.view.containerEl.ownerDocument;if(!n)return;if(t.has(n))return;t.add(n);const i=n.createElement("style");i.id="local-font-stylesheet",i.textContent=`\n @font-face {\n font-family: 'LocalFont';\n src: url("${A}");\n font-display: swap;\n }\n `;const a=n.getElementById(i.id);n.head.appendChild(i),a&&n.head.removeChild(a),n.fonts.load("20px LocalFont")}))}))}loadMathJax(){const e=this;this.app.workspace.onLayoutReady((async()=>{await obsidian.loadMathJax();try{e.mathjaxDiv&&(document.body.removeChild(e.mathjaxDiv),e.mathjax=null,e.mathjaxLoaderFinished=!1),e.mathjaxDiv=document.body.createDiv(),e.mathjaxDiv.title="Excalidraw MathJax Support",e.mathjaxDiv.style.display="none";const A=e.mathjaxDiv.createEl("iframe");A.title="Excalidraw MathJax Support";const t=A.contentWindow.document,n=t.createElement("script");n.type="text/javascript",n.onload=()=>{const t=A.contentWindow;t.MathJax.startup.pagePromise.then((async()=>{const A=app.vault.getAbstractFileByPath("preamble.sty"),n=A&&A instanceof obsidian.TFile?await app.vault.read(A):null;try{n&&await t.MathJax.tex2svg(n)}catch(A){errorlog({where:e.loadMathJax,description:"Unexpected error while loading preamble.sty",error:A})}e.mathjax=t.MathJax,e.mathjaxLoaderFinished=!0}))},n.src=e.settings.mathjaxSourceURL,t.head.appendChild(n)}catch(A){new obsidian.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.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-cta"),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=>{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$d("UNABLETOCHECK_SCRIPT")),A.style.backgroundColor="var(--interactive-normal)"}};A.addClass("mod-cta");let i=e;try{i=decodeURI(e)}catch(A){errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",source:e,error:A})}const a=i.substring(i.lastIndexOf("/")+1),r=`${this.settings.scriptFolderPath}/Downloaded`,s=`${r}/${a}`,o=getIMGFilename(s,"svg");let l=this.app.vault.getAbstractFileByPath(s),c=this.app.vault.getAbstractFileByPath(o);if(n(l?"CHECKING":"INSTALL"),A.onclick=async()=>{const A=async(e,A,t)=>{const n=await obsidian.request({url:e});return!n||n.startsWith("404: Not Found")?null:(A?await this.app.vault.modify(A,n):(await checkAndCreateFolder(r),A=await this.app.vault.create(t,n)),A)};try{if(l=await A(e,l,s),!l)throw n("ERROR"),"File not found";c=await A(getIMGFilename(e,"svg"),c,o),n("UPTODATE"),new obsidian.Notice(`Installed: ${l.basename}`)}catch(e){new obsidian.Notice(`Error installing script: ${a}`),errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",error:e})}},t&&(t.onclick=A.onclick),!(l&&l instanceof obsidian.TFile))return;const d=new Map;JSON.parse(await obsidian.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"},u=h(a,l),g=h(getIMGFilename(a,"svg"),c&&c instanceof obsidian.TFile?c:null);n("UPTODATE"===u&&"UPTODATE"===g||"UPTODATE"===u&&"ERROR"===g?"UPTODATE":"ERROR"===u?"ERROR":"UPDATE"===u||"UPDATE"===g?"UPDATE":"UPTODATE")}))};this.registerMarkdownCodeBlockProcessor(SCRIPT_INSTALL_CODEBLOCK,(async(A,t)=>{t.addEventListener(RERENDER_EVENT,(async n=>{n.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,n,i,a,r,s,o;if(!this.settings.matchThemeTrigger)return;if((null===(A=e[0])||void 0===A?void 0:A.oldValue)===(null===(n=null===(t=e[0])||void 0===t?void 0:t.target)||void 0===n?void 0:n.getAttribute("class")))return;if((null===(a=null===(i=e[0])||void 0===i?void 0:i.oldValue)||void 0===a?void 0:a.includes("theme-dark"))===(null===(o=null===(s=null===(r=e[0])||void 0===r?void 0:r.target)||void 0===s?void 0:s.