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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="1.7.29";function _interopNamespace(e){if(e&&e.__esModule)return e;var A=Object.create(null);return e&&Object.keys(e).forEach((function(t){if("default"!==t){var n=Object.getOwnPropertyDescriptor(e,t);Object.defineProperty(A,t,n.get?n:{enumerable:!0,get:function(){return e[t]}})}})),A.default=e,Object.freeze(A)}var React__namespace=_interopNamespace(React);let random$1=e=>crypto.getRandomValues(new Uint8Array(e)),customRandom=(e,A,t)=>{let n=(2<<Math.log(e.length-1)/Math.LN2)-1,i=-~(1.6*n*A/e.length);return(a=A)=>{let r="";for(;;){let A=t(i),s=i;for(;s--;)if(r+=e[A[s]&n]||"",r.length===a)return r}}},customAlphabet=(e,A=21)=>customRandom(e,A,random$1),nanoid$1=(e=21)=>crypto.getRandomValues(new Uint8Array(e)).reduce(((e,A)=>e+((A&=63)<36?A.toString(36):A<62?(A-26).toString(36).toUpperCase():A>62?"-":"_")),"");function JSON_parse(e){return JSON.parse(e.replaceAll("&#91;","["))}const 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0:t.contains(A))?n:null},getNewOrAdjacentLeaf=(e,A)=>{const t=A.id,n=app.workspace.getLayout(),i=e=>e.children.filter((e=>"leaf"!==e.type)).map((e=>i(e))).flat().concat(e.children.filter((e=>"leaf"===e.type)).map((e=>e.id))),a=i(n.main),r=n.main&&a.contains(t)?"main":n.floating&&i(n.floating).contains(t)?"popout":n.left&&i(n.left).contains(t)?"left":n.right&&i(n.right).contains(t)?"right":"hover",s=()=>{var e;let t=app.workspace.getMostRecentLeaf();return t&&t!==A&&(null===(e=t.view)||void 0===e?void 0:e.containerEl.ownerDocument)===document||(t=null,a.forEach((e=>{var n;const i=app.workspace.getLeafById(e);!t&&(null===(n=i.view)||void 0===n?void 0:n.navigation)&&A!==i&&(t=i)}))),t};if(e.settings.openInMainWorkspace||["main","left","right"].contains(r)){if(!e.settings.openInAdjacentPane){if("main"===r)return app.workspace.createLeafBySplit(A);const e=s();return e?"empty"===e.view.getViewType()?e:app.workspace.createLeafBySplit(e):app.workspace.getLeaf(!0)}const t=s();return null!=t?t:app.workspace.getLeaf(!0)}if(!e.settings.openInAdjacentPane)return app.workspace.createLeafBySplit(A);if("hover"===r){const t=new Set;return app.workspace.iterateAllLeaves((e=>{e!==A&&A.containerEl.parentElement===e.containerEl.parentElement&&t.add(e)})),0===t.size?e.app.workspace.createLeafBySplit(A):Array.from(t)[0]}if("popout"===r){const e=new Set;return app.workspace.iterateAllLeaves((t=>{t!==A&&t.view.navigation&&t.view.containerEl.ownerDocument===A.view.containerEl.ownerDocument&&e.add(t)})),0===e.size?app.workspace.createLeafBySplit(A):Array.from(e)[0]}return e.app.workspace.createLeafBySplit(A)},getAttachmentsFolderAndFilePath=async(e,A,t)=>{let n=e.vault.getConfig("attachmentFolderPath");if(n&&n.startsWith("./")){const e=`${splitFolderAndFilename(A).folderpath}/`;n=obsidian.normalizePath(e+n.substring(2))}return n&&"/"!==n||(n=""),await checkAndCreateFolder(n),{folder:n,filepath:obsidian.normalizePath(""===n?t:`${n}/${t}`)}},isObsidianThemeDark=()=>document.body.classList.contains("theme-dark");var ar={},cz={},da={},de={},en={INSTALL_SCRIPT:"Install this script",UPDATE_SCRIPT:"An update is available - Click to install",CHECKING_SCRIPT:"Checking if a newer version is available - Click to reinstall now",UNABLETOCHECK_SCRIPT:"Update check was unsuccessful - Click to reinstall now",UPTODATE_SCRIPT:"Script is installed and up to date - Click to reinstall now",OPEN_AS_EXCALIDRAW:"Open as Excalidraw Drawing",TOGGLE_MODE:"Toggle between Excalidraw and Markdown mode",CONVERT_NOTE_TO_EXCALIDRAW:"Convert empty note to Excalidraw Drawing",CONVERT_EXCALIDRAW:"Convert *.excalidraw to *.md files",CREATE_NEW:"New Excalidraw drawing",CONVERT_FILE_KEEP_EXT:"*.excalidraw => *.excalidraw.md",CONVERT_FILE_REPLACE_EXT:"*.excalidraw => *.md (Logseq compatibility)",DOWNLOAD_LIBRARY:"Export stencil library as an *.excalidrawlib file",OPEN_EXISTING_NEW_PANE:"Open an existing drawing - IN A NEW PANE",OPEN_EXISTING_ACTIVE_PANE:"Open an existing drawing - IN THE CURRENT ACTIVE PANE",TRANSCLUDE:"Transclude (embed) a drawing",TRANSCLUDE_MOST_RECENT:"Transclude (embed) the most recently edited drawing",TOGGLE_LEFTHANDED_MODE:"Toggle left-handed mode",NEW_IN_NEW_PANE:"Create a new drawing - IN A NEW PANE",NEW_IN_ACTIVE_PANE:"Create a new drawing - IN THE CURRENT ACTIVE PANE",NEW_IN_POPOUT_WINDOW:"Create a new drawing - IN A POPOUT WINDOW",NEW_IN_NEW_PANE_EMBED:"Create a new drawing - IN A NEW PANE - and embed into active document",NEW_IN_ACTIVE_PANE_EMBED:"Create a new drawing - IN THE CURRENT ACTIVE PANE - and embed into active document",NEW_IN_POPOUT_WINDOW_EMBED:"Create a new drawing - IN A POPOUT WINDOW - and embed into active document",EXPORT_SVG:"Save as SVG next to the current file",EXPORT_PNG:"Save as PNG next to the current file",TOGGLE_LOCK:"Toggle Text Element edit RAW/PREVIEW",DELETE_FILE:"Delete selected Image or Markdown file from Obsidian Vault",INSERT_LINK_TO_ELEMENT:"Copy markdown link for selected element to clipboard. CTRL/CMD+Click to copy group link. SHIFT+click to copy an area link.",INSERT_LINK_TO_ELEMENT_GROUP:"Copy 'group=' markdown link for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_AREA:"Copy 'area=' markdown link for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_NORMAL:"Copy markdown link for selected element to clipboard.",INSERT_LINK_TO_ELEMENT_ERROR:"Select a single element in the scene",INSERT_LINK_TO_ELEMENT_READY:"Link is READY and available on the clipboard",INSERT_LINK:"Insert link to file",INSERT_IMAGE:"Insert image or Excalidraw drawing from your vault",IMPORT_SVG:"Import an SVG file as Excalidraw strokes (limited SVG support, TEXT currently not supported)",INSERT_MD:"Insert markdown file from vault",INSERT_LATEX:"Insert LaTeX formula (e.g. \\binom{n}{k} = \\frac{n!}{k!(n-k)!})",ENTER_LATEX:"Enter a valid LaTeX expression",READ_RELEASE_NOTES:"Read latest release notes",TRAY_MODE:"Toggle property-panel tray-mode",SEARCH:"Search for text in drawing",RESET_IMG_TO_100:"Set selected image element size to 100% of original",TEMPORARY_DISABLE_AUTOSAVE:"Disable autosave until next time Obsidian starts (only set this if you know what you are doing)",TEMPORARY_ENABLE_AUTOSAVE:"Enable autosave",INSTALL_SCRIPT_BUTTON:"Install or update Excalidraw Scripts",OPEN_AS_MD:"Open as Markdown",SAVE_AS_PNG:"Save as PNG into Vault (CTRL/CMD+CLICK to export)",SAVE_AS_SVG:"Save as SVG into Vault (CTRL/CMD+CLICK to export)",OPEN_LINK:"Open selected text as link\n(SHIFT+CLICK to open in a new pane)",EXPORT_EXCALIDRAW:"Export to an .Excalidraw file",LINK_BUTTON_CLICK_NO_TEXT:"Select a an ImageElement, or select a TextElement that contains an internal or external link.\nSHIFT CLICK this button to open the link in a new pane.\nCTRL/CMD CLICK the Image or TextElement on the canvas has the same effect!",FILENAME_INVALID_CHARS:'File name cannot contain any of the following characters: * " \\ < > : | ? #',FILE_DOES_NOT_EXIST:"File does not exist. Hold down ALT (or ALT+SHIFT) and CLICK link button to create a new file.",FORCE_SAVE:"Save (will also update transclusions)",RAW:"Change to PREVIEW mode (only effects text-elements with links or transclusions)",PARSED:"Change to RAW mode (only effects text-elements with links or transclusions)",NOFILE:"Excalidraw (no file)",COMPATIBILITY_MODE:"*.excalidraw file opened in compatibility mode. Convert to new format for full plugin functionality.",CONVERT_FILE:"Convert to new format",RELEASE_NOTES_NAME:"Display Release Notes after update",RELEASE_NOTES_DESC:"<b>Toggle ON:</b> Display release notes each time you update Excalidraw to a newer version.<br><b>Toggle OFF:</b> Silent mode. You can still read release notes on <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases'>GitHub</a>.",NEWVERSION_NOTIFICATION_NAME:"Plugin update notification",NEWVERSION_NOTIFICATION_DESC:"<b>Toggle ON:</b> Show a notification when a new version of the plugin is avaiable.<br><b>Toggle OFF:</b> Silent mode. You need to check for plugin updates in Community Plugins.",FOLDER_NAME:"Excalidraw folder",FOLDER_DESC:"Default location for new drawings. If empty, drawings will be created in the Vault root.",FOLDER_EMBED_NAME:"Use Excalidraw folder when embedding a drawing into the active document",FOLDER_EMBED_DESC:"Define which folder to place the newly inserted drawing into when using the command palette action: 'Create a new drawing and embed into active document'.<br><b>Toggle ON:</b> Use Excalidraw folder<br><b>Toggle OFF:</b> use the attachments folder defined in Obsidian settings.",TEMPLATE_NAME:"Excalidraw template file",TEMPLATE_DESC:"Full filepath to the Excalidraw template. E.g.: If your template is in the default Excalidraw folder and it's name is Template.md, the setting would be: Excalidraw/Template.md (or just Excalidraw/Template - you may omit the .md file extension). If you are using Excalidraw in compatibility mode, then your template must be a legacy Excalidraw file as well such as Excalidraw/Template.excalidraw.",SCRIPT_FOLDER_NAME:"Excalidraw Automate script folder (CASE SeNSitiVE!)",SCRIPT_FOLDER_DESC:"The files you place in this folder will be treated as Excalidraw Automate scripts. You can access your scripts from Excalidraw via the Obsidian Command Palette. Assign hotkeys to your favorite scripts just like to any other Obsidian command. The folder may not be the root folder of your Vault. ",COMPRESS_NAME:"Compress Excalidraw JSON in Markdown",COMPRESS_DESC:"By enabling this feature Excalidraw will store the drawing JSON in a Base64 compressed format using the <a href='https://pieroxy.net/blog/pages/lz-string/index.html'>LZ-String</a> algorithm. This will reduce the chance of Excalidraw JSON cluttering your search results in Obsidian. As a side effect, this will also reduce the filesize of Excalidraw drawings. When you switch an Excalidraw drawing to Markdown view, using the options menu in Excalidraw, the file will be saved without compression, so that you can read and edit the JSON string. The drawing will be compressed again once you switch back to Excalidraw view. The setting only has effect 'point forward', meaning, existing drawings will not be effected by the setting until you open them and save them.<br><b>Toggle ON:</b> Compress drawing JSON<br><b>Toggle OFF:</b> Leave drawing JSON uncompressed",AUTOSAVE_NAME:"Enable Autosave",AUTOSAVE_DESC:"Automatically save the active drawing, in case there are changes, every 15, 30 seconds, or 1, 2, 3, 4, or 5 minute. Save normally happens when you close Excalidraw or Obsidian, or move focus to another pane. I created this feature with mobile phones and tablets in mind, where 'swiping out Obsidian to close it' led to some data loss.",AUTOSAVE_INTERVAL_NAME:"Interval for autosave",AUTOSAVE_INTERVAL_DESC:"The time interval between saves. Autosave will skip if there are no changes in the drawing.",FILENAME_HEAD:"Filename",FILENAME_DESC:"<p>Click this link for the <a href='https://momentjs.com/docs/#/displaying/format/'>date and time format reference</a>.