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bdee47d97b8bae09c38fed90704d8b1db8483a49
bramses-highly-opinionated-…/.obsidian/plugins/obsidian-excalidraw-plugin/main.js
Bram Adams bdee47d97b vault backup: 2022-12-17 18:35:08
2022-12-17 18:35:08 -06:00

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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="1.8.6";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 obsidian_module__namespace=_interopNamespace(obsidian_module),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("&#91;","["))}const 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A=e.x+e.width/2,t=e.y+e.height/2,[n,i]=rotate$1(e.x,e.y,A,t,e.angle),[a,r]=rotate$1(e.x+e.width,e.y+e.height,A,t,e.angle);return[n<a?n:a,i<r?i:r,Math.abs(n-a),Math.abs(i-r)]},viewportCoordsToSceneCoords=({clientX:e,clientY:A},{zoom:t,offsetLeft:n,offsetTop:i,scrollX:a,scrollY:r})=>{const s=1/t.value;return{x:(e-n)*s-a,y:(A-i)*s-r}},getDataURL=async(e,A)=>new Promise(((t,n)=>{const i=new FileReader;i.onload=()=>{const e=i.result;t(e)},i.onerror=e=>n(e),i.readAsDataURL(new Blob([new Uint8Array(e)],{type:A}))})),getFontDataURL=async(e,A,t,n)=>{let i="",a="",r="";const s=e.metadataCache.getFirstLinkpathDest(A,t);if(s){const A=await e.vault.readBinary(s),t=s.extension.startsWith("woff")?"application/font-woff":"font/truetype";a=null!=n?n:s.basename,r=await getDataURL(A,t),i=` @font-face {font-family: "${a}";src: url("${r}") format("${"ttf"===s.extension?"truetype":s.extension}");}`;const 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t=!1;if(!A||!e)return{dirty:t,scene:e};for(const n of A){const[A,i]=[n.size.width,n.size.height],a=n.size.width/n.size.height;e.elements.filter((e=>"image"===e.type&&e.fileId===n.id)).forEach((e=>{const[r,s]=[e.width,e.height];if(n.shouldScale){if(a!=r/s){t=!0;const n=Math.sqrt(r*s*i/A),a=Math.sqrt(r*s*A/i);e.height=n,e.width=a,e.y+=(s-n)/2,e.x+=(r-a)/2}}else r===A&&s===i||(t=!0,e.height=i,e.width=A,e.y+=(s-i)/2,e.x+=(r-A)/2)}))}return{dirty:t,scene:e}},setDocLeftHandedMode=(e,A)=>{const t=A.createElement("style");t.id="excalidraw-left-handed",t.textContent=".excalidraw .App-bottom-bar{justify-content:flex-end;}";const n=A.getElementById(t.id);n&&A.head.removeChild(n),e&&A.head.appendChild(t)},setLeftHandedMode=e=>{const A=new Set;app.workspace.iterateAllLeaves((t=>{const n=app.isMobile?document:t.view.containerEl.ownerDocument;n&&(A.has(n)||(A.add(n),setDocLeftHandedMode(e,n)))}))},getLinkParts=(e,A)=>{var t;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=`${splitFolderAndFilename(A).folderpath}/`;n=obsidian_module.normalizePath(e+n.substring(2))}return n&&"/"!==n||(n=""),await checkAndCreateFolder(n),{folder:n,filepath:obsidian_module.normalizePath(""===n?t:`${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 available.<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 its name is Template.md, the setting would be: Excalidraw/Template.md (or just Excalidraw/Template - you may omit the .md file extension). If you are using Excalidraw in compatibility mode, then your template must be a legacy Excalidraw file as well such as Excalidraw/Template.excalidraw.",SCRIPT_FOLDER_NAME:"Excalidraw Automate script folder (CASE SeNSitiVE!)",SCRIPT_FOLDER_DESC:"The files you place in this folder will be treated as Excalidraw Automate scripts. You can access your scripts from Excalidraw via the Obsidian Command Palette. Assign hotkeys to your favorite scripts just like to any other Obsidian command. The folder may not be the root folder of your Vault. ",SAVING_HEAD:"Saving",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_INTERVAL_DESKTOP_NAME:"Interval for autosave on Desktop",AUTOSAVE_INTERVAL_DESKTOP_DESC:"The time interval between saves. Autosave will skip if there are no changes in the drawing. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. clicking on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly either by killing the Obsidian process, or clicking to close Obsidian altogether.",AUTOSAVE_INTERVAL_MOBILE_NAME:"Interval for autosave on Mobile",AUTOSAVE_INTERVAL_MOBILE_DESC:"I recommend a more frequent interval for Mobiles. Excalidraw will also save the file when closing a workspace tab or navigating within Obsidian, but away from the active Excalidraw tab (i.e. tapping on the Obsidian ribbon or checking backlinks, etc.). Excalidraw will not be able to save your work when terminating Obsidian directly (i.e. swiping it away). Also note, that when you switch apps on a Mobile device, sometimes Android and iOS closes Obsidian in the background to save system resources. In such a case Excalidraw will not be able to save the latest changes.",FILENAME_HEAD:"Filename",FILENAME_DESC:"<p>Click this link for the <a href='https://momentjs.com/docs/#/displaying/format/'>date and time format reference</a>.</p>",FILENAME_SAMPLE:"Filename for a new drawing is: ",FILENAME_EMBED_SAMPLE:"Filename for a new embedded drawing is: ",FILENAME_PREFIX_NAME:"Filename prefix",FILENAME_PREFIX_DESC:"The first part of the filename",FILENAME_PREFIX_EMBED_NAME:"Filename prefix when embedding a new drawing into a markdown note",FILENAME_PREFIX_EMBED_DESC:"Should the filename of the newly inserted drawing start with the name of the active markdown note when using the command palette action: <code>Create a new drawing and embed into active document</code>?<br><b>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 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_ONOPEN_NAME:"Zoom to fit on file open",ZOOM_TO_FIT_ONOPEN_DESC:"Zoom to fit drawing when the drawing is first opened<br><b>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 manually set/override word wrapping length using the `![[page#^block]]{NUMBER}` format. Normally you will not want to set a default, because if you transclude text inside a sticky note, then Excalidraw will automatically take care of word wrapping. Set this value to `0` if you do not want to set a default. ",PAGE_TRANSCLUSION_CHARCOUNT_NAME:"Page transclusion max char count",PAGE_TRANSCLUSION_CHARCOUNT_DESC:"The maximum number of characters to display from the page when transcluding an entire page with the ![[markdown page]] format.",QUOTE_TRANSCLUSION_REMOVE_NAME:"Quote translusion: remove leading '> ' from each line",QUOTE_TRANSCLUSION_REMOVE_DESC:"Remove the leading '> ' from each line of the transclusion. This will improve readability of quotes in text only transclusions<br><b>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>: Embed 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>![](内部链接)</code> 的形式将文档以文本形式嵌入到绘图中时，该文档在绘图中可显示的最大字符数量。",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>![](Markdown 链接)</code>。",EXPORT_PNG_SCALE_NAME:"导出的 PNG 图像的比例",EXPORT_PNG_SCALE_DESC:"导出的 PNG 图像的大小比例",EXPORT_BACKGROUND_NAME:"导出的图像包含背景",EXPORT_BACKGROUND_DESC:"如果关闭，将导出透明背景的图像。",EXPORT_PADDING_NAME:"导出的图像的空白边距",EXPORT_PADDING_DESC:"导出的 SVG/PNG 图像四周的空白边距（单位：像素）。<br>增加该值，可以避免在导出图像时，靠近图像边缘的图形被裁掉。<br>您可为某个绘图单独设置此项，方法是在其 frontmatter 中添加形如 <code>excalidraw-export-padding: 5<code> 的键值对。",EXPORT_THEME_NAME:"导出的图像包含主题",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_module.moment.locale()];function t$d(e){return locale||errorlog({where:"helpers.t",message:"Error: Excalidraw locale not found",locale:obsidian_module.moment.locale()}),locale&&locale[e]||en[e]}var html2canvas$1={exports:{}};
/*!
* html2canvas 1.4.0 <https://html2canvas.hertzen.com>
* Copyright (c) 2022 Niklas von Hertzen <https://hertzen.com>
* Released under MIT License
*/html2canvas$1.exports=function(){
/*! *****************************************************************************
Copyright (c) Microsoft Corporation.
Permission to use, copy, modify, and/or distribute this software for any
purpose with or without fee is hereby granted.
THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHOR DISCLAIMS ALL WARRANTIES WITH
REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED WARRANTIES OF MERCHANTABILITY
AND FITNESS. IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY SPECIAL, DIRECT,
INDIRECT, OR CONSEQUENTIAL DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM
LOSS OF USE, DATA OR PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR
OTHER TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR
PERFORMANCE OF THIS SOFTWARE.
***************************************************************************** */
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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(),Te;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 Ue;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 A;this.reconsumeToken(t),A.values.push(this.consumeComponentValue()),t=this.consumeToken()}},e.prototype.consumeFunction=function(e){for(var A={name:e.value,values:[],type:18};;){var t=this.consumeToken();if(32===t.type||3===t.type)return A;this.reconsumeToken(t),A.values.push(this.consumeComponentValue())}},e.prototype.consumeToken=function(){var e=this._tokens.shift();return void 0===e?Le:e},e.prototype.reconsumeToken=function(e){this._tokens.unshift(e)},e}(),De=function(e){return 15===e.type},He=function(e){return 17===e.type},Re=function(e){return 20===e.type},Pe=function(e){return 0===e.type},Ve=function(e,A){return Re(e)&&e.value===A},Ke=function(e){return 31!==e.type},Ge=function(e){return 31!==e.type&&4!==e.type},We=function(e){var A=[],t=[];return e.forEach((function(e){if(4===e.type){if(0===t.length)throw new Error("Error parsing function args, zero tokens for arg");return A.push(t),void(t=[])}31!==e.type&&t.push(e)})),t.length&&A.push(t),A},ze=function(e,A){return 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Qa(t.left+t.width-(C+x),t.top+t.height-(v+Q)),this.bottomLeftContentBox=u>0||g>0?ka(t.left+y+T,t.top+E,Math.max(0,u-(y+T)),g-(v+Q),ta.BOTTOM_LEFT):new Qa(t.left+y+T,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},Da=function(e){this.opacity=e,this.type=2,this.target=6},Ha=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 Da(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!Ha(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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Ua(e)?i.push(e.subdivide(.5,!1)):i.push(e),Ua(t)?i.push(t.subdivide(.5,!0)):i.push(t),Ua(n)?i.push(n.subdivide(.5,!0).reverse()):i.push(n),Ua(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)),Ha(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=De(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=Ua(e)?e.start:e;0===t?A.ctx.moveTo(n.x,n.y):A.ctx.lineTo(n.x,n.y),Ua(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,T,S,U,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),T=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=T[0],U=T[1],S>0&&U>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!==U?(k=e.bounds.left+.5*e.bounds.width,M=e.bounds.top+.5*e.bounds.height,O=1/(L=U/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()),Ua(s[0])?(o=s[0].start.x,l=s[0].start.y):(o=s[0].x,l=s[0].y),Ua(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&&(Ua(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()),Ua(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,T,S,U,I,k,M,L,O,N,D,H,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!==(T=A.imageTimeout)&&void 0!==T?T:15e3,proxy:A.proxy,useCORS:null!==(S=A.useCORS)&&void 0!==S&&S},l=t({logging:null===(U=A.logging)||void 0===U||U,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=Ui(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!==(H=null!==(D=A.scale)&&void 0!==D?D:a.devicePixelRatio)&&void 0!==H?H: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_module.Notice("Unknown error loading LaTeX. Using fallback solution. Try closing and reopening this drawing."):new obsidian_module.Notice("LaTeX support did not load. Using fallback solution. Try checking your network connection."),await mathjaxImage2html(e)}}}}async function mathjaxSVG(e,A){const t=A.mathjax.tex2svg(e,{display:!0,scale:4}).querySelector("svg");if(t){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_module.Notice(`Excalidraw Warning: could not find image file: ${A}`,5e3)):new obsidian_module.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_module.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>${d}</style></defs>`:""}</svg>`,E=createDiv();E.setAttribute("xmlns","http://www.w3.org/1999/xhtml"),E.setAttribute("class","excalidraw-md-host"),""!==h&&(E.style.fontFamily=h),E.style.overflow="auto",E.style.display="block",E.style.color=u&&""!==u?u:"initial",await obsidian_module.MarkdownRenderer.renderMarkdown(l,E,A.path,e),E.querySelectorAll(":scope > *[class^='frontmatter']").forEach((e=>E.removeChild(e)));const b=Array.from(E.querySelectorAll("span[class='internal-embed']"));for(let t=0;t<b.length;t++){const n=b[t],i=n.getAttribute("src");if(!i)continue;const a=n.getAttribute("width"),r=n.getAttribute("height"),s=new EmbeddedFile(e,A.path,i);if(!s.file)continue;const o=await this.getObsidianImage(s,1),l=createEl("img");a&&l.setAttribute("width",a),r&&l.setAttribute("height",r),l.src=o.dataURL,n.replaceWith(l)}const C=document.body.createDiv();C.style.display="none";const v=C.createEl("iframe").contentWindow.document;if(g){const e=v.createElement("style");e.type="text/css",e.innerHTML=g,v.head.appendChild(e)}const y=v.importNode(E,!0);v.body.appendChild(y);const F=createDiv();F.setAttribute("class","excalidraw-md-footer"),v.body.appendChild(F),v.body.querySelectorAll("*").forEach((e=>{const A=e.style,t=window.getComputedStyle(e);let n="";for(const e in A)A.hasOwnProperty(e)&&(n+=`${e}: ${t[e]};`);e.setAttribute("style",n)}));const x=(new XMLSerializer).serializeToString(y),Q=(new XMLSerializer).serializeToString(F);document.body.removeChild(C);const T=new DOMParser,S=T.parseFromString(B(x,Q),"image/svg+xml").firstElementChild,U=createDiv();U.appendChild(S),document.body.appendChild(U);const I=S.querySelector(".excalidraw-md-footer").scrollHeight,k=S.querySelector(".excalidraw-md-host").scrollHeight+I,M=k<=t.height?k:t.height;document.body.removeChild(U),m=` width="${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=T.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_module.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,i){if(n||A!=e.text){const n=_measureText(A,e.fontSize,e.fontFamily);e.text=A,e.originalText=t,e.containerId&&"arrow"!==i||(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,null==a?void 0:a.type)}}async getText(e){const A=this.textElements.get(e);return A?this.textMode===TextMode.parsed?(A.parsed||this.textElements.set(e,{raw:A.raw,parsed:(await this.parse(A.raw)).parsed,wrapAt:A.wrapAt}),A.parsed):A.raw:null}findNewElementLinksInScene(){var e;let A=!1;const t=null===(e=this.scene.elements)||void 0===e?void 0:e.filter((e=>"text"!