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.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.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),e[CTRL_OR_CMD]?"new-pane":"active-pane")})),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{e.addItem((e=>{e.setTitle(t$d("CREATE_NEW")).setIcon(ICON_NAME).onClick((()=>{let e=A.path;A instanceof obsidian.TFile&&(e=obsidian.normalizePath(A.path.substr(0,A.path.lastIndexOf(A.name)))),this.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane",e)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{A instanceof obsidian.TFile&&"excalidraw"==A.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_KEEP_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(A,!1,!1)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{A instanceof obsidian.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$d("TRANSCLUDE"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian.MarkdownView)):(this.openDialog.start(openDialogAction.insertLinkToDrawing,!1),!0)}),this.addCommand({id:"excalidraw-insert-last-active-transclusion",name:t$d("TRANSCLUDE_MOST_RECENT"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(obsidian.MarkdownView))&&null!=this.lastActiveExcalidrawFilePath;const A=this.app.vault.getAbstractFileByPath(this.lastActiveExcalidrawFilePath);return A instanceof obsidian.TFile&&(this.embedDrawing(A),!0)}}),this.addCommand({id:"excalidraw-autocreate",name:t$d("NEW_IN_NEW_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"new-pane")}}),this.addCommand({id:"excalidraw-autocreate-on-current",name:t$d("NEW_IN_ACTIVE_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane")}}),this.addCommand({id:"excalidraw-autocreate-popout",name:t$d("NEW_IN_POPOUT_WINDOW"),checkCallback:e=>{if(e)return!app.isMobile;this.createAndOpenDrawing(getDrawingFilename(this.settings),"popout-window")}});const e=async e=>{const A=this.app.workspace.getActiveViewOfType(obsidian.MarkdownView);if(!A)return;const t=getEmbedFilename(A.file.basename,this.settings),n=this.settings.embedUseExcalidrawFolder?null:(await getAttachmentsFolderAndFilePath(this.app,A.file.path,t)).folder,i=await this.createDrawing(t,n);await this.embedDrawing(i),this.openDrawing(i,e,!0)};this.addCommand({id:"excalidraw-autocreate-and-embed",name:t$d("NEW_IN_NEW_PANE_EMBED"),checkCallback:A=>A?Boolean(this.app.workspace.getActiveViewOfType(obsidian.MarkdownView)):(e("new-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-on-current",name:t$d("NEW_IN_ACTIVE_PANE_EMBED"),checkCallback:A=>A?Boolean(this.app.workspace.getActiveViewOfType(obsidian.MarkdownView)):(e("active-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-popout",name:t$d("NEW_IN_POPOUT_WINDOW_EMBED"),checkCallback:A=>A?!app.isMobile&&Boolean(this.app.workspace.getActiveViewOfType(obsidian.MarkdownView)):(e("popout-window"),!0)}),this.addCommand({id:"export-svg",name:t$d("EXPORT_SVG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.saveSVG(),!0)}}),this.addCommand({id:"run-ocr",name:t$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.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:"export-png",name:t$d("EXPORT_PNG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.savePNG(),!0)}}),this.forceSaveCommand=this.addCommand({id:"save",hotkeys:[{modifiers:["Ctrl"],key:"s"}],name:t$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$d("DELETE_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(A){this.ea.reset(),this.ea.setView(A);const e=this.ea.getViewSelectedElement();if("image"!