</p>",FILENAME_SAMPLE:"Filename for a new drawing is: ",FILENAME_EMBED_SAMPLE:"Filename for a new embedded drawing is: ",FILENAME_PREFIX_NAME:"Filename prefix",FILENAME_PREFIX_DESC:"The first part of the filename",FILENAME_PREFIX_EMBED_NAME:"Filename prefix when embedding a new drawing into a markdown note",FILENAME_PREFIX_EMBED_DESC:"Should the filename of the newly inserted drawing start with the name of the active markdown note when using the command palette action: <code>Create a new drawing and embed into active document</code>?<br><b>Toggle ON:</b> Yes, the filename of a new drawing should start with filename of the active document<br><b>Toggle OFF:</b> No, filename of a new drawing should not include the filename of the active document",FILENAME_POSTFIX_NAME:"Custom text after markdown Note's name when embedding",FILENAME_POSTFIX_DESC:"Effects filename only when embedding into a markdown document. This is text will be inserted after the note's name, but before the date.",FILENAME_DATE_NAME:"Filename Date",FILENAME_DATE_DESC:"The last part of the filename. Leave empty if you do not want a date.",FILENAME_EXCALIDRAW_EXTENSION_NAME:".excalidraw.md or .md",FILENAME_EXCALIDRAW_EXTENSION_DESC:"This setting does not apply if you use Excalidraw in compatibility mode, i.e. you are not using Excalidraw markdown files.<br><b>Toggle ON:</b> filename ends with .excalidraw.md<br><b>Toggle OFF:</b> filename ends with .md",DISPLAY_HEAD:"Display",LEFTHANDED_MODE_NAME:"Left-handed mode",LEFTHANDED_MODE_DESC:"Currently only has effect in tray-mode. If turned on, the tray will be on the right side.<br><b>Toggle ON:</b> Left-handed mode.<br><b>Toggle OFF:</b> Right-handed moded",MATCH_THEME_NAME:"New drawing to match Obsidian theme",MATCH_THEME_DESC:"If theme is dark, new drawing will be created in dark mode. This does not apply when you use a template for new drawings. Also this will not effect when you open an existing drawing. Those will follow the theme of the template/drawing respectively.<br><b>Toggle ON:</b> Follow Obsidian Theme<br><b>Toggle OFF:</b>Follow theme defined in your template",MATCH_THEME_ALWAYS_NAME:"Existing drawings to match Obsidian theme",MATCH_THEME_ALWAYS_DESC:"If theme is dark, drawings will be opened in dark mode. If your theme is light, they will be opened in light mode. <br><b>Toggle ON:</b> Match Obsidian theme<br><b>Toggle OFF:</b> Open with the same theme as last saved",MATCH_THEME_TRIGGER_NAME:"Excalidraw to follow when Obsidian Theme changes",MATCH_THEME_TRIGGER_DESC:"If this option is enabled open Excalidraw pane will switch to light/dark mode when Obsidian theme changes. <br><b>Toggle ON:</b> Follow theme changes<br><b>Toggle OFF:</b> Drawings are not effected by Obsidian theme changes",DEFAULT_OPEN_MODE_NAME:"Default mode when opening Excalidraw",DEFAULT_OPEN_MODE_DESC:"Specifies the mode how Excalidraw opens: Normal, Zen, or View mode. You may also set this behavior on a file level by adding the excalidraw-default-mode frontmatter key with a value of: normal,view, or zen to your document.",DEFAULT_PEN_MODE_NAME:"Pen mode",DEFAULT_PEN_MODE_DESC:"Should pen mode be automatically enabled when opening Excalidraw?",ZOOM_TO_FIT_NAME:"Zoom to fit on view resize",ZOOM_TO_FIT_DESC:"Zoom to fit drawing when the pane is resized<br><b>Toggle ON:</b> Zoom to fit<br><b>Toggle OFF:</b> Auto zoom disabled",ZOOM_TO_FIT_MAX_LEVEL_NAME:"Zoom to fit max ZOOM level",ZOOM_TO_FIT_MAX_LEVEL_DESC:"Set the maximum level to which zoom to fit will enlarge the drawing. Minimum is 0.5 (50%) and maximum is 10 (1000%).",LINKS_HEAD:"Links and transclusion",LINKS_DESC:"CTRL/CMD + CLICK on <code>[[Text Elements]]</code> to open them as links. If the selected text has more than one <code>[[valid Obsidian links]]</code>, only the first will be opened. If the text starts as a valid web link (i.e. <code>https://</code> or <code>http://</code>), then the plugin will open it in a browser. When Obsidian files change, the matching <code>[[link]]</code> in your drawings will also change. If you don't want text accidentally changing in your drawings use <code>[[links|with aliases]]</code>.",ADJACENT_PANE_NAME:"Open in adjacent pane",ADJACENT_PANE_DESC:"When CTRL/CMD+SHIFT clicking a link in Excalidraw, by default the plugin will open the link in a new pane. Turning this setting on, Excalidraw will first look for an existing adjacent pane, and try to open the link there. Excalidraw will look for the adjacent pane based on your focus/navigation history, i.e. the workpane that was active before you activated Excalidraw.",MAINWORKSPACE_PANE_NAME:"Open in main workspace",MAINWORKSPACE_PANE_DESC:"When CTRL/CMD+SHIFT clicking a link in Excalidraw, by default the plugin will open the link in a new pane in the current active window. Turning this setting on, Excalidraw will open the link in an existing or new pane in the main workspace. ",LINK_BRACKETS_NAME:"Show <code>[[brackets]]</code> around links",LINK_BRACKETS_DESC:"In PREVIEW mode, when parsing Text Elements, place brackets around links. You can override this setting for a specific drawing by adding <code>excalidraw-link-brackets: true/false</code> to the file's frontmatter.",LINK_PREFIX_NAME:"Link prefix",LINK_PREFIX_DESC:'In PREVIEW mode, if the Text Element contains a link, precede the text with these characters. You can override this setting for a specific drawing by adding <code>excalidraw-link-prefix: "📍 "</code> to the file\'s frontmatter.',URL_PREFIX_NAME:"URL prefix",URL_PREFIX_DESC:'In PREVIEW mode, if the Text Element contains a URL link, precede the text with these characters. You can override this setting for a specific drawing by adding <code>excalidraw-url-prefix: "🌐 "</code> to the file\'s frontmatter.',PARSE_TODO_NAME:"Parse todo",PARSE_TODO_DESC:"Convert '- [ ] ' and '- [x] ' to checkpox and tick in the box.",TODO_NAME:"Open TODO icon",TODO_DESC:"Icon to use for open TODO items",DONE_NAME:"Completed TODO icon",DONE_DESC:"Icon to use for completed TODO items",HOVERPREVIEW_NAME:"Hover preview without CTRL/CMD key",HOVERPREVIEW_DESC:"<b>Toggle On</b>: In Exalidraw <u>view mode</u> the hover preview for [[wiki links]] will be shown immediately, without the need to hold the CTRL/CMD key. In Excalidraw <u>normal mode</u>, the preview will be shown immediately only when hovering the blue link icon in the top right of the element.<br> <b>Toggle Off</b>: Hover preview is shown only when you hold the CTRL/CMD key while hovering the link.",LINKOPACITY_NAME:"Opacity of link icon",LINKOPACITY_DESC:"Opacity of the link indicator icon in the top right corner of an element. 1 is opaque, 0 is transparent.",LINK_CTRL_CLICK_NAME:"CTRL/CMD + CLICK on text with [[links]] or [](links) to open them",LINK_CTRL_CLICK_DESC:"You can turn this feature off if it interferes with default Excalidraw features you want to use. If this is turned off, only the link button in the title bar of the drawing pane will open links.",TRANSCLUSION_WRAP_NAME:"Overflow wrap behavior of transcluded text",TRANSCLUSION_WRAP_DESC:"Number specifies the character count where the text should be wrapped. Set the text wrapping behavior of transcluded text. Turn this ON to force-wrap text (i.e. no overflow), or OFF to soft-wrap text (at the nearest whitespace).",TRANSCLUSION_DEFAULT_WRAP_NAME:"Transclusion word wrap default",TRANSCLUSION_DEFAULT_WRAP_DESC:"You can set manually set/override word wrapping length using the `![[page#^block]]{NUMBER}` format. Normally you will not want to set a default, because if you transclude text inside a sticky note, then Excalidraw will automatically take care of word wrapping. Set this value to `0` if you do not want to set a default. ",PAGE_TRANSCLUSION_CHARCOUNT_NAME:"Page transclusion max char count",PAGE_TRANSCLUSION_CHARCOUNT_DESC:"The maximum number of characters to display from the page when transcluding an entire page with the ![[markdown page]] format.",QUOTE_TRANSCLUSION_REMOVE_NAME:"Quote translusion: remove leading '> ' from each line",QUOTE_TRANSCLUSION_REMOVE_DESC:"Remove the leading '> ' from each line of the transclusion. This will improve readibility of quotes in text only transclusions<br><b>Toggle ON:</b> Remove leading '> '<br><b>Toggle OFF:</b> Do not remove leading '> ' (note it will still be removed from the first row due to Obsidian API functionality)",GET_URL_TITLE_NAME:"Use iframely to resolve page title",GET_URL_TITLE_DESC:"Use the <code>http://iframely.server.crestify.com/iframely?url=</code> to get title of page when dropping a link into Excalidraw",MD_HEAD:"Markdown-embed settings",MD_HEAD_DESC:"You can transclude formatted markdown documents into drawings as images CTRL(Shift on Mac) drop from the file explorer or using the command palette action.",MD_TRANSCLUDE_WIDTH_NAME:"Default width of a transcluded markdown document",MD_TRANSCLUDE_WIDTH_DESC:"The width of the markdown page. This effects the word wrapping when transcluding longer paragraphs, and the width of the image element. You can override the default width of an embedded file using the <code>[[filename#heading|WIDTHxMAXHEIGHT]]</code> syntax in markdown view mode under embedded files.",MD_TRANSCLUDE_HEIGHT_NAME:"Default maximum height of a transcluded markdown document",MD_TRANSCLUDE_HEIGHT_DESC:"The embedded image will be as high as the markdown text requires, but not higher than this value. You can override this value by editing the embedded image link in markdown view mode with the following syntax <code>[[filename#^blockref|WIDTHxMAXHEIGHT]]</code>.",MD_DEFAULT_FONT_NAME:"The default font typeface to use for embedded markdown files.",MD_DEFAULT_FONT_DESC:'Set this value to "Virgil" or "Cascadia" or the filename of a valid <code>.ttf</code>, <code>.woff</code>, or <code>.woff2</code> font e.g. <code>MyFont.woff2</code> You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font: font_or_filename</code>',MD_DEFAULT_COLOR_NAME:"The default font color to use for embedded markdown files.",MD_DEFAULT_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-font-color: steelblue</code>',MD_DEFAULT_BORDER_COLOR_NAME:"The default border color to use for embedded markdown files.",MD_DEFAULT_BORDER_COLOR_DESC:'Set this to any valid css color name e.g. "steelblue" (<a href="https://www.w3schools.com/colors/colors_names.asp">color names</a>), or a valid hexadecimal color e.g. "#e67700", or any other valid css color string. You can override this setting by adding the following frontmatter-key to the embedded markdown file: <code>excalidraw-border-color: gray</code>. Leave empty if you don\'t want a border. ',MD_CSS_NAME:"CSS file",MD_CSS_DESC:"The filename of the CSS to apply to markdown embeds. Provide the filename with extension (e.g. 