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41c0b6be1aea37fb5e7e6d184e63a1b3836ff841
bramses-highly-opinionated-…/.obsidian/plugins/obsidian-excalidraw-plugin/main.js
Bram Adams 41c0b6be1a vault backup: 2022-12-11 01:15:17
2022-12-11 01:15:17 -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="1.8.4";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(),Se;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 Te;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 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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+S,t.top+E,Math.max(0,u-(y+S)),g-(v+Q),ta.BOTTOM_LEFT):new Qa(t.left+y+S,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 Ta(new Qa(e,l),new Qa(e,l-s),new Qa(o-r,A),new Qa(o,A));case ta.TOP_RIGHT:return new Ta(new Qa(e,A),new Qa(e+r,A),new Qa(o,l-s),new Qa(o,l));case ta.BOTTOM_RIGHT:return new Ta(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 Ta(new Qa(o,l),new Qa(o-r,l),new Qa(e,A+s),new Qa(e,A))}},Ma=function(e){return[e.topLeftBorderBox,e.topRightBorderBox,e.bottomRightBorderBox,e.bottomLeftBorderBox]},La=function(e){return[e.topLeftPaddingBox,e.topRightPaddingBox,e.bottomRightPaddingBox,e.bottomLeftPaddingBox]},Oa=function(e,A,t){this.offsetX=e,this.offsetY=A,this.matrix=t,this.type=0,this.target=6},Na=function(e,A){this.path=e,this.target=A,this.type=1},Ha=function(e){this.opacity=e,this.type=2,this.target=6},Da=function(e){return 1===e.type},Ra=function(e,A){return e.length===A.length&&e.some((function(e,t){return e===A[t]}))},Pa=function(e){this.element=e,this.inlineLevel=[],this.nonInlineLevel=[],this.negativeZIndex=[],this.zeroOrAutoZIndexOrTransformedOrOpacity=[],this.positiveZIndex=[],this.nonPositionedFloats=[],this.nonPositionedInlineLevel=[]},Va=function(){function e(e,A){if(this.container=e,this.parent=A,this.effects=[],this.curves=new Ia(this.container),this.container.styles.opacity<1&&this.effects.push(new Ha(this.container.styles.opacity)),null!==this.container.styles.transform){var t=this.container.bounds.left+this.container.styles.transformOrigin[0].number,n=this.container.bounds.top+this.container.styles.transformOrigin[1].number,i=this.container.styles.transform;this.effects.push(new Oa(t,n,i))}if(0!==this.container.styles.overflowX){var a=Ma(this.curves),r=La(this.curves);Ra(a,r)?this.effects.push(new Na(a,6)):(this.effects.push(new Na(a,2)),this.effects.push(new Na(r,4)))}}return e.prototype.getEffects=function(e){for(var A=-1===[2,3].indexOf(this.container.styles.position),t=this.parent,n=this.effects.slice(0);t;){var i=t.effects.filter((function(e){return!Da(e)}));if(A||0!==t.container.styles.position||!t.parent){if(n.unshift.apply(n,i),A=-1===[2,3].indexOf(t.container.styles.position),0!==t.container.styles.overflowX){var a=Ma(t.curves),r=La(t.curves);Ra(a,r)||n.unshift(new Na(r,6))}}else n.unshift.apply(n,i);t=t.parent}return n.filter((function(A){return 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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)),Da(e)&&(this.path(e.path),this.ctx.clip()),this._activeEffects.push(e)},t.prototype.popEffect=function(){this._activeEffects.pop(),this.ctx.restore()},t.prototype.renderStack=function(e){return n(this,void 0,void 0,(function(){return i(this,(function(A){switch(A.label){case 0:return e.element.container.styles.isVisible()?[4,this.renderStackContent(e)]:[3,2];case 1:A.sent(),A.label=2;case 2:return[2]}}))}))},t.prototype.renderNode=function(e){return n(this,void 0,void 0,(function(){return i(this,(function(A){switch(A.label){case 0:return nn(e.container.flags,16),e.container.styles.isVisible()?[4,this.renderNodeBackgroundAndBorders(e)]:[3,3];case 1:return A.sent(),[4,this.renderNodeContent(e)];case 2:A.sent(),A.label=3;case 3:return[2]}}))}))},t.prototype.renderTextWithLetterSpacing=function(e,A,t){var n=this;0===A?this.ctx.fillText(e.text,e.bounds.left,e.bounds.top+t):Yn(e.text).reduce((function(A,i){return n.ctx.fillText(i,A,e.bounds.top+t),A+n.ctx.measureText(i).width}),e.bounds.left)},t.prototype.createFontStyle=function(e){var A=e.fontVariant.filter((function(e){return"normal"===e||"small-caps"===e})).join(""),t=lr(e.fontFamily).join(", "),n=He(e.fontSize)?""+e.fontSize.number+e.fontSize.unit:e.fontSize.number+"px";return[[e.fontStyle,A,e.fontWeight,n,t].join(" "),t,n]},t.prototype.renderTextNode=function(e,A){return n(this,void 0,void 0,(function(){var t,n,a,r,s,o,l,c,d=this;return i(this,(function(i){return t=this.createFontStyle(A),n=t[0],a=t[1],r=t[2],this.ctx.font=n,this.ctx.direction=1===A.direction?"rtl":"ltr",this.ctx.textAlign="left",this.ctx.textBaseline="alphabetic",s=this.fontMetrics.getMetrics(a,r),o=s.baseline,l=s.middle,c=A.paintOrder,e.textBounds.forEach((function(e){c.forEach((function(t){switch(t){case 0:d.ctx.fillStyle=oA(A.color),d.renderTextWithLetterSpacing(e,A.letterSpacing,o);var n=A.textShadow;n.length&&e.text.trim().length&&(n.slice(0).reverse().forEach((function(t){d.ctx.shadowColor=oA(t.color),d.ctx.shadowOffsetX=t.offsetX.number*d.options.scale,d.ctx.shadowOffsetY=t.offsetY.number*d.options.scale,d.ctx.shadowBlur=t.blur.number,d.renderTextWithLetterSpacing(e,A.letterSpacing,o)})),d.ctx.shadowColor="",d.ctx.shadowOffsetX=0,d.ctx.shadowOffsetY=0,d.ctx.shadowBlur=0),A.textDecorationLine.length&&(d.ctx.fillStyle=oA(A.textDecorationColor||A.color),A.textDecorationLine.forEach((function(A){switch(A){case 1:d.ctx.fillRect(e.bounds.left,Math.round(e.bounds.top+o),e.bounds.width,1);break;case 2:d.ctx.fillRect(e.bounds.left,Math.round(e.bounds.top),e.bounds.width,1);break;case 3:d.ctx.fillRect(e.bounds.left,Math.ceil(e.bounds.top+l),e.bounds.width,1)}})));break;case 1:A.webkitTextStrokeWidth&&e.text.trim().length&&(d.ctx.strokeStyle=oA(A.webkitTextStrokeColor),d.ctx.lineWidth=A.webkitTextStrokeWidth,d.ctx.lineJoin=window.chrome?"miter":"round",d.ctx.strokeText(e.text,e.bounds.left,e.bounds.top+o)),d.ctx.strokeStyle="",d.ctx.lineWidth=0,d.ctx.lineJoin="miter"}}))})),[2]}))}))},t.prototype.renderReplacedElement=function(e,A,t){if(t&&e.intrinsicWidth>0&&e.intrinsicHeight>0){var n=ja(e),i=La(A);this.path(i),this.ctx.save(),this.ctx.clip(),this.ctx.drawImage(t,0,0,e.intrinsicWidth,e.intrinsicHeight,n.left,n.top,n.width,n.height),this.ctx.restore()}},t.prototype.renderNodeContent=function(e){return n(this,void 0,void 0,(function(){var A,n,a,s,o,l,c,d,h,u,g,p,w,m,f,B,E,b;return i(this,(function(i){switch(i.label){case 0:this.applyEffects(e.getEffects(4)),A=e.container,n=e.curves,a=A.styles,s=0,o=A.textNodes,i.label=1;case 1:return s<o.length?(l=o[s],[4,this.renderTextNode(l,a)]):[3,4];case 2:i.sent(),i.label=3;case 3:return s++,[3,1];case 4:if(!(A instanceof Ai))return[3,8];i.label=5;case 5:return i.trys.push([5,7,,8]),[4,this.context.cache.match(A.src)];case 6:return f=i.sent(),this.renderReplacedElement(A,n,f),[3,8];case 7:return i.sent(),this.context.logger.error("Error loading image "+A.src),[3,8];case 8:if(A instanceof ti&&this.renderReplacedElement(A,n,A.canvas),!(A instanceof ni))return[3,12];i.label=9;case 9:return i.trys.push([9,11,,12]),[4,this.context.cache.match(A.svg)];case 10:return f=i.sent(),this.renderReplacedElement(A,n,f),[3,12];case 11:return i.sent(),this.context.logger.error("Error loading svg "+A.svg.substring(0,255)),[3,12];case 12:return A instanceof pi&&A.tree?