==e.type)return new obsidian.Notice("Please select an image or embedded markdown document",4e3),!0;const t=this.ea.getViewFileForImageElement(e);return t?(this.app.vault.delete(t),this.ea.deleteViewElements([e]),!0):(new obsidian.Notice("Please select an image or embedded markdown document",4e3),!0)}return!1}}),this.addCommand({id:"insert-link",hotkeys:[{modifiers:["Ctrl","Shift"],key:"k"}],name:t$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-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-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$d("RESET_IMG_TO_100"),checkCallback:e=>{const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!A)return!1;if(!A.excalidrawAPI)return!1;const t=A.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==t.length)return e||new obsidian.Notice("Select a single image element and try again"),!1;const n=t[0];return A.excalidrawData.getFile(n.fileId)?!!e||void(async()=>{const e=new ExcalidrawAutomate(this,A),i=await e.getOriginalImageSize(n);if(i){e.copyViewElementsToEAforEditing(t);const A=e.getElement(n.id);A.width=i.width,A.height=i.height,e.addElementsToView(!1,!1,!1)}})():(e||new obsidian.Notice("Select a single image element and try again"),!1)}}),this.addCommand({id:"insert-image",name:t$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-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 n=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(n){const e=n.leaf;return this.excalidrawFileModes[e.id||A.path]="markdown",void this.setMarkdownView(e)}const i=this.app.workspace.getActiveViewOfType(obsidian.MarkdownView);if(i&&t){const e=i.leaf;return this.excalidrawFileModes[e.id||A.path]="excalidraw",void this.setExcalidrawView(e)}}}),this.addCommand({id:"convert-to-excalidraw",name:t$d("CONVERT_NOTE_TO_EXCALIDRAW"),checkCallback:e=>{const A=this.app.workspace.getActiveFile(),t=this.app.workspace.getActiveViewOfType(obsidian.MarkdownView);if(!A||!t)return!1;const n=0===A.stat.size;if(e)return n;n&&(async()=>{await this.app.vault.modify(A,await this.getBlankDrawing()),this.setExcalidrawView(t.leaf)})()}}),this.addCommand({id:"convert-excalidraw",name:t$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 n=await this.app.vault.read(e),i=e.name.substring(0,e.name.lastIndexOf(".excalidraw"))+(A?".md":".excalidraw.md"),a=getNewUniqueFilepath(this.app.vault,i,obsidian.normalizePath(e.path.substring(0,e.path.lastIndexOf(e.name))));log(a);const r=await this.app.vault.create(a,FRONTMATTER+await this.exportSceneToMD(n));return this.settings.keepInSync&&EXPORT_TYPES.forEach((A=>{const t=e.path.substring(0,e.path.lastIndexOf(".excalidraw"))+A,n=this.app.vault.getAbstractFileByPath(obsidian.normalizePath(t));if(n&&n instanceof obsidian.TFile){const e=a.substring(0,a.lastIndexOf(".md"))+A;this.app.fileManager.renameFile(n,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 n of t)this.convertSingleExcalidrawToMD(n,e,A);new obsidian.Notice(`Converted ${t.length} files.`)}registerMonkeyPatches(){this.registerEvent(app.workspace.on("editor-menu",((e,A,t)=>{if(!