'md-embed.css'). The css file may also be a plain markdown file (e.g. 'md-embed-css.md'), just make sure the content is written using valid css syntax. If you need to look at the HTML code you are applying the CSS to, then open Obsidian Developer Console (CTRL+SHIFT+i) and type in the following command: \"ExcalidrawAutomate.mostRecentMarkdownSVG\". This will display the most recent SVG generated by Excalidraw. Setting the font-family in the css is has limitations. By default only your operating system's standard fonts are available (see README for details). You can add one custom font beyond that using the setting above. You can override this css setting by adding the following frontmatter-key to the embedded markdown file: \"excalidraw-css: css_file_in_vault|css-snippet\".",EMBED_HEAD:"Embed & Export",EMBED_REUSE_EXPORTED_IMAGE_NAME:"If found, use the already exported image for preview",EMBED_REUSE_EXPORTED_IMAGE_DESC:"This setting works in conjunction with the Auto-export SVG/PNG setting. If an exported image that matches the file name of the drawing is available, use that image instead of generating a preview image on the fly. This will result in faster previews especially when you have many embedded objects in the drawing, however, it may happen that your latest changes are not displayed and that the image will not automatically match your Obsidian theme in case you have changed the Obsidian theme since the export was created. This setting only applies to embedding images into markdown documents. For a number of reasons, the same approach cannot be used to expedite the loading of drawings with many embedded objects. See demonstration <a href='https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.6.23' target='_blank'>here</a>.",EMBED_PREVIEW_SVG_NAME:"Display SVG in markdown preview",EMBED_PREVIEW_SVG_DESC:"<b>Toggle ON</b>: Embed drawing as an <a href='https://en.wikipedia.org/wiki/Scalable_Vector_Graphics' target='_blank'>SVG</a> image into the markdown preview.<br><b>Toggle OFF</b>: Embedd drawing as a <a href='' target='_blank'>PNG</a> image. Note, that some of the <a href='https://www.youtube.com/watch?v=yZQoJg2RCKI&t=633s' target='_blank'>image block referencing features</a> do not work with PNG embeds.",PREVIEW_MATCH_OBSIDIAN_NAME:"Excalidraw preview to match Obsidian theme",PREVIEW_MATCH_OBSIDIAN_DESC:"Image preview in documents should match the Obsidian theme. If enabled, when Obsidian is in dark mode, Excalidraw images will render in dark mode. When Obsidian is in light mode, Excalidraw will render light mode as well. You may want to switch 'Export image with background' off for a more Obsidian-integrated look and feel.",EMBED_WIDTH_NAME:"Default width of embedded (transcluded) image",EMBED_WIDTH_DESC:"The default width of an embedded drawing. This applies to live preview edit and reading mode, as well as to hover previews. You can specify a custom width when embedding an image using the <code>![[drawing.excalidraw|100]]</code> or <code>[[drawing.excalidraw|100x100]]</code> format.",EMBED_TYPE_NAME:"Type of file to insert into the document",EMBED_TYPE_DESC:"When you embed an image into a document using the command palette this setting will specify if Excalidraw should embed the original Excalidraw file or a PNG or an SVG copy. You need to enable auto-export PNG / SVG (see below under Export Settings) for those image types to be available in the dropdown. For drawings that do not have a a corresponding PNG or SVG readily available the command palette action will insert a broken link. You need to open the original drawing and initiate export manually. This option will not autogenerate PNG/SVG files, but will simply reference the already existing files.",EMBED_WIKILINK_NAME:"Embed SVG or PNG as Wiki link",EMBED_WIKILINK_DESC:"Toggle ON: Excalidraw will embed a [[wiki link]]. Toggle OFF: Excalidraw will embed a [markdown](link).",EXPORT_PNG_SCALE_NAME:"PNG export image scale",EXPORT_PNG_SCALE_DESC:"The size-scale of the exported PNG image",EXPORT_BACKGROUND_NAME:"Export image with background",EXPORT_BACKGROUND_DESC:"If turned off, the exported image will be transparent.",EXPORT_PADDING_NAME:"Image Padding",EXPORT_PADDING_DESC:"The padding (in pixels) around the exported SVG or PNG image. If you have curved lines close to the edge of the image they might get cropped during image export. You can increase this value to avoid cropping. You can also override this setting at a file level by adding the <code>excalidraw-export-padding: 5<code> frontmatter key.",EXPORT_THEME_NAME:"Export image with theme",EXPORT_THEME_DESC:"Export the image matching the dark/light theme of your drawing. If turned off, drawings created in dark mode will appear as they would in light mode.",EXPORT_HEAD:"Export Settings",EXPORT_SYNC_NAME:"Keep the .SVG and/or .PNG filenames in sync with the drawing file",EXPORT_SYNC_DESC:"When turned on, the plugin will automatically update the filename of the .SVG and/or .PNG files when the drawing in the same folder (and same name) is renamed. The plugin will also automatically delete the .SVG and/or .PNG files when the drawing in the same folder (and same name) is deleted. ",EXPORT_SVG_NAME:"Auto-export SVG",EXPORT_SVG_DESC:"Automatically create an SVG export of your drawing matching the title of your file. The plugin will save the *.SVG file in the same folder as the drawing. Embed the .svg file into your documents instead of Excalidraw making you embeds platform independent. While the auto-export switch is on, this file will get updated every time you edit the Excalidraw drawing with the matching name. You can override this setting on a file level by adding the <code>excalidraw-autoexport</code> frontmatter key. Valid values for this key are <code>none</code>,<code>both</code>,<code>svg</code>, and <code>png</code>",EXPORT_PNG_NAME:"Auto-export PNG",EXPORT_PNG_DESC:"Same as the auto-export SVG, but for *.PNG",EXPORT_BOTH_DARK_AND_LIGHT_NAME:"Export both dark- and light-themed image",EXPORT_BOTH_DARK_AND_LIGHT_DESC:"When enabled, Excalidraw will export two files instead of one: filename.dark.png, filename.light.png and/or filename.dark.svg and filename.light.svg<br>Double files will be exported both if auto-export SVG or PNG (or both) are enabled, as well as when clicking export on a single image.",COMPATIBILITY_HEAD:"Compatibility features",EXPORT_EXCALIDRAW_NAME:"Auto-export Excalidraw",EXPORT_EXCALIDRAW_DESC:"Same as the auto-export SVG, but for *.Excalidraw",SYNC_EXCALIDRAW_NAME:"Sync *.excalidraw with *.md version of the same drawing",SYNC_EXCALIDRAW_DESC:"If the modified date of the *.excalidraw file is more recent than the modified date of the *.md file then update the drawing in the .md file based on the .excalidraw file",COMPATIBILITY_MODE_NAME:"New drawings as legacy files",COMPATIBILITY_MODE_DESC:"By enabling this feature drawings you create with the ribbon icon, the command palette actions, and the file explorer are going to be all legacy *.excalidraw files. This setting will also turn off the reminder message when you open a legacy file for editing.",MATHJAX_NAME:"MathJax (LaTeX) javascript library host",MATHJAX_DESC:"If you are using LaTeX equiations in Excalidraw then the plugin needs to load a javascript library for that. Some users are unable to access certain host servers. If you are experiencing issues try changing the host here. You may need to restart Obsidian after closing settings, for this change to take effect.",EXPERIMENTAL_HEAD:"Experimental features",EXPERIMENTAL_DESC:"Some of these setting will not take effect immediately, only when the File Explorer is refreshed, or Obsidian restarted.",FIELD_SUGGESTER_NAME:"Enable Field Suggester",FIELD_SUGGESTER_DESC:"Field Suggester borrowed from Breadcrumbs and Templater plugins. The Field Suggester will show an autocomplete menu when you type <code>excalidraw-</code> or <code>ea.</code> with function description as hints on the individual items in the list.",FILETYPE_NAME:"Display type (✏️) for excalidraw.md files in File Explorer",FILETYPE_DESC:"Excalidraw files will receive an indicator using the emoji or text defined in the next setting.",FILETAG_NAME:"Set the type indicator for excalidraw.md files",FILETAG_DESC:"The text or emoji to display as type indicator.",INSERT_EMOJI:"Insert an emoji",LIVEPREVIEW_NAME:"Immersive image embedding in live preview editing mode",LIVEPREVIEW_DESC:"Turn this on to support image embedding styles such as ![[drawing|width|style]] in live preview editing mode. The setting will not effect the currently open documents. You need close the open documents and re-open them for the change to take effect.",ENABLE_FOURTH_FONT_NAME:"Enable fourth font option",ENABLE_FOURTH_FONT_DESC:"By turning this on, you will see a fourth font button on the properties panel for text elements. Files that use this fourth font will (partly) lose their platform independence. Depending on the custom font set in settings, they will look differently when loaded in another vault, or at a later time. Also the 4th font will display as system default font on excalidraw.com, or other Excalidraw versions.",FOURTH_FONT_NAME:"Forth font file",FOURTH_FONT_DESC:"Select a .ttf, .woff or .woff2 font file from your vault to use as the fourth font. If no file is selected, Excalidraw will use the Virgil font by default.",SCRIPT_SETTINGS_HEAD:"Settings for installed Scripts",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"},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.moment.locale()];function t$d(e){return locale||errorlog({where:"helpers.t",message:"Error: Excalidraw locale not found",locale:obsidian.moment.locale()}),locale&&locale[e]||en[e]}var html2canvas$1={exports:{}};
/*!