==e.type&&e.link&&e.link.startsWith("[[")&&!this.elementLinks.has(e.id)));if(0===t.length)return A;let n,i=JSON.stringify(this.scene);for(const e of t)n=e.id,e.id.length>8&&(A=!0,n=nanoid(),i=i.replaceAll(e.id,n)),this.elementLinks.set(n,e.link);return this.scene=JSON.parse(i),A}findNewTextElementsInScene(e={}){var A;this.selectedElementIds=e;const t=null===(A=this.scene.elements)||void 0===A?void 0:A.filter((e=>"text"===e.type));let 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="view-mobile"===this.plugin.settings.defaultMode?this.plugin.device.isPhone?"view":"normal":this.plugin.settings.defaultMode;switch((null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-default-mode"]&&(A=e.frontmatter["excalidraw-default-mode"]),A){case"zen":return{viewModeEnabled:!1,zenModeEnabled:!0};case"view":return{viewModeEnabled:!0,zenModeEnabled:!1};default:return{viewModeEnabled:!1,zenModeEnabled:!1}}}getLinkOpacity(){const e=this.app.metadataCache.getFileCache(this.file);let A=this.plugin.settings.linkOpacity;return(null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-linkbutton-opacity"]&&(A=e.frontmatter["excalidraw-linkbutton-opacity"]),A}getOnLoadScript(){const e=this.app.metadataCache.getFileCache(this.file);return(null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-onload-script"]?e.frontmatter["excalidraw-onload-script"]:null}setLinkPrefix(){const e=this.linkPrefix,A=this.app.metadataCache.getFileCache(this.file);return(null==A?void 0:A.frontmatter)&&null!=A.frontmatter["excalidraw-link-prefix"]?this.linkPrefix=A.frontmatter["excalidraw-link-prefix"]:this.linkPrefix=this.plugin.settings.linkPrefix,e!=this.linkPrefix}setUrlPrefix(){const e=this.urlPrefix,A=this.app.metadataCache.getFileCache(this.file);return(null==A?void 0:A.frontmatter)&&null!=A.frontmatter["excalidraw-url-prefix"]?this.urlPrefix=A.frontmatter["excalidraw-url-prefix"]:this.urlPrefix=this.plugin.settings.urlPrefix,e!=this.urlPrefix}setAutoexportPreferences(){const e=this.app.metadataCache.getFileCache(this.file);if((null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-autoexport"])switch(e.frontmatter["excalidraw-autoexport"].toLowerCase()){case"none":this.autoexportPreference=AutoexportPreference.none;break;case"both":this.autoexportPreference=AutoexportPreference.both;break;case"png":this.autoexportPreference=AutoexportPreference.png;break;case"svg":this.autoexportPreference=AutoexportPreference.svg;break;default:this.autoexportPreference=AutoexportPreference.inherit}else this.autoexportPreference=AutoexportPreference.inherit}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_module.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_module.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_module.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_module.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_module.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_module.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_module.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_module.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_module.Notice("Unknown error. It seems as if your drawing was closed or the drawing file is missing"),!1):(new obsidian_module.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$1(200),this.openFile(e),this.close()},e.createEl("button",{text:"Never Mind"}).onclick=()=>{this.close()}}))}}class ScriptEngine{constructor(e){this.plugin=e,this.scriptIconMap={},this.loadScripts(),this.registerEventHandlers()}registerEventHandlers(){const e=e=>{if(!e.endsWith(".svg"))return;const A=app.vault.getAbstractFileByPath(getIMGFilename(e,"md"));A&&A instanceof obsidian_module.TFile&&(this.unloadScript(this.getScriptName(A),A.path),this.loadScript(A))};this.plugin.registerEvent(app.vault.on("delete",(async A=>{A instanceof obsidian_module.TFile&&A.path.startsWith(this.scriptPath)&&(this.unloadScript(this.getScriptName(A),A.path),e(A.path))}))),this.plugin.registerEvent(app.vault.on("create",(async A=>{A instanceof obsidian_module.TFile&&A.path.startsWith(this.scriptPath)&&(this.loadScript(A),e(A.path))}))),this.plugin.registerEvent(app.vault.on("rename",(async(A,t)=>{if(!(A instanceof obsidian_module.TFile))return;const n=t.startsWith(this.scriptPath),i=A.path.startsWith(this.scriptPath);n&&(this.unloadScript(this.getScriptName(t),t),e(t)),i&&(this.loadScript(A),e(A.path))})))}updateScriptPath(){this.scriptPath!==this.plugin.settings.scriptFolderPath&&(this.scriptPath&&this.unloadScripts(),this.loadScripts())}getListofScripts(){if(this.scriptPath=this.plugin.settings.scriptFolderPath,app.vault.getAbstractFileByPath(this.scriptPath))return app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)&&"md"===e.extension));this.scriptPath=null}loadScripts(){var e;null===(e=this.getListofScripts())||void 0===e||e.forEach((e=>this.loadScript(e)))}getScriptName(e){let A="",t="";e instanceof obsidian_module.TFile?(A=e.basename,t=e.path):(A=splitFolderAndFilename(e).basename,t=e);const n=t.split(`${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_module.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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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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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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w=i*i,m=a*a,f=w*m-w*l*l-m*r*r,B=w*l*l+m*r*r,E=(s===o?-1:1)*Math.sqrt(Math.abs(f/B));g=E*i*l/a+(e+t)/2,p=E*-a*r/i+(A+n)/2,h=Math.asin(parseFloat(((A-p)/a).toFixed(9))),u=Math.asin(parseFloat(((n-p)/a).toFixed(9))),e<g&&(h=Math.PI-h),t<g&&(u=Math.PI-u),h<0&&(h=2*Math.PI+h),u<0&&(u=2*Math.PI+u),o&&h>u&&(h-=2*Math.PI),!o&&u>h&&(u-=2*Math.PI)}let w=u-h;if(Math.abs(w)>120*Math.PI/180){const e=u,A=t,s=n;u=o&&u>h?h+120*Math.PI/180*1:h+120*Math.PI/180*-1,d=arcToCubicCurves(t=g+i*Math.cos(u),n=p+a*Math.sin(u),A,s,i,a,r,0,o,[u,e,g,p])}w=u-h;const m=Math.cos(h),f=Math.sin(h),B=Math.cos(u),E=Math.sin(u),b=Math.tan(w/4),C=4/3*i*b,v=4/3*a*b,y=[e,A],F=[e+C*f,A-v*m],x=[t+C*E,n-v*B],Q=[t,n];if(F[0]=2*y[0]-F[0],F[1]=2*y[1]-F[1],l)return[F,x,Q].concat(d);{d=[F,x,Q].concat(d);const e=[];for(let A=0;A<d.length;A+=3){const t=rotate(d[A][0],d[A][1],c),n=rotate(d[A+1][0],d[A+1][1],c),i=rotate(d[A+2][0],d[A+2][1],c);e.push([t[0],t[1],n[0],n[1],i[0],i[1]])}return e}}function pointsOnPath(e,A,t){const 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 presAttrs=(e,A)=>Object.assign(Object.assign(Object.assign({},getGroupAttrs(A)),presAttrsToElementValues(e)),filterAttrsToElementValues(e)),skippedUseAttrs=["id"],allwaysPassedUseAttrs=["x","y","width","height","href","xlink:href"],getDefElWithCorrectAttrs=(e,A)=>[...A.attributes].reduce(((t,n)=>(skippedUseAttrs.includes(n.value)||e.hasAttribute(n.name)&&!allwaysPassedUseAttrs.includes(n.name)||t.setAttribute(n.name,A.getAttribute(n.name)||""),t)),e.cloneNode()),walkers={svg:e=>{walk(e,e.tw.nextNode())},g:e=>{const A=Object.assign(Object.assign({},e),{tw:createTreeWalker(e.tw.currentNode),groups:[...e.groups,new Group(e.tw.currentNode)]});walk(A,A.tw.nextNode()),walk(e,e.tw.nextSibling())},use:e=>{const{root:A,tw:t,scene:n}=e,i=t.currentNode,a=i.getAttribute("href")||i.getAttribute("xlink:href");if(!a)throw new Error("unable to get id of use element");const r=A.querySelector(a);if(!r)throw new Error(`unable to find def element with id: ${a}`);const s=new 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l=s.elements.pop();l&&n.elements.push(l),walk(e,e.tw.nextNode())},circle:e=>{const{tw:A,scene:t,groups:n}=e,i=A.currentNode,a=getNum(i,"r",0),r=2*a,s=getNum(i,"x",0)+getNum(i,"cx",0)-a,o=getNum(i,"y",0)+getNum(i,"cy",0)-a,l=getTransformMatrix(i,n),c=fromValues$1(r,0,0,0,0,r,0,0,0,0,1,0,s,o,0,1),d=multiply(create$1(),l,c),h=Object.assign(Object.assign(Object.assign({},createExEllipse()),presAttrs(i,n)),{x:d[12],y:d[13],width:d[0],height:d[5],groupIds:n.map((e=>e.id))});t.elements.push(h),walk(e,A.nextNode())},ellipse:e=>{const{tw:A,scene:t,groups:n}=e,i=A.currentNode,a=getNum(i,"rx",0),r=getNum(i,"ry",0),s=getNum(i,"cx",0),o=getNum(i,"cy",0),l=getNum(i,"x",0)+s-a,c=getNum(i,"y",0)+o-r,d=2*a,h=2*r,u=getTransformMatrix(i,n),g=fromValues$1(d,0,0,0,0,h,0,0,0,0,1,0,l,c,0,1),p=multiply(create$1(),u,g),w=Object.assign(Object.assign(Object.assign({},createExEllipse()),presAttrs(i,n)),{x:p[12],y:p[13],width:p[0],height:p[5],groupIds:n.map((e=>e.id))});t.elements.push(w),walk(e,A.nextNode())},line:e=>{walk(e,e.tw.nextNode())},polygon:e=>{const{tw:A,scene:t,groups:n}=e,i=A.currentNode,a=transformPoints(pointsAttrToPoints(i),getTransformMatrix(i,n)),r=a[0][0],s=a[0][1],o=a.map((([e,A])=>[e-r,A-s])),[l,c]=dimensionsFromPoints(o),d=Object.assign(Object.assign(Object.assign(Object.assign({},createExLine()),getGroupAttrs(n)),presAttrsToElementValues(i)),{points:o.concat([[0,0]]),x:r,y:s,width:l,height:c});t.elements.push(d),walk(e,e.tw.nextNode())},polyline:e=>{const{tw:A,scene:t,groups:n}=e,i=A.currentNode,a=getTransformMatrix(i,n),r=transformPoints(pointsAttrToPoints(i),a),s=r[0][0],o=r[0][1],l=r.map((([e,A])=>[e-s,A-o])),[c,d]=dimensionsFromPoints(l),h=has(i,"fill"),u=get(i,"fill"),g=!h||h&&"none"!==u,p=Object.assign(Object.assign(Object.assign(Object.assign({},createExLine()),getGroupAttrs(n)),presAttrsToElementValues(i)),{points:l.concat(g?[[0,0]]:[]),x:s,y:o,width:c,height:d});t.elements.push(p),walk(e,e.tw.nextNode())},rect:e=>{const{tw:A,scene:t,groups:n}=e,i=A.currentNode,a=getNum(i,"x",0),r=getNum(i,"y",0),s=getNum(i,"width",0),o=getNum(i,"height",0),l=getTransformMatrix(i,n),c=fromValues$1(s,0,0,0,0,o,0,0,0,0,1,0,a,r,0,1),d=multiply(create$1(),l,c),h=i.hasAttribute("rx")||i.hasAttribute("ry"),u=Object.assign(Object.assign(Object.assign({},createExRect()),presAttrs(i,n)),{x:d[12],y:d[13],width:d[0],height:d[5],roundness:h?{type:ROUNDNESS.LEGACY}:null});t.elements.push(u),walk(e,e.tw.nextNode())},path:e=>{const{tw:A,scene:t,groups:n}=e,i=A.currentNode,a=getTransformMatrix(i,n),r=pointsOnPath(get(i,"d")),s=get(i,"fill","black"),o=get(i,"fill-rule","nonzero");let l=[],c=randomId();switch(o){case"nonzero":let e="clockwise";l=r.map(((A,t)=>{const r=transformPoints(A,clone(a)),o=r[0][0],l=r[0][1],[d,h]=dimensionsFromPoints(r),u=r.map((([e,A])=>[e-o,A-l])),g=getWindingOrder(u);0===t&&(e=g,c=randomId());let p=s;return e!==g&&(p="#FFFFFF"),Object.assign(Object.assign(Object.assign(Object.assign({},createExDraw()),{strokeWidth:0,strokeColor:"#00000000"}),presAttrs(i,n)),{points:u,backgroundColor:p,width:d,height:h,x:o+getNum(i,"x",0),y:l+getNum(i,"y",0),groupIds:[c]})}));break;case"evenodd":l=r.map(((e,A)=>{const t=transformPoints(e,clone(a)),r=t[0][0],s=t[0][1],[o,l]=dimensionsFromPoints(t),d=t.map((([e,A])=>[e-r,A-s]));return 0===A&&(c=randomId()),Object.assign(Object.assign(Object.assign({},createExDraw()),presAttrs(i,n)),{points:d,width:o,height:l,x:r+getNum(i,"x",0),y:s+getNum(i,"y",0)})}))}t.elements=t.elements.concat(l),walk(e,A.nextNode())}};function walk(e,A){if(!A)return;const t=A.nodeName;walkers[t]&&walkers[t](e)}const svgToExcalidraw=e=>{const A=(new DOMParser).parseFromString(e,"image/svg+xml"),t=A.querySelectorAll("parsererror"),n=t.length>0;let i=null;if(n)console.error("There were errors while parsing the given SVG: ",[...t].map((e=>e.innerHTML)));else{const e=createTreeWalker(A),t=new ExcalidrawScene;walk({tw:e,scene:t,groups:[],root:A},e.nextNode()),i=t.elements}return{hasErrors:n,errors:n?t:null,content:i}};B([r$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}get obsidian(){return obsidian_module__namespace}getAPI(e){return new ExcalidrawAutomate(this.plugin,e)}setFillStyle(e){switch(e){case 0:return this.style.fillStyle="hachure","hachure";case 1:return this.style.fillStyle="cross-hatch","cross-hatch";default:return this.style.fillStyle="solid","solid"}}setStrokeStyle(e){switch(e){case 0:return this.style.strokeStyle="solid","solid";case 1:return this.style.strokeStyle="dashed","dashed";default:return this.style.strokeStyle="dotted","dotted"}}setStrokeSharpness(e){return 0===e?(this.style.roundness={type:ROUNDNESS.LEGACY},"round"):(this.style.roundness=null,"sharp")}setFontFamily(e){switch(e){case 1:return this.style.fontFamily=4,getFontFamily(4);case 2:return this.style.fontFamily=2,getFontFamily(2);case 3:return this.style.fontFamily=3,getFontFamily(3);default:return this.style.fontFamily=1,getFontFamily(1)}}setTheme(e){return 0===e?(this.canvas.theme="light","light"):(this.canvas.theme="dark","dark")}addToGroup(e){const A=nanoid();return e.forEach((e=>{var t,n;null===(n=null===(t=this.elementsDict[e])||void 0===t?void 0:t.groupIds)||void 0===n||n.push(A)})),A}async toClipboard(e){const A=e?await getTemplate(this.plugin,e,!1,new EmbeddedFilesLoader(this.plugin),0):null;let t=A?A.elements:[];t=t.concat(this.getElements()),navigator.clipboard.writeText(JSON.stringify({type:"excalidraw/clipboard",elements:t}))}getElements(){const e=[],A=Object.keys(this.elementsDict);for(let t=0;t<A.length;t++)e.push(this.elementsDict[A[t]]);return e}getElement(e){return this.elementsDict[e]}async create(e){var A,t,n,i,a,r,s,o,l,c,d,h,u,g,p,w,m,f,B,E,b,C,v,y,F,x,Q,T,S,U,I,k,M,L,O,N,D,H,R;const P=(null==e?void 0:e.templatePath)?await getTemplate(this.plugin,e.templatePath,!0,new EmbeddedFilesLoader(this.plugin),0):null;let V,K=P?P.elements:[];if(K=K.concat(this.getElements()),null==e?void 0:e.frontmatterKeys){Object.keys(e.frontmatterKeys).includes("excalidraw-plugin")||(e.frontmatterKeys["excalidraw-plugin"]="parsed"),V="---\n\n";for(const A of Object.keys(e.frontmatterKeys))V+=`${A}: ${""===e.frontmatterKeys[A]?'""':e.frontmatterKeys[A]}\n`;V+="\n---\n"}else V=(null==P?void 0:P.frontmatter)?P.frontmatter:FRONTMATTER;const G={type:"excalidraw",version:2,source:"https://excalidraw.com",elements:K,appState:{theme:null!==(t=null===(A=null==P?void 0:P.appState)||void 0===A?void 0:A.theme)&&void 0!==t?t:this.canvas.theme,viewBackgroundColor:null!==(i=null===(n=null==P?void 0:P.appState)||void 0===n?void 0:n.viewBackgroundColor)&&void 0!==i?i:this.canvas.viewBackgroundColor,currentItemStrokeColor:null!==(r=null===(a=null==P?void 0:P.appState)||void 0===a?void 0:a.currentItemStrokeColor)&&void 0!==r?r:this.style.strokeColor,currentItemBackgroundColor:null!==(o=null===(s=null==P?void 0:P.appState)||void 0===s?void 0:s.currentItemBackgroundColor)&&void 0!==o?o:this.style.backgroundColor,currentItemFillStyle:null!==(c=null===(l=null==P?void 0:P.appState)||void 0===l?void 0:l.currentItemFillStyle)&&void 0!==c?c:this.style.fillStyle,currentItemStrokeWidth:null!==(h=null===(d=null==P?void 0:P.appState)||void 0===d?void 0:d.currentItemStrokeWidth)&&void 0!==h?h:this.style.strokeWidth,currentItemStrokeStyle:null!==(g=null===(u=null==P?void 0:P.appState)||void 0===u?void 0:u.currentItemStrokeStyle)&&void 0!==g?g:this.style.strokeStyle,currentItemRoughness:null!==(w=null===(p=null==P?void 0:P.appState)||void 0===p?void 0:p.currentItemRoughness)&&void 0!==w?w:this.style.roughness,currentItemOpacity:null!==(f=null===(m=null==P?void 0:P.appState)||void 0===m?void 0:m.currentItemOpacity)&&void 0!==f?f:this.style.opacity,currentItemFontFamily:null!==(E=null===(B=null==P?void 0:P.appState)||void 0===B?void 0:B.currentItemFontFamily)&&void 0!==E?E:this.style.fontFamily,currentItemFontSize:null!==(C=null===(b=null==P?void 0:P.appState)||void 0===b?void 0:b.currentItemFontSize)&&void 0!==C?C:this.style.fontSize,currentItemTextAlign:null!==(y=null===(v=null==P?void 0:P.appState)||void 0===v?void 0:v.currentItemTextAlign)&&void 0!