[4,new t(this.context,{scale:this.options.scale,backgroundColor:A.backgroundColor,x:0,y:0,width:A.width,height:A.height}).render(A.tree)]:[3,14];case 13:c=i.sent(),A.width&&A.height&&this.ctx.drawImage(c,0,0,A.width,A.height,A.bounds.left,A.bounds.top,A.bounds.width,A.bounds.height),i.label=14;case 14:if(A instanceof hi&&(d=Math.min(A.bounds.width,A.bounds.height),A.type===oi?A.checked&&(this.ctx.save(),this.path([new Qa(A.bounds.left+.39363*d,A.bounds.top+.79*d),new Qa(A.bounds.left+.16*d,A.bounds.top+.5549*d),new Qa(A.bounds.left+.27347*d,A.bounds.top+.44071*d),new Qa(A.bounds.left+.39694*d,A.bounds.top+.5649*d),new Qa(A.bounds.left+.72983*d,A.bounds.top+.23*d),new Qa(A.bounds.left+.84*d,A.bounds.top+.34085*d),new Qa(A.bounds.left+.39363*d,A.bounds.top+.79*d)]),this.ctx.fillStyle=oA(di),this.ctx.fill(),this.ctx.restore()):A.type===li&&A.checked&&(this.ctx.save(),this.ctx.beginPath(),this.ctx.arc(A.bounds.left+d/2,A.bounds.top+d/2,d/4,0,2*Math.PI,!0),this.ctx.fillStyle=oA(di),this.ctx.fill(),this.ctx.restore())),ar(A)&&A.value.length){switch(h=this.createFontStyle(a),E=h[0],u=h[1],g=this.fontMetrics.getMetrics(E,u).baseline,this.ctx.font=E,this.ctx.fillStyle=oA(a.color),this.ctx.textBaseline="alphabetic",this.ctx.textAlign=sr(A.styles.textAlign),b=ja(A),p=0,A.styles.textAlign){case 1:p+=b.width/2;break;case 2:p+=b.width}w=b.add(p,0,0,-b.height/2+1),this.ctx.save(),this.path([new Qa(b.left,b.top),new Qa(b.left+b.width,b.top),new Qa(b.left+b.width,b.top+b.height),new Qa(b.left,b.top+b.height)]),this.ctx.clip(),this.renderTextWithLetterSpacing(new Wn(A.value,w),a.letterSpacing,g),this.ctx.restore(),this.ctx.textBaseline="alphabetic",this.ctx.textAlign="left"}if(!nn(A.styles.display,2048))return[3,20];if(null===A.styles.listStyleImage)return[3,19];if(0!==(m=A.styles.listStyleImage).type)return[3,18];f=void 0,B=m.url,i.label=15;case 15:return i.trys.push([15,17,,18]),[4,this.context.cache.match(B)];case 16:return f=i.sent(),this.ctx.drawImage(f,A.bounds.left-(f.width+10),A.bounds.top),[3,18];case 17:return i.sent(),this.context.logger.error("Error loading list-style-image "+B),[3,18];case 18:return[3,20];case 19:e.listValue&&-1!==A.styles.listStyleType&&(E=this.createFontStyle(a)[0],this.ctx.font=E,this.ctx.fillStyle=oA(a.color),this.ctx.textBaseline="middle",this.ctx.textAlign="right",b=new r(A.bounds.left,A.bounds.top+$e(A.styles.paddingTop,A.bounds.width),A.bounds.width,Et(a.lineHeight,a.fontSize.number)/2+1),this.renderTextWithLetterSpacing(new Wn(e.listValue,b),a.letterSpacing,Et(a.lineHeight,a.fontSize.number)/2+2),this.ctx.textBaseline="bottom",this.ctx.textAlign="left"),i.label=20;case 20:return[2]}}))}))},t.prototype.renderStackContent=function(e){return n(this,void 0,void 0,(function(){var A,t,n,a,r,s,o,l,c,d,h,u,g,p,w;return i(this,(function(i){switch(i.label){case 0:return nn(e.element.container.flags,16),[4,this.renderNodeBackgroundAndBorders(e.element)];case 1:i.sent(),A=0,t=e.negativeZIndex,i.label=2;case 2:return A<t.length?(w=t[A],[4,this.renderStack(w)]):[3,5];case 3:i.sent(),i.label=4;case 4:return A++,[3,2];case 5:return[4,this.renderNodeContent(e.element)];case 6:i.sent(),n=0,a=e.nonInlineLevel,i.label=7;case 7:return n<a.length?(w=a[n],[4,this.renderNode(w)]):[3,10];case 8:i.sent(),i.label=9;case 9:return n++,[3,7];case 10:r=0,s=e.nonPositionedFloats,i.label=11;case 11:return r<s.length?(w=s[r],[4,this.renderStack(w)]):[3,14];case 12:i.sent(),i.label=13;case 13:return r++,[3,11];case 14:o=0,l=e.nonPositionedInlineLevel,i.label=15;case 15:return o<l.length?(w=l[o],[4,this.renderStack(w)]):[3,18];case 16:i.sent(),i.label=17;case 17:return o++,[3,15];case 18:c=0,d=e.inlineLevel,i.label=19;case 19:return c<d.length?(w=d[c],[4,this.renderNode(w)]):[3,22];case 20:i.sent(),i.label=21;case 21:return c++,[3,19];case 22:h=0,u=e.zeroOrAutoZIndexOrTransformedOrOpacity,i.label=23;case 23:return h<u.length?(w=u[h],[4,this.renderStack(w)]):[3,26];case 24:i.sent(),i.label=25;case 25:return h++,[3,23];case 26:g=0,p=e.positiveZIndex,i.label=27;case 27:return g<p.length?(w=p[g],[4,this.renderStack(w)]):[3,30];case 28:i.sent(),i.label=29;case 29:return g++,[3,27];case 30:return[2]}}))}))},t.prototype.mask=function(e){this.ctx.beginPath(),this.ctx.moveTo(0,0),this.ctx.lineTo(this.canvas.width,0),this.ctx.lineTo(this.canvas.width,this.canvas.height),this.ctx.lineTo(0,this.canvas.height),this.ctx.lineTo(0,0),this.formatPath(e.slice(0).reverse()),this.ctx.closePath()},t.prototype.path=function(e){this.ctx.beginPath(),this.formatPath(e),this.ctx.closePath()},t.prototype.formatPath=function(e){var A=this;e.forEach((function(e,t){var n=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,S,T,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),S=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),T=S[0],U=S[1],T>0&&U>0&&(I=n.ctx.createRadialGradient(b+x,C+Q,0,b+x,C+Q,T),EA(t.stops,2*T).forEach((function(e){return I.addColorStop(e.stop,oA(e.color))})),n.path(E),n.ctx.fillStyle=I,T!==U?(k=e.bounds.left+.5*e.bounds.width,M=e.bounds.top+.5*e.bounds.height,O=1/(L=U/T),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,S,T,U,I,k,M,L,O,N,H,D,R,P,V,K,G;return i(this,(function(i){switch(i.label){case 0:if(!e||"object"!=typeof e)return[2,Promise.reject("Invalid element provided as first argument")];if(!(n=e.ownerDocument))throw new Error("Element is not attached to a Document");if(!(a=n.defaultView))throw new Error("Document is not attached to a Window");return o={allowTaint:null!==(Q=A.allowTaint)&&void 0!==Q&&Q,imageTimeout:null!==(S=A.imageTimeout)&&void 0!==S?S:15e3,proxy:A.proxy,useCORS:null!==(T=A.useCORS)&&void 0!==T&&T},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!==(D=null!==(H=A.scale)&&void 0!==H?H:a.devicePixelRatio)&&void 0!==D?D:1,x:(null!==(R=A.x)&&void 0!==R?R:0)+b,y:(null!==(P=A.y)&&void 0!==P?P:0)+C,width:null!==(V=A.width)&&void 0!==V?V:Math.ceil(B),height:null!==(K=A.height)&&void 0!==K?K:Math.ceil(E)},u?(h.logger.debug("Document cloned, using foreign object rendering"),[4,new cr(h,y).render(w)]):[3,3];case 2:return F=i.sent(),[3,5];case 3:return h.logger.debug("Document cloned, element located at "+b+","+C+" with size "+B+"x"+E+" using computed rendering"),h.logger.debug("Starting DOM parsing"),x=Bi(h,w),v===x.styles.backgroundColor&&(x.styles.backgroundColor=wA.TRANSPARENT),h.logger.debug("Starting renderer for element at "+y.x+","+y.y+" with size "+y.width+"x"+y.height),[4,new ir(h,y).render(x)];case 4:F=i.sent(),i.label=5;case 5:return(null===(G=A.removeContainer)||void 0===G||G)&&(Aa.destroy(m)||h.logger.error("Cannot detach cloned iframe as it is not in the DOM anymore")),h.logger.debug("Finished rendering"),[2,F]}}))}))},pr=function(e,A,t){var n=A.ownerDocument,i=n.documentElement?pA(e,getComputedStyle(n.documentElement).backgroundColor):wA.TRANSPARENT,a=n.body?pA(e,getComputedStyle(n.body).backgroundColor):wA.TRANSPARENT,r="string"==typeof t?pA(e,t):null===t?wA.TRANSPARENT:4294967295;return A===n.documentElement?sA(i)?sA(a)?r:a:i:r};return function(e,A){return void 0===A&&(A={}),gr(e,A)}}();var html2canvas=html2canvas$1.exports;const updateEquation=async(e,A,t,n,i)=>{const a=await tex2dataURL(e,i);if(a){const e=[];e.push({mimeType:a.mimeType,id:A,dataURL:a.dataURL,created:a.created,size:a.size,hasSVGwithBitmap:!1,shouldScale:!0}),n(e,t)}};async