 * 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(),Ue;break;case 46:if(he(e,this.peekCodePoint(0),this.peekCodePoint(1)))return this.reconsumeCodePoint(e),this.consumeNumericToken();break;case 47:if(42===this.peekCodePoint(0))for(this.consumeCodePoint();;){var o=this.consumeCodePoint();if(42===o&&47===(o=this.consumeCodePoint()))return this.consumeToken();if(o===ne)return this.consumeToken()}break;case 58:return Se;case 59:return Te;case 60:if(33===this.peekCodePoint(0)&&this.peekCodePoint(1)===Ae&&this.peekCodePoint(2)===Ae)return this.consumeCodePoint(),this.consumeCodePoint(),Qe;break;case 64:var c=this.peekCodePoint(0),d=this.peekCodePoint(1),h=this.peekCodePoint(2);if(de(c,d,h))return{type:7,value:this.consumeName()};break;case 91:return Ie;case 92:if(ce(e,this.peekCodePoint(0)))return this.reconsumeCodePoint(e),this.consumeIdentLikeToken();break;case 93:return ke;case 61:if(61===this.peekCodePoint(0))return this.consumeCodePoint(),fe;break;case 123:return Ce;case 125:return ve;case 117:case 85:var u=this.peekCodePoint(0),g=this.peekCodePoint(1);return u!==te||!ae(g)&&63!==g||(this.consumeCodePoint(),this.consumeUnicodeRangeToken()),this.reconsumeCodePoint(e),this.consumeIdentLikeToken();case 124:if(61===this.peekCodePoint(0))return this.consumeCodePoint(),Ee;if(124===this.peekCodePoint(0))return this.consumeCodePoint(),Be;break;case 126:if(61===this.peekCodePoint(0))return this.consumeCodePoint(),be;break;case ne:return Le}return re(e)?(this.consumeWhiteSpace(),Me):ie(e)?(this.reconsumeCodePoint(e),this.consumeNumericToken()):se(e)?(this.reconsumeCodePoint(e),this.consumeIdentLikeToken()):{type:6,value:l(e)}},e.prototype.consumeCodePoint=function(){var e=this._value.shift();return void 0===e?-1:e},e.prototype.reconsumeCodePoint=function(e){this._value.unshift(e)},e.prototype.peekCodePoint=function(e){return e>=this._value.length?-1:this._value[e]},e.prototype.consumeUnicodeRangeToken=function(){for(var e=[],A=this.consumeCodePoint();ae(A)&&e.length<6;)e.push(A),A=this.consumeCodePoint();for(var t=!1;63===A&&e.length<6;)e.push(A),A=this.consumeCodePoint(),t=!0;if(t)return{type:30,start:parseInt(l.apply(void 0,e.map((function(e){return 63===e?48:e}))),16),end:parseInt(l.apply(void 0,e.map((function(e){return 63===e?70:e}))),16)};var n=parseInt(l.apply(void 0,e),16);if(this.peekCodePoint(0)===Ae&&ae(this.peekCodePoint(1))){this.consumeCodePoint(),A=this.consumeCodePoint();for(var i=[];ae(A)&&i.length<6;)i.push(A),A=this.consumeCodePoint();return{type:30,start:n,end:parseInt(l.apply(void 0,i),16)}}return{type:30,start:n,end:n}},e.prototype.consumeIdentLikeToken=function(){var e=this.consumeName();return"url"===e.toLowerCase()&&40===this.peekCodePoint(0)?(this.consumeCodePoint(),this.consumeUrlToken()):40===this.peekCodePoint(0)?(this.consumeCodePoint(),{type:19,value:e}):{type:20,value:e}},e.prototype.consumeUrlToken=function(){var e=[];if(this.consumeWhiteSpace(),this.peekCodePoint(0)===ne)return{type:22,value:""};var A=this.peekCodePoint(0);if(39===A||34===A){var t=this.consumeStringToken(this.consumeCodePoint());return 0===t.type&&(this.consumeWhiteSpace(),this.peekCodePoint(0)===ne||41===this.peekCodePoint(0))?(this.consumeCodePoint(),{type:22,value:t.value}):(this.consumeBadUrlRemnants(),Fe)}for(;;){var n=this.consumeCodePoint();if(n===ne||41===n)return{type:22,value:l.apply(void 0,e)};if(re(n))return this.consumeWhiteSpace(),this.peekCodePoint(0)===ne||41===this.peekCodePoint(0)?(this.consumeCodePoint(),{type:22,value:l.apply(void 0,e)}):(this.consumeBadUrlRemnants(),Fe);if(34===n||39===n||40===n||le(n))return this.consumeBadUrlRemnants(),Fe;if(92===n){if(!ce(n,this.peekCodePoint(0)))return this.consumeBadUrlRemnants(),Fe;e.push(this.consumeEscapedCodePoint())}else e.push(n)}},e.prototype.consumeWhiteSpace=function(){for(;re(this.peekCodePoint(0));)this.consumeCodePoint()},e.prototype.consumeBadUrlRemnants=function(){for(;;){var e=this.consumeCodePoint();if(41===e||e===ne)return;ce(e,this.peekCodePoint(0))&&this.consumeEscapedCodePoint()}},e.prototype.consumeStringSlice=function(e){for(var A="";e>0;){var t=Math.min(5e4,e);A+=l.apply(void 0,this._value.splice(0,t)),e-=t}return this._value.shift(),A},e.prototype.consumeStringToken=function(e){for(var A="",t=0;;){var n=this._value[t];if(n===ne||void 0===n||n===e)return{type:0,value:A+=this.consumeStringSlice(t)};if(10===n)return this._value.splice(0,t),xe;if(92===n){var i=this._value[t+1];i!==ne&&void 0!==i&&(10===i?(A+=this.consumeStringSlice(t),t=-1,this._value.shift()):ce(n,i)&&(A+=this.consumeStringSlice(t),A+=l(this.consumeEscapedCodePoint()),t=-1))}t++}},e.prototype.consumeNumber=function(){var e=[],A=4,t=this.peekCodePoint(0);for(t!==te&&t!==Ae||e.push(this.consumeCodePoint());ie(this.peekCodePoint(0));)e.push(this.consumeCodePoint());t=this.peekCodePoint(0);var n=this.peekCodePoint(1);if(46===t&&ie(n))for(e.push(this.consumeCodePoint(),this.consumeCodePoint()),A=8;ie(this.peekCodePoint(0));)e.push(this.consumeCodePoint());t=this.peekCodePoint(0),n=this.peekCodePoint(1);var i=this.peekCodePoint(2);if((69===t||101===t)&&((n===te||n===Ae)&&ie(i)||ie(n)))for(e.push(this.consumeCodePoint(),this.consumeCodePoint()),A=8;ie(this.peekCodePoint(0));)e.push(this.consumeCodePoint());return[ue(e),A]},e.prototype.consumeNumericToken=function(){var e=this.consumeNumber(),A=e[0],t=e[1],n=this.peekCodePoint(0),i=this.peekCodePoint(1),a=this.peekCodePoint(2);return 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e.create(A).parseComponentValues()},e.prototype.parseComponentValue=function(){for(var e=this.consumeToken();31===e.type;)e=this.consumeToken();if(32===e.type)throw new SyntaxError("Error parsing CSS component value, unexpected EOF");this.reconsumeToken(e);var A=this.consumeComponentValue();do{e=this.consumeToken()}while(31===e.type);if(32===e.type)return A;throw new SyntaxError("Error parsing CSS component value, multiple values found when expecting only one")},e.prototype.parseComponentValues=function(){for(var e=[];;){var A=this.consumeComponentValue();if(32===A.type)return e;e.push(A),e.push()}},e.prototype.consumeComponentValue=function(){var e=this.consumeToken();switch(e.type){case 11:case 28:case 2:return this.consumeSimpleBlock(e.type);case 19:return this.consumeFunction(e)}return e},e.prototype.consumeSimpleBlock=function(e){for(var A={type:e,values:[]},t=this.consumeToken();;){if(32===t.type||ze(t,e))return A;this.reconsumeToken(t),A.values.push(this.consumeComponentValue()),t=this.consumeToken()}},e.prototype.consumeFunction=function(e){for(var A={name:e.value,values:[],type:18};;){var t=this.consumeToken();if(32===t.type||3===t.type)return A;this.reconsumeToken(t),A.values.push(this.consumeComponentValue())}},e.prototype.consumeToken=function(){var e=this._tokens.shift();return void 0===e?Le:e},e.prototype.reconsumeToken=function(e){this._tokens.unshift(e)},e}(),Ne=function(e){return 15===e.type},De=function(e){return 17===e.type},Re=function(e){return 20===e.type},Pe=function(e){return 0===e.type},Ve=function(e,A){return Re(e)&&e.value===A},Ke=function(e){return 31!==e.type},Ge=function(e){return 31!==e.type&&4!==e.type},We=function(e){var A=[],t=[];return e.forEach((function(e){if(4===e.type){if(0===t.length)throw new Error("Error parsing function args, zero tokens for arg");return A.push(t),void(t=[])}31!==e.type&&t.push(e)})),t.length&&A.push(t),A},ze=function(e,A){return 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Qa(t.left+t.width-(C+x),t.top+t.height-(v+Q)),this.bottomLeftContentBox=u>0||g>0?ka(t.left+y+U,t.top+E,Math.max(0,u-(y+U)),g-(v+Q),ta.BOTTOM_LEFT):new Qa(t.left+y+U,t.top+t.height-(v+Q))};!function(e){e[e.TOP_LEFT=0]="TOP_LEFT",e[e.TOP_RIGHT=1]="TOP_RIGHT",e[e.BOTTOM_RIGHT=2]="BOTTOM_RIGHT",e[e.BOTTOM_LEFT=3]="BOTTOM_LEFT"}(ta||(ta={}));var ka=function(e,A,t,n,i){var a=(Math.sqrt(2)-1)/3*4,r=t*a,s=n*a,o=e+t,l=A+n;switch(i){case ta.TOP_LEFT:return new Sa(new Qa(e,l),new Qa(e,l-s),new Qa(o-r,A),new Qa(o,A));case ta.TOP_RIGHT:return new Sa(new Qa(e,A),new Qa(e+r,A),new Qa(o,l-s),new Qa(o,l));case ta.BOTTOM_RIGHT:return new Sa(new Qa(o,A),new Qa(o,A+s),new Qa(e+r,l),new Qa(e,l));case ta.BOTTOM_LEFT:default:return new Sa(new Qa(o,l),new Qa(o-r,l),new Qa(e,A+s),new Qa(e,A))}},Ma=function(e){return[e.topLeftBorderBox,e.topRightBorderBox,e.bottomRightBorderBox,e.bottomLeftBorderBox]},La=function(e){return[e.topLeftPaddingBox,e.topRightPaddingBox,e.bottomRightPaddingBox,e.bottomLeftPaddingBox]},Oa=function(e,A,t){this.offsetX=e,this.offsetY=A,this.matrix=t,this.type=0,this.target=6},Ha=function(e,A){this.path=e,this.target=A,this.type=1},Na=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 Na(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 Ha(a,6)):(this.effects.push(new Ha(a,2)),this.effects.push(new Ha(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 Ha(r,6))}}else n.unshift.apply(n,i);t=t.parent}return n.filter((function(A){return 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Ta(e)?i.push(e.subdivide(.5,!1)):i.push(e),Ta(t)?i.push(t.subdivide(.5,!0)):i.push(t),Ta(n)?i.push(n.subdivide(.5,!0).reverse()):i.push(n),Ta(A)?i.push(A.subdivide(.5,!1).reverse()):i.push(A),i},Ya=function(e){var A=e.bounds,t=e.styles;return A.add(t.borderLeftWidth,t.borderTopWidth,-(t.borderRightWidth+t.borderLeftWidth),-(t.borderTopWidth+t.borderBottomWidth))},ja=function(e){var A=e.styles,t=e.bounds,n=$e(A.paddingLeft,t.width),i=$e(A.paddingRight,t.width),a=$e(A.paddingTop,t.width),r=$e(A.paddingBottom,t.width);return t.add(n+A.borderLeftWidth,a+A.borderTopWidth,-(A.borderRightWidth+A.borderLeftWidth+n+i),-(A.borderTopWidth+A.borderBottomWidth+a+r))},Ja=function(e,A,t){var n=function(e,A){return 0===e?A.bounds:2===e?ja(A):Ya(A)}($a(e.styles.backgroundOrigin,A),e),i=function(e,A){return 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g=null,p=null;if(Ye(r)?g=$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=Ne(e.fontSize)?""+e.fontSize.number+e.fontSize.unit:e.fontSize.number+"px";return[[e.fontStyle,A,e.fontWeight,n,t].join(" "),t,n]},t.prototype.renderTextNode=function(e,A){return n(this,void 0,void 0,(function(){var t,n,a,r,s,o,l,c,d=this;return i(this,(function(i){return t=this.createFontStyle(A),n=t[0],a=t[1],r=t[2],this.ctx.font=n,this.ctx.direction=1===A.direction?"rtl":"ltr",this.ctx.textAlign="left",this.ctx.textBaseline="alphabetic",s=this.fontMetrics.getMetrics(a,r),o=s.baseline,l=s.middle,c=A.paintOrder,e.textBounds.forEach((function(e){c.forEach((function(t){switch(t){case 0:d.ctx.fillStyle=oA(A.color),d.renderTextWithLetterSpacing(e,A.letterSpacing,o);var n=A.textShadow;n.length&&e.text.trim().length&&(n.slice(0).reverse().forEach((function(t){d.ctx.shadowColor=oA(t.color),d.ctx.shadowOffsetX=t.offsetX.number*d.options.scale,d.ctx.shadowOffsetY=t.offsetY.number*d.options.scale,d.ctx.shadowBlur=t.blur.number,d.renderTextWithLetterSpacing(e,A.letterSpacing,o)})),d.ctx.shadowColor="",d.ctx.shadowOffsetX=0,d.ctx.shadowOffsetY=0,d.ctx.shadowBlur=0),A.textDecorationLine.length&&(d.ctx.fillStyle=oA(A.textDecorationColor||A.color),A.textDecorationLine.forEach((function(A){switch(A){case 1:d.ctx.fillRect(e.bounds.left,Math.round(e.bounds.top+o),e.bounds.width,1);break;case 2:d.ctx.fillRect(e.bounds.left,Math.round(e.bounds.top),e.bounds.width,1);break;case 3:d.ctx.fillRect(e.bounds.left,Math.ceil(e.bounds.top+l),e.bounds.width,1)}})));break;case 1:A.webkitTextStrokeWidth&&e.text.trim().length&&(d.ctx.strokeStyle=oA(A.webkitTextStrokeColor),d.ctx.lineWidth=A.webkitTextStrokeWidth,d.ctx.lineJoin=window.chrome?"miter":"round",d.ctx.strokeText(e.text,e.bounds.left,e.bounds.top+o)),d.ctx.strokeStyle="",d.ctx.lineWidth=0,d.ctx.lineJoin="miter"}}))})),[2]}))}))},t.prototype.renderReplacedElement=function(e,A,t){if(t&&e.intrinsicWidth>0&&e.intrinsicHeight>0){var n=ja(e),i=La(A);this.path(i),this.ctx.save(),this.ctx.clip(),this.ctx.drawImage(t,0,0,e.intrinsicWidth,e.intrinsicHeight,n.left,n.top,n.width,n.height),this.ctx.restore()}},t.prototype.renderNodeContent=function(e){return n(this,void 0,void 0,(function(){var A,n,a,s,o,l,c,d,h,u,g,p,w,m,f,B,E,b;return i(this,(function(i){switch(i.label){case 0:this.applyEffects(e.getEffects(4)),A=e.container,n=e.curves,a=A.styles,s=0,o=A.textNodes,i.label=1;case 1:return s<o.length?