==y?y:this.style.textAlign,currentItemStartArrowhead:null!==(x=null===(F=null==P?void 0:P.appState)||void 0===F?void 0:F.currentItemStartArrowhead)&&void 0!==x?x:this.style.startArrowHead,currentItemEndArrowhead:null!==(T=null===(Q=null==P?void 0:P.appState)||void 0===Q?void 0:Q.currentItemEndArrowhead)&&void 0!==T?T:this.style.endArrowHead,currentItemRoundness:(null!==(L=null!==(k=null!==(U=null===(S=null==P?void 0:P.appState)||void 0===S?void 0:S.currentItemLinearStrokeSharpness)&&void 0!==U?U:null===(I=null==P?void 0:P.appState)||void 0===I?void 0:I.currentItemStrokeSharpness)&&void 0!==k?k:null===(M=null==P?void 0:P.appState)||void 0===M?void 0:M.currentItemRoundness)&&void 0!==L?L:this.style.roundness)?"round":"sharp",gridSize:null!==(N=null===(O=null==P?void 0:P.appState)||void 0===O?void 0:O.gridSize)&&void 0!==N?N:this.canvas.gridSize,colorPalette:null!==(H=null===(D=null==P?void 0:P.appState)||void 0===D?void 0:D.colorPalette)&&void 0!==H?H:this.colorPalette},files:null!==(R=null==P?void 0:P.files)&&void 0!==R?R:{}};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(G,null,"\t"):V+(()=>{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(G,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,roundness:this.style.strokeSharpness?"round"===this.style.strokeSharpness?{type:ROUNDNESS.LEGACY}:null:this.style.roundness,seed:Math.floor(1e5*Math.random()),version:1,versionNonce:Math.floor(1e9*Math.random()),updated:Date.now(),isDeleted:!1,groupIds:[],boundElements:[],link: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,roundness:null,fontFamily:1,fontSize:20,textAlign:"left",verticalAlign:"top",startArrowHead:null,endArrowHead:"arrow"},this.canvas={theme:"light",viewBackgroundColor:"#FFFFFF",gridSize:0}}isExcalidrawFile(e){return this.plugin.isExcalidrawFile(e)}setView(e){if(!e){const e=app.workspace.getActiveViewOfType(ExcalidrawView);if(e instanceof ExcalidrawView)this.targetView=e;else{const e=app.workspace.getLeavesOfType("excalidraw");if(!e||0==e.length)return;this.targetView=e[0].view}}if("active"==e){const e=app.workspace.getActiveViewOfType(ExcalidrawView);if(!(e instanceof ExcalidrawView))return;this.targetView=e}if("first"==e){const e=app.workspace.getLeavesOfType("excalidraw");if(!e||0==e.length)return;this.targetView=e[0].view}return e instanceof ExcalidrawView&&(this.targetView=e),this.targetView}getExcalidrawAPI(){var e;return this.targetView&&(null===(e=this.targetView)||void 0===e?void 0:e._loaded)?this.targetView.excalidrawAPI:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getViewElements(){var e;if(!this.targetView||!(null===(e=this.targetView)||void 0===e?void 0:e._loaded))return errorMessage("targetView not set","getViewElements()"),[];const A=this.targetView.excalidrawAPI;return A?A.getSceneElements():[]}deleteViewElements(e){var A,t,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)}))}setViewModeEnabled(e){var A,t,n;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return void errorMessage("targetView not set","viewToggleFullScreen()");const i=this.targetView;i.updateScene({appState:{viewModeEnabled:e}}),null===(n=null===(t=i.toolsPanelRef)||void 0===t?void 0:t.current)||void 0===n||n.setExcalidrawViewMode(e)}viewUpdateScene(e,A=!1){var t;this.targetView&&(null===(t=this.targetView)||void 0===t?void 0:t._loaded)?this.targetView.updateScene(e,A):errorMessage("targetView not set","viewToggleFullScreen()")}viewZoomToElements(e,A){var t;this.targetView&&(null===(t=this.targetView)||void 0===t?void 0:t._loaded)?this.targetView.zoomToElements(e,A):errorMessage("targetView not set","viewToggleFullScreen()")}viewToggleFullScreen(e=!1){var A,t,n;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return void errorMessage("targetView not set","viewToggleFullScreen()");const i=this.targetView,a=i.isFullscreen();e&&(i.updateScene({appState:{viewModeEnabled:!a},commitToHistory:!1}),null===(n=null===(t=this.targetView.toolsPanelRef)||void 0===t?void 0:t.current)||void 0===n||n.setExcalidrawViewMode(!a)),a?i.exitFullscreen():i.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_module.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$1(e);log("Creates a CM object. Visit https://github.com/lbragile/ColorMaster for documentation.")}importSVG(e){const A=svgToExcalidraw(e);return A.hasErrors?(new obsidian_module.Notice(`There were errors while parsing the given SVG:\n${[...A.errors].map((e=>e.innerHTML))}`),!1):(this.copyViewElementsToEAforEditing(A.content),!0)}}async function initExcalidrawAutomate(e){await initFonts();const A=new ExcalidrawAutomate(e);return window.ExcalidrawAutomate=A,A}function destroyExcalidrawAutomate(){delete window.ExcalidrawAutomate}function normalizeLinePoints(e){const A=[],[t,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_module.normalizePath(s.filepath),l=a.metadataCache.getFirstLinkpathDest(o,"");let c=!1;if(l&&l instanceof obsidian_module.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_module.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_module.request({url:URL$1});if(!e)return new obsidian_module.Notice("Error opening the Excalidraw Script Store page. Please double check that you can access the website. I've logged the link in developer console (press CTRL+SHIFT+i)",5e3),log(URL$1),void this.close();await obsidian_module.MarkdownRenderer.renderMarkdown(e,this.contentEl,"",this.plugin),this.contentEl.querySelectorAll("h1[data-heading],h2[data-heading],h3[data-heading]").forEach((e=>{e.setAttribute("id",e.getAttribute("data-heading"))})),this.contentEl.querySelectorAll("a.internal-link").forEach((e=>{e.removeAttribute("target")}))}catch(e){errorlog({where:"ScriptInstallPrompt.onOpen",error:e}),new obsidian_module.Notice("Could not open ScriptEngine repository"),this.close()}}onClose(){this.contentEl.empty()}}function toVal(e){var A,t,n="";if("string"==typeof e||"number"==typeof e)n+=e;else if("object"==typeof e)if(Array.isArray(e))for(A=0;A<e.length;A++)e[A]&&(t=toVal(e[A]))&&(n&&(n+=" "),n+=t);else for(A in e)e[A]&&(n&&(n+=" "),n+=A);return n}function clsx(){for(var e,A,t=0,n="";t<arguments.length;)(e=arguments[t++])&&(A=toVal(e))&&(n&&(n+=" "),n+=A);return n}class 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161.79-58.33-21.58"}),React__namespace.createElement("path",{fill:"none",stroke:"#410380",strokeWidth:".5",d:"M40.379 235.667c4.83-42.62 9.67-85.25 15.9-140.21m-15.9 140.21c5.84-51.52 11.69-103.03 15.9-140.21m0 0c10.98 41.87 21.96 83.74 42.43 161.79m-42.43-161.79c13.28 50.63 26.56 101.25 42.43 161.79m0 0c-11.8-4.37-23.6-8.74-58.33-21.58m58.33 21.58c-21.73-8.04-43.47-16.08-58.33-21.58m0 0s0 0 0 0m0 0s0 0 0 0"}))))),this.plugin=e,this.toolsRef=A}}class ActionButton extends React__namespace.Component{constructor(e){super(e),this.toastMessageTimeout=0,this.state={visible:!0}}render(){return React__namespace.createElement("button",{style:{},className:"ToolIcon_type_button ToolIcon_size_small ToolIcon_type_button--show ToolIcon",title:this.props.title,onClick:e=>{this.toastMessageTimeout&&(window.clearTimeout(this.toastMessageTimeout),this.toastMessageTimeout=0),this.props.action(e)},onPointerDown:()=>{this.toastMessageTimeout=window.setTimeout((()=>{var e;return 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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',"1.8.6":`\n## New from Excalidraw.com:\n- Better default radius for rectangles [#5553](https://github.com/excalidraw/excalidraw/pull/5553). Existing drawings will look unchanged, this applies only to new rectangles.\n![image|200](https://user-images.githubusercontent.com/5153846/206264345-59fd7436-e87b-4bc9-ade8-9e6f6a6fd8c1.png)\n> [!attention]- ExcalidrawAutomate technical details\n> - ${String.fromCharCode(96)}strokeSharpness${String.fromCharCode(96)} is now deprecated\n> - use roundness instead\n> - ${String.fromCharCode(96)}roundness === null${String.fromCharCode(96)} is legacy ${String.fromCharCode(96)}strokeSharpness = "sharp"${String.fromCharCode(96)}\n> - ${String.fromCharCode(96)}roundness = { type: RoundnessType; value?: number }${String.fromCharCode(96)}\n> - type: 1, LEGACY, type:2 PROPORTIONAL_RADIUS, type:3 ADAPTIVE_RADIUS: 3\n> - value:\n> - Radius represented as % of element's largest side (width/height).\n> DEFAULT_PROPORTIONAL_RADIUS = 0.25;\n> - Fixed radius for the ADAPTIVE_RADIUS algorithm. In pixels.\n> DEFAULT_ADAPTIVE_RADIUS = 32;\n\n## New\n- For Obsidian 1.1.6 and above\n - Improved embedding into Obsidian Canvas\n - Improved embedding into Markdown documents\n- Added setting under ${String.fromCharCode(96)}Display/Default mode when opening Excalidraw${String.fromCharCode(96)} to always open the drawing in view mode on Mobile, but in normal mode on desktop. [#939](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/939)\n\n## Fixed\n- Zoom reset tooltip appears twice [#942](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/942)\n- Hid export library from library menu as it does not work due to Obsidian limitations. Use the command palette export library instead.\n- Arrow with label did not get exported and embedded correctly [#941](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/941)\n![image|200](https://user-images.githubusercontent.com/22638687/207845868-b352ddb1-7994-4f13-a0b2-f2e19bd72935.png)\n`,"1.8.4":'\n## New from Excalidraw.com\n- Labels on Arrows!!! [#5723](https://github.com/excalidraw/excalidraw/pull/5723)\n - To add a label press "Enter" or "Double click" on the arrow\n - Use "Cmd/Ctrl+double click" to enter the line editor\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://user-images.githubusercontent.com/11256141/192515552-6b6ddc06-5de0-4931-abdd-6ac3a804656d.mp4" title="Demo" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- **Changed behavior**: In the Obsidian markdown editor clicking an Excalidraw image will not open the image (to avoid accidentally opening the image on a tablet). To open a drawing for editing in Excalidraw double click or long-tap on it. [#920](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/920)\n\n## Fixed \n- Text stroke color is not honored when pasting a HEX color string to an Excalidraw canvas open in an Obsidian popout window [#921](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/921)\n- The new [multi-line >> multi-element paste behavior](https://github.com/excalidraw/excalidraw/pull/5786) introduced in the previous release did not work as expected in Obsidian. Now it does.\n',"1.8.2":`\nIntroducing the [Excalidraw Slideshow Script](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Slideshow.md) - available in the script store\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/HhRHFhWkmCk" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Obsidian tools panel gets misplaced after switching Obsidian workspace tabs\n\n## New in ExcalidrawAutomate\n- changed ${String.fromCharCode(96)}viewToggleFullScreen(forceViewMode: boolean = false): void${String.fromCharCode(96)}: the function will toggle view mode on when going to full screen and view mode off when terminating full screen.\n- new functions\n${String.fromCharCode(96,96,96)}typescript\nsetViewModeEnabled(enabled: boolean):void;\nviewUpdateScene(\n scene: {\n elements?: ExcalidrawElement[];\n appState?: AppState;\n files?: BinaryFileData;\n commitToHistory?: boolean;\n },\n restore: boolean = false,\n ):void;\nviewZoomToElements(\n selectElements: boolean,\n elements: ExcalidrawElement[]\n ):void;\n${String.fromCharCode(96,96,96)}\n\n`,"1.8.1":`\n## New and fixes from Excalidraw.com\n- New text paste behavior. Pasting multiline text will generate separate text elements unless you hold down the shift button while pasting [#5786](https://github.com/excalidraw/excalidraw/pull/5786)\n- line editor fixes [#5927](https://github.com/excalidraw/excalidraw/pull/5927)\n\n## Fixed\n- The Command Palette "Insert link" action now inserts the new link at the top drawing layer, not at the bottom.\n- Updated, hopefully, better organized, Plugin Readme.\n\n## New\n- Second attempt at moving to React 18. This upgrade is required to maintain alignment with the core Excalidraw product and to continue to benefit from Excalidraw.com enhancements.\n- Added options to Plugin Settings\n - to disable autozoom when loading a drawing for the first time [#907](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/907)\n - to modify autosave interval. You can now set an autosave interval for desktop and for mobile [#888](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/888)\n\n## New in ExcalidrawAutomate\n- Published the obsidian_module on the ExcalidrawAutomate object. ${String.fromCharCode(96)}ExcalidrawAutomate.obsidian${String.fromCharCode(96)}. Publishing this object will give script developers increased flexibility and control over script automation.\n`,"1.8.0":'\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/7gu4ETx7zro" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## New\n- Optical Character Recognition (OCR). Introducing the MVP (minimum viable product) release of the integration of [Taskbone](https://taskbone.com) OCR into Excalidraw. See the new scan button on the Obsidian tools panel.\n- New and improved full-screen mode\n - Activate using the Obsidian tools panel, the Obsidian Command Palette, or the Alt+F11 shortcut\n - The ESC key no longer closes full-screen\n - Full-screen mode works properly on iOS as well\n- Improved Icon visibility on the Obsidian tools panel\n- Added 3 additional buttons to the tools panel\n - Force save\n - Open link (useful on Mobile devices). In the case of LaTeX equations, the button opens the equation properties.\n - Open the link in a new pane. In the case of embedded markdown documents, the button opens the embed properties.\n\n## Fixed\n- The [deconstruct selected elements into a new drawing](https://github.com/zsviczian/obsidian-excalidraw-plugin/blob/master/ea-scripts/Deconstruct%20selected%20elements%20into%20new%20drawing.md) script now also correctly decomposes transcluded text elements.\n',"1.7.30":"\nFix:\n- Forcing the embedded image to always scale to 100% (a feature introduced in [1.7.26](https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.7.26)) scaled the embedded excalidraw drawings incorrectly on devices with a pixel ratio of 2 or 3 (e.g. iPads). This is now fixed, however, this fix might retrospectively impact drawings that use this feature. Sorry for that.\n","1.7.29":"\n- This is a big update that accommodates the **UI redesign** on Excalidraw.com [#5780](https://github.com/excalidraw/excalidraw/pull/5780). The change on the surface may seem superficial, however, I had to tweak a number of things to make it work in Obsidian. I hope I found everything that broke and fixed it, if not, I'll try to fix it quickly...\n- This update also comes with changes under the hood that **fix issues with Excalidraw Automate** - paving the way for further scripts, plus some smaller bug fixes.\n- I **reworked text wrapping**. In some cases, text wrapping in SVG exports looked different compared to how the text looked in Excalidraw. This should now be fixed.