function tex2dataURL(e,A){let t=0;for(;!A.mathjax&&!A.mathjaxLoaderFinished&&t<10;)await sleep$1(100),t++;A.mathjaxLoaderFinished||errorlog({where:"text2dataURL",fn:tex2dataURL,message:"mathjaxLoader not ready, using fallback. Try reloading Obsidian or restarting the Excalidraw plugin"});try{return await mathjaxSVG(e,A)}catch(t){await sleep$1(100);try{return await mathjaxSVG(e,A)}catch(t){await sleep$1(100);try{return await mathjaxSVG(e,A)}catch(t){return A.mathjax?new obsidian_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}: ${t[e]};`);e.setAttribute("style",n)}));const x=(new XMLSerializer).serializeToString(y),Q=(new XMLSerializer).serializeToString(F);document.body.removeChild(C);const S=new DOMParser,T=S.parseFromString(B(x,Q),"image/svg+xml").firstElementChild,U=createDiv();U.appendChild(T),document.body.appendChild(U);const I=T.querySelector(".excalidraw-md-footer").scrollHeight,k=T.querySelector(".excalidraw-md-host").scrollHeight+I,M=k<=t.height?k:t.height;document.body.removeChild(U),m=` width="${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=S.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=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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A>.0031308?(Jt(e)||1)*(1.055*jt(A,1/2.4)-.055):12.92*e}var _t=c.unpack,$t=c.type,en=B,An=m,tn=d,nn=zt;An.prototype.oklab=function(){return nn(this._rgb)},en.oklab=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(An,[null].concat(e,["oklab"])))},tn.format.oklab=Zt,tn.autodetect.push({p:3,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=_t(e,"oklab"),"array"===$t(e)&&3===e.length)return"oklab"}});var an=c.unpack,rn=zt,sn=KA,on=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=an(e,"rgb"),n=t[0],i=t[1],a=t[2],r=rn(n,i,a),s=r[0],o=r[1],l=r[2];return sn(s,o,l)},ln=c.unpack,cn=qA,dn=Zt,hn=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];var t=(e=ln(e,"lch"))[0],n=e[1],i=e[2],a=cn(t,n,i),r=a[0],s=a[1],o=a[2],l=dn(r,s,o);return[l[0],l[1],l[2],e.length>3?e[3]:1]},un=c.unpack,gn=c.type,pn=B,wn=m,mn=d,fn=on;wn.prototype.oklch=function(){return fn(this._rgb)},pn.oklch=function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];return new(Function.prototype.bind.apply(wn,[null].concat(e,["oklch"])))},mn.format.oklch=hn,mn.autodetect.push({p:3,test:function(){for(var e=[],A=arguments.length;A--;)e[A]=arguments[A];if(e=un(e,"oklch"),"array"===gn(e)&&3===e.length)return"oklch"}});var Bn=m,En=c.type;Bn.prototype.alpha=function(e,A){return void 0===A&&(A=!1),void 0!==e&&"number"===En(e)?A?(this._rgb[3]=e,this):new Bn([this._rgb[0],this._rgb[1],this._rgb[2],e],"rgb"):this._rgb[3]},m.prototype.clipped=function(){return this._rgb._clipped||!1};var bn=m,Cn=mA;bn.prototype.darken=function(e){void 0===e&&(e=1);var A=this.lab();return A[0]-=Cn.Kn*e,new bn(A,"lab").alpha(this.alpha(),!0)},bn.prototype.brighten=function(e){return void 0===e&&(e=1),this.darken(-e)},bn.prototype.darker=bn.prototype.darken,bn.prototype.brighter=bn.prototype.brighten,m.prototype.get=function(e){var A=e.split("."),t=A[0],n=A[1],i=this[t]();if(n){var 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e){switch(l){case"M":A.push({key:"M",data:[...c]}),[n,i]=c,[a,r]=c;break;case"C":A.push({key:"C",data:[...c]}),n=c[4],i=c[5],s=c[2],o=c[3];break;case"L":A.push({key:"L",data:[...c]}),[n,i]=c;break;case"H":n=c[0],A.push({key:"L",data:[n,i]});break;case"V":i=c[0],A.push({key:"L",data:[n,i]});break;case"S":{let e=0,a=0;"C"===t||"S"===t?(e=n+(n-s),a=i+(i-o)):(e=n,a=i),A.push({key:"C",data:[e,a,...c]}),s=c[0],o=c[1],n=c[2],i=c[3];break}case"T":{const[e,a]=c;let r=0,l=0;"Q"===t||"T"===t?(r=n+(n-s),l=i+(i-o)):(r=n,l=i);const d=n+2*(r-n)/3,h=i+2*(l-i)/3,u=e+2*(r-e)/3,g=a+2*(l-a)/3;A.push({key:"C",data:[d,h,u,g,e,a]}),s=r,o=l,n=e,i=a;break}case"Q":{const[e,t,a,r]=c,l=n+2*(e-n)/3,d=i+2*(t-i)/3,h=a+2*(e-a)/3,u=r+2*(t-r)/3;A.push({key:"C",data:[l,d,h,u,a,r]}),s=e,o=t,n=a,i=r;break}case"A":{const 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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$1(),l,c),h=i.hasAttribute("rx")||i.hasAttribute("ry"),u=Object.assign(Object.assign(Object.assign({},createExRect()),presAttrs(i,n)),{x:d[12],y:d[13],width:d[0],height:d[5],strokeSharpness:h?"round":"sharp"});t.elements.push(u),walk(e,e.tw.nextNode())},path:e=>{const{tw:A,scene:t,groups:n}=e,i=A.currentNode,a=getTransformMatrix(i,n),r=pointsOnPath(get(i,"d")),s=get(i,"fill","black"),o=get(i,"fill-rule","nonzero");let l=[],c=randomId();switch(o){case"nonzero":let e="clockwise";l=r.map(((A,t)=>{const r=transformPoints(A,clone(a)),o=r[0][0],l=r[0][1],[d,h]=dimensionsFromPoints(r),u=r.map((([e,A])=>[e-o,A-l])),g=getWindingOrder(u);0===t&&(e=g,c=randomId());let p=s;return e!==g&&(p="#FFFFFF"),Object.assign(Object.assign(Object.assign(Object.assign({},createExDraw()),{strokeWidth:0,strokeColor:"#00000000"}),presAttrs(i,n)),{points:u,backgroundColor:p,width:d,height:h,x:o+getNum(i,"x",0),y:l+getNum(i,"y",0),groupIds:[c]})}));break;case"evenodd":l=r.map(((e,A)=>{const t=transformPoints(e,clone(a)),r=t[0][0],s=t[0][1],[o,l]=dimensionsFromPoints(t),d=t.map((([e,A])=>[e-r,A-s]));return 0===A&&(c=randomId()),Object.assign(Object.assign(Object.assign({},createExDraw()),presAttrs(i,n)),{points:d,width:o,height:l,x:r+getNum(i,"x",0),y:s+getNum(i,"y",0)})}))}t.elements=t.elements.concat(l),walk(e,A.nextNode())}};function walk(e,A){if(!A)return;const t=A.nodeName;walkers[t]&&walkers[t](e)}const svgToExcalidraw=e=>{const A=(new DOMParser).parseFromString(e,"image/svg+xml"),t=A.querySelectorAll("parsererror"),n=t.length>0;let i=null;if(n)console.error("There were errors while parsing the given SVG: ",[...t].map((e=>e.innerHTML)));else{const e=createTreeWalker(A),t=new ExcalidrawScene;walk({tw:e,scene:t,groups:[],root:A},e.nextNode()),i=t.elements}return{hasErrors:n,errors:n?t:null,content:i}};B([r$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.strokeSharpness="round","round"):(this.style.strokeSharpness="sharp","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,S,T,U,I,k,M,L,O,N,H;const D=(null==e?void 0:e.templatePath)?await getTemplate(this.plugin,e.templatePath,!0,new EmbeddedFilesLoader(this.plugin),0):null;let R,P=D?D.elements:[];if(P=P.concat(this.getElements()),null==e?void 0:e.frontmatterKeys){Object.keys(e.frontmatterKeys).includes("excalidraw-plugin")||(e.frontmatterKeys["excalidraw-plugin"]="parsed"),R="---\n\n";for(const A of Object.keys(e.frontmatterKeys))R+=`${A}: ${""===e.frontmatterKeys[A]?'""':e.frontmatterKeys[A]}\n`;R+="\n---\n"}else R=(null==D?void 0:D.frontmatter)?D.frontmatter:FRONTMATTER;const V={type:"excalidraw",version:2,source:"https://excalidraw.com",elements:P,appState:{theme:null!==(t=null===(A=null==D?void 0:D.appState)||void 0===A?void 0:A.theme)&&void 0!==t?t:this.canvas.theme,viewBackgroundColor:null!==(i=null===(n=null==D?void 0:D.appState)||void 0===n?void 0:n.viewBackgroundColor)&&void 0!==i?i:this.canvas.viewBackgroundColor,currentItemStrokeColor:null!==(r=null===(a=null==D?void 0:D.appState)||void 0===a?void 0:a.currentItemStrokeColor)&&void 0!==r?r:this.style.strokeColor,currentItemBackgroundColor:null!==(o=null===(s=null==D?void 0:D.appState)||void 0===s?void 0:s.currentItemBackgroundColor)&&void 0!