(l=o[s],[4,this.renderTextNode(l,a)]):[3,4];case 2:i.sent(),i.label=3;case 3:return s++,[3,1];case 4:if(!(A instanceof Ai))return[3,8];i.label=5;case 5:return i.trys.push([5,7,,8]),[4,this.context.cache.match(A.src)];case 6:return f=i.sent(),this.renderReplacedElement(A,n,f),[3,8];case 7:return i.sent(),this.context.logger.error("Error loading image "+A.src),[3,8];case 8:if(A instanceof ti&&this.renderReplacedElement(A,n,A.canvas),!(A instanceof ni))return[3,12];i.label=9;case 9:return i.trys.push([9,11,,12]),[4,this.context.cache.match(A.svg)];case 10:return f=i.sent(),this.renderReplacedElement(A,n,f),[3,12];case 11:return i.sent(),this.context.logger.error("Error loading svg "+A.svg.substring(0,255)),[3,12];case 12:return A instanceof pi&&A.tree?[4,new t(this.context,{scale:this.options.scale,backgroundColor:A.backgroundColor,x:0,y:0,width:A.width,height:A.height}).render(A.tree)]:[3,14];case 13:c=i.sent(),A.width&&A.height&&this.ctx.drawImage(c,0,0,A.width,A.height,A.bounds.left,A.bounds.top,A.bounds.width,A.bounds.height),i.label=14;case 14:if(A instanceof hi&&(d=Math.min(A.bounds.width,A.bounds.height),A.type===oi?A.checked&&(this.ctx.save(),this.path([new Qa(A.bounds.left+.39363*d,A.bounds.top+.79*d),new Qa(A.bounds.left+.16*d,A.bounds.top+.5549*d),new Qa(A.bounds.left+.27347*d,A.bounds.top+.44071*d),new Qa(A.bounds.left+.39694*d,A.bounds.top+.5649*d),new Qa(A.bounds.left+.72983*d,A.bounds.top+.23*d),new Qa(A.bounds.left+.84*d,A.bounds.top+.34085*d),new Qa(A.bounds.left+.39363*d,A.bounds.top+.79*d)]),this.ctx.fillStyle=oA(di),this.ctx.fill(),this.ctx.restore()):A.type===li&&A.checked&&(this.ctx.save(),this.ctx.beginPath(),this.ctx.arc(A.bounds.left+d/2,A.bounds.top+d/2,d/4,0,2*Math.PI,!0),this.ctx.fillStyle=oA(di),this.ctx.fill(),this.ctx.restore())),ar(A)&&A.value.length){switch(h=this.createFontStyle(a),E=h[0],u=h[1],g=this.fontMetrics.getMetrics(E,u).baseline,this.ctx.font=E,this.ctx.fillStyle=oA(a.color),this.ctx.textBaseline="alphabetic",this.ctx.textAlign=sr(A.styles.textAlign),b=ja(A),p=0,A.styles.textAlign){case 1:p+=b.width/2;break;case 2:p+=b.width}w=b.add(p,0,0,-b.height/2+1),this.ctx.save(),this.path([new Qa(b.left,b.top),new Qa(b.left+b.width,b.top),new Qa(b.left+b.width,b.top+b.height),new Qa(b.left,b.top+b.height)]),this.ctx.clip(),this.renderTextWithLetterSpacing(new Wn(A.value,w),a.letterSpacing,g),this.ctx.restore(),this.ctx.textBaseline="alphabetic",this.ctx.textAlign="left"}if(!nn(A.styles.display,2048))return[3,20];if(null===A.styles.listStyleImage)return[3,19];if(0!==(m=A.styles.listStyleImage).type)return[3,18];f=void 0,B=m.url,i.label=15;case 15:return i.trys.push([15,17,,18]),[4,this.context.cache.match(B)];case 16:return f=i.sent(),this.ctx.drawImage(f,A.bounds.left-(f.width+10),A.bounds.top),[3,18];case 17:return i.sent(),this.context.logger.error("Error loading list-style-image "+B),[3,18];case 18:return[3,20];case 19:e.listValue&&-1!==A.styles.listStyleType&&(E=this.createFontStyle(a)[0],this.ctx.font=E,this.ctx.fillStyle=oA(a.color),this.ctx.textBaseline="middle",this.ctx.textAlign="right",b=new r(A.bounds.left,A.bounds.top+$e(A.styles.paddingTop,A.bounds.width),A.bounds.width,Et(a.lineHeight,a.fontSize.number)/2+1),this.renderTextWithLetterSpacing(new Wn(e.listValue,b),a.letterSpacing,Et(a.lineHeight,a.fontSize.number)/2+2),this.ctx.textBaseline="bottom",this.ctx.textAlign="left"),i.label=20;case 20:return[2]}}))}))},t.prototype.renderStackContent=function(e){return n(this,void 0,void 0,(function(){var A,t,n,a,r,s,o,l,c,d,h,u,g,p,w;return i(this,(function(i){switch(i.label){case 0:return nn(e.element.container.flags,16),[4,this.renderNodeBackgroundAndBorders(e.element)];case 1:i.sent(),A=0,t=e.negativeZIndex,i.label=2;case 2:return A<t.length?(w=t[A],[4,this.renderStack(w)]):[3,5];case 3:i.sent(),i.label=4;case 4:return A++,[3,2];case 5:return[4,this.renderNodeContent(e.element)];case 6:i.sent(),n=0,a=e.nonInlineLevel,i.label=7;case 7:return n<a.length?(w=a[n],[4,this.renderNode(w)]):[3,10];case 8:i.sent(),i.label=9;case 9:return n++,[3,7];case 10:r=0,s=e.nonPositionedFloats,i.label=11;case 11:return r<s.length?(w=s[r],[4,this.renderStack(w)]):[3,14];case 12:i.sent(),i.label=13;case 13:return r++,[3,11];case 14:o=0,l=e.nonPositionedInlineLevel,i.label=15;case 15:return o<l.length?(w=l[o],[4,this.renderStack(w)]):[3,18];case 16:i.sent(),i.label=17;case 17:return o++,[3,15];case 18:c=0,d=e.inlineLevel,i.label=19;case 19:return c<d.length?(w=d[c],[4,this.renderNode(w)]):[3,22];case 20:i.sent(),i.label=21;case 21:return c++,[3,19];case 22:h=0,u=e.zeroOrAutoZIndexOrTransformedOrOpacity,i.label=23;case 23:return h<u.length?(w=u[h],[4,this.renderStack(w)]):[3,26];case 24:i.sent(),i.label=25;case 25:return h++,[3,23];case 26:g=0,p=e.positiveZIndex,i.label=27;case 27:return g<p.length?(w=p[g],[4,this.renderStack(w)]):[3,30];case 28:i.sent(),i.label=29;case 29:return g++,[3,27];case 30:return[2]}}))}))},t.prototype.mask=function(e){this.ctx.beginPath(),this.ctx.moveTo(0,0),this.ctx.lineTo(this.canvas.width,0),this.ctx.lineTo(this.canvas.width,this.canvas.height),this.ctx.lineTo(0,this.canvas.height),this.ctx.lineTo(0,0),this.formatPath(e.slice(0).reverse()),this.ctx.closePath()},t.prototype.path=function(e){this.ctx.beginPath(),this.formatPath(e),this.ctx.closePath()},t.prototype.formatPath=function(e){var A=this;e.forEach((function(e,t){var n=Ta(e)?e.start:e;0===t?A.ctx.moveTo(n.x,n.y):A.ctx.lineTo(n.x,n.y),Ta(e)&&A.ctx.bezierCurveTo(e.startControl.x,e.startControl.y,e.endControl.x,e.endControl.y,e.end.x,e.end.y)}))},t.prototype.renderRepeat=function(e,A,t,n){this.path(e),this.ctx.fillStyle=A,this.ctx.translate(t,n),this.ctx.fill(),this.ctx.translate(-t,-n)},t.prototype.resizeImage=function(e,A,t){var n;if(e.width===A&&e.height===t)return e;var i=(null!==(n=this.canvas.ownerDocument)&&void 0!==n?n:document).createElement("canvas");return i.width=Math.max(1,A),i.height=Math.max(1,t),i.getContext("2d").drawImage(e,0,0,e.width,e.height,0,0,A,t),i},t.prototype.renderBackgroundImage=function(e){return n(this,void 0,void 0,(function(){var A,t,n,a,r,s;return i(this,(function(o){switch(o.label){case 0:A=e.styles.backgroundImage.length-1,t=function(t){var a,r,s,o,l,c,d,h,u,g,p,w,m,f,B,E,b,C,v,y,F,x,Q,U,S,T,I,k,M,L,O;return i(this,(function(i){switch(i.label){case 0:if(0!==t.type)return[3,5];a=void 0,r=t.url,i.label=1;case 1:return i.trys.push([1,3,,4]),[4,n.context.cache.match(r)];case 2:return a=i.sent(),[3,4];case 3:return i.sent(),n.context.logger.error("Error loading background-image "+r),[3,4];case 4:return a&&(s=Ja(e,A,[a.width,a.height,a.width/a.height]),E=s[0],x=s[1],Q=s[2],v=s[3],y=s[4],f=n.ctx.createPattern(n.resizeImage(a,v,y),"repeat"),n.renderRepeat(E,f,x,Q)),[3,6];case 5:1===t.type?(o=Ja(e,A,[null,null,null]),E=o[0],x=o[1],Q=o[2],v=o[3],y=o[4],l=bA(t.angle,v,y),c=l[0],d=l[1],h=l[2],u=l[3],g=l[4],(p=document.createElement("canvas")).width=v,p.height=y,w=p.getContext("2d"),m=w.createLinearGradient(d,u,h,g),EA(t.stops,c).forEach((function(e){return m.addColorStop(e.stop,oA(e.color))})),w.fillStyle=m,w.fillRect(0,0,v,y),v>0&&y>0&&(f=n.ctx.createPattern(p,"repeat"),n.renderRepeat(E,f,x,Q))):function(e){return 2===e.type}(t)&&(B=Ja(e,A,[null,null,null]),E=B[0],b=B[1],C=B[2],v=B[3],y=B[4],F=0===t.position.length?[Ze]:t.position,x=$e(F[0],v),Q=$e(F[F.length-1],y),U=function(e,A,t,n,i){var a=0,r=0;switch(e.size){case 0:0===e.shape?a=r=Math.min(Math.abs(A),Math.abs(A-n),Math.abs(t),Math.abs(t-i)):1===e.shape&&(a=Math.min(Math.abs(A),Math.abs(A-n)),r=Math.min(Math.abs(t),Math.abs(t-i)));break;case 2:if(0===e.shape)a=r=Math.min(CA(A,t),CA(A,t-i),CA(A-n,t),CA(A-n,t-i));else if(1===e.shape){var s=Math.min(Math.abs(t),Math.abs(t-i))/Math.min(Math.abs(A),Math.abs(A-n)),o=vA(n,i,A,t,!0),l=o[0],c=o[1];r=s*(a=CA(l-A,(c-t)/s))}break;case 1:0===e.shape?a=r=Math.max(Math.abs(A),Math.abs(A-n),Math.abs(t),Math.abs(t-i)):1===e.shape&&(a=Math.max(Math.abs(A),Math.abs(A-n)),r=Math.max(Math.abs(t),Math.abs(t-i)));break;case 3:if(0===e.shape)a=r=Math.max(CA(A,t),CA(A,t-i),CA(A-n,t),CA(A-n,t-i));else if(1===e.shape){s=Math.max(Math.abs(t),Math.abs(t-i))/Math.max(Math.abs(A),Math.abs(A-n));var d=vA(n,i,A,t,!1);l=d[0],c=d[1],r=s*(a=CA(l-A,(c-t)/s))}}return Array.isArray(e.size)&&(a=$e(e.size[0],n),r=2===e.size.length?$e(e.size[1],i):a),[a,r]}(t,x,Q,v,y),S=U[0],T=U[1],S>0&&T>0&&(I=n.ctx.createRadialGradient(b+x,C+Q,0,b+x,C+Q,S),EA(t.stops,2*S).forEach((function(e){return I.addColorStop(e.stop,oA(e.color))})),n.path(E),n.ctx.fillStyle=I,S!==T?(k=e.bounds.left+.5*e.bounds.width,M=e.bounds.top+.5*e.bounds.height,O=1/(L=T/S),n.ctx.save(),n.ctx.translate(k,M),n.ctx.transform(1,0,0,L,0,0),n.ctx.translate(-k,-M),n.ctx.fillRect(b,O*(C-M)+M,v,y*O),n.ctx.restore()):n.ctx.fill())),i.label=6;case 6:return A--,[2]}}))},n=this,a=0,r=e.styles.backgroundImage.slice(0).reverse(),o.label=1;case 1:return a<r.length?(s=r[a],[5,t(s)]):[3,4];case 2:o.sent(),o.label=3;case 3:return a++,[3,1];case 4:return[2]}}))}))},t.prototype.renderSolidBorder=function(e,A,t){return n(this,void 0,void 0,(function(){return i(this,(function(n){return this.path(Wa(t,A)),this.ctx.fillStyle=oA(e),this.ctx.fill(),[2]}))}))},t.prototype.renderDoubleBorder=function(e,A,t,a){return n(this,void 0,void 0,(function(){var n,r;return i(this,(function(i){switch(i.label){case 0:return A<3?