\n- If you are using the **Experimental Dynamic Styling** of the Excalidraw Toolbar, then I recommend updating your styling script following base on [this](https://gist.github.com/zsviczian/c7223c5b4af30d5c88a0cae05300305c)\n","1.7.27":'## New\n- Import SVG drawing as an Excalidraw object. [#679](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/679)\n\n<div class="excalidraw-videoWrapper"><div>\n<iframe src="https://www.youtube.com/embed/vlC1-iBvIfo" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>\n</div></div>\n\n## Fixed\n- Large drawings freeze on the iPad when opening the file. I implemented a workaround whereby Excalidraw will avoid zoom-to-fit drawings with over 1000 elements. [#863](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/863)\n- Reintroduced copy/paste to the context menu\n',"1.7.26":'## Fixed\n- Transcluded block with a parent bullet does not embed sub-bullet [#853](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/853)\n- Transcluded text will now exclude ^block-references at end of lines\n- Phantom duplicates of the drawing appear when "zoom to fit" results in a zoom value below 10% and there are many objects on the canvas [#850](https://github.com/zsviczian/obsidian-excalidraw-plugin/issues/850)\n- CTRL+Wheel will increase/decrease zoom in steps of 5% matching the behavior of the "+" & "-" zoom buttons.\n- Latest updates from Excalidarw.com\n - Freedraw flip not scaling correctly [#5752](https://github.com/excalidraw/excalidraw/pull/5752)\n - Multiple elements resizing regressions [#5586](https://github.com/excalidraw/excalidraw/pull/5586)\n\n## New - power user features\n- Force the embedded image to always scale to 100%. Note: this is a very niche feature with a very particular behavior that I built primarily for myself (even more so than other features in Excalidraw Obsidian - also built primarily for myself 😉)... This will reset your embedded image to 100% size every time you open the Excalidraw drawing, or in case you have embedded an Excalidraw drawing on your canvas inserted using this function, every time you update the embedded drawing, it will be scaled back to 100% size. This means that even if you resize the image on the drawing, it will reset to 100% the next time you open the file or you modify the original embedded object. This feature is useful when you decompose a drawing into separate Excalidraw files, but when combined onto a single canvas you want the individual pieces to maintain their actual sizes. I use this feature to construct Book-on-a-Page summaries from atomic drawings.\n- I added an action to the command palette to temporarily disable/enable Excalidraw autosave. When autosave is disabled, Excalidraw will still save your drawing when changing to another Obsidian window, but it will not save every 10 seconds. On a mobile device (but also on a desktop) this can lead to data loss if you terminate Obsidian abruptly (i.e. swipe the application away, or close Obsidian without first closing the drawing). Use this feature if you find Excalidraw laggy.',"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![image](https://user-images.githubusercontent.com/14358394/194755306-6e7bf5f3-4228-44a1-9363-c3241b34865e.png)\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![image](https://user-images.githubusercontent.com/14358394/192145020-94bdd115-d24f-47c7-86fe-1417c53980c4.png)\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![image|600](https://user-images.githubusercontent.com/14358394/175137800-88789f5d-f8e8-4371-a356-84f443aa6a50.png)\n- Added setting to prefer opening the link in the popout window or in the main workspace.\n![image|800](https://user-images.githubusercontent.com/14358394/175076326-1c8eee53-e512-4025-aedb-07881a732c69.png)\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![image](https://user-images.githubusercontent.com/14358394/156890231-5a23bcb3-40a4-4ad7-b366-74c328620159.png)\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![image](https://user-images.githubusercontent.com/14358394/156894011-6442c3d6-aaff-43a8-bd77-513e450484ba.png)\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[![support-membership](https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/images/support-tiers.jpg)](https://ko-fi.com/zsolt)\n'};class ReleaseNotes extends obsidian_module.Modal{constructor(e,A,t){super(e),this.plugin=A,this.version=t}onOpen(){var e;this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText(`Welcome to Excalidraw ${null!==(e=this.version)&&void 0!==e?e:""}`),this.createForm()}async onClose(){this.contentEl.empty(),await this.plugin.loadSettings(),this.plugin.settings.previousRelease=PLUGIN_VERSION,await this.plugin.saveSettings()}async createForm(){let e=this.plugin.settings.previousRelease;e=this.version===e?"0.0.0":e;const A=this.version?Object.keys(RELEASE_NOTES).filter((A=>"Intro"===A||isVersionNewerThanOther(A,e))).map((e=>`${"Intro"===e?"":`# ${e}\n`}${RELEASE_NOTES[e]}`)).slice(0,10).join("\n\n---\n"):FIRST_RUN;await obsidian_module.MarkdownRenderer.renderMarkdown(A,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}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_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3)},icon:ICONS.ocr,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"openLink",title:t$d("OPEN_LINK_CLICK"),action:()=>{const e=new MouseEvent("click",{ctrlKey:!0,metaKey:!1,shiftKey:!1,altKey:!1});this.props.view.handleLinkClick(this.props.view,e)},icon:ICONS.openLink,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"openLinkProperties",title:t$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_module.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_module.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_module.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_module.Notice("WARNING: Excalidraw ran into an unknown problem!\n\nThere is a risk that your most recent changes cannot be saved.\n\nTo be on the safe side...\n1) Please select your drawing using CTRL/CMD+A and make a copy with CTRL/CMD+C.\n2) Then create an empty drawing in a new pane by CTRL/CMD+clicking the Excalidraw ribbon button,\n3) and paste your work to the new document with CTRL/CMD+V.",6e4)};class ExcalidrawView extends obsidian_module.TextFileView{constructor(e,A){super(e),this.getScene=null,this.addElements=null,this.getSelectedTextElement=null,this.getSelectedImageElement=null,this.getSelectedElementWithLink=null,this.addText=null,this.refresh=null,this.excalidrawRef=null,this.excalidrawAPI=null,this.excalidrawWrapperRef=null,this.toolsPanelRef=null,this.linksAlwaysOpenInANewPane=!1,this.lastSaveTimestamp=0,this.metaKeyDown=!1,this.ctrlKeyDown=!1,this.shiftKeyDown=!1,this.altKeyDown=!1,this.semaphores={popoutUnload:!1,viewunload:!1,scriptsReady:!1,justLoaded:!1,preventAutozoom:!1,autosaving:!1,dirty:null,preventReload:!1,isEditingText:!1,saving:!1,forceSaving:!1,hoverSleep:!1,wheelTimeout:null},this.autosaveTimer=null,this.textMode=TextMode.raw,this.compatibilityMode=!1,this.isEditingTextResetTimer=null,this.id=this.leaf.id,this.getHookServer=()=>{var e;return null!==(e=this.hookServer)&&void 0!==e?e:this.plugin.ea},this.preventReloadResetTimer=null,this.hiddenMobileLeaves=[],this.offsetLeft=0,this.offsetTop=0,this.blockTextModeChange=!1,this.isLoaded=!1,this.activeLoader=null,this.nextLoader=null,this.initialContainerSizeUpdate=!1,this.previousSceneVersion=0,this.previousBackgroundColor="",this.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=`${this.file.path.substring(0,this.file.path.lastIndexOf(".md"))}.excalidraw`,t=app.vault.getAbstractFileByPath(obsidian_module.normalizePath(A));t&&t instanceof obsidian_module.TFile?app.vault.modify(t,JSON.stringify(e,null,"\t")):app.vault.create(A,JSON.stringify(e,null,"\t"))}async exportExcalidraw(){this.getScene&&this.file&&(app.isMobile?new Prompt(app,"Please provide filename",this.file.basename,"filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidraw`;const A=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(A);const t=getNewUniqueFilepath(app.vault,e,A);app.vault.create(t,JSON.stringify(this.getScene(),null,"\t")),new obsidian_module.Notice(`Exported to ${t}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.getScene(),null,"\t")),`${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_module.normalizePath(A)),i=await this.svg(e,t);if(!i)return;const a=(new XMLSerializer).serializeToString(embedFontsInSVG(i,this.plugin));n&&n instanceof obsidian_module.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_module.normalizePath(A)),i=await this.png(e,t);i&&(n&&n instanceof obsidian_module.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)&&!this.semaphores.popoutUnload&&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?"^":""}${e.ref}`,h=e.path}if(h.match(REG_LINKINDEX_INVALIDCHARS))return void new obsidian_module.Notice(t$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$d("ENTER_LATEX"),e,"").openAndGetValue((async A=>{A&&A!==e&&(this.excalidrawData.setEquation(o.fileId,{latex:A,isLoaded:!1}),await this.save(!1),await updateEquation(A,o.fileId,this,addFiles,this.plugin),this.setDirty(1))}))}if(await this.save(!1),this.excalidrawData.hasFile(o.fileId)){if(A.altKey){const e=this.excalidrawData.getFile(o.fileId);if("md"===e.file.extension&&!this.plugin.isExcalidrawFile(e.file))return void new Prompt(app,"Customize the link",e.linkParts.original,"","Do not add [[square brackets]] around the filename!<br>Follow this format when editing your link:<br><mark>filename#^blockref|WIDTHxMAXHEIGHT</mark>").openAndGetValue((async A=>{A&&e.linkParts.original!==A&&(e.resetImage(this.file.path,A),await this.save(!1),await this.loadSceneFiles(),this.setDirty(2))}))}h=this.excalidrawData.getFile(o.fileId).file.path,c=this.excalidrawData.getFile(o.fileId).file}}if(h){if(this.getHookServer().onLinkClickHook){const e=null!==(a=null!==(i=o.id)&&void 0!==i?i:s.id)&&void 0!==a?a:l.id,t=this.excalidrawAPI.getSceneElements().filter((A=>A.id===e))[0];try{if(!this.getHookServer().onLinkClickHook(t,h,A,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.handleLinkClick selectedText.id===null",fn:this.getHookServer().onLinkClickHook,error:e})}}try{if(A.shiftKey&&this.isFullscreen()&&this.exitFullscreen(),!c)return void new NewFileActions(this.plugin,h,A.shiftKey,!app.isMobile&&A.metaKey,e).open();const t=!app.isMobile&&(A.metaKey&&this.linksAlwaysOpenInANewPane||A.metaKey)?app.workspace.openPopoutLeaf():A.shiftKey||this.linksAlwaysOpenInANewPane?getNewOrAdjacentLeaf(this.plugin,e.leaf):e.leaf;await t.openFile(c,d?{active:!1,eState:{subpath:d}}:void 0)}catch(e){new obsidian_module.Notice(e,4e3)}}else new obsidian_module.Notice(t$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_module.Notice("Force Save aborted because saving is in progress)"):(this.preventReloadResetTimer&&(clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.semaphores.preventReload=!1,this.semaphores.forceSaving=!0,await this.save(!1,!0),this.plugin.triggerEmbedUpdates(),this.loadSceneFiles(),this.semaphores.forceSaving=!1,e||new obsidian_module.Notice("Save successful",1e3))}onload(){const e=Boolean(void 0===this.containerEl.onWindowMigrated);app.isMobile||e||this.containerEl.onWindowMigrated((()=>this.leaf.rebuildView()));const A=app.isMobile?document:this.containerEl.ownerDocument;this.ownerDocument=A,this.ownerWindow=this.ownerDocument.defaultView,this.plugin.getPackage(this.ownerWindow),this.semaphores.scriptsReady=!0,this.wheelEvent=e=>{this.semaphores.wheelTimeout&&clearTimeout(this.semaphores.wheelTimeout),this.semaphores.hoverSleep&&this.clearHoverPreview&&this.clearHoverPreview(),this.semaphores.wheelTimeout=setTimeout((()=>{clearTimeout(this.semaphores.wheelTimeout),this.semaphores.wheelTimeout=null}),1e3)},this.containerEl.addEventListener("wheel",this.wheelEvent,{passive:!1}),this.addAction("ScriptEngine",t$d("INSTALL_SCRIPT_BUTTON"),(()=>{new ScriptInstallPrompt(this.plugin).open()})),this.diskIcon=this.addAction("save",t$d("FORCE_SAVE"),(async()=>this.forceSave())),this.textIsRaw_Element=this.addAction("presentation",t$d("RAW"),(()=>this.changeTextMode(TextMode.parsed))),this.textIsParsed_Element=this.addAction("quote-glyph",t$d("PARSED"),(()=>this.changeTextMode(TextMode.raw))),this.linkAction_Element=this.addAction("link",t$d("OPEN_LINK"),(e=>this.handleLinkClick(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,this.semaphores.popoutUnload=this.ownerDocument!==document&&0===this.ownerDocument.body.querySelectorAll(".workspace-tab-header").length,null===(e=this.ownerWindow)||void 0===e||e.removeEventListener("keydown",this.onKeyDown,!1),null===(A=this.ownerWindow)||void 0===A||A.removeEventListener("keyup",this.onKeyUp,!1),this.containerEl.removeEventListener("wheel",this.wheelEvent,!1),this.getHookServer().onViewUnloadHook)try{this.getHookServer().onViewUnloadHook(this)}catch(e){errorlog({where:"ExcalidrawView.onunload",fn:this.getHookServer().onViewUnloadHook,error:e})}const 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)}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=[`# ${n.sectionref}`]:e.line&&e.line>0&&(t=[this.data.split("\n")[e.line-1]]),t&&setTimeout((async()=>{let e=0;for(;!A.excalidrawAPI&&e++<100;)await sleep(50);const i=A.excalidrawAPI;if(!i)return;const a=i.getSceneElements();A.selectElementsMatchingQuery(a,t,!i.getAppState().viewModeEnabled,n.hasSectionref,n.hasGroupref)}),300),super.setEphemeralState(e)}clear(){const e=this.excalidrawAPI;this.excalidrawRef&&e&&(this.activeLoader&&(this.activeLoader.terminate=!0,this.activeLoader=null),this.nextLoader=null,e.resetScene(),e.history.clear(),this.previousSceneVersion=0)}async setViewData(e,A=!1){this.isLoaded=!1,this.file&&(this.plugin.settings.showNewVersionNotification&&checkExcalidrawVersion(app),A&&this.clear(),this.lastSaveTimestamp=this.file.stat.mtime,e=this.data=e.replaceAll("\r\n","\n").replaceAll("\r","\n"),app.workspace.onLayoutReady((async()=>{if(this.compatibilityMode="excalidraw"===this.file.extension,await this.plugin.loadSettings(),this.compatibilityMode)this.textIsRaw_Element.hide(),this.textIsParsed_Element.hide(),this.linkAction_Element.hide(),this.textMode=TextMode.raw,await this.excalidrawData.loadLegacyData(e,this.file),this.plugin.settings.compatibilityMode||new obsidian_module.Notice(t$d("COMPATIBILITY_MODE"),4e3),this.excalidrawData.disableCompression=!0;else{this.linkAction_Element.show(),this.excalidrawData.disableCompression=!1;const A=getTextMode(e);this.changeTextMode(A,!1);try{if(!await this.excalidrawData.loadData(e,this.file,this.textMode))return}catch(e){return errorlog({where:"ExcalidrawView.setViewData",error:e}),new obsidian_module.Notice(`Error loading drawing:\n${e.message}${"Cannot read property 'index' of undefined"===e.message?"\n'# Drawing' section is likely missing":""}\n\nTry manually fixing the file or restoring an earlier version from sync history.`,1e4),void this.setMarkdownView()}}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"),!this.semaphores.viewunload&&(null===(t=this.toolsPanelRef)||void 0===t?void 0:t.current)&&this.toolsPanelRef.current.setDirty(!0),app.