==o?o:this.style.backgroundColor,currentItemFillStyle:null!==(c=null===(l=null==D?void 0:D.appState)||void 0===l?void 0:l.currentItemFillStyle)&&void 0!==c?c:this.style.fillStyle,currentItemStrokeWidth:null!==(h=null===(d=null==D?void 0:D.appState)||void 0===d?void 0:d.currentItemStrokeWidth)&&void 0!==h?h:this.style.strokeWidth,currentItemStrokeStyle:null!==(g=null===(u=null==D?void 0:D.appState)||void 0===u?void 0:u.currentItemStrokeStyle)&&void 0!==g?g:this.style.strokeStyle,currentItemRoughness:null!==(w=null===(p=null==D?void 0:D.appState)||void 0===p?void 0:p.currentItemRoughness)&&void 0!==w?w:this.style.roughness,currentItemOpacity:null!==(f=null===(m=null==D?void 0:D.appState)||void 0===m?void 0:m.currentItemOpacity)&&void 0!==f?f:this.style.opacity,currentItemFontFamily:null!==(E=null===(B=null==D?void 0:D.appState)||void 0===B?void 0:B.currentItemFontFamily)&&void 0!==E?E:this.style.fontFamily,currentItemFontSize:null!==(C=null===(b=null==D?void 0:D.appState)||void 0===b?void 0:b.currentItemFontSize)&&void 0!==C?C:this.style.fontSize,currentItemTextAlign:null!==(y=null===(v=null==D?void 0:D.appState)||void 0===v?void 0:v.currentItemTextAlign)&&void 0!==y?y:this.style.textAlign,currentItemStrokeSharpness:null!==(x=null===(F=null==D?void 0:D.appState)||void 0===F?void 0:F.currentItemStrokeSharpness)&&void 0!==x?x:this.style.strokeSharpness,currentItemStartArrowhead:null!==(S=null===(Q=null==D?void 0:D.appState)||void 0===Q?void 0:Q.currentItemStartArrowhead)&&void 0!==S?S:this.style.startArrowHead,currentItemEndArrowhead:null!==(U=null===(T=null==D?void 0:D.appState)||void 0===T?void 0:T.currentItemEndArrowhead)&&void 0!==U?U:this.style.endArrowHead,currentItemLinearStrokeSharpness:null!==(k=null===(I=null==D?void 0:D.appState)||void 0===I?void 0:I.currentItemLinearStrokeSharpness)&&void 0!==k?k:this.style.strokeSharpness,gridSize:null!==(L=null===(M=null==D?void 0:D.appState)||void 0===M?void 0:M.gridSize)&&void 0!==L?L:this.canvas.gridSize,colorPalette:null!==(N=null===(O=null==D?void 0:D.appState)||void 0===O?void 0:O.colorPalette)&&void 0!==N?N:this.colorPalette},files:null!==(H=null==D?void 0:D.files)&&void 0!==H?H:{}};return this.plugin.createAndOpenDrawing((null==e?void 0:e.filename)?e.filename+(e.filename.endsWith(".md")?"":".excalidraw.md"):getDrawingFilename(this.plugin.settings),(null==e?void 0:e.onNewPane)&&e.onNewPane?"new-pane":"active-pane",(null==e?void 0:e.foldername)?e.foldername:this.plugin.settings.folder,this.plugin.settings.compatibilityMode?JSON.stringify(V,null,"\t"):R+(()=>{const e=this.getElements().filter((e=>"text"===e.type));let A="# Text Elements\n";return e.forEach((e=>{var t,n;A+=`${null!==(t=e.rawText)&&void 0!==t?t:null!==(n=e.originalText)&&void 0!==n?n:e.text} ^${e.id}\n\n`})),this.getElements().filter((e=>"text"!==e.type&&e.link)).forEach((e=>{A+=`${e.link} ^${e.id}\n\n`})),A+=Object.keys(this.imagesDict).length>0?"\n# Embedded files\n":"",Object.keys(this.imagesDict).forEach((e=>{const t=this.imagesDict[e];t.latex?A+=`${e}: $$${t.latex}$$\n`:A+=`${e}: [[${t.file}]]\n`})),A})()+getMarkdownDrawingSection(JSON.stringify(V,null,"\t"),this.plugin.settings.compress))}async createSVG(e,A=!1,t,n,i,a){return i||(i=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),i&&!t&&(t={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0}),n||(n=new EmbeddedFilesLoader(this.plugin,i?"dark"===i:void 0)),await createSVG(e,A,t,n,i,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,a,this.imagesDict)}async createPNG(e,A=1,t,n,i,a){return i||(i=this.plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":this.plugin.settings.exportWithTheme?void 0:"light"),i&&!t&&(t={withBackground:this.plugin.settings.exportWithBackground,withTheme:!0}),n||(n=new EmbeddedFilesLoader(this.plugin,i?"dark"===i:void 0)),await createPNG(e,A,t,n,i,this.canvas.theme,this.canvas.viewBackgroundColor,this.getElements(),this.plugin,0,a,this.imagesDict)}wrapText(e,A){return wrapTextAtCharLength(e,A,this.plugin.settings.forceWrap)}boxedElement(e,A,t,n,i,a){return{id:e,type:A,x:t,y:n,width:i,height:a,angle:this.style.angle,strokeColor:this.style.strokeColor,backgroundColor:this.style.backgroundColor,fillStyle:this.style.fillStyle,strokeWidth:this.style.strokeWidth,strokeStyle:this.style.strokeStyle,roughness:this.style.roughness,opacity:this.style.opacity,strokeSharpness:this.style.strokeSharpness,seed:Math.floor(1e5*Math.random()),version:1,versionNonce:Math.floor(1e9*Math.random()),updated:Date.now(),isDeleted:!1,groupIds:[],boundElements:[],link:null,locked:!1}}addRect(e,A,t,n){const i=nanoid();return this.elementsDict[i]=this.boxedElement(i,"rectangle",e,A,t,n),i}addDiamond(e,A,t,n){const i=nanoid();return this.elementsDict[i]=this.boxedElement(i,"diamond",e,A,t,n),i}addEllipse(e,A,t,n){const i=nanoid();return this.elementsDict[i]=this.boxedElement(i,"ellipse",e,A,t,n),i}addBlob(e,A,t,n){const i=.5*n,a=.5*t,r=a/9,s=.8*i,o=[],l=(t,n)=>{const l=t+Math.random()*r-r/2;o.push([l+Math.random()*r-r/2+t%2*r/6+e,n*Math.sqrt(i*i*(1-l*l/(a*a)))+Math.random()*s-s/2+t%2*s/6+A])};let c;for(c=r/2-a;c<=a-r/2;c+=a/6)l(c,1);for(c=a-r/2;c>=r/2-a;c-=a/6)l(c,-1);o.push(o[0]);const d=this.addLine((e=>{const A=getLineBox(e),i=t/A.w,a=n/A.h;let r;for(r=0;r<e.length;r++){let[t,n]=e[r];t=(t-A.x)*i+A.x,n=(n-A.y)*a+A.y,e[r]=[t,n]}return e})(o));return this.elementsDict[d]=repositionElementsToCursor([this.getElement(d)],{x:e,y:A},!1)[0],d}addText(e,A,t,n,i){var a,r;i=null!=i?i:nanoid();const s=t;t=(null==n?void 0:n.wrapAt)?this.wrapText(t,n.wrapAt):t;const{w:o,h:l,baseline:c}=_measureText(t,this.style.fontSize,this.style.fontFamily),d=(null==n?void 0:n.width)?n.width:o,h=(null==n?void 0:n.height)?n.height:l;let u=null;const g=null!==(a=null==n?void 0:n.boxPadding)&&void 0!==a?a:30;if(null==n?void 0:n.box)switch(n.box){case"ellipse":u=this.addEllipse(e-g,A-g,d+2*g,h+2*g);break;case"diamond":u=this.addDiamond(e-g,A-g,d+2*g,h+2*g);break;case"blob":u=this.addBlob(e-g,A-g,d+2*g,h+2*g);break;default:u=this.addRect(e-g,A-g,d+2*g,h+2*g)}const p=u&&"blob"!==n.box;if(this.elementsDict[i]=Object.assign(Object.assign({text:t,fontSize:this.style.fontSize,fontFamily:this.style.fontFamily,textAlign:(null==n?void 0:n.textAlign)?n.textAlign:null!==(r=this.style.textAlign)&&void 0!==r?r:"left",verticalAlign:this.style.verticalAlign,baseline:c},this.boxedElement(i,"text",e,A,d,h)),{containerId:p?u:null,originalText:p?s:t,rawText:p?s:t}),u&&"blob"===(null==n?void 0:n.box)&&this.addToGroup([i,u]),p){const e=this.elementsDict[u];e.boundElements||(e.boundElements=[]),e.boundElements.push({type:"text",id:i})}return null!=u?u:i}addLine(e){const A=getLineBox(e),t=nanoid();return this.elementsDict[t]=Object.assign({points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:null,endBinding:null,startArrowhead:null,endArrowhead:null},this.boxedElement(t,"line",e[0][0],e[0][1],A.w,A.h)),t}addArrow(e,A){const t=getLineBox(e),n=nanoid(),i=e[0],a=e[e.length-1];return this.elementsDict[n]=Object.assign({points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:{elementId:null==A?void 0:A.startObjectId,focus:(null==A?void 0:A.startObjectId)?determineFocusDistance(this.getElement(null==A?void 0:A.startObjectId),a,i):.1,gap:4},endBinding:{elementId:null==A?void 0:A.endObjectId,focus:(null==A?void 0:A.endObjectId)?determineFocusDistance(this.getElement(null==A?void 0:A.endObjectId),i,a):.1,gap:4},startArrowhead:void 0!