[4,this.renderSolidBorder(e,t,a)]:[3,2];case 1:return i.sent(),[2];case 2:return n=function(e,A){switch(A){case 0:return Xa(e.topLeftBorderBox,e.topLeftBorderDoubleOuterBox,e.topRightBorderBox,e.topRightBorderDoubleOuterBox);case 1:return Xa(e.topRightBorderBox,e.topRightBorderDoubleOuterBox,e.bottomRightBorderBox,e.bottomRightBorderDoubleOuterBox);case 2:return Xa(e.bottomRightBorderBox,e.bottomRightBorderDoubleOuterBox,e.bottomLeftBorderBox,e.bottomLeftBorderDoubleOuterBox);default:return Xa(e.bottomLeftBorderBox,e.bottomLeftBorderDoubleOuterBox,e.topLeftBorderBox,e.topLeftBorderDoubleOuterBox)}}(a,t),this.path(n),this.ctx.fillStyle=oA(e),this.ctx.fill(),r=function(e,A){switch(A){case 0:return Xa(e.topLeftBorderDoubleInnerBox,e.topLeftPaddingBox,e.topRightBorderDoubleInnerBox,e.topRightPaddingBox);case 1:return Xa(e.topRightBorderDoubleInnerBox,e.topRightPaddingBox,e.bottomRightBorderDoubleInnerBox,e.bottomRightPaddingBox);case 2:return Xa(e.bottomRightBorderDoubleInnerBox,e.bottomRightPaddingBox,e.bottomLeftBorderDoubleInnerBox,e.bottomLeftPaddingBox);default:return Xa(e.bottomLeftBorderDoubleInnerBox,e.bottomLeftPaddingBox,e.topLeftBorderDoubleInnerBox,e.topLeftPaddingBox)}}(a,t),this.path(r),this.ctx.fill(),[2]}}))}))},t.prototype.renderNodeBackgroundAndBorders=function(e){return n(this,void 0,void 0,(function(){var A,t,n,a,r,s,o,l,c=this;return i(this,(function(i){switch(i.label){case 0:return this.applyEffects(e.getEffects(2)),A=e.container.styles,t=!sA(A.backgroundColor)||A.backgroundImage.length,n=[{style:A.borderTopStyle,color:A.borderTopColor,width:A.borderTopWidth},{style:A.borderRightStyle,color:A.borderRightColor,width:A.borderRightWidth},{style:A.borderBottomStyle,color:A.borderBottomColor,width:A.borderBottomWidth},{style:A.borderLeftStyle,color:A.borderLeftColor,width:A.borderLeftWidth}],a=rr($a(A.backgroundClip,0),e.curves),t||A.boxShadow.length?(this.ctx.save(),this.path(a),this.ctx.clip(),sA(A.backgroundColor)||(this.ctx.fillStyle=oA(A.backgroundColor),this.ctx.fill()),[4,this.renderBackgroundImage(e.container)]):[3,2];case 1:i.sent(),this.ctx.restore(),A.boxShadow.slice(0).reverse().forEach((function(A){c.ctx.save();var t,n,i,a,r,s=Ma(e.curves),o=A.inset?0:1e4,l=(t=s,n=-o+(A.inset?1:-1)*A.spread.number,i=(A.inset?1:-1)*A.spread.number,a=A.spread.number*(A.inset?-2:2),r=A.spread.number*(A.inset?-2:2),t.map((function(e,A){switch(A){case 0:return e.add(n,i);case 1:return e.add(n+a,i);case 2:return e.add(n+a,i+r);case 3:return e.add(n,i+r)}return e})));A.inset?(c.path(s),c.ctx.clip(),c.mask(l)):(c.mask(s),c.ctx.clip(),c.path(l)),c.ctx.shadowOffsetX=A.offsetX.number+o,c.ctx.shadowOffsetY=A.offsetY.number,c.ctx.shadowColor=oA(A.color),c.ctx.shadowBlur=A.blur.number,c.ctx.fillStyle=A.inset?oA(A.color):"rgba(0,0,0,1)",c.ctx.fill(),c.ctx.restore()})),i.label=2;case 2:r=0,s=0,o=n,i.label=3;case 3:return s<o.length?0!==(l=o[s]).style&&!sA(l.color)&&l.width>0?2!==l.style?[3,5]:[4,this.renderDashedDottedBorder(l.color,l.width,r,e.curves,2)]:[3,11]:[3,13];case 4:return i.sent(),[3,11];case 5:return 3!==l.style?[3,7]:[4,this.renderDashedDottedBorder(l.color,l.width,r,e.curves,3)];case 6:return i.sent(),[3,11];case 7:return 4!==l.style?[3,9]:[4,this.renderDoubleBorder(l.color,l.width,r,e.curves)];case 8:return i.sent(),[3,11];case 9:return[4,this.renderSolidBorder(l.color,r,e.curves)];case 10:i.sent(),i.label=11;case 11:r++,i.label=12;case 12:return s++,[3,3];case 13:return[2]}}))}))},t.prototype.renderDashedDottedBorder=function(e,A,t,a,r){return n(this,void 0,void 0,(function(){var n,s,o,l,c,d,h,u,g,p,w,m,f,B,E,b;return i(this,(function(i){return this.ctx.save(),n=function(e,A){switch(A){case 0:return za(e.topLeftBorderStroke,e.topRightBorderStroke);case 1:return za(e.topRightBorderStroke,e.bottomRightBorderStroke);case 2:return za(e.bottomRightBorderStroke,e.bottomLeftBorderStroke);default:return za(e.bottomLeftBorderStroke,e.topLeftBorderStroke)}}(a,t),s=Wa(a,t),2===r&&(this.path(s),this.ctx.clip()),Ta(s[0])?(o=s[0].start.x,l=s[0].start.y):(o=s[0].x,l=s[0].y),Ta(s[1])?(c=s[1].end.x,d=s[1].end.y):(c=s[1].x,d=s[1].y),h=0===t||2===t?Math.abs(o-c):Math.abs(l-d),this.ctx.beginPath(),3===r?this.formatPath(n):this.formatPath(s.slice(0,2)),u=A<3?3*A:2*A,g=A<3?2*A:A,3===r&&(u=A,g=A),p=!0,h<=2*u?p=!1:h<=2*u+g?(u*=w=h/(2*u+g),g*=w):(m=Math.floor((h+g)/(u+g)),f=(h-m*u)/(m-1),g=(B=(h-(m+1)*u)/m)<=0||Math.abs(g-f)<Math.abs(g-B)?f:B),p&&(3===r?this.ctx.setLineDash([0,u+g]):this.ctx.setLineDash([u,g])),3===r?(this.ctx.lineCap="round",this.ctx.lineWidth=A):this.ctx.lineWidth=2*A+1.1,this.ctx.strokeStyle=oA(e),this.ctx.stroke(),this.ctx.setLineDash([]),2===r&&(Ta(s[0])&&(E=s[3],b=s[0],this.ctx.beginPath(),this.formatPath([new Qa(E.end.x,E.end.y),new Qa(b.start.x,b.start.y)]),this.ctx.stroke()),Ta(s[1])&&(E=s[1],b=s[2],this.ctx.beginPath(),this.formatPath([new Qa(E.end.x,E.end.y),new Qa(b.start.x,b.start.y)]),this.ctx.stroke())),this.ctx.restore(),[2]}))}))},t.prototype.render=function(e){return n(this,void 0,void 0,(function(){var A;return i(this,(function(t){switch(t.label){case 0:return this.options.backgroundColor&&(this.ctx.fillStyle=oA(this.options.backgroundColor),this.ctx.fillRect(this.options.x,this.options.y,this.options.width,this.options.height)),n=new Va(e,null),i=new Pa(n),Ka(n,i,i,a=[]),Ga(n.container,a),A=i,[4,this.renderStack(A)];case 1:return t.sent(),this.applyEffects([]),[2,this.canvas]}var n,i,a}))}))},t}(nr),ar=function(e){return e instanceof gi||e instanceof ui||e instanceof hi&&e.type!==li&&e.type!==oi},rr=function(e,A){switch(e){case 0:return Ma(A);case 2:return function(e){return[e.topLeftContentBox,e.topRightContentBox,e.bottomRightContentBox,e.bottomLeftContentBox]}(A);default:return La(A)}},sr=function(e){switch(e){case 1:return"center";case 2:return"right";default:return"left"}},or=["-apple-system","system-ui"],lr=function(e){return/iPhone OS 15_(0|1)/.test(window.navigator.userAgent)?e.filter((function(e){return-1===or.indexOf(e)})):e},cr=function(e){function t(A,t){var n=e.call(this,A,t)||this;return n.canvas=t.canvas?t.canvas:document.createElement("canvas"),n.ctx=n.canvas.getContext("2d"),n.options=t,n.canvas.width=Math.floor(t.width*t.scale),n.canvas.height=Math.floor(t.height*t.scale),n.canvas.style.width=t.width+"px",n.canvas.style.height=t.height+"px",n.ctx.scale(n.options.scale,n.options.scale),n.ctx.translate(-t.x,-t.y),n.context.logger.debug("EXPERIMENTAL ForeignObject renderer initialized ("+t.width+"x"+t.height+" at "+t.x+","+t.y+") with scale "+t.scale),n}return A(t,e),t.prototype.render=function(e){return n(this,void 0,void 0,(function(){var A,t;return i(this,(function(n){switch(n.label){case 0:return A=Vn(this.options.width*this.options.scale,this.options.height*this.options.scale,this.options.scale,this.options.scale,e),[4,dr(A)];case 1:return t=n.sent(),this.options.backgroundColor&&(this.ctx.fillStyle=oA(this.options.backgroundColor),this.ctx.fillRect(0,0,this.options.width*this.options.scale,this.options.height*this.options.scale)),this.ctx.drawImage(t,-this.options.x*this.options.scale,-this.options.y*this.options.scale),[2,this.canvas]}}))}))},t}(nr),dr=function(e){return new Promise((function(A,t){var n=new Image;n.onload=function(){A(n)},n.onerror=t,n.src="data:image/svg+xml;charset=utf-8,"+encodeURIComponent((new XMLSerializer).serializeToString(e))}))},hr=function(){function e(e){var A=e.id,t=e.enabled;this.id=A,this.enabled=t,this.start=Date.now()}return e.prototype.debug=function(){for(var e=[],A=0;A<arguments.length;A++)e[A]=arguments[A];this.enabled&&("undefined"!=typeof window&&window.console&&"function"==typeof console.debug?console.debug.apply(console,a([this.id,this.getTime()+"ms"],e)):this.info.apply(this,e))},e.prototype.getTime=function(){return Date.now()-this.start},e.prototype.info=function(){for(var e=[],A=0;A<arguments.length;A++)e[A]=arguments[A];this.enabled&&"undefined"!=typeof window&&window.console&&"function"==typeof console.info&&console.info.apply(console,a([this.id,this.getTime()+"ms"],e))},e.prototype.warn=function(){for(var e=[],A=0;A<arguments.length;A++)e[A]=arguments[A];this.enabled&&("undefined"!=typeof window&&window.console&&"function"==typeof console.warn?console.warn.apply(console,a([this.id,this.getTime()+"ms"],e)):this.info.apply(this,e))},e.prototype.error=function(){for(var e=[],A=0;A<arguments.length;A++)e[A]=arguments[A];this.enabled&&("undefined"!=typeof window&&window.console&&"function"==typeof console.error?console.error.apply(console,a([this.id,this.getTime()+"ms"],e)):this.info.apply(this,e))},e.instances={},e}(),ur=function(){function e(A,t){var n;this.windowBounds=t,this.instanceName="#"+e.instanceCount++,this.logger=new hr({id:this.instanceName,enabled:A.logging}),this.cache=null!==(n=A.cache)&&void 0!==n?n:new fa(this,A)}return e.instanceCount=1,e}();"undefined"!=typeof window&&ma.setContext(window);var gr=function(e,A){return n(void 0,void 0,void 0,(function(){var n,a,o,l,c,d,h,u,g,p,w,m,f,B,E,b,C,v,y,F,x,Q,U,S,T,I,k,M,L,O,H,N,D,R,P,V,K,G;return i(this,(function(i){switch(i.label){case 0:if(!e||"object"!=typeof e)return[2,Promise.reject("Invalid element provided as first argument")];if(!(n=e.ownerDocument))throw new Error("Element is not attached to a Document");if(!(a=n.defaultView))throw new Error("Document is not attached to a Window");return o={allowTaint:null!==(Q=A.allowTaint)&&void 0!==Q&&Q,imageTimeout:null!==(U=A.imageTimeout)&&void 0!==U?U:15e3,proxy:A.proxy,useCORS:null!==(S=A.useCORS)&&void 0!==S&&S},l=t({logging:null===(T=A.logging)||void 0===T||T,cache:A.cache},o),c={windowWidth:null!==(I=A.windowWidth)&&void 0!==I?I:a.innerWidth,windowHeight:null!==(k=A.windowHeight)&&void 0!==k?k:a.innerHeight,scrollX:null!==(M=A.scrollX)&&void 0!==M?M:a.pageXOffset,scrollY:null!==(L=A.scrollY)&&void 0!==L?L:a.pageYOffset},d=new r(c.scrollX,c.scrollY,c.windowWidth,c.windowHeight),h=new ur(l,d),u=null!==(O=A.foreignObjectRendering)&&void 0!==O&&O,g={allowTaint:null!==(H=A.allowTaint)&&void 0!==H&&H,onclone:A.onclone,ignoreElements:A.ignoreElements,inlineImages:u,copyStyles:u},h.logger.debug("Starting document clone with size "+d.width+"x"+d.height+" scrolled to "+-d.left+","+-d.top),p=new Aa(h,e,g),(w=p.clonedReferenceElement)?[4,p.toIFrame(n,d)]:[2,Promise.reject("Unable to find element in cloned iframe")];case 1:return m=i.sent(),f=Ti(w)||"HTML"===w.tagName?function(e){var A=e.body,t=e.documentElement;if(!A||!t)throw new Error("Unable to get document size");var n=Math.max(Math.max(A.scrollWidth,t.scrollWidth),Math.max(A.offsetWidth,t.offsetWidth),Math.max(A.clientWidth,t.clientWidth)),i=Math.max(Math.max(A.scrollHeight,t.scrollHeight),Math.max(A.offsetHeight,t.offsetHeight),Math.max(A.clientHeight,t.clientHeight));return new r(0,0,n,i)}(w.ownerDocument):s(h,w),B=f.width,E=f.height,b=f.left,C=f.top,v=pr(h,w,A.backgroundColor),y={canvas:A.canvas,backgroundColor:v,scale:null!==(D=null!==(N=A.scale)&&void 0!==N?N:a.devicePixelRatio)&&void 0!==D?D:1,x:(null!==(R=A.x)&&void 0!==R?R:0)+b,y:(null!==(P=A.y)&&void 0!==P?P:0)+C,width:null!==(V=A.width)&&void 0!==V?V:Math.ceil(B),height:null!