(t&&t instanceof obsidian.MarkdownView))return;const n=t.file,i=t.leaf;if(!t.file)return;const a=this.app.metadataCache.getFileCache(n);(null==a?void 0:a.frontmatter)&&a.frontmatter[FRONTMATTER_KEY]&&e.addItem((e=>e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("excalidraw").onClick((()=>{this.excalidrawFileModes[i.id||n.path]="excalidraw",this.setExcalidrawView(i)}))))}))),this.registerEvent(app.workspace.on("file-menu",((e,A,t,n)=>{if(!(n&&n.view instanceof obsidian.MarkdownView))return;if(!(A instanceof obsidian.TFile))return;const i=this.app.metadataCache.getFileCache(A);(null==i?void 0:i.frontmatter)&&i.frontmatter[FRONTMATTER_KEY]&&(e.addItem((e=>{e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("pane").onClick((()=>{this.excalidrawFileModes[n.id||A.path]="excalidraw",this.setExcalidrawView(n)}))})),e.items.unshift(e.items.pop()))})));const e=this;this.register(around(obsidian.WorkspaceLeaf.prototype,{detach:A=>function(){var t;const n=null===(t=this.view)||void 0===t?void 0:t.getState();return(null==n?void 0:n.file)&&e.excalidrawFileModes[this.id||n.file]&&delete e.excalidrawFileModes[this.id||n.file],A.apply(this)},setViewState:A=>function(t,...n){var i;if(e._loaded&&"markdown"===t.type&&(null===(i=t.state)||void 0===i?void 0:i.file)&&"markdown"!==e.excalidrawFileModes[this.id||t.state.file]){const i=app.metadataCache.getCache(t.state.file);if((null==i?void 0:i.frontmatter)&&i.frontmatter[FRONTMATTER_KEY]){const i=Object.assign(Object.assign({},t),{type:"excalidraw"});return e.excalidrawFileModes[t.state.file]="excalidraw",A.apply(this,[i,...n])}}return A.apply(this,[t,...n])}}))}registerEventListeners(){const e=this;this.app.workspace.onLayoutReady((async()=>{e.registerEvent(app.vault.on("rename",(async(A,t)=>{A instanceof obsidian.TFile&&e.isExcalidrawFile(A)&&e.settings.keepInSync&&[EXPORT_TYPES,"excalidraw"].flat().forEach((async e=>{const n=getIMGFilename(t,e),i=app.vault.getAbstractFileByPath(obsidian.normalizePath(n));if(i&&i instanceof obsidian.TFile){const t=getIMGFilename(A.path,e);await app.fileManager.renameFile(i,t)}}))}))),e.registerEvent(app.vault.on("modify",(async A=>{app.workspace.getLeavesOfType("excalidraw").forEach((async t=>{const n=t.view;if(n.file&&(n.file.path===A.path||"excalidraw"===A.extension&&`${A.path.substring(0,A.path.lastIndexOf(".excalidraw"))}.md`===n.file.path)){if(n.semaphores.preventReload)return void(n.semaphores.preventReload=!1);if(n.lastSaveTimestamp+3e5<Date.now())return void n.reload(!0,n.file);if("md"===A.extension){const t=new ExcalidrawData(e),i=await app.vault.read(A);await t.loadData(i,A,getTextMode(i)),n.synchronizeWithData(t)}else n.reload(!0,n.file)}}))}))),e.registerEvent(app.vault.on("delete",(async A=>{if(!(A instanceof obsidian.TFile))return;const t=this.excalidrawFiles.has(A);if(this.updateFileCache(A,void 0,!0),!t)return;const n=app.workspace.getLeavesOfType("excalidraw");for(let e=0;e<n.length;e++)n[e].view.file.path==A.path&&await n[e].setViewState({type:"excalidraw",state:{file:null}});e.settings.keepInSync&&setTimeout((()=>{[EXPORT_TYPES,"excalidraw"].flat().forEach((async e=>{const t=getIMGFilename(A.path,e),n=app.vault.getAbstractFileByPath(obsidian.normalizePath(t));n&&n instanceof obsidian.TFile&&await app.vault.delete(n)}))}),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 n=e.activeExcalidrawView,i=A.view instanceof ExcalidrawView?A.view:null;
|
||
//!Temporary hack
|
||