==(null==A?void 0:A.startArrowHead)?A.startArrowHead:this.style.startArrowHead,endArrowhead:void 0!==(null==A?void 0:A.endArrowHead)?A.endArrowHead:this.style.endArrowHead},this.boxedElement(n,"arrow",e[0][0],e[0][1],t.w,t.h)),(null==A?void 0:A.startObjectId)&&(this.elementsDict[A.startObjectId].boundElements||(this.elementsDict[A.startObjectId].boundElements=[]),this.elementsDict[A.startObjectId].boundElements.push({type:"arrow",id:n})),(null==A?void 0:A.endObjectId)&&(this.elementsDict[A.endObjectId].boundElements||(this.elementsDict[A.endObjectId].boundElements=[]),this.elementsDict[A.endObjectId].boundElements.push({type:"arrow",id:n})),n}async addImage(e,A,t,n=!0){const i=nanoid(),a=new EmbeddedFilesLoader(this.plugin,"dark"===this.canvas.theme),r=await a.getObsidianImage(t,0);if(!r)return null;const s="md"===t.extension?fileid():r.fileId;if(this.imagesDict[s]={mimeType:r.mimeType,id:s,dataURL:r.dataURL,created:r.created,file:t.path+(n?"":"|100%"),hasSVGwithBitmap:r.hasSVGwithBitmap,latex:null},n&&Math.max(r.size.width,r.size.height)>500){const e=500/Math.max(r.size.width,r.size.height);r.size.width=e*r.size.width,r.size.height=e*r.size.height}return this.elementsDict[i]=this.boxedElement(i,"image",e,A,r.size.width,r.size.height),this.elementsDict[i].fileId=s,this.elementsDict[i].scale=[1,1],i}async addLaTex(e,A,t){const n=nanoid(),i=await tex2dataURL(t,this.plugin);return i?(this.imagesDict[i.fileId]={mimeType:i.mimeType,id:i.fileId,dataURL:i.dataURL,created:i.created,file:null,hasSVGwithBitmap:!1,latex:t},this.elementsDict[n]=this.boxedElement(n,"image",e,A,i.size.width,i.size.height),this.elementsDict[n].fileId=i.fileId,this.elementsDict[n].scale=[1,1],n):null}connectObjects(e,A,t,n,i){if(!this.elementsDict[e]||!this.elementsDict[t])return;if(["line","arrow","freedraw"].includes(this.elementsDict[e].type)||["line","arrow","freedraw"].includes(this.elementsDict[t].type))return;const a=(null==i?void 0:i.padding)?i.padding:10,r=(null==i?void 0:i.numberOfPoints)?i.numberOfPoints:0,s=(e,A)=>{switch(e){case"bottom":return[(A.x+(A.x+A.width))/2,A.y+A.height+a];case"left":return[A.x-a,(A.y+(A.y+A.height))/2];case"right":return[A.x+A.width+a,(A.y+(A.y+A.height))/2];default:return[(A.x+(A.x+A.width))/2,A.y-a]}};let o,l,c,d;const h=this.elementsDict[e],u=this.elementsDict[t];if(!A||!n){const e=h.x+h.width/2,t=u.x+u.width/2,i=h.y+h.height/2,a=u.y+u.height/2;if(!A){const A=intersectElementWithLine(h,[t,a],[e,i],4);0===A.length?[o,l]=[e,i]:[o,l]=A[0]}if(!n){const A=intersectElementWithLine(u,[e,i],[t,a],4);0===A.length?[c,d]=[t,a]:[c,d]=A[0]}}A&&([o,l]=s(A,this.elementsDict[e])),n&&([c,d]=s(n,this.elementsDict[t]));const g=r+2,p=[];for(let e=0;e<g;e++)p.push([o+e*(c-o)/(g-1),l+e*(d-l)/(g-1)]);return this.addArrow(p,{startArrowHead:null==i?void 0:i.startArrowHead,endArrowHead:null==i?void 0:i.endArrowHead,startObjectId:e,endObjectId:t})}addLabelToLine(e,A){const t=this.elementsDict[e];if(!t||!["arrow","line"].includes(t.type)||2!==t.points.length)return;let n=Math.atan2(t.points[1][1],t.points[1][0]);const i=this.measureText(A);n<0?n<-Math.PI/2&&(n+=Math.PI):n>Math.PI/2&&(n-=Math.PI),this.style.angle=n;const a=this.addText(t.x+t.points[1][0]/2-i.width/2,t.y+t.points[1][1]/2-i.height,A);return this.style.angle=0,a}clear(){this.elementsDict={},this.imagesDict={}}reset(){this.clear(),this.activeScript=null,this.style={strokeColor:"#000000",backgroundColor:"transparent",angle:0,fillStyle:"hachure",strokeWidth:1,strokeStyle:"solid",roughness:1,opacity:100,strokeSharpness:"sharp",fontFamily:1,fontSize:20,textAlign:"left",verticalAlign:"top",startArrowHead:null,endArrowHead:"arrow"},this.canvas={theme:"light",viewBackgroundColor:"#FFFFFF",gridSize:0}}isExcalidrawFile(e){return this.plugin.isExcalidrawFile(e)}setView(e){if(!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',"1.8.4":'\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,currentItemStrokeSharpness:t.currentItemStrokeSharpness,currentItemStartArrowhead:t.currentItemStartArrowhead,currentItemEndArrowhead:t.currentItemEndArrowhead,scrollX:t.scrollX,scrollY:t.scrollY,zoom:t.zoom,currentItemLinearStrokeSharpness:t.currentItemLinearStrokeSharpness,gridSize:t.gridSize,colorPalette:t.colorPalette},prevTextMode:this.prevTextMode,files:n}},this.refresh=()=>{if(0===this.contentEl.clientWidth||0===this.contentEl.clientHeight)return;const e=this.excalidrawAPI;(null==g?void 0:g.current)&&e&&e.refresh()};let p={x:0,y:0},w=null;this.clearHoverPreview=()=>{if(w){const e=new MouseEvent("click",{view:this.ownerWindow,bubbles:!0,cancelable:!0});w.dispatchEvent(e),w=null}};const m=e=>{var A,t,n,i,a;const r=null===(A=app.dragManager.draggable)||void 0===A?void 0:A.files;return r&&r[0]==this.file&&(r.shift(),app.dragManager.draggable.title=`${r.length} files`),["file","files"].includes(null===(t=app.dragManager.draggable)||void 0===t?void 0:t.type)?"link":(null===(n=e.types)||void 0===n?void 0:n.includes("text/html"))||(null===(i=e.types)||void 0===i?void 0:i.includes("text/plain"))||(null===(a=e.types)||void 0===a?void 0:a.includes("Files"))?"copy":void 0};let f=!1;const B=()=>{if(o=getTextElementAtPointer(t,this),o&&o.id){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:this.metaKeyDown,shiftKey:this.shiftKeyDown,altKey:this.altKeyDown});return this.handleLinkClick(this,e),void(o=null)}if(l=getImageElementAtPointer(t,this),l&&l.id){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:this.metaKeyDown,shiftKey:this.shiftKeyDown,altKey:this.altKeyDown});return this.handleLinkClick(this,e),void(l=null)}if(c=getElementWithLinkAtPointer(t,this),c&&c.id){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:this.metaKeyDown,shiftKey:this.shiftKeyDown,altKey:this.altKeyDown});return this.handleLinkClick(this,e),void(c=null)}};let E=null;const b=(e,A)=>{var n,i;if(!E)return;if(null===(i=null===(n=this.excalidrawAPI)||void 0===n?void 0:n.getAppState())||void 0===i?void 0:i.editingElement)return;if(this.semaphores.wheelTimeout)return;if(!e){if(!t)return;e="";const n=getTextElementAtPointer(t,this);if(n&&n.text){A=this.excalidrawAPI.getSceneElements().filter((e=>e.id===n.id))[0];const t=this.textMode===TextMode.parsed?this.excalidrawData.getRawText(n.id):n.text;if(!t)return;if(t.match(REG_LINKINDEX_HYPERLINK))return;const i=REGEX_LINK.getRes(t).next();if(!i.value)return;if((e=REGEX_LINK.getLink(i)).match(REG_LINKINDEX_HYPERLINK))return}else{const n=getImageElementAtPointer(t,this);if(A=this.excalidrawAPI.getSceneElements().filter((e=>e.id===n.id))[0],!n||!n.fileId)return;if(!this.excalidrawData.hasFile(n.fileId))return;const i=this.excalidrawData.getFile(n.fileId),a=i.linkParts.ref?`#${i.linkParts.isBlockRef?"^":""}${i.linkParts.ref}`:"";e=this.excalidrawData.getFile(n.fileId).file.path+a}}if(this.getHookServer().onLinkHoverHook)try{if(!this.getHookServer().onLinkHoverHook(A,e,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.showHoverPreview",fn:this.getHookServer().onLinkHoverHook,error:e})}if(this.semaphores.hoverSleep)return;const a=app.metadataCache.getFirstLinkpathDest(e.split("#")[0],this.file.path);if(!a)return;if(this.ownerDocument.querySelector(`div.popover-title[data-path="${a.path}"]`))return;this.semaphores.hoverSleep=!0;const r=this;if(setTimeout((()=>r.semaphores.hoverSleep=!1),500),this.plugin.hover.linkText=e,this.plugin.hover.sourcePath=this.file.path,w=this.contentEl,app.workspace.trigger("hover-link",{event:E,source:"excalidraw",hoverParent:w,targetEl:w,linktext:this.plugin.hover.linkText,sourcePath:this.plugin.hover.sourcePath}),p=t,this.isFullscreen()){const e=this;setTimeout((()=>{var A,t,n,i;const r=null!