==(K=A.height)&&void 0!==K?K:Math.ceil(E)},u?(h.logger.debug("Document cloned, using foreign object rendering"),[4,new cr(h,y).render(w)]):[3,3];case 2:return F=i.sent(),[3,5];case 3:return h.logger.debug("Document cloned, element located at "+b+","+C+" with size "+B+"x"+E+" using computed rendering"),h.logger.debug("Starting DOM parsing"),x=Bi(h,w),v===x.styles.backgroundColor&&(x.styles.backgroundColor=wA.TRANSPARENT),h.logger.debug("Starting renderer for element at "+y.x+","+y.y+" with size "+y.width+"x"+y.height),[4,new ir(h,y).render(x)];case 4:F=i.sent(),i.label=5;case 5:return(null===(G=A.removeContainer)||void 0===G||G)&&(Aa.destroy(m)||h.logger.error("Cannot detach cloned iframe as it is not in the DOM anymore")),h.logger.debug("Finished rendering"),[2,F]}}))}))},pr=function(e,A,t){var n=A.ownerDocument,i=n.documentElement?pA(e,getComputedStyle(n.documentElement).backgroundColor):wA.TRANSPARENT,a=n.body?pA(e,getComputedStyle(n.body).backgroundColor):wA.TRANSPARENT,r="string"==typeof t?pA(e,t):null===t?wA.TRANSPARENT:4294967295;return A===n.documentElement?sA(i)?sA(a)?r:a:i:r};return function(e,A){return void 0===A&&(A={}),gr(e,A)}}();var html2canvas=html2canvas$1.exports;const updateEquation=async(e,A,t,n,i)=>{const a=await tex2dataURL(e,i);if(a){const e=[];e.push({mimeType:a.mimeType,id:A,dataURL:a.dataURL,created:a.created,size:a.size,hasSVGwithBitmap:!1,shouldScale:!0}),n(e,t)}};async function tex2dataURL(e,A){let t=0;for(;!A.mathjax&&!A.mathjaxLoaderFinished&&t<10;)await sleep$1(100),t++;A.mathjaxLoaderFinished||errorlog({where:"text2dataURL",fn:tex2dataURL,message:"mathjaxLoader not ready, using fallback. Try reloading Obsidian or restarting the Excalidraw plugin"});try{return await mathjaxSVG(e,A)}catch(t){await sleep$1(100);try{return await mathjaxSVG(e,A)}catch(t){await sleep$1(100);try{return await mathjaxSVG(e,A)}catch(t){return A.mathjax?new obsidian.Notice("Unknown error loading LaTeX. Using fallback solution. Try closing and reopening this drawing."):new obsidian.Notice("LaTeX support did not load. Using fallback solution. Try checking your network connection."),await mathjaxImage2html(e)}}}}async function mathjaxSVG(e,A){const t=A.mathjax.tex2svg(e,{display:!0,scale:4}).querySelector("svg");if(t){const e=svgToBase64(t.outerHTML);return{mimeType:"image/svg+xml",fileId:fileid(),dataURL:e,created:Date.now(),size:await getImageSize(e)}}return null}async function mathjaxImage2html(e){const A=document.body.createDiv();A.style.display="table";const t=window.MathJax.tex2chtml(e,{display:!0,scale:4});t.style.margin="3px",t.style.color="black";const n=t.querySelector("mjx-assistive-mml");n&&n.parentElement.removeChild(n),A.appendChild(t),window.MathJax.typeset();const i=await html2canvas(A,{backgroundColor:null});return document.body.removeChild(A),{mimeType:"image/png",fileId:fileid(),dataURL:i.toDataURL(),created:Date.now(),size:{height:i.height,width:i.width}}}const THEME_FILTER="invert(100%) hue-rotate(180deg) saturate(1.25)";class EmbeddedFile{constructor(e,A,t){this.file=null,this.isSVGwithBitmap=!1,this.img="",this.imgInverted="",this.mtime=0,this.mimeType="application/octet-stream",this.size={height:0,width:0},this.attemptCounter=0,this.plugin=e,this.resetImage(A,t)}resetImage(e,A){this.imgInverted=this.img="",this.mtime=0,this.linkParts=getLinkParts(A),this.hostPath=e,this.linkParts.path?(this.linkParts.width||(this.linkParts.width=this.plugin.settings.mdSVGwidth),this.linkParts.height||(this.linkParts.height=this.plugin.settings.mdSVGmaxHeight),this.file=app.metadataCache.getFirstLinkpathDest(this.linkParts.path,e),this.file||0==this.attemptCounter++&&new obsidian.Notice(`Excalidraw Warning: could not find image file: ${A}`,5e3)):new obsidian.Notice(`Excalidraw Error\nIncorrect embedded filename: ${A}`)}fileChanged(){return this.file||(this.file=app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),this.file)?this.mtime!=this.file.stat.mtime:(this.attemptCounter++,!1)}setImage(e,A,t,n,i){if(this.file){switch(this.fileChanged()&&(this.imgInverted=this.img=""),this.mtime=this.file.stat.mtime,this.size=t,this.mimeType=A,n&&i){case!0:this.imgInverted=e;break;case!1:this.img=e}this.isSVGwithBitmap=i}}isLoaded(e){return this.file||(this.file=app.metadataCache.getFirstLinkpathDest(this.linkParts.path,this.hostPath),this.file)?!this.fileChanged()&&(this.isSVGwithBitmap&&e?""!==this.imgInverted:""!==this.img):(this.attemptCounter++,!0)}getImage(e){return this.file?e&&this.isSVGwithBitmap?this.imgInverted:this.img:""}shouldScale(){return!Boolean(this.linkParts&&this.linkParts.original&&this.linkParts.original.endsWith("|100%"))}}class EmbeddedFilesLoader{constructor(e,A){this.terminate=!1,this.plugin=e,this.isDark=A,this.uid=nanoid()}async getObsidianImage(e,A){if(!this.plugin||!e)return null;const t=e instanceof EmbeddedFile?e.file:e,n=e instanceof EmbeddedFile?e.linkParts:{original:t.path,path:t.path,isBlockRef:!1,ref:null,width:this.plugin.settings.mdSVGwidth,height:this.plugin.settings.mdSVGmaxHeight};let i=!1;const a=this.plugin.isExcalidrawFile(t);if(!IMAGE_TYPES.contains(t.extension)&&!a&&"md"!==t.extension)return null;const r=await app.vault.readBinary(t),s=a?await(async e=>{const n=hasExportTheme(this.plugin,t)?getExportTheme(this.plugin,t,"light"):void 0,a={withBackground:!!hasExportBackground(this.plugin,t)&&getWithBackground(this.plugin,t),withTheme:!!n},r=await createSVG(t.path,!0,a,this,n,null,null,[],this.plugin,A+1,getExportPadding(this.plugin,t)),s=r.querySelectorAll("image:not([href^='data:image/svg'])");return s.length>0&&(i=!0),i&&e&&s.forEach((e=>{var A;const t=null===(A=e.parentElement)||void 0===A?void 0:A.id;r.querySelectorAll(`use[href='#${t}']`).forEach((e=>{e.setAttribute("filter",THEME_FILTER)}))})),!i&&r.getAttribute("hasbitmap")&&(i=!0),svgToBase64(r.outerHTML)})(this.isDark):null;let o="image/svg+xml";if(!a)switch(t.extension){case"png":o="image/png";break;case"jpeg":case"jpg":o="image/jpeg";break;case"gif":o="image/gif";break;case"webp":o="image/webp";break;case"bmp":o="image/bmp";break;case"ico":o="image/x-icon";break;case"svg":case"md":o="image/svg+xml";break;default:o="application/octet-stream"}let l=null!=s?s:"svg"===t.extension?await getSVGData(app,t):"md"===t.extension?null:await getDataURL(r,o);if(!l){const e=await this.convertMarkdownToSVG(this.plugin,t,n);l=e.dataURL,i=e.hasSVGwithBitmap}const c=await getImageSize(l);return{mimeType:o,fileId:await generateIdFromFile(r),dataURL:l,created:t.stat.mtime,hasSVGwithBitmap:i,size:c}}async loadSceneFiles(e,A,t){var n,i;if(t>4)return void new obsidian.Notice(t$d("INFINITE_LOOP_WARNING")+t.toString(),6e3);const a=e.getFileEntries();let r;void 0===this.isDark&&(this.isDark="dark"===(null===(i=null===(n=null==e?void 0:e.scene)||void 0===n?void 0:n.appState)||void 0===i?void 0:i.theme));const s=[];for(;!this.terminate&&!(r=a.next()).done;){const e=r.value[1];if(e.isLoaded(this.isDark))e.isSVGwithBitmap&&s.push({mimeType:e.mimeType,id:r.value[0],dataURL:e.getImage(this.isDark),created:e.mtime,size:e.size,hasSVGwithBitmap:e.isSVGwithBitmap,shouldScale:e.shouldScale()});else{const A=await this.getObsidianImage(e,t);A&&s.push({mimeType:A.mimeType,id:r.value[0],dataURL:A.dataURL,created:A.created,size:A.size,hasSVGwithBitmap:A.hasSVGwithBitmap,shouldScale:e.shouldScale()})}}let o;const l=e.getEquationEntries();for(;!this.terminate&&!(o=l.next()).done;)if(!e.getEquation(o.value[0]).isLoaded){const e=o.value[1].latex,A=await tex2dataURL(e,this.plugin);A&&s.push({mimeType:A.mimeType,id:o.value[0],dataURL:A.dataURL,created:A.created,size:A.size,hasSVGwithBitmap:!1,shouldScale:!0})}if(!this.terminate)try{A(s,this.isDark)}catch(e){errorlog({where:"EmbeddedFileLoader.loadSceneFiles",error:e})}}async convertMarkdownToSVG(e,A,t){var n,i,a,r;let s=!1;const o=await getTransclusion(t,e.app,A);let l=(null!==(n=o.leadingHashes)&&void 0!==n?n:"")+o.contents;""===l&&(l="# Empty markdown file\nCTRL+Click here to open the file for editing in the current active pane, or CTRL+SHIFT+Click to open it in an adjacent pane.");const c=e.app.metadataCache.getFileCache(A);let d,h=e.settings.mdFont;switch((null==c?void 0:c.frontmatter)&&Boolean(c.frontmatter["excalidraw-font"])&&(h=c.frontmatter["excalidraw-font"]),h){case"Virgil":d=VIRGIL_FONT;break;case"Cascadia":d=CASCADIA_FONT;break;case"":d="";break;default:const t=await getFontDataURL(e.app,h,A.path);d=t.fontDef,h=t.fontName}(null==c?void 0:c.frontmatter)&&null!==c.frontmatter.banner&&(l=l.replace(/banner:\s*.*/,""));const u=(null==c?void 0:c.frontmatter)&&null!==(i=c.frontmatter["excalidraw-font-color"])&&void 0!==i?i:e.settings.mdFontColor;let g=(null==c?void 0:c.frontmatter)&&null!==(a=c.frontmatter["excalidraw-css"])&&void 0!==a?a:"",p=!1;if(g&&""!=g){const t=e.app.metadataCache.getFirstLinkpathDest(g,A.path);t&&(g=await e.app.vault.read(t),p=!0)}if(!p)if(e.settings.mdCSS&&""!==e.settings.mdCSS){const t=e.app.metadataCache.getFirstLinkpathDest(e.settings.mdCSS,A.path);g+=t?`\n${await e.app.vault.read(t)}`:DEFAULT_MD_EMBED_CSS}else g+=DEFAULT_MD_EMBED_CSS;const w=(null==c?void 0:c.frontmatter)&&null!==(r=c.frontmatter["excalidraw-border-color"])&&void 0!==r?r:e.settings.mdBorderColor;w&&""!==w&&!g.match(/svg/i)&&(g+=`svg{border:2px solid;color:${w};transform:scale(.95)}`);let m=` width="${t.width}px" height="100000"`,f=` width="${t.width}px" height="100%"`;const B=(e,A,t)=>`<svg xmlns="http://www.w3.org/2000/svg"${m}>${t?`<style>${t}</style>`:""}<foreignObject x="0" y="0"${f}>${e}${A}</foreignObject>${""!==d?`<defs><style>${d}</style></defs>`:""}</svg>`,E=createDiv();E.setAttribute("xmlns","http://www.w3.org/1999/xhtml"),E.setAttribute("class","excalidraw-md-host"),""!==h&&(E.style.fontFamily=h),E.style.overflow="auto",E.style.display="block",E.style.color=u&&""!