if(e.activeExcalidrawView=i,i&&(e.lastActiveExcalidrawFilePath=null===(t=i.file)||void 0===t?void 0:t.path),app.isMobile&&i&&!n){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="relative")}if(app.isMobile&&!i&&n){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="")}if(n&&n!==i&&(n.leaf!==A&&n.semaphores.dirty&&await n.save(!0),n.file&&e.triggerEmbedUpdates(n.file.path)),i&&(!n||n.leaf!==A)){const e=i.file;i.file&&setTimeout((()=>{var A;i&&i._loaded&&(null===(A=i.file)||void 0===A?void 0:A.path)===(null==e?void 0:e.path)&&(i.activeLoader||i.loadSceneFiles())}),2e3)}if(i&&i._loaded&&i.isLoaded&&i.excalidrawAPI&&e.ea.onCanvasColorChangeHook&&e.ea.onCanvasColorChangeHook(e.ea,i,i.excalidrawAPI.getAppState().viewBackgroundColor),e.popScope&&(e.popScope(),e.popScope=null),i){const A=e.app.keymap.getRootScope(),t=A.register(["Mod"],"Enter",(()=>!0)),n=e.forceSaveCommand&&"s"===e.forceSaveCommand.hotkeys[0].key&&e.forceSaveCommand.hotkeys[0].modifiers.includes("Ctrl")?A.register(["Ctrl"],"s",(()=>e.forceSaveActiveView(!1))):void 0;A.keys.unshift(A.keys.pop()),e.popScope=()=>{A.unregister(t),Boolean(n)&&A.unregister(n)}}}))),e.addFileSaveTriggerEventHandlers();const A=app.metadataCache;A.getCachedFiles().forEach((t=>{var n;const i=null===(n=A.getCache(t))||void 0===n?void 0:n.frontmatter;(i&&void 0!==i[FRONTMATTER_KEY]||t.match(/\.excalidraw$/))&&e.updateFileCache(app.vault.getAbstractFileByPath(t),i)})),this.registerEvent(A.on("changed",((e,A,t)=>this.updateFileCache(e,null==t?void 0:t.frontmatter))))}))}addFileSaveTriggerEventHandlers(){this.registerEvent(this.app.workspace.on("click",(e=>{this.activeExcalidrawView&&this.activeExcalidrawView.semaphores.dirty&&(!e.target||"excalidraw__canvas"!==e.target.className&&!getParentOfClass(e.target,"excalidraw-wrapper"))&&this.activeExcalidrawView.save()}))),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 e=document.querySelector(".workspace-drawer.mod-left"),A=document.querySelector(".workspace-drawer.mod-right");if(e||A){const t=async e=>{"display: none;"===e[0].oldValue&&this.activeExcalidrawView&&this.activeExcalidrawView.semaphores.dirty&&this.activeExcalidrawView.save()},n={attributeOldValue:!0,attributeFilter:["style"]};e&&(this.workspaceDrawerLeftObserver=new MutationObserver(t),this.workspaceDrawerLeftObserver.observe(e,n)),A&&(this.workspaceDrawerRightObserver=new MutationObserver(t),this.workspaceDrawerRightObserver.observe(A,n))}}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(){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.mathjaxDiv&&document.body.removeChild(this.mathjaxDiv),Object.values(this.packageMap).forEach((e=>{delete e.excalidrawLib,delete e.reactDOM,delete e.react}))}async embedDrawing(e){const A=this.app.workspace.getActiveViewOfType(obsidian.MarkdownView);if(A&&A.file){const t=this.app.metadataCache.fileToLinktext(e,A.file.path,"excalidraw"===this.settings.embedType),n=A.editor;if("excalidraw"===this.settings.embedType)return n.replaceSelection(this.settings.embedWikiLink?`![[${t}]]`:`})`),void n.focus();let i=this.settings.autoExportLightAndDark?getExportTheme(this,e,this.settings.exportWithTheme&&isObsidianThemeDark()?"dark":"light"):"";i=""===i?"":i+".";const a=getIMGFilename(t,i+this.settings.embedType.toLowerCase()),r=getIMGFilename(e.path,i+this.settings.embedType.toLowerCase()),s="dark."===i?"light.":"dark.",o=getIMGFilename(t,s+this.settings.embedType.toLowerCase());this.app.vault.getAbstractFileByPath(r)||(await this.app.vault.create(r,""),await sleep$1(200)),n.replaceSelection(this.settings.embedWikiLink?`![[${a}]]\n%%[[${t}|🖋 Edit in Excalidraw]]${o?", and the [["+o+"|"+s.split(".")