==(i=null===(n=null===(t=null===(A=this.ownerDocument.querySelector(`div.popover-title[data-path="${a.path}"]`))||void 0===A?void 0:A.parentElement)||void 0===t?void 0:t.parentElement)||void 0===n?void 0:n.parentElement)&&void 0!==i?i:this.ownerDocument.body.querySelector("div.popover");r&&e.contentEl.append(r)}),400)}},{Excalidraw:C}=this.plugin.getPackage(this.ownerWindow).excalidrawLib,v=A.createElement("div",{className:"excalidraw-wrapper",ref:n,key:"abc",tabIndex:0,onKeyDown:e=>{e.target!==v.ref.current&&(this.isFullscreen()&&e.keyCode===KEYCODE.ESC&&this.exitFullscreen(),!e[CTRL_OR_CMD]||e.shiftKey||e.altKey||b())},onPointerDown:e=>{(e[CTRL_OR_CMD]||e.metaKey)&&(this.plugin.settings.allowCtrlClick||e.metaKey)&&setTimeout((()=>{(this.getSelectedTextElement().id||this.getSelectedImageElement().id||this.getSelectedElementWithLink().id)&&this.handleLinkClick(this,e)}))},onMouseMove:e=>{E=e.nativeEvent},onMouseOver:()=>{this.clearHoverPreview()},onDragOver:e=>{const A=m(e.dataTransfer);if(A)return e.dataTransfer.dropEffect=A,e.preventDefault(),!1},onDragLeave:()=>{}},A.createElement(C,{ref:g,width:r.width,height:r.height,UIOptions:{canvasActions:{loadScene:!1,saveScene:!1,saveAsScene:!1,export:!1,saveAsImage:!1,saveToActiveFile:!1}},initState:null==e?void 0:e.appState,initialData:e,detectScroll:!0,onPointerUpdate:e=>{if(t=e.pointer,w&&(Math.abs(p.x-e.pointer.x)>50||Math.abs(p.y-e.pointer.y)>50)&&this.clearHoverPreview(),f){if(!h&&"down"===e.button){if(h=!0,this.ctrlKeyDown||this.metaKeyDown)return void B();const e=Date.now();return e-d<600&&e-d>40&&B(),void(d=e)}"up"===e.button&&(h=!1),(this.ctrlKeyDown||this.excalidrawAPI.getAppState().isViewModeEnabled&&this.plugin.settings.hoverPreviewWithoutCTRL)&&b()}},libraryReturnUrl:"app://obsidian.md",autoFocus:!0,hideWelcomeScreen:!0,renderMenuLinks:null,onChange:(e,A)=>{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$d("DEFAULT_OPEN_MODE_DESC"))).addDropdown((e=>e.addOption("normal","Normal Mode").addOption("zen","Zen Mode").addOption("view","View Mode").setValue(this.plugin.settings.defaultMode).onChange((async e=>{this.plugin.settings.defaultMode=e,this.applySettingsUpdate()})))),new obsidian_module.Setting(A).setName(t$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,vault,metadataCache;const getDefaultWidth=e=>{const A=parseInt(e.settings.width);return isNaN(A)||0===A||null===A?"400":e.settings.width},initializeMarkdownPostProcessor=e=>{plugin=e,vault=e.app.vault,metadataCache=e.app.metadataCache},getIMG=async e=>{var A;let t=e.file;if(!e.file){const n=vault.getAbstractFileByPath(null===(A=e.fname)||void 0===A?void 0:A.split("#")[0]);if(!(n&&n instanceof obsidian_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=async(e,A)=>{var t;const n=e.querySelectorAll(".internal-embed");0!==n.length?Boolean(null===(t=A.frontmatter)||void 0===t?void 0:t.hasOwnProperty("excalidraw-plugin"))?e.style.display="none":await processReadingMode(n,A):tmpObsidianWYSIWYG(e,A)},hoverEvent=e=>{e.linktext?(plugin.hover.linkText=e.linktext,plugin.hover.sourcePath=e.sourcePath):plugin.hover.linkText=null},observer=new MutationObserver((async e=>{if(0==e.length)return;if(!plugin.hover.linkText)return;const A=metadataCache.getFirstLinkpathDest(plugin.hover.linkText,plugin.hover.sourcePath?plugin.hover.sourcePath:"");if(!A)return;if(!(A instanceof obsidian_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)})),EXCALIDRAW_AUTOMATE_INFO=[{field:"plugin",code:null,desc:"The ExcalidrawPlugin object",after:""},{field:"elementsDict",code:null,desc:"The {} dictionary object, contains the ExcalidrawElements currently edited in Automate indexed by el.id",after:'[""]'},{field:"imagesDict",code:null,desc:"the images files including DataURL, indexed by fileId",after:'[""]'},{field:"style.strokeColor",code:"[string]",desc:"A valid css color. See <a onclick='window.open(\"https://www.w3schools.com/colors/default.asp\")'>W3 School Colors</a> for more.",after:""},{field:"style.backgroundColor",code:"[string]",desc:"A valid css color. See <a onclick='window.open(\"https://www.w3schools.com/colors/default.asp\")'>W3 School Colors</a> for more.",after:""},{field:"style.angle",code:"[number]",desc:"Rotation of the object in radian",after:""},{field:"style.fillStyle",code:"[string]",desc:"'hachure' | 'cross-hatch' | 'solid'",after:""},{field:"style.strokeWidth",code:"[number]",desc:null,after:""},{field:"style.strokeStyle",code:"[string]",desc:"'solid' | 'dashed' | 'dotted'",after:""},{field:"style.roughness",code:"[number]",desc:"0:Architect\n1:Artist\n2:Cartoonist",after:""},{field:"style.opacity",code:"[number]",desc:"100: Fully opaque\n0: Fully transparent",after:""},{field:"style.strokeSharpness",code:"[string]",desc:"'round' | 'sharp'",after:""},{field:"style.fontFamily",code:"[number]",desc:"1: Virgil, 2:Helvetica, 3:Cascadia, 4:LocalFont",after:""},{field:"style.fontSize",code:"[number]",desc:null,after:""},{field:"style.textAlign",code:"[string]",desc:"'left' | 'right' | 'center'",after:""},{field:"style.verticalAlign",code:"[string]",desc:"For future use, has no effect currently; 'top' | 'bottom' | 'middle'",after:""},{field:"style.startArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"style.endArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"canvas.theme",code:"[string]",desc:"'dark' | 'light'",after:""},{field:"canvas.viewBackgroundColor",code:"[string]",desc:"A valid css color.\nSee <a onclick='window.open(\"https://www.w3schools.com/colors/default.asp\")'>W3 School Colors</a> for more.",after:""},{field:"canvas.gridSize",code:"[number]",desc:null,after:""},{field:"addToGroup",code:"addToGroup(objectIds: []): string;",desc:null,after:""},{field:"toCliboard",code:"toClipboard(templatePath?: string): void;",desc:"Copies current elements using template to clipboard, ready to be pasted into an excalidraw canvas",after:""},{field:"getElements",code:"getElements(): ExcalidrawElement[];",desc:"Get all elements from ExcalidrawAutomate elementsDict",after:""},{field:"getElement",code:"getElement(id: string): ExcalidrawElement;",desc:"Get single element from ExcalidrawAutomate elementsDict",after:""},{field:"create",code:'create(params?: {filename?: string, foldername?: string, templatePath?: string, onNewPane?: boolean, frontmatterKeys?: { "excalidraw-plugin"?: "raw" | "parsed", "excalidraw-link-prefix"?: string, "excalidraw-link-brackets"?: boolean, "excalidraw-url-prefix"?: string,},}): Promise<string>;',desc:"Create a drawing and save it to filename.\nIf filename is null: default filename as defined in Excalidraw settings.