==u?u:"initial",await obsidian.MarkdownRenderer.renderMarkdown(l,E,A.path,e),E.querySelectorAll(":scope > *[class^='frontmatter']").forEach((e=>E.removeChild(e)));const b=Array.from(E.querySelectorAll("span[class='internal-embed']"));for(let t=0;t<b.length;t++){const n=b[t],i=n.getAttribute("src");if(!i)continue;const a=n.getAttribute("width"),r=n.getAttribute("height"),s=new EmbeddedFile(e,A.path,i);if(!s.file)continue;const o=await this.getObsidianImage(s,1),l=createEl("img");a&&l.setAttribute("width",a),r&&l.setAttribute("height",r),l.src=o.dataURL,n.replaceWith(l)}const C=document.body.createDiv();C.style.display="none";const v=C.createEl("iframe").contentWindow.document;if(g){const e=v.createElement("style");e.type="text/css",e.innerHTML=g,v.head.appendChild(e)}const y=v.importNode(E,!0);v.body.appendChild(y);const F=createDiv();F.setAttribute("class","excalidraw-md-footer"),v.body.appendChild(F),v.body.querySelectorAll("*").forEach((e=>{const A=e.style,t=window.getComputedStyle(e);let n="";for(const e in A)A.hasOwnProperty(e)&&(n+=`${e}: ${t[e]};`);e.setAttribute("style",n)}));const x=(new XMLSerializer).serializeToString(y),Q=(new XMLSerializer).serializeToString(F);document.body.removeChild(C);const U=new DOMParser,S=U.parseFromString(B(x,Q),"image/svg+xml").firstElementChild,T=createDiv();T.appendChild(S),document.body.appendChild(T);const I=S.querySelector(".excalidraw-md-footer").scrollHeight,k=S.querySelector(".excalidraw-md-host").scrollHeight+I,M=k<=t.height?k:t.height;document.body.removeChild(T),m=` width="${t.width}px" height="${M}px"`,f=` width="${t.width}px" height="${M}px"`,E.style.height=M-I+"px",E.style.overflow="hidden";const L=E.querySelectorAll("img:not([src^='data:image/svg+xml'])");L.length>0&&(s=!0),s&&this.isDark&&L.forEach((e=>{e instanceof HTMLImageElement&&(e.style.filter=THEME_FILTER)}));const O=B((new XMLSerializer).serializeToString(E),'<div class="excalidraw-md-footer"></div>',g);return e.ea.mostRecentMarkdownSVG=U.parseFromString(O,"image/svg+xml").firstElementChild,{dataURL:svgToBase64(O),hasSVGwithBitmap:s}}}const getSVGData=async(e,A)=>{const t=await e.vault.read(A);return svgToBase64(t)},generateIdFromFile=async e=>{let A;try{const t=await window.crypto.subtle.digest("SHA-1",e);A=Array.from(new Uint8Array(t)).map((e=>e.toString(16).padStart(2,"0"))).join("")}catch(e){errorlog({where:"EmbeddedFileLoader.generateIdFromFile",error:e}),A=fileid()}return A},{wrapText:wrapText,getFontString:getFontString,getMaxContainerWidth:getMaxContainerWidth}=excalidrawLib;var AutoexportPreference;!function(e){e[e.none=0]="none",e[e.both=1]="both",e[e.png=2]="png",e[e.svg=3]="svg",e[e.inherit=4]="inherit"}(AutoexportPreference||(AutoexportPreference={}));const REGEX_LINK={
//![[link|alias]] [alias](link){num}
EXPR:/(!)?(\[\[([^|\]]+)\|?([^\]]+)?]]|\[([^\]]*)]\(([^)]*)\))(\{(\d+)\})?/g,getRes:e=>e.matchAll(REGEX_LINK.EXPR),isTransclusion:e=>!!e.value[1],getLink:e=>e.value[3]?e.value[3]:e.value[6],isWikiLink:e=>!!e.value[3],getAliasOrLink:e=>REGEX_LINK.isWikiLink(e)?e.value[4]?e.value[4]:e.value[3]:e.value[5]?e.value[5]:e.value[6],getWrapLength:(e,A)=>{const t=parseInt(e.value[8]);return isNaN(t)?A>0?A:null:t}},DRAWING_REG=/\n# Drawing\n[^`]*(```json\n)([\s\S]*?)```\n/gm,DRAWING_REG_FALLBACK=/\n# Drawing\n(```json\n)?(.*)(```)?(%%)?/gm,DRAWING_COMPRESSED_REG=/(\n# Drawing\n[^`]*(?:```compressed\-json\n))([\s\S]*?)(```\n)/gm,DRAWING_COMPRESSED_REG_FALLBACK=/(\n# Drawing\n(?:```compressed\-json\n)?)(.*)((```)?(%%)?)/gm,REG_LINKINDEX_HYPERLINK=/^\w+:\/\//,isCompressedMD=e=>null!==e.match(/```compressed\-json\n/gm),getDecompressedScene=e=>{let A,t=e.matchAll(DRAWING_COMPRESSED_REG);return A=t.next(),A.done&&(t=e.matchAll(DRAWING_COMPRESSED_REG_FALLBACK),A=t.next()),A.value&&A.value.length>1?[decompress(A.value[2]),A]:[null,A]},changeThemeOfExcalidrawMD=e=>{const A=isCompressedMD(e);let t=A?getDecompressedScene(e)[0]:e;return t?(isObsidianThemeDark?1===(t.match(/"theme"\s*:\s*"light"\s*,/g)||[]).length&&(t=t.replace(/"theme"\s*:\s*"light"\s*,/,'"theme": "dark",')):1===(t.match(/"theme"\s*:\s*"dark"\s*,/g)||[]).length&&(t=t.replace(/"theme"\s*:\s*"dark"\s*,/,'"theme": "light",')),A?e.replace(DRAWING_COMPRESSED_REG,`$1${compress(t)}$3`):t):e};function getJSON(e){let A,t;if(isCompressedMD(e)){const[A,t]=getDecompressedScene(e);return A?{scene:A.substring(0,A.lastIndexOf("}")+1),pos:t.value.index}:{scene:e,pos:t.value?t.value.index:0}}if(A=e.matchAll(DRAWING_REG),t=A.next(),t.done&&(A=e.matchAll(DRAWING_REG_FALLBACK),t=A.next()),t.value&&t.value.length>1){const e=t.value[2];return{scene:e.substr(0,e.lastIndexOf("}")+1),pos:t.value.index}}return{scene:e,pos:t.value?t.value.index:0}}function getMarkdownDrawingSection(e,A){return A?`%%\n# Drawing\n\`\`\`compressed-json\n${compress(e)}\n\`\`\`\n%%`:`%%\n# Drawing\n\`\`\`json\n${e}\n\`\`\`\n%%`}const estimateMaxLineLen=(e,A)=>{if(!A||!e)return null;if(e===A)return null;let t=0;const n=e.split("\n");if(1===n.length)return null;for(const e of n){const A=e.trim();A.length>t&&(t=A.length)}return t},wrap=(e,A)=>A?wrapTextAtCharLength(e,A,!1,0):e;class ExcalidrawData{constructor(e){this.plugin=e,this.textElements=null,this.elementLinks=null,this.scene=null,this.deletedElements=[],this.file=null,this.autoexportPreference=AutoexportPreference.inherit,this.textMode=TextMode.raw,this.loaded=!1,this.files=null,this.equations=null,this.compatibilityMode=!1,this.selectedElementIds={},this.disableCompression=!1,this.app=e.app,this.files=new Map,this.equations=new Map}initializeNonInitializedFields(){var e,A;if(!this.scene||!this.scene.elements)return;const t=this.scene.elements;for(const n of t){if(n.boundElements){const e=new Map;n.boundElements.forEach((A=>{e.set(A.id,A.type)}));const A=Array.from(e,(([e,A])=>({id:e,type:A})));A.length!==n.boundElements.length&&(n.boundElements=A)}n.boundElementIds&&(n.boundElements||(n.boundElements=[]),n.boundElements=n.boundElements.concat(n.boundElementIds.map((e=>({type:"arrow",id:e})))),delete n.boundElementIds),"text"!==n.type||n.containerId||(n.containerId=null),null===n.x&&(n.x=0),null===n.y&&(n.y=0),null===(null===(e=n.startBinding)||void 0===e?void 0:e.focus)&&(n.startBinding.focus=0),null===(null===(A=n.endBinding)||void 0===A?void 0:A.focus)&&(n.endBinding.focus=0),null===n.fontSize&&(n.fontSize=20)}try{t.filter((e=>"text"===e.type&&e.containerId&&t.some((A=>A.id===e.containerId&&A.boundElements.length>0&&A.boundElements.some((A=>"text"===A.type&&A.id!==e.id&&A.id.length>8)))))).forEach((e=>{try{const A=t.filter((A=>A.id===e.containerId))[0],n=A.boundElements.filter((e=>!("text"===e.type&&!t.some((A=>A.id===e.id)))));A.boundElements=[{id:e.id,type:"text"}].concat(n)}catch(e){}})),t.filter((e=>e.boundElements&&e.boundElements.length>0)).forEach((e=>{const A=e.boundElements.filter((e=>t.some((A=>A.id===e.id))));A.length!==e.boundElements.length&&(e.boundElements=A)})),t.filter((e=>"text"===e.type&&e.containerId&&!t.some((A=>A.id===e.containerId)))).forEach((e=>{e.containerId=null}))}catch(e){}}async loadData(e,A,t){if(!A)return!1;if(this.loaded=!1,this.selectedElementIds={},this.textElements=new Map,this.elementLinks=new Map,this.file!=A&&(this.files.clear(),this.equations.clear()),this.file=A,this.compatibilityMode=!1,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.setAutoexportPreferences(),this.scene=null,this.plugin.settings.syncExcalidraw){const e=`${A.path.substring(0,A.path.lastIndexOf(".md"))}.excalidraw`,t=this.app.vault.getAbstractFileByPath(e);if(t&&t instanceof obsidian.TFile&&t.stat.mtime>A.stat.mtime){const e=await this.app.vault.read(t);this.scene=JSON.parse(e)}}let n=null;n=(()=>{const A=getJSON(e);if(-1===A.pos)throw new Error("Excalidraw JSON not found in the file");return this.scene||(this.scene=JSON_parse(A.scene)),A})(),this.deletedElements=this.scene.elements.filter((e=>e.isDeleted)),this.scene.elements=this.scene.elements.filter((e=>!e.isDeleted)),this.scene.files||(this.scene.files={}),hasExportTheme(this.plugin,this.file)?this.scene.appState.theme=getExportTheme(this.plugin,this.file,"light"):this.plugin.settings.matchThemeAlways&&(this.scene.appState.theme=isObsidianThemeDark()?"dark":"light"),this.initializeNonInitializedFields();let i=(e=e.substring(0,n.pos)).search(/(^%%\n)?# Text Elements\n/m);if(-1===i)return await this.setTextMode(t,!1),this.loaded=!0,!0;i+=e.match(/((^%%\n)?# Text Elements\n)/m)[0].length,e=e.substring(i),i=0;const a=" ^12345678\n\n".length;let r,s=e.matchAll(/\s\^(.{8})[\n]+/g);for(;!(r=s.next()).done;){let A=e.substring(i,r.value.index);const t=r.value[1],n=this.scene.elements.filter((e=>e.id===t))[0];if(n)if("text"!==n.type)n.link!==A&&(n.link=A,n.version++,n.versionNonce++),this.elementLinks.set(t,A);else{const e=estimateMaxLineLen(n.text,n.originalText),i=A.matchAll(/^%%\*\*\*>>>text element-link:(\[\[[^<*\]]*]])<<<\*\*\*%%/gm).next();i.done||(A=A.replace(/^%%\*\*\*>>>text element-link:\[\[[^<*\]]*]]<<<\*\*\*%%/gm,""),n.link=i.value[1]);const a=await this.parse(A);this.textElements.set(t,{raw:A,parsed:a.parsed,wrapAt:e}),a.link&&(n.link=a.link),!n||n.rawText&&""!==n.rawText||(n.rawText=A)}i=r.value.index+a}for(s=(e=e.substring(e.indexOf("# Embedded files\n")+"# Embedded files\n".length)).matchAll(/([\w\d]*):\s*\[\[([^\]]*)]]\n/gm);!(r=s.next()).done;){const e=new EmbeddedFile(this.plugin,this.file.path,r.value[2]);this.setFile(r.value[1],e)}for(s=e.matchAll(/([\w\d]*):\s*\$\$(.*)(\$\$\s*\n)/gm);!(r=s.next()).done;)this.setEquation(r.value[1],{latex:r.value[2],isLoaded:!1});return this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(t,!0),this.loaded=!0,!0}async loadLegacyData(e,A){return!!A&&(this.loaded=!1,this.selectedElementIds={},this.compatibilityMode=!0,this.file=A,this.textElements=new Map,this.elementLinks=new Map,this.setShowLinkBrackets(),this.setLinkPrefix(),this.setUrlPrefix(),this.scene=JSON.parse(e),this.scene.files||(this.scene.files={}),this.initializeNonInitializedFields(),this.plugin.settings.matchThemeAlways&&(this.scene.appState.theme=isObsidianThemeDark()?"dark":"light"),this.files.clear(),this.equations.clear(),this.findNewTextElementsInScene(),this.findNewElementLinksInScene(),await this.setTextMode(TextMode.raw,!0),this.loaded=!0,!0)}async setTextMode(e,A=!1){this.scene&&(this.textMode=e,await this.updateSceneTextElements(A))}updateTextElement(e,A,t,n=!1){if(n||A!=e.text){const n=_measureText(A,e.fontSize,e.fontFamily);e.text=A,e.originalText=t,e.containerId||(e.width=n.w),e.height=n.h,e.baseline=n.baseline}}async updateSceneTextElements(e=!1){var A,t,n,i;const a=null===(A=this.scene.elements)||void 0===A?void 0:A.filter((e=>"text"===e.type));for(const A of a){const a=getContainerElement(A,this.scene),r=null!==(n=null!==(t=await this.getText(A.id))&&void 0!==t?t:A.originalText)&&void 0!==n?n:A.text,s=null===(i=this.textElements.get(A.id))||void 0===i?void 0:i.wrapAt;this.updateTextElement(A,s?wrapText(r,getFontString({fontSize:A.fontSize,fontFamily:A.fontFamily}),getMaxContainerWidth(a)):r,r,e)}}async getText(e){const A=this.textElements.get(e);return A?this.textMode===TextMode.parsed?(A.parsed||this.textElements.set(e,{raw:A.raw,parsed:(await this.parse(A.raw)).parsed,wrapAt:A.wrapAt}),A.parsed):A.raw:null}findNewElementLinksInScene(){var e;const A=null===(e=this.scene.elements)||void 0===e?void 0:e.filter((e=>"text"!==e.type&&e.link&&e.link.startsWith("[[")&&!this.elementLinks.has(e.id)));if(0===A.length)return!1;let t,n=JSON.stringify(this.scene);for(const e of A)t=e.id,e.id.length>8&&(t=nanoid(),n=n.replaceAll(e.id,t)),this.elementLinks.set(t,e.link);return this.scene=JSON.parse(n),!0}findNewTextElementsInScene(e={}){var A;this.selectedElementIds=