[0]+" exported image]]":""}%%`:`})\n%%[🖋 Edit in Excalidraw](${encodeURI(t)})${o?", and the ["+s.split(".")[0]+" exported image]("+encodeURI(o)+")":""}%%`),n.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()),e.applyLefthandedMode&&setLeftHandedMode(this.settings.isLeftHanded),e.reEnableAutosave&&(this.settings.autosave=!0),this.settings.autosaveInterval=app.isMobile?1e4:15e3}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 n=app.isMobile?document:t.view.containerEl.ownerDocument;if(!n)return;if(A.has(n))return;A.add(n);const i=n.createEvent("Event");i.initEvent(RERENDER_EVENT,!0,!1),n.querySelectorAll("div[class^='excalidraw-svg']"+(e?`[src='${e.replaceAll("'","\\'")}']`:"")).forEach((e=>e.dispatchEvent(i)))}))}openDrawing(e,A,t=!1,n){let i;"popout-window"===A?i=app.workspace.openPopoutLeaf():(i=this.app.workspace.getLeaf(!1),"empty"!==i.view.getViewType()&&"new-pane"===A&&(i=getNewOrAdjacentLeaf(this,i))),i.openFile(e,n&&""!==n?{active:t,eState:{subpath:n}}:{active:t})}async getBlankDrawing(){const e=this.app.metadataCache.getFirstLinkpathDest(obsidian.normalizePath(this.settings.templateFilePath),"");if(e&&e instanceof obsidian.TFile&&("md"==e.extension&&!this.settings.compatibilityMode||"excalidraw"==e.extension&&this.settings.compatibilityMode)){const A=await this.app.vault.read(e);if(A)return this.settings.matchTheme?changeThemeOfExcalidrawMD(A):A}if(this.settings.compatibilityMode)return this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;const A=this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;return`${FRONTMATTER}\n${getMarkdownDrawingSection(A,this.settings.compress)}`}async exportSceneToMD(e){var A,t;if(!e)return"";const n=null===(A=JSON_parse(e).elements)||void 0===A?void 0:A.filter((e=>"text"==e.type));let i,a="# Text Elements\n";for(const A of n)i=A.id,A.id.length>8&&(i=nanoid(),e=e.replaceAll(A.id,i)),a+=`${null!==(t=A.originalText)&&void 0!==t?t:A.text} ^${i}\n\n`;return a+getMarkdownDrawingSection(JSON.stringify(JSON_parse(e),null,"\t"),this.settings.compress)}async createDrawing(e,A,t){const n=obsidian.normalizePath(A||this.settings.folder);await checkAndCreateFolder(n);const i=getNewUniqueFilepath(this.app.vault,e,n),a=await this.app.vault.create(i,null!=t?t:await this.getBlankDrawing());let r=0;for(;a instanceof obsidian.TFile&&!this.isExcalidrawFile(a)&&r++<10;)await sleep$1(50);return r>10&&errorlog({file:a,error:"new drawing not recognized as an excalidraw file",fn:this.createDrawing}),a}async createAndOpenDrawing(e,A,t,n){const i=await this.createDrawing(e,t,n);return this.openDrawing(i,A,!0),i.path}async setMarkdownView(e){const A=e.view.getState();await e.setViewState({type:"excalidraw",state:{file:null}}),await e.setViewState({type:"markdown",state:A,popstate:!0},{focus:!0})}async setExcalidrawView(e){await e.setViewState({type:"excalidraw",state:e.view.getState(),popstate:!0})}isExcalidrawFile(e){if(!e)return!1;if("excalidraw"===e.extension)return!0;const A=e?this.app.metadataCache.getFileCache(e):null;return!!(null==A?void 0:A.frontmatter)&&!!A.frontmatter[FRONTMATTER_KEY]}async exportLibrary(){this.app.isMobile?new Prompt(this.app,"Please provide a filename","my-library","filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidrawlib`;const A=obsidian.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.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;
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