\nIf folder is null: default folder as defined in Excalidraw settings\n",after:""},{field:"createSVG",code:"createSVG(templatePath?: string, embedFont?: boolean, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,): Promise<SVGSVGElement>;",desc:"Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"createPNG",code:"createPNG(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,): Promise<any>;",desc:"Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"wrapText",code:"wrapText(text: string, lineLen: number): string;",desc:null,after:""},{field:"addRect",code:"addRect(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addDiamond",code:"addDiamond(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addEllipse",code:"addEllipse(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addBlob",code:"addBlob(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addText",code:'addText(topX: number, topY: number, text: string, formatting?: {wrapAt?: number; width?: number; height?: number; textAlign?: string; box?: boolean | "box" | "blob" | "ellipse" | "diamond"; boxPadding?: number;}, id?: string,): string;',desc:"If box is !null, then text will be boxed\nThe function returns the id of the TextElement. If the text element is boxed i.e. it is a sticky note, then the id of the container object",after:""},{field:"addLine",code:"addLine(points: [[x: number, y: number]]): string;",desc:null,after:""},{field:"addArrow",code:"addArrow(points: [[x: number, y: number]], formatting?: { startArrowHead?: string; endArrowHead?: string; startObjectId?: string; endObjectId?: string;},): string;",desc:null,after:""},{field:"addImage",code:"addImage(topX: number, topY: number, imageFile: TFile, scale: boolean): Promise<string>;",desc:"set scale to false if you want to embed the image at 100% of its original size. Default is true which will insert a scaled image",after:""},{field:"addLaTex",code:"addLaTex(topX: number, topY: number, tex: string): Promise<string>;",desc:null,after:""},{field:"connectObjects",code:"connectObjects(objectA: string, connectionA: ConnectionPoint, objectB: string, connectionB: ConnectionPoint, formatting?: {numberOfPoints?: number; startArrowHead?: string; endArrowHead?: string; padding?: number;},): string;",desc:'type ConnectionPoint = "top" | "bottom" | "left" | "right" | null\nWhen null is passed as ConnectionPoint then Excalidraw will automatically decide\nnumberOfPoints is the number of points on the line. Default is 0 i.e. line will only have a start and end point.\nArrowHead: "triangle"|"dot"|"arrow"|"bar"|null',after:""},{field:"addLabelToLine",code:"addLabelToLine(lineId: string, label: string): string;",desc:"Adds a text label to a line or arrow. Currently only works with a simple straight 2-point (start & end) line",after:""},{field:"clear",code:"clear(): void;",desc:"Clears elementsDict and imagesDict only",after:""},{field:"reset",code:"reset(): void;",desc:"clear() + reset all style values to default",after:""},{field:"isExcalidrawFile",code:"isExcalidrawFile(f: TFile): boolean;",desc:"Returns true if MD file is an Excalidraw file",after:""},{field:"targetView",code:"targetView: ExcalidrawView;",desc:"The Obsidian view currently edited",after:""},{field:"setView",code:'setView(view: ExcalidrawView | "first" | "active"): ExcalidrawView;',desc:null,after:""},{field:"getExcalidrawAPI",code:"getExcalidrawAPI(): any;",desc:"<a onclick='window.open(\"https://github.com/excalidraw/excalidraw/tree/master/src/packages/excalidraw#ref\")'>Excalidraw API</a>",after:""},{field:"getViewElements",code:"getViewElements(): ExcalidrawElement[];",desc:"Get elements in View",after:""},{field:"deleteViewElements",code:"deleteViewElements(el: ExcalidrawElement[]): boolean;",desc:null,after:""},{field:"getViewSelectedElement",code:"getViewSelectedElement(): ExcalidrawElement;",desc:"Get the selected element in the view, if more are selected, get the first",after:""},{field:"getViewSelectedElements",code:"getViewSelectedElements(): ExcalidrawElement[];",desc:null,after:""},{field:"getViewFileForImageElement",code:"getViewFileForImageElement(el: ExcalidrawElement): TFile | null;",desc:"Returns the TFile file handle for the image element",after:""},{field:"copyViewElementsToEAforEditing",code:"copyViewElementsToEAforEditing(elements: ExcalidrawElement[]): void;",desc:"Copies elements from view to elementsDict for editing",after:""},{field:"viewToggleFullScreen",code:"viewToggleFullScreen(forceViewMode?: boolean): void;",desc:null,after:""},{field:"connectObjectWithViewSelectedElement",code:"connectObjectWithViewSelectedElement(objectA: string, connectionA: ConnectionPoint, connectionB: ConnectionPoint, formatting?: {numberOfPoints?: number; startArrowHead?: string; endArrowHead?: string; padding?: number;},): boolean;",desc:"Connect an object to the selected element in the view\nSee tooltip for connectObjects for details",after:""},{field:"addElementsToView",code:"addElementsToView(repositionToCursor?: boolean, save?: boolean, newElementsOnTop?: boolean,): Promise<boolean>;",desc:"Adds elements from elementsDict to the current view\nrepositionToCursor: default is false\nsave: default is true\nnewElementsOnTop: default is false, i.e. the new elements get to the bottom of the stack\nnewElementsOnTop controls whether elements created with ExcalidrawAutomate are added at the bottom of the stack or the top of the stack of elements already in the view\nNote that elements copied to the view with copyViewElementsToEAforEditing retain their position in the stack of elements in the view even if modified using EA",after:""},{field:"onDropHook",code:'onDropHook(data: {ea: ExcalidrawAutomate, event: React.DragEvent<HTMLDivElement>, draggable: any, type: "file" | "text" | "unknown", payload: {files: TFile[], text: string,}, excalidrawFile: TFile, view: ExcalidrawView, pointerPosition: { x: number, y: number},}): boolean;',desc:"If set Excalidraw will call this function onDrop events.\nA return of true will stop the default onDrop processing in Excalidraw.\n\ndraggable is the Obsidian draggable object\nfiles is the array of dropped files\nexcalidrawFile is the file receiving the drop event\nview is the excalidraw view receiving the drop.\npointerPosition is the pointer position on canvas at the time of drop.",after:""},{field:"mostRecentMarkdownSVG",code:"mostRecentMarkdownSVG: SVGSVGElement;",desc:"Markdown renderer will drop a copy of the most recent SVG here for debugging purposes",after:""},{field:"getEmbeddedFilesLoader",code:"getEmbeddedFilesLoader(isDark?: boolean): EmbeddedFilesLoader;",desc:"Utility function to generate EmbeddedFilesLoader object",after:""},{field:"getExportSettings",code:"getExportSettings(withBackground: boolean, withTheme: boolean,): ExportSettings;",desc:"Utility function to generate ExportSettings object",after:""},{field:"getBoundingBox",code:"getBoundingBox(elements: ExcalidrawElement[]): {topX: number, topY: number, width: number, height: number,};",desc:"Gets the bounding box of elements. The bounding box is the box encapsulating all of the elements completely.",after:""},{field:"getMaximumGroups",code:"getMaximumGroups(elements: ExcalidrawElement[]): ExcalidrawElement[][];",desc:"Elements grouped by the highest level groups",after:""},{field:"getLargestElement",code:"getLargestElement(elements: ExcalidrawElement[]): ExcalidrawElement;",desc:"Gets the largest element from a group. useful when a text element is grouped with a box, and you want to connect an arrow to the box",after:""},{field:"intersectElementWithLine",code:"intersectElementWithLine(element: ExcalidrawBindableElement, a: readonly [number, number], b: readonly [number, number], gap?: number,): Point[];",desc:"If gap is given, the element is inflated by this value.