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="var(--color-accent)")}clearDirty(){var e;if(this.semaphores.viewunload)return;const A=this.excalidrawAPI;if(!A)return;this.semaphores.dirty=null,(null===(e=this.toolsPanelRef)||void 0===e?void 0:e.current)&&this.toolsPanelRef.current.setDirty(!1);const t=A.getSceneElements();t&&(this.previousSceneVersion=this.getSceneVersion(t)),this.diskIcon.querySelector("svg").removeClass("excalidraw-dirty"),app.isMobile||obsidian_module.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="")}initializeToolsIconPanelAfterLoading(){var e;if(this.semaphores.viewunload)return;const A=this.excalidrawAPI;if(!A)return;const t=A.getAppState(),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{const e=this.contentEl.clientWidth,A=this.contentEl.clientHeight;if(0===e||0===A)return;s({width:e,height:A}),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.updatePosition(),this.ownerDocument!==document&&this.refresh()}catch(e){errorlog({where:"Excalidraw React-Wrapper, onResize",error:e})}};return this.ownerWindow.addEventListener("resize",e),()=>{var A;return null===(A=this.ownerWindow)||void 0===A?void 0:A.removeEventListener("resize",e)}}),[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","arrow"].contains(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,void 0,!0),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(this.updateScene({elements:d,commitToHistory:!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,currentItemStartArrowhead:t.currentItemStartArrowhead,currentItemEndArrowhead:t.currentItemEndArrowhead,scrollX:t.scrollX,scrollY:t.scrollY,zoom:t.zoom,currentItemRoundness:t.currentItemRoundness,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)=>{var t,n,i,a;const r=()=>{this.plugin.ea.onCanvasColorChangeHook&&this.plugin.ea.onCanvasColorChangeHook(this.plugin.ea,this,A.viewBackgroundColor)};if(f=A.viewModeEnabled,this.semaphores.justLoaded){if((null!==(a=null===(i=null===(n=null===(t=this.excalidrawData)||void 0===t?void 0:t.scene)||void 0===n?void 0:n.elements)||void 0===i?void 0:i.length)&&void 0!==a?a:0)>0&&0===e.length)return;return this.semaphores.justLoaded=!1,!this.semaphores.preventAutozoom&&this.plugin.settings.zoomToFitOnOpen&&this.zoomToFit(!1,!0),this.previousSceneVersion=this.getSceneVersion(e),this.previousBackgroundColor=A.viewBackgroundColor,void r()}if(!this.semaphores.dirty&&null===A.editingElement&&null===A.editingLinearElement){const t=this.getSceneVersion(e);((t>0||0===t&&e.length>0)&&t!==this.previousSceneVersion||A.viewBackgroundColor!==this.previousBackgroundColor&&this.file===this.excalidrawData.file)&&(this.previousSceneVersion=t,this.previousBackgroundColor=A.viewBackgroundColor,this.setDirty(6),r())}},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_module.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_module.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_module.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_module.TFile){const e=app.metadataCache.fileToLinktext(t,this.file.path);return void this.addText(`[[${e+(A.length>1?"#"+A[1]+"|"+e:"")}]]`)}return this.addText(`[[${decodeURIComponent(e[1])}]]`),!1}}const 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)=>{var n,a;if(this.textMode===TextMode.raw)return;const r=this.excalidrawAPI.getSceneElements(),s=r.filter((A=>A.id===e.id));if(1===s.length){const e=cloneElement(s[0]),o=s[0].containerId?null===(a=null===(n=i.getSceneElements().filter((e=>e.id===s[0].containerId)))||void 0===n?void 0:n[0])||void 0===a?void 0:a.type:void 0;this.excalidrawData.updateTextElement(e,A,t,!0,o),r[r.indexOf(s[0])]=e,this.updateScene({elements:r}),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_module.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_module.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(this.semaphores.viewunload||null===(t=null===(A=this.toolsPanelRef)||void 0===A?void 0:A.current)||void 0===t||t.setExcalidrawViewMode(e),this.getHookServer().onViewModeChangeHook)try{this.getHookServer().onViewModeChangeHook(e,this,this.getHookServer())}catch(e){errorlog({where:"ExcalidrawView.onViewModeChange",fn:this.getHookServer().onViewModeChangeHook,error:e})}}}),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;if(0===A||0===t)return;const 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.createRoot(this.contentEl).render(n)}updateContainerSize(e,A=!1){const t=this.excalidrawAPI;if(!t)return;const n=()=>{const A=e?t.getSceneElements().filter((A=>A.id===e&&"arrow"!==A.type)):t.getSceneElements().filter((e=>{var A;return"arrow"!==e.type&&(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_module.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;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_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_ERROR"));let t;if(2===A.length){const e=A.filter((e=>"text"===e.type));1===e.length&&e[0].containerId&&1===A.filter((e=>e.boundElements.some((e=>"text"===e.type)))).length&&(t=e[0].id)}t||(t=1===A.length?A[0].id:this.plugin.ea.getLargestElement(A).id);const n=await ScriptEngine.inputPrompt(app,"Set link alias","Leave empty if you do not want to set an alias","");navigator.clipboard.writeText(`[[${this.file.path}#^${e}${t}${n?`|${n}`:""}]]`),new obsidian_module.Notice(t$d("INSERT_LINK_TO_ELEMENT_READY"))}updateScene(e,A=!1){const t=this.excalidrawAPI;if(!t)return;const n=e.elements&&A;n&&(e.elements=t.restore(e).elements);try{t.updateScene(e)}catch(A){if(errorlog({where:"ExcalidrawView.updateScene 1st attempt",fn:this.updateScene,error:A,scene:e,willDoSecondAttempt:!n}),n)warningUnknowSeriousError();else try{e.elements=t.restore(e).elements,t.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,autosaveIntervalDesktop:15e3,autosaveIntervalMobile:1e4,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",zoomToFitOnOpen:!0,zoomToFitOnResize:!0,zoomToFitMaxLevel:2,linkPrefix:"📍",urlPrefix:"🌐",parseTODO:!1,todo:"☐",done:"🗹",hoverPreviewWithoutCTRL:!1,linkOpacity:1,openInAdjacentPane:!1,openInMainWorkspace:!0,showLinkBrackets:!0,allowCtrlClick:!0,forceWrap:!1,pageTransclusionCharLimit:200,wordWrappingDefault:0,removeTransclusionQuoteSigns:!0,iframelyAllowed:!0,pngExportScale:1,exportWithTheme:!0,exportWithBackground:!0,exportPaddingSVG:10,keepInSync:!1,autoexportSVG:!1,autoexportPNG:!1,autoExportLightAndDark:!1,autoexportExcalidraw:!1,embedType:"excalidraw",embedWikiLink:!0,syncExcalidraw:!1,experimentalFileType:!1,experimentalFileTag:"✏️",experimentalLivePreview:!0,experimentalEnableFourthFont:!1,experimantalFourthFont:"Virgil",fieldSuggester:!0,compatibilityMode:!1,drawingOpenCount:0,library:"deprecated",library2:{type:"excalidrawlib",version:2,source:"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_module.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_module.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_module.Setting(A).setName(t$d("RELEASE_NOTES_NAME")).setDesc(fragWithHTML(t$d("RELEASE_NOTES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showReleaseNotes).onChange((async e=>{this.plugin.settings.showReleaseNotes=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("NEWVERSION_NOTIFICATION_NAME")).setDesc(fragWithHTML(t$d("NEWVERSION_NOTIFICATION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showNewVersionNotification).onChange((async e=>{this.plugin.settings.showNewVersionNotification=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FOLDER_NAME")).setDesc(fragWithHTML(t$d("FOLDER_DESC"))).addText((e=>e.setPlaceholder("Excalidraw").setValue(this.plugin.settings.folder).onChange((async e=>{this.plugin.settings.folder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FOLDER_EMBED_NAME")).setDesc(fragWithHTML(t$d("FOLDER_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedUseExcalidrawFolder).onChange((async e=>{this.plugin.settings.embedUseExcalidrawFolder=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("TEMPLATE_NAME")).setDesc(fragWithHTML(t$d("TEMPLATE_DESC"))).addText((e=>e.setPlaceholder("Excalidraw/Template").setValue(this.plugin.settings.templateFilePath).onChange((async e=>{this.plugin.settings.templateFilePath=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("SCRIPT_FOLDER_NAME")).setDesc(fragWithHTML(t$d("SCRIPT_FOLDER_DESC"))).addText((e=>e.setPlaceholder("Excalidraw/Scripts").setValue(this.plugin.settings.scriptFolderPath).onChange((async e=>{this.plugin.settings.scriptFolderPath=e,this.applySettingsUpdate()})))),this.containerEl.createEl("h1",{text:t$d("SAVING_HEAD")}),new obsidian_module.Setting(A).setName(t$d("COMPRESS_NAME")).setDesc(fragWithHTML(t$d("COMPRESS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compress).onChange((async e=>{this.plugin.settings.compress=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("AUTOSAVE_INTERVAL_DESKTOP_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_DESKTOP_DESC"))).addDropdown((e=>e.addOption("15000","Frequent (every 15 seconds)").addOption("60000","Moderate (every 60 seconds)").addOption("300000","Rare (every 5 minutes)").addOption("900000","Practically never (every 15 minutes)").setValue(this.plugin.settings.autosaveIntervalDesktop.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalDesktop=parseInt(e),this.plugin.settings.autosaveInterval=app.isMobile?this.plugin.settings.autosaveIntervalMobile:this.plugin.settings.autosaveIntervalDesktop,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("AUTOSAVE_INTERVAL_MOBILE_NAME")).setDesc(fragWithHTML(t$d("AUTOSAVE_INTERVAL_MOBILE_DESC"))).addDropdown((e=>e.addOption("10000","Frequent (every 10 seconds)").addOption("30000","Moderate (every 30 seconds)").addOption("60000","Rare (every 1 minute)").addOption("300000","Practically never (every 5 minutes)").setValue(this.plugin.settings.autosaveIntervalMobile.toString()).onChange((async e=>{this.plugin.settings.autosaveIntervalMobile=parseInt(e),this.plugin.settings.autosaveInterval=app.isMobile?this.plugin.settings.autosaveIntervalMobile:this.plugin.settings.autosaveIntervalDesktop,this.applySettingsUpdate()})))),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_module.Setting(A).setName(t$d("FILENAME_PREFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_DESC"))).addText((e=>e.setPlaceholder("Drawing ").setValue(this.plugin.settings.drawingFilenamePrefix).onChange((async A=>{this.plugin.settings.drawingFilenamePrefix=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenamePrefix),i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILENAME_PREFIX_EMBED_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.drawingEmbedPrefixWithFilename).onChange((async e=>{this.plugin.settings.drawingEmbedPrefixWithFilename=e,i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILENAME_POSTFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_POSTFIX_DESC"))).addText((e=>e.setPlaceholder("").setValue(this.plugin.settings.drawingFilnameEmbedPostfix).onChange((async A=>{this.plugin.settings.drawingFilnameEmbedPostfix=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilnameEmbedPostfix),i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILENAME_DATE_NAME")).setDesc(fragWithHTML(t$d("FILENAME_DATE_DESC"))).addText((e=>e.setPlaceholder("YYYY-MM-DD HH.mm.ss").setValue(this.plugin.settings.drawingFilenameDateTime).onChange((async A=>{this.plugin.settings.drawingFilenameDateTime=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenameDateTime),i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILENAME_EXCALIDRAW_EXTENSION_NAME")).setDesc(fragWithHTML(t$d("FILENAME_EXCALIDRAW_EXTENSION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.useExcalidrawExtension).onChange((async e=>{this.plugin.settings.useExcalidrawExtension=e,i.innerHTML=n(),this.applySettingsUpdate()})))),this.containerEl.createEl("h1",{text:t$d("DISPLAY_HEAD")}),new obsidian_module.Setting(A).setName(t$d("LEFTHANDED_MODE_NAME")).setDesc(fragWithHTML(t$d("LEFTHANDED_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.isLeftHanded).onChange((async e=>{this.plugin.settings.isLeftHanded=e,setLeftHandedMode(e),setTimeout((()=>setLeftHandedMode(e))),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchTheme).onChange((async e=>{this.plugin.settings.matchTheme=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("MATCH_THEME_ALWAYS_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_ALWAYS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeAlways).onChange((async e=>{this.plugin.settings.matchThemeAlways=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("MATCH_THEME_TRIGGER_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_TRIGGER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeTrigger).onChange((async e=>{this.plugin.settings.matchThemeTrigger=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("DEFAULT_OPEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_OPEN_MODE_DESC"))).addDropdown((e=>e.addOption("normal","Always in normal-mode").addOption("zen","Always in zen-mode").addOption("view","Always in view-mode").addOption("view-mobile","Usually normal, but view-mode on Phone").setValue(this.plugin.settings.defaultMode).onChange((async e=>{this.plugin.settings.defaultMode=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("DEFAULT_PEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PEN_MODE_DESC"))).addDropdown((e=>e.addOption("never","Never").addOption("mobile","On Obsidian Mobile").addOption("always","Always").setValue(this.plugin.settings.defaultPenMode).onChange((async e=>{this.plugin.settings.defaultPenMode=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("ZOOM_TO_FIT_ONOPEN_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_ONOPEN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnOpen).onChange((async e=>{this.plugin.settings.zoomToFitOnOpen=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("ZOOM_TO_FIT_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnResize).onChange((async e=>{this.plugin.settings.zoomToFitOnResize=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("ZOOM_TO_FIT_MAX_LEVEL_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_MAX_LEVEL_DESC"))).addSlider((e=>e.setLimits(.5,10,.5).setValue(this.plugin.settings.zoomToFitMaxLevel).onChange((async e=>{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$d("LINKS_DESC"))),new obsidian_module.Setting(A).setName(t$d("ADJACENT_PANE_NAME")).setDesc(fragWithHTML(t$d("ADJACENT_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInAdjacentPane).onChange((async e=>{this.plugin.settings.openInAdjacentPane=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("MAINWORKSPACE_PANE_NAME")).setDesc(fragWithHTML(t$d("MAINWORKSPACE_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInMainWorkspace).onChange((async e=>{this.plugin.settings.openInMainWorkspace=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(fragWithHTML(t$d("LINK_BRACKETS_NAME"))).setDesc(fragWithHTML(t$d("LINK_BRACKETS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showLinkBrackets).onChange((e=>{this.plugin.settings.showLinkBrackets=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("LINK_PREFIX_NAME")).setDesc(fragWithHTML(t$d("LINK_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.linkPrefix).onChange((e=>{this.plugin.settings.linkPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("URL_PREFIX_NAME")).setDesc(fragWithHTML(t$d("URL_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.urlPrefix).onChange((e=>{this.plugin.settings.urlPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("PARSE_TODO_NAME")).setDesc(fragWithHTML(t$d("PARSE_TODO_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.parseTODO).onChange((e=>{this.plugin.settings.parseTODO=e,r.setDisabled(!e),s.setDisabled(!e),this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$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_module.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$d("INSERT_EMOJI")).setValue(this.plugin.settings.done).onChange((e=>{this.plugin.settings.done=e,this.applySettingsUpdate(!0)}))})),s.setDisabled(!this.plugin.settings.parseTODO),new obsidian_module.Setting(A).setName(t$d("LINKOPACITY_NAME")).setDesc(fragWithHTML(t$d("LINKOPACITY_DESC"))).addSlider((e=>e.setLimits(0,1,.05).setValue(this.plugin.settings.linkOpacity).onChange((async e=>{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=` ${this.plugin.settings.linkOpacity.toString()}`})),new obsidian_module.Setting(A).setName(t$d("HOVERPREVIEW_NAME")).setDesc(fragWithHTML(t$d("HOVERPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.hoverPreviewWithoutCTRL).onChange((async e=>{this.plugin.settings.hoverPreviewWithoutCTRL=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("LINK_CTRL_CLICK_NAME")).setDesc(fragWithHTML(t$d("LINK_CTRL_CLICK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowCtrlClick).onChange((async e=>{this.plugin.settings.allowCtrlClick=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("TRANSCLUSION_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_WRAP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.forceWrap).onChange((async e=>{this.plugin.settings.forceWrap=e,this.applySettingsUpdate(!0)})))).descEl.innerHTML=`<code>![[doc#^ref]]{number}</code> ${t$d("TRANSCLUSION_WRAP_DESC")}`,new obsidian_module.Setting(A).setName(t$d("PAGE_TRANSCLUSION_CHARCOUNT_NAME")).setDesc(fragWithHTML(t$d("PAGE_TRANSCLUSION_CHARCOUNT_DESC"))).addText((e=>e.setPlaceholder("Enter a number").setValue(this.plugin.settings.pageTransclusionCharLimit.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.pageTransclusionCharLimit=10,void this.applySettingsUpdate(!0);this.plugin.settings.pageTransclusionCharLimit=t,e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(A).setName(t$d("TRANSCLUSION_DEFAULT_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_DEFAULT_WRAP_DESC"))).addText((e=>e.setPlaceholder("Enter a number").setValue(this.plugin.settings.wordWrappingDefault.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.wordWrappingDefault.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.wordWrappingDefault=0,void this.applySettingsUpdate(!0);this.plugin.settings.wordWrappingDefault=t,e.setValue(this.plugin.settings.wordWrappingDefault.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(A).setName(t$d("QUOTE_TRANSCLUSION_REMOVE_NAME")).setDesc(fragWithHTML(t$d("QUOTE_TRANSCLUSION_REMOVE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.removeTransclusionQuoteSigns).onChange((e=>{this.plugin.settings.removeTransclusionQuoteSigns=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("GET_URL_TITLE_NAME")).setDesc(fragWithHTML(t$d("GET_URL_TITLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.iframelyAllowed).onChange((async e=>{this.plugin.settings.iframelyAllowed=e,this.applySettingsUpdate()})))),this.containerEl.createEl("h1",{text:t$d("MD_HEAD")}),this.containerEl.createEl("p",{text:t$d("MD_HEAD_DESC")}),new obsidian_module.Setting(A).setName(t$d("MD_TRANSCLUDE_WIDTH_NAME")).setDesc(fragWithHTML(t$d("MD_TRANSCLUDE_WIDTH_DESC"))).addText((e=>e.setPlaceholder("Enter a number e.g. 500").setValue(this.plugin.settings.mdSVGwidth.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.mdSVGwidth.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.mdSVGwidth=500,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGwidth=t,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGwidth.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(A).setName(t$d("MD_TRANSCLUDE_HEIGHT_NAME")).setDesc(fragWithHTML(t$d("MD_TRANSCLUDE_HEIGHT_DESC"))).addText((e=>e.setPlaceholder("Enter a number e.g. 800").setValue(this.plugin.settings.mdSVGmaxHeight.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.mdSVGmaxHeight.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.mdSVGmaxHeight=800,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGmaxHeight=t,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGmaxHeight.toString()),this.applySettingsUpdate(!0)}})))),new obsidian_module.Setting(A).setName(t$d("MD_DEFAULT_FONT_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),e.addOption("Cascadia","Cascadia"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2"].contains(e.extension))).forEach((A=>{e.addOption(A.path,A.name)})),e.setValue(this.plugin.settings.mdFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFont=e,this.applySettingsUpdate(!0)}))})),new obsidian_module.Setting(A).setName(t$d("MD_DEFAULT_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdFontColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFontColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("MD_DEFAULT_BORDER_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_BORDER_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdBorderColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdBorderColor=e,this.applySettingsUpdate(!0)})))),new obsidian_module.Setting(A).setName(t$d("MD_CSS_NAME")).setDesc(fragWithHTML(t$d("MD_CSS_DESC"))).addText((e=>e.setPlaceholder("filename of css file in vault").setValue(this.plugin.settings.mdCSS).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdCSS=e,this.applySettingsUpdate(!0)})))),this.containerEl.createEl("h1",{text:t$d("EMBED_HEAD")}),new obsidian_module.Setting(A).setName(t$d("EMBED_PREVIEW_SVG_NAME")).setDesc(fragWithHTML(t$d("EMBED_PREVIEW_SVG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displaySVGInPreview).onChange((async e=>{this.plugin.settings.displaySVGInPreview=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("EMBED_REUSE_EXPORTED_IMAGE_NAME")).setDesc(fragWithHTML(t$d("EMBED_REUSE_EXPORTED_IMAGE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displayExportedImageIfAvailable).onChange((async e=>{this.plugin.settings.displayExportedImageIfAvailable=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("PREVIEW_MATCH_OBSIDIAN_NAME")).setDesc(fragWithHTML(t$d("PREVIEW_MATCH_OBSIDIAN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.previewMatchObsidianTheme).onChange((async e=>{this.plugin.settings.previewMatchObsidianTheme=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("EMBED_WIDTH_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIDTH_DESC"))).addText((e=>e.setPlaceholder("400").setValue(this.plugin.settings.width).onChange((async e=>{this.plugin.settings.width=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(A).setName(t$d("EMBED_TYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_TYPE_DESC"))).addDropdown((async e=>{l=e,l.addOption("excalidraw","excalidraw"),this.plugin.settings.autoexportPNG?l.addOption("PNG","PNG"):"PNG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),this.plugin.settings.autoexportSVG?l.addOption("SVG","SVG"):"SVG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),l.setValue(this.plugin.settings.embedType).onChange((async e=>{this.plugin.settings.embedType=e,this.applySettingsUpdate()}))})),new obsidian_module.Setting(A).setName(t$d("EMBED_WIKILINK_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIKILINK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedWikiLink).onChange((async e=>{this.plugin.settings.embedWikiLink=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("EXPORT_PNG_SCALE_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PNG_SCALE_DESC"))).addSlider((e=>e.setLimits(1,5,.5).setValue(this.plugin.settings.pngExportScale).onChange((async e=>{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=` ${this.plugin.settings.pngExportScale.toString()}`})),new obsidian_module.Setting(A).setName(t$d("EXPORT_BACKGROUND_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BACKGROUND_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithBackground).onChange((async e=>{this.plugin.settings.exportWithBackground=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian_module.Setting(A).setName(t$d("EXPORT_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=` ${this.plugin.settings.exportPaddingSVG.toString()}`})),new obsidian_module.Setting(A).setName(t$d("EXPORT_THEME_NAME")).setDesc(fragWithHTML(t$d("EXPORT_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithTheme).onChange((async e=>{this.plugin.settings.exportWithTheme=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),this.containerEl.createEl("h1",{text:t$d("EXPORT_HEAD")}),new obsidian_module.Setting(A).setName(t$d("EXPORT_SYNC_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SYNC_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.keepInSync).onChange((async e=>{this.plugin.settings.keepInSync=e,this.applySettingsUpdate()}))));const 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_module.Setting(A).setName(t$d("EXPORT_SVG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SVG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportSVG).onChange((async e=>{e?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_module.Setting(A).setName(t$d("EXPORT_PNG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PNG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportPNG).onChange((async e=>{e?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_module.Setting(A).setName(t$d("EXPORT_BOTH_DARK_AND_LIGHT_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BOTH_DARK_AND_LIGHT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoExportLightAndDark).onChange((async e=>{this.plugin.settings.autoExportLightAndDark=e,this.applySettingsUpdate()})))),this.containerEl.createEl("h1",{text:t$d("COMPATIBILITY_HEAD")}),new obsidian_module.Setting(A).setName(t$d("COMPATIBILITY_MODE_NAME")).setDesc(fragWithHTML(t$d("COMPATIBILITY_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compatibilityMode).onChange((async e=>{this.plugin.settings.compatibilityMode=e,i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("EXPORT_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportExcalidraw).onChange((async e=>{this.plugin.settings.autoexportExcalidraw=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("SYNC_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("SYNC_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.syncExcalidraw).onChange((async e=>{this.plugin.settings.syncExcalidraw=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$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$d("EXPERIMENTAL_DESC")}),new obsidian_module.Setting(A).setName(t$d("FIELD_SUGGESTER_NAME")).setDesc(fragWithHTML(t$d("FIELD_SUGGESTER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.fieldSuggester).onChange((async e=>{this.plugin.settings.fieldSuggester=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILETYPE_NAME")).setDesc(fragWithHTML(t$d("FILETYPE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalFileType).onChange((async e=>{this.plugin.settings.experimentalFileType=e,this.plugin.experimentalFileTypeDisplayToggle(e),this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FILETAG_NAME")).setDesc(fragWithHTML(t$d("FILETAG_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.experimentalFileTag).onChange((async e=>{this.plugin.settings.experimentalFileTag=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("LIVEPREVIEW_NAME")).setDesc(fragWithHTML(t$d("LIVEPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalLivePreview).onChange((async e=>{this.plugin.settings.experimentalLivePreview=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("ENABLE_FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("ENABLE_FOURTH_FONT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalEnableFourthFont).onChange((async e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimentalEnableFourthFont=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$d("FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("FOURTH_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2"].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_module.Setting(A).setName(t$d("TASKBONE_ENABLE_NAME")).setDesc(fragWithHTML(t$d("TASKBONE_ENABLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.taskboneEnabled).onChange((async e=>{if(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_module.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_module.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_module.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_module.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_module.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_module.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$d("SCRIPT_SETTINGS_HEAD")}),Object.keys(this.plugin.settings.scriptEngineSettings).filter((e=>g.contains(e))).forEach((e=>{const A=this.plugin.settings.scriptEngineSettings[e],t=Object.values(A);0===t.length||t.length>0&&0===t.map((e=>e.hidden?0:1)).reduce(((e,A)=>e+A))||(this.containerEl.createEl("h3",{text:e}),Object.keys(A).forEach((t=>{var n;const s=A[t];switch(typeof(null!==(n=s.value)&&void 0!==n?n:s)){case"boolean":s.hidden||i(e,t,s.description);break;case"string":s.hidden||a(e,t,s.description,s.valueset);break;case"number":s.hidden||r(e,t,s.description)}})))}))}}}var openDialogAction;!function(e){e[e.openFile=0]="openFile",e[e.insertLinkToDrawing=1]="insertLinkToDrawing"}(openDialogAction||(openDialogAction={}));class OpenFileDialog extends obsidian_module.FuzzySuggestModal{constructor(e,A){super(e),this.app=e,this.action=openDialogAction.openFile,this.plugin=A,this.onNewPane=!1,this.limit=20,this.setInstructions([{command:t$d("TYPE_FILENAME"),purpose:""}]),this.inputEl.onkeyup=e=>{"Enter"==e.key&&this.action==openDialogAction.openFile&&this.containerEl.innerText.includes(EMPTY_MESSAGE)&&(this.plugin.createAndOpenDrawing(`${this.plugin.settings.folder}/${this.inputEl.value}.excalidraw.md`,this.onNewPane?"new-pane":"active-pane"),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>this.plugin.isExcalidrawFile(e)))}getItemText(e){return e.path}onChooseItem(e){switch(this.action){case openDialogAction.openFile:this.plugin.openDrawing(e,this.onNewPane?"new-pane":"active-pane",!0);break;case openDialogAction.insertLinkToDrawing:this.plugin.embedDrawing(e)}}start(e,A){switch(this.action=e,this.onNewPane=A,e){case openDialogAction.openFile:this.emptyStateText=EMPTY_MESSAGE,this.setPlaceholder(t$d("SELECT_FILE_OR_TYPE_NEW"));break;case openDialogAction.insertLinkToDrawing:this.emptyStateText=t$d("NO_MATCH"),this.setPlaceholder(t$d("SELECT_TO_EMBED"))}this.open()}}class InsertLinkDialog extends obsidian_module.FuzzySuggestModal{constructor(e){super(e),this.app=e,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_FILE_TO_LINK")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return this.app.metadataCache.getLinkSuggestions().filter((e=>!