\nReturns 2 or 0 intersection points between line going through `a` and `b` and the `element`, in ascending order of distance from `a`.",after:""},{field:"getCommonGroupForElements",code:"getCommonGroupForElements(elements: ExcalidrawElement[]): string;",desc:"Gets the groupId for the group that contains all the elements, or null if such a group does not exist",after:""},{field:"getElementsInTheSameGroupWithElement",code:"getElementsInTheSameGroupWithElement(element: ExcalidrawElement, elements: ExcalidrawElement[]): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that share one or more groupIds with element.",after:""},{field:"activeScript",code:"activeScript: string;",desc:"Mandatory to set before calling the get and set ScriptSettings functions. Set automatically by the ScriptEngine\nSee for more details: <a onclick='window.open(\"https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html\")'>Script Engine Help</a>",after:""},{field:"getScriptSettings",code:"getScriptSettings(): {};",desc:"Returns script settings. Saves settings in plugin settings, under the activeScript key. See for more details: <a onclick='window.open(\"https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html\")'>Script Engine Help</a>",after:""},{field:"setScriptSettings",code:"setScriptSettings(settings: any): Promise<void>;",desc:"Sets script settings.\nSee for more details: <a onclick='window.open(\"https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html\")'>Script Engine Help</a>",after:""},{field:"openFileInNewOrAdjacentLeaf",code:"openFileInNewOrAdjacentLeaf(file: TFile): WorkspaceLeaf;",desc:"Open a file in a new workspaceleaf or reuse an existing adjacent leaf depending on Excalidraw Plugin Settings",after:""},{field:"measureText",code:"measureText(text: string): { width: number; height: number };",desc:"Measures text size based on current style settings",after:""},{field:"verifyMinimumPluginVersion",code:"verifyMinimumPluginVersion(requiredVersion: string): boolean;",desc:'Returns true if plugin version is >= than required\nrecommended use:\n<code>if(!ea.verifyMinimumPluginVersion || !ea.verifyMinimumPluginVersion("1.5.20")) {new Notice("message");return;}<code>',after:""},{field:"selectElementsInView",code:"selectElementsInView(elements: ExcalidrawElement[]):void;",desc:"Elements provided will be set as selected in the targetView.",after:""},{field:"generateElementId",code:"generateElementId(): string;",desc:"Returns an 8 character long random id",after:""},{field:"cloneElement",code:"cloneElement(element: ExcalidrawElement): ExcalidrawElement;",desc:"Returns a clone of the element with a new element id",after:""},{field:"moveViewElementToZIndex",code:"moveViewElementToZIndex(elementId:number, newZIndex:number): void;",desc:"Moves the element to a specific position in the z-index",after:""},{field:"hexStringToRgb",code:"hexStringToRgb(color: string):number[];",desc:"Converts a HEX color to an RGB number array. #FF0000 to [255,0,0]",after:""},{field:"rgbToHexString",code:"rgbToHexString(color: number[]):string;",desc:"Converts an RGB number array to a HEX string. [255,0,0] to #FF0000",after:""},{field:"hslToRgb",code:"hslToRgb(color: number[]):number[];",desc:"Converts an HSL number array to an RGB number array. [0,100,50] to [255,0,0]",after:""},{field:"rgbToHsl",code:"rgbToHsl(color:number[]):number[];",desc:"Converts an RGB number array to an HSL number array. [255,0,0] to [0,100,50]",after:""},{field:"colorNameToHex",code:"colorNameToHex(color:string):string;",desc:"Converts a CSS color name to its HEX color equivalent. 'White' to #FFFFFF",after:""},{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)}}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"),this.addMarkdownPostProcessor(),this.registerInstallCodeblockProcessor(),this.addThemeObserver(),this.experimentalFileTypeDisplayToggle(this.settings.experimentalFileType),this.registerCommands(),this.registerEventListeners(),this.initializeFourthFont(),this.registerEditorSuggest(new FieldSuggester(this)),this.registerMonkeyPatches(),this.settings.showReleaseNotes){const e="0.0.0"===this.settings.previousRelease;isVersionNewerThanOther(PLUGIN_VERSION,this.settings.previousRelease)&&new ReleaseNotes(this.app,this,e?null:PLUGIN_VERSION).open()}this.switchToExcalidarwAfterLoad(),this.loadMathJax();const e=this;this.app.workspace.onLayoutReady((()=>{this.scriptEngine=new ScriptEngine(e)})),this.taskbone=new Taskbone(this)}initializeFourthFont(){this.app.workspace.onLayoutReady((async()=>{const e=await getFontDataURL(this.app,this.settings.experimantalFourthFont,"","LocalFont"),A=""===e.dataURL?VIRGIL_DATAURL:e.dataURL;this.fourthFontDef=e.fontDef;const t=new Set;app.workspace.iterateAllLeaves((e=>{const n=app.isMobile?document:e.view.containerEl.ownerDocument;if(!n)return;if(t.has(n))return;t.add(n);const i=n.createElement("style");i.id="local-font-stylesheet",i.textContent=`\n @font-face {\n font-family: 'LocalFont';\n src: url("${A}");\n font-display: swap;\n }\n `;const a=n.getElementById(i.id);n.head.appendChild(i),a&&n.head.removeChild(a),n.fonts.load("20px LocalFont")}))}))}loadMathJax(){const e=this;this.app.workspace.onLayoutReady((async()=>{await obsidian_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})}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)})${o?", and the ["+s.split(".")[0]+" exported image]("+encodeURI(o)+")":""}%%`),n.focus()}}async loadSettings(e={applyLefthandedMode:!0,reEnableAutosave:!1}){void 0===e.applyLefthandedMode&&(e.applyLefthandedMode=!0),void 0===e.reEnableAutosave&&(e.reEnableAutosave=!1),this.settings=Object.assign({},DEFAULT_SETTINGS,await this.loadData()),e.applyLefthandedMode&&setLeftHandedMode(this.settings.isLeftHanded),e.reEnableAutosave&&(this.settings.autosave=!0),this.settings.autosaveInterval=app.isMobile?this.settings.autosaveIntervalMobile:this.settings.autosaveIntervalDesktop}async saveSettings(){await this.saveData(this.settings)}getStencilLibrary(){return""===this.settings.library||"deprecated"===this.settings.library?this.settings.library2:JSON_parse(this.settings.library)}setStencilLibrary(e){this.settings.library="deprecated",this.settings.library2=e}triggerEmbedUpdates(e){const A=new Set;app.workspace.iterateAllLeaves((t=>{const n=app.isMobile?document:t.view.containerEl.ownerDocument;if(!n)return;if(A.has(n))return;A.add(n);const i=n.createEvent("Event");i.initEvent(RERENDER_EVENT,!0,!1),n.querySelectorAll("div[class^='excalidraw-svg']"+(e?`[src='${e.replaceAll("'","\\'")}']`:"")).forEach((e=>e.dispatchEvent(i)))}))}openDrawing(e,A,t=!1,n){let i;"popout-window"===A?i=app.workspace.openPopoutLeaf():(i=this.app.workspace.getLeaf(!1),"empty"!==i.view.getViewType()&&"new-pane"===A&&(i=getNewOrAdjacentLeaf(this,i))),i.openFile(e,n&&""!==n?{active:t,eState:{subpath:n}}:{active:t})}async getBlankDrawing(){const e=this.app.metadataCache.getFirstLinkpathDest(obsidian_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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