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path+(e.alias?`|${e.alias}`:"")}onChooseItem(e){let A=e.path;e.file&&(A=this.app.metadataCache.fileToLinktext(e.file,this.drawingPath,!0)),this.addText(`[[${A+(e.alias?`|${e.alias}`:"")}]]`)}start(e,A){this.addText=A,this.drawingPath=e,this.open()}}class InsertImageDialog extends obsidian_module.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE_WITH_OPTION_TO_SCALE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH"),this.inputEl.onkeyup=e=>{"Enter"===e.key&&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_module.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"svg"===e.extension&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}async onChooseItem(e,A){if(!e)return;const t=this.plugin.ea;t.reset(),t.setView(this.view);const n=await app.vault.read(e);n&&""!==n&&(t.importSVG(n),t.addElementsToView(!0,!0,!0))}start(e){this.view=e,this.open()}}class InsertMDDialog extends obsidian_module.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_MD")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"md"===e.extension&&!this.plugin.isExcalidrawFile(e)))}getItemText(e){return e.path}onChooseItem(e){const A=this.plugin.ea;A.reset(),A.setView(this.view),(async()=>{await A.addImage(0,0,e),A.addElementsToView(!0,!1,!0)})()}start(e){this.view=e,this.open()}}function around(e,A){const t=Object.keys(A).map((t=>around1(e,t,A[t])));return 1===t.length?t[0]:function(){t.forEach((e=>e()))}}function around1(e,A,t){const 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$1,vault$1,metadataCache$1;const getDefaultWidth$1=e=>{const A=parseInt(e.settings.width);return isNaN(A)||0===A||null===A?"400":e.settings.width},initializeMarkdownPostProcessor=e=>{plugin$1=e,vault$1=e.app.vault,metadataCache$1=e.app.metadataCache},getIMG$1=async e=>{var A;let t=e.file;if(!e.file){const n=vault$1.getAbstractFileByPath(null===(A=e.fname)||void 0===A?void 0:A.split("#")[0]);if(!(n&&n instanceof obsidian_module.TFile))return null;t=n}const n=getEmbeddedFilenameParts(e.fname);e.style=e.style.replaceAll(" ","-");const i=hasExportTheme(plugin$1,t)?getExportTheme(plugin$1,t,"light"):void 0,a={withBackground:getWithBackground(plugin$1,t),withTheme:!!i||plugin$1.settings.exportWithTheme},r=createEl("img");let s=`max-width:${e.fwidth}${e.fwidth.match(/\d$/)?"px":""}; width:100%;`;e.fheight&&(s+=`height:${e.fheight}px;`),r.setAttribute("style",s),r.addClass(e.style);const o=null!=i?i:plugin$1.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":plugin$1.settings.exportWithTheme?void 0:"light";o&&(a.withTheme=!0);const l=new EmbeddedFilesLoader(plugin$1,o?"dark"===o:void 0);if(!plugin$1.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$1,t.path,"png"),c=null!=s?s:await createPNG(n.hasGroupref?n.filepath+n.linkpartReference:t.path,i,a,l,o,null,null,[],plugin$1,0);return c?(r.src=URL.createObjectURL(c),r):null}if(!n.hasBlockref&&!n.hasSectionref){const e=await getQuickImagePreview(plugin$1,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$1,0,getExportPadding(plugin$1,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$1),d.removeAttribute("width"),d.removeAttribute("height"),r.setAttribute("src",svgToBase64(d.outerHTML)),r):null},createImgElement=async e=>{const A=await getIMG$1(e);let t;A.setAttribute("fileSource",e.fname),e.fwidth&&A.setAttribute("w",e.fwidth),e.fheight&&A.setAttribute("h",e.fheight);const n=e=>{if(e.target instanceof Element&&"img"!=e.target.tagName.toLowerCase())return;const t=A.getAttribute("fileSource");if(t){const A=t.match(/([^#]*)(.*)/);if(!A)return;plugin$1.openDrawing(vault$1.getAbstractFileByPath(A[1]),e[CTRL_OR_CMD]?"new-pane":e.metaKey&&!app.isMobile?"popout-window":"active-pane",!0,A[2])}};return A.addEventListener("pointerdown",(e=>{var i;(null===(i=null==A?void 0:A.parentElement)||void 0===i?void 0:i.hasClass("canvas-node-content"))||(t=setTimeout((()=>n(e)),500))})),A.addEventListener("pointerup",(()=>{t&&clearTimeout(t),t=null})),A.addEventListener("dblclick",n),A.addEventListener(RERENDER_EVENT,(async e=>{e.stopPropagation();const t=A.parentElement,n=A.style.maxWidth,i=A.style.maxHeight,a=A.getAttribute("fileSource"),r=await createImgElement({fname:a,fwidth:A.getAttribute("w"),fheight:A.getAttribute("h"),style:A.getAttribute("class")});t.empty(),r.style.maxHeight=i,r.style.maxWidth=n,r.setAttribute("fileSource",a),t.append(r)})),A},createImageDiv$1=async e=>{const A=await createImgElement(e);return createDiv(e.style,(e=>e.append(A)))},processReadingMode$1=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$1.getFirstLinkpathDest(e,A.sourcePath);if(i&&i instanceof obsidian_module.TFile&&plugin$1.isExcalidrawFile(i)){if(isTextOnlyEmbed$1(n))continue;n.parentElement.replaceChild(await processInternalEmbed$1(n,i),n)}}},processInternalEmbed$1=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$1(plugin$1),t.fheight=e.getAttribute("height");let i=e.getAttribute("alt");t.style="excalidraw-svg",processAltText$1(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$1(t)},processAltText$1=(e,A,t)=>{var n,i;if(A&&!A.startsWith(e)){const a=A.match(/[^\|\d]*\|?((\d*%?)x?(\d*%?))?\|?(.*)/);t.fwidth=null!==(n=a[2])&&void 0!==n?n:t.fwidth,t.fheight=null!==(i=a[3])&&void 0!==i?i:t.fheight,a[4]&&!a[4].startsWith(e)&&(t.style=`excalidraw-svg-${a[4]}`),a[4]&&""!==a[4]||a[2]&&""!==a[2]||!a[0]||""===a[0]||(t.style=`excalidraw-svg-${a[0]}`)}},isTextOnlyEmbed$1=e=>{const A=e.getAttribute("src");if(!A)return!0;const t=getEmbeddedFilenameParts(A);return!(t.hasArearef||t.hasGroupref)&&(t.hasBlockref||t.hasSectionref)},tmpObsidianWYSIWYG$1=async(e,A)=>{const t=app.vault.getAbstractFileByPath(A.sourcePath);if(!(t instanceof obsidian_module.TFile))return;if(!plugin$1.isExcalidrawFile(t))return;if(A.remainingNestLevel<4)return;const n=A.containerEl;let i=n;for(;!i.hasClass("dataview")&&!i.hasClass("cm-preview-code-block")&&!i.hasClass("cm-embed-block")&&!i.hasClass("internal-embed")&&!i.hasClass("markdown-reading-view")&&!i.hasClass("markdown-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$1(plugin$1),style:"excalidraw-svg"};a.file=t;const r=i.hasClass("markdown-embed"),s=i.hasClass("markdown-reading-view");if(!i.hasClass("internal-embed")&&(r||s)){const A=Boolean(e.querySelector(".frontmatter"));if(e.empty(),!A)return void(e.parentElement===n&&n.removeChild(e));i.empty();const t=await createImageDiv$1(a);return r&&(i.addClass("markdown-embed"),t.firstChild instanceof HTMLElement)?(t.firstChild.style.maxHeight="100%",t.firstChild.style.maxWidth=null,void i.appendChild(t.firstChild)):void i.appendChild(t)}if(isTextOnlyEmbed$1(i))return;if(e.empty(),i.hasAttribute("ready"))return;i.setAttribute("ready",""),i.empty();const o=await processInternalEmbed$1(i,t);i.appendChild(o);let l=null;const c=new MutationObserver((e=>{var A;["alt","width","height"].contains(null===(A=e[0])||void 0===A?void 0:A.attributeName)&&(l&&clearTimeout(l),l=setTimeout((async()=>{l=null,i.empty();const e=await processInternalEmbed$1(i,t);i.appendChild(e)}),500))}));c.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$1(n,A):tmpObsidianWYSIWYG$1(e,A)},hoverEvent=e=>{e.linktext?(plugin$1.hover.linkText=e.linktext,plugin$1.hover.sourcePath=e.sourcePath):plugin$1.hover.linkText=null},observer=new MutationObserver((async e=>{if(0==e.length)return;if(!plugin$1.hover.linkText)return;const A=metadataCache$1.getFirstLinkpathDest(plugin$1.hover.linkText,plugin$1.hover.sourcePath?plugin$1.hover.sourcePath:"");if(!A)return;if(!(A instanceof obsidian_module.TFile))return;if("excalidraw"!==A.extension)return;const t=getIMGFilename(A.path,"svg"),n=vault$1.getAbstractFileByPath(t);if(n&&n instanceof obsidian_module.TFile)return;const i=getIMGFilename(A.path,"png"),a=vault$1.getAbstractFileByPath(i);if(a&&a instanceof obsidian_module.TFile)return;if(!plugin$1.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$1({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$1.openDrawing(vault$1.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.roundness",code:"[null | { type: RoundnessType; value?: number };]",desc:"set to null for 'sharp', else the stroke will be 'round'<br>type: 1==LEGACY,<br>2==PROPORTIONAL RADIUS,<br>3==ADAPTIVE RADIUS, value: adaptive factor defaults to 32",after:""},{field:"style.fontFamily",code:"[number]",desc:"1: Virgil, 2:Helvetica, 3:Cascadia, 4:LocalFont",after:""},{field:"style.fontSize",code:"[number]",desc:null,after:""},{field:"style.textAlign",code:"[string]",desc:"'left' | 'right' | 'center'",after:""},{field:"style.verticalAlign",code:"[string]",desc:"For future use, has no effect currently; 'top' | 'bottom' | 'middle'",after:""},{field:"style.startArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"style.endArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"canvas.theme",code:"[string]",desc:"'dark' | 'light'",after:""},{field:"canvas.viewBackgroundColor",code:"[string]",desc:"A valid css color.\nSee <a onclick='window.open(\"https://www.w3schools.com/colors/default.asp\")'>W3 School Colors</a> for more.",after:""},{field:"canvas.gridSize",code:"[number]",desc:null,after:""},{field:"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:""},{field:"obsidian",code:"obsidian",desc:"Access functions and objects available on the <a onclick='window.open(\"https://github.com/obsidianmd/obsidian-api/blob/master/obsidian.d.ts\")'>Obsidian Module</a>",after:""},{field:"setViewModeEnabled",code:"setViewModeEnabled(enabled: boolean): void;",desc:"Sets Excalidraw in the targetView to view-mode",after:""},{field:"viewUpdateScene",code:"viewUpdateScene(scene:{elements?:ExcalidrawElement[],appState?: AppState,files?: BinaryFileData,commitToHistory?: boolean,},restore:boolean=false):void",desc:"Calls the ExcalidrawAPI updateScene function for the targetView. When restore=true, excalidraw will try to correct errors in the scene such as setting default values to missing element properties.",after:""},{field:"viewZoomToElements",code:"viewZoomToElements(selectElements: boolean,elements: ExcalidrawElement[]):void",desc:"Zoom tarteView to fit elements provided as input. elements === [] will zoom to fit the entire scene. SelectElements toggles whether the elements should be in a selected state at the end of the operation.",after:""}],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_module.EditorSuggest{constructor(e){super(e.app),this.getSuggestions=e=>{const A=e.query.toLowerCase();return("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).map((e=>e.field)).filter((e=>e.toLowerCase().includes(A)))},this.plugin=e}onTrigger(e,A,t){var 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}: ${A}`}get data(){return this.initialized?["---",this.frontmatterStr,"---",this.dataWOfrontmatter].join("\n"):this.dataWOfrontmatter}}const TASKBONE_URL="https://api.taskbone.com/",TASKBONE_OCR_FN="execute?id=60f394af-85f6-40bc-9613-5d26dc283cbb";class Taskbone{constructor(e){this.plugin=e}get apiKey(){return this.plugin.settings.taskboneAPIkey}async initialize(e=!0){var A;if(""!==this.plugin.settings.taskboneAPIkey)return;const t=await obsidian_module.requestUrl({url:`${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_module.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_module.Notice("The drawing has already been processed, you will find the result in the frontmatter in markdown view mode. If you ran the command from the Obsidian Panel in Excalidraw then you can CTRL(CMD)+click the command to force the rescaning.",4e3);const 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_module.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_module.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 ${this.apiKey}`},throw:!1}),n=null==t?void 0:t.json;return n&&200===t.status?n.records[0].text:(new obsidian_module.Notice("Something went wrong while processing your request. Please check developer console for more information"),void log(t))}async blobToBase64(e){const A=await e.arrayBuffer(),t=new Uint8Array(A);for(var n="",i=t.byteLength,a=0;a<i;a++)n+=String.fromCharCode(t[a]);return btoa(n)}}let plugin,vault,metadataCache;const getDefaultWidth=e=>{const A=parseInt(e.settings.width);return isNaN(A)||0===A||null===A?"400":e.settings.width},initializeMarkdownPostProcessor_Legacy=e=>{plugin=e,vault=e.app.vault,metadataCache=e.app.metadataCache},getIMG=async e=>{var A;let t=e.file;if(!e.file){const n=vault.getAbstractFileByPath(null===(A=e.fname)||void 0===A?void 0:A.split("#")[0]);if(!(n&&n instanceof obsidian_module.TFile))return null;t=n}const n=getEmbeddedFilenameParts(e.fname);e.style=e.style.replaceAll(" ","-");const i=hasExportTheme(plugin,t)?getExportTheme(plugin,t,"light"):void 0,a={withBackground:getWithBackground(plugin,t),withTheme:!!i||plugin.settings.exportWithTheme},r=createEl("img");let s=`max-width:${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=>{let n;t.append(A),t.setAttribute("src",e.fname),e.fwidth&&t.setAttribute("w",e.fwidth),e.fheight&&t.setAttribute("h",e.fheight);const i=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("pointerdown",(e=>{n=setTimeout((()=>i(e)),500)})),t.addEventListener("pointerup",(()=>{n&&clearTimeout(n),n=null})),t.addEventListener("dblclick",i),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_module.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_module.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_Legacy=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_Legacy=e=>{e.linktext?(plugin.hover.linkText=e.linktext,plugin.hover.sourcePath=e.sourcePath):plugin.hover.linkText=null},observer_Legacy=new MutationObserver((async e=>{if(0==e.length)return;if(!plugin.hover.linkText)return;const A=metadataCache.getFirstLinkpathDest(plugin.hover.linkText,plugin.hover.sourcePath?plugin.hover.sourcePath:"");if(!A)return;if(!(A instanceof obsidian_module.TFile))return;if("excalidraw"!==A.extension)return;const t=getIMGFilename(A.path,"svg"),n=vault.getAbstractFileByPath(t);if(n&&n instanceof obsidian_module.TFile)return;const i=getIMGFilename(A.path,"png"),a=vault.getAbstractFileByPath(i);if(a&&a instanceof obsidian_module.TFile)return;if(!plugin.hover.linkText)return;if(1!=e.length)return;if(1!=e[0].addedNodes.length)return;if("popover hover-popover file-embed is-loaded"!=!e[0].addedNodes[0].classNames)return;const r=e[0].addedNodes[0];r.empty();const 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)}));class ExcalidrawPlugin extends obsidian_module.Plugin{constructor(e,A){super(e,A),this.excalidrawFiles=new Set,this.excalidrawFileModes={},this._loaded=!1,this.activeExcalidrawView=null,this.lastActiveExcalidrawFilePath=null,this.hover={linkText:null,sourcePath:null},this.opencount=0,this.filesMaster=null,this.equationsMaster=null,this.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_module.addIcon(ICON_NAME,EXCALIDRAW_ICON),obsidian_module.addIcon("ScriptEngine",SCRIPTENGINE_ICON),obsidian_module.addIcon("save-png",PNG_ICON),obsidian_module.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"),obsidian_module.requireApiVersion("1.1.6")?this.addMarkdownPostProcessor():this.addLegacyMarkdownPostProcessor(),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_module.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_module.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_module.Notice("Excalidraw: Error initializing LaTeX support"),e.mathjaxLoaderFinished=!0}}))}switchToExcalidarwAfterLoad(){const e=this;this.app.workspace.onLayoutReady((()=>{let A;for(A of app.workspace.getLeavesOfType("markdown"))A.view instanceof obsidian_module.MarkdownView&&e.isExcalidrawFile(A.view.file)&&(e.excalidrawFileModes[A.id||A.view.file.path]="excalidraw",e.setExcalidrawView(A))}))}forceSaveActiveView(e){if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.forceSave(),!0)}registerInstallCodeblockProcessor(){const e=async(e,A)=>{let t=null;try{const e=A.parentElement.querySelector(`a[href="#${A.previousElementSibling.getAttribute("data-heading")}"]`);e.style.paddingRight="10px",t=e.parentElement.createEl("button",null,(e=>{e.setText(t$d("UPDATE_SCRIPT")),e.addClass("mod-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_module.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_module.Notice(`Installed: ${l.basename}`)}catch(e){new obsidian_module.Notice(`Error installing script: ${a}`),errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",error:e})}},t&&(t.onclick=A.onclick),!(l&&l instanceof obsidian_module.TFile))return;const d=new Map;JSON.parse(await obsidian_module.request({url:"https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/directory-info.json"})).forEach((e=>d.set(e.fname,e.mtime)));const h=(e,A)=>{if(0===d.size||!d.has(e))return"ERROR";const t=d.get(e);return!A||t>A.stat.mtime?"UPDATE":"UPTODATE"},u=h(a,l),g=h(getIMGFilename(a,"svg"),c&&c instanceof obsidian_module.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})}addLegacyMarkdownPostProcessor(){initializeMarkdownPostProcessor_Legacy(this),this.registerMarkdownPostProcessor(markdownPostProcessor_Legacy),this.registerEvent(this.app.workspace.on("hover-link",hoverEvent_Legacy)),this.observer=observer_Legacy,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_module.TFile&&this.isExcalidrawFile(t)&&e.insertBefore(createDiv({cls:"nav-file-tag",text:this.settings.experimentalFileTag}),e.firstChild)};this.fileExplorerObserver=new MutationObserver((A=>{const t=A.filter((e=>e.addedNodes.length>0));t.forEach((A=>{A.addedNodes.forEach((A=>{A instanceof Element&&A.querySelectorAll(".nav-file-title").forEach(e)}))}))}));const A=this;this.app.workspace.onLayoutReady((()=>{document.querySelectorAll(".nav-file-title").forEach(e),A.fileExplorerObserver.observe(document.querySelector(".workspace"),{childList:!0,subtree:!0})}))}registerCommands(){this.openDialog=new OpenFileDialog(this.app,this),this.insertLinkDialog=new InsertLinkDialog(this.app),this.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$d("CREATE_NEW")).setIcon(ICON_NAME).onClick((()=>{let e=A.path;A instanceof obsidian_module.TFile&&(e=obsidian_module.normalizePath(A.path.substr(0,A.path.lastIndexOf(A.name)))),this.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane",e)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{A instanceof obsidian_module.TFile&&"excalidraw"==A.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_KEEP_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(A,!1,!1)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{A instanceof obsidian_module.TFile&&"excalidraw"==A.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_REPLACE_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(A,!0,!0)}))}))}))),this.addCommand({id:"excalidraw-disable-autosave",name:t$d("TEMPORARY_DISABLE_AUTOSAVE"),checkCallback:e=>!!this.settings.autosave&&(e||(this.settings.autosave=!1),!0)}),this.addCommand({id:"excalidraw-enable-autosave",name:t$d("TEMPORARY_ENABLE_AUTOSAVE"),checkCallback:e=>!this.settings.autosave&&(e||(this.settings.autosave=!0),!0)}),this.addCommand({id:"excalidraw-download-lib",name:t$d("DOWNLOAD_LIBRARY"),callback:this.exportLibrary}),this.addCommand({id:"excalidraw-open",name:t$d("OPEN_EXISTING_NEW_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!0)}}),this.addCommand({id:"excalidraw-open-on-current",name:t$d("OPEN_EXISTING_ACTIVE_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!1)}}),this.addCommand({id:"excalidraw-insert-transclusion",name:t$d("TRANSCLUDE"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(this.openDialog.start(openDialogAction.insertLinkToDrawing,!1),!0)}),this.addCommand({id:"excalidraw-insert-last-active-transclusion",name:t$d("TRANSCLUDE_MOST_RECENT"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView))&&null!=this.lastActiveExcalidrawFilePath;const A=this.app.vault.getAbstractFileByPath(this.lastActiveExcalidrawFilePath);return A instanceof obsidian_module.TFile&&(this.embedDrawing(A),!0)}}),this.addCommand({id:"excalidraw-autocreate",name:t$d("NEW_IN_NEW_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"new-pane")}}),this.addCommand({id:"excalidraw-autocreate-on-current",name:t$d("NEW_IN_ACTIVE_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane")}}),this.addCommand({id:"excalidraw-autocreate-popout",name:t$d("NEW_IN_POPOUT_WINDOW"),checkCallback:e=>{if(e)return!app.isMobile;this.createAndOpenDrawing(getDrawingFilename(this.settings),"popout-window")}});const e=async e=>{const A=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!A)return;const t=getEmbedFilename(A.file.basename,this.settings),n=this.settings.embedUseExcalidrawFolder?null:(await getAttachmentsFolderAndFilePath(this.app,A.file.path,t)).folder,i=await this.createDrawing(t,n);await this.embedDrawing(i),this.openDrawing(i,e,!0)};this.addCommand({id:"excalidraw-autocreate-and-embed",name:t$d("NEW_IN_NEW_PANE_EMBED"),checkCallback:A=>A?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(e("new-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-on-current",name:t$d("NEW_IN_ACTIVE_PANE_EMBED"),checkCallback:A=>A?Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(e("active-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-popout",name:t$d("NEW_IN_POPOUT_WINDOW_EMBED"),checkCallback:A=>A?!app.isMobile&&Boolean(this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView)):(e("popout-window"),!0)}),this.addCommand({id:"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_module.Notice("Taskbone OCR is not enabled. Please go to plugins settings to enable it.",4e3),!0))}}),this.addCommand({id:"search-text",name:t$d("SEARCH"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(search(A),!0)}}),this.addCommand({id:"fullscreen",name:t$d("TOGGLE_FULLSCREEN"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.isFullscreen()?A.exitFullscreen():A.gotoFullscreen(),!0)}}),this.addCommand({id:"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$d("DELETE_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(A){this.ea.reset(),this.ea.setView(A);const e=this.ea.getViewSelectedElement();if("image"!==e.type)return new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0;const t=this.ea.getViewFileForImageElement(e);return t?(this.app.vault.delete(t),this.ea.deleteViewElements([e]),!0):(new obsidian_module.Notice("Please select an image or embedded markdown document",4e3),!0)}return!1}}),this.addCommand({id:"insert-link",hotkeys:[{modifiers:["Ctrl","Shift"],key:"k"}],name:t$d("INSERT_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.insertLinkDialog.start(A.file.path,A.addText),!0)}}),this.addCommand({id:"insert-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$d("RESET_IMG_TO_100"),checkCallback:e=>{const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!A)return!1;if(!A.excalidrawAPI)return!1;const t=A.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==t.length)return e||new obsidian_module.Notice("Select a single image element and try again"),!1;const n=t[0];return A.excalidrawData.getFile(n.fileId)?!!e||void(async()=>{const e=new ExcalidrawAutomate(this,A),i=await e.getOriginalImageSize(n);if(i){e.copyViewElementsToEAforEditing(t);const A=e.getElement(n.id);A.width=i.width,A.height=i.height,e.addElementsToView(!1,!1,!1)}})():(e||new obsidian_module.Notice("Select a single image element and try again"),!1)}}),this.addCommand({id:"insert-image",name:t$d("INSERT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.insertImageDialog.start(A),!0)}}),this.addCommand({id:"import-svg",name:t$d("IMPORT_SVG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.importSVGDialog.start(A),!0)}}),this.addCommand({id:"release-notes",name:t$d("READ_RELEASE_NOTES"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView)):(new ReleaseNotes(this.app,this,PLUGIN_VERSION).open(),!0)}),this.addCommand({id:"tray-mode",name:t$d("TRAY_MODE"),checkCallback:e=>{if(e){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!e||!e.excalidrawRef)return!1;const A=e.excalidrawAPI.getAppState();return!A.zenModeEnabled&&!A.viewModeEnabled}const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!A||!A.excalidrawAPI||(A.toggleTrayMode(),0))}}),this.addCommand({id:"insert-md",name:t$d("INSERT_MD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.insertMDDialog.start(A),!0)}}),this.addCommand({id:"insert-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_module.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$d("CONVERT_NOTE_TO_EXCALIDRAW"),checkCallback:e=>{const A=this.app.workspace.getActiveFile(),t=this.app.workspace.getActiveViewOfType(obsidian_module.MarkdownView);if(!A||!t)return!1;const n=0===A.stat.size;if(e)return n;n&&(async()=>{await this.app.vault.modify(A,await this.getBlankDrawing()),this.setExcalidrawView(t.leaf)})()}}),this.addCommand({id:"convert-excalidraw",name:t$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_module.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_module.normalizePath(t));if(n&&n instanceof obsidian_module.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_module.Notice(`Converted ${t.length} files.`)}registerMonkeyPatches(){this.registerEvent(app.workspace.on("editor-menu",((e,A,t)=>{if(!(t&&t instanceof obsidian_module.MarkdownView))return;const n=t.file,i=t.leaf;if(!t.file)return;const a=this.app.metadataCache.getFileCache(n);(null==a?void 0:a.frontmatter)&&a.frontmatter[FRONTMATTER_KEY]&&e.addItem((e=>e.setTitle(t$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_module.MarkdownView))return;if(!(A instanceof obsidian_module.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$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("pane").onClick((()=>{this.excalidrawFileModes[n.id||A.path]="excalidraw",this.setExcalidrawView(n)}))})),e.items.unshift(e.items.pop()))})));const e=this;this.register(around(obsidian_module.WorkspaceLeaf.prototype,{detach:A=>function(){var t;const n=null===(t=this.view)||void 0===t?void 0:t.getState();return(null==n?void 0:n.file)&&e.excalidrawFileModes[this.id||n.file]&&delete e.excalidrawFileModes[this.id||n.file],A.apply(this)},setViewState:A=>function(t,...n){var i;if(e._loaded&&"markdown"===t.type&&(null===(i=t.state)||void 0===i?void 0:i.file)&&"markdown"!==e.excalidrawFileModes[this.id||t.state.file]){const i=app.metadataCache.getCache(t.state.file);if((null==i?void 0:i.frontmatter)&&i.frontmatter[FRONTMATTER_KEY]){const i=Object.assign(Object.assign({},t),{type:"excalidraw"});return e.excalidrawFileModes[t.state.file]="excalidraw",A.apply(this,[i,...n])}}return A.apply(this,[t,...n])}}))}registerEventListeners(){const e=this;this.app.workspace.onLayoutReady((async()=>{e.registerEvent(app.vault.on("rename",(async(A,t)=>{A instanceof obsidian_module.TFile&&e.isExcalidrawFile(A)&&e.settings.keepInSync&&[EXPORT_TYPES,"excalidraw"].flat().forEach((async e=>{const n=getIMGFilename(t,e),i=app.vault.getAbstractFileByPath(obsidian_module.normalizePath(n));if(i&&i instanceof obsidian_module.TFile){const t=getIMGFilename(A.path,e);await app.fileManager.renameFile(i,t)}}))}))),e.registerEvent(app.vault.on("modify",(async A=>{app.workspace.getLeavesOfType("excalidraw").forEach((async t=>{const n=t.view;if(n.file&&(n.file.path===A.path||"excalidraw"===A.extension&&`${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_module.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_module.normalizePath(t));n&&n instanceof obsidian_module.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&&!n.semaphores.viewunload&&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_module.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}]]`:`![](${encodeURI(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]]":""}%%`:`![](${encodeURI(a)})\n%%[🖋 Edit in Excalidraw](${encodeURI(t)})${o?", and the ["+s.split(".")[0]+" exported image]("+encodeURI(o)+")":""}%%`),n.focus()}}async loadSettings(e={applyLefthandedMode:!0,reEnableAutosave:!1}){void 0===e.applyLefthandedMode&&(e.applyLefthandedMode=!0),void 0===e.reEnableAutosave&&(e.reEnableAutosave=!1),this.settings=Object.assign({},DEFAULT_SETTINGS,await this.loadData()),e.applyLefthandedMode&&setLeftHandedMode(this.settings.isLeftHanded),e.reEnableAutosave&&(this.settings.autosave=!0),this.settings.autosaveInterval=app.isMobile?this.settings.autosaveIntervalMobile:this.settings.autosaveIntervalDesktop}async saveSettings(){await this.saveData(this.settings)}getStencilLibrary(){return""===this.settings.library||"deprecated"===this.settings.library?this.settings.library2:JSON_parse(this.settings.library)}setStencilLibrary(e){this.settings.library="deprecated",this.settings.library2=e}triggerEmbedUpdates(e){const A=new Set;app.workspace.iterateAllLeaves((t=>{const n=app.isMobile?document:t.view.containerEl.ownerDocument;if(!n)return;if(A.has(n))return;A.add(n);const i=n.createEvent("Event");i.initEvent(RERENDER_EVENT,!0,!1),n.querySelectorAll("img[class^='excalidraw-svg']"+(e?`[fileSource='${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_module.normalizePath(this.settings.templateFilePath),"");if(e&&e instanceof obsidian_module.TFile&&("md"==e.extension&&!this.settings.compatibilityMode||"excalidraw"==e.extension&&this.settings.compatibilityMode)){const A=await this.app.vault.read(e);if(A)return this.settings.matchTheme?changeThemeOfExcalidrawMD(A):A}if(this.settings.compatibilityMode)return this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;const A=this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;return`${FRONTMATTER}\n${getMarkdownDrawingSection(A,this.settings.compress)}`}async exportSceneToMD(e){var A,t;if(!e)return"";const 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_module.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_module.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_module.normalizePath(this.settings.folder);await checkAndCreateFolder(A);const t=getNewUniqueFilepath(this.app.vault,e,A);this.app.vault.create(t,this.settings.library),new obsidian_module.Notice(`Exported library to ${t}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.settings.library2,null,"\t")),"my-obsidian-library.excalidrawlib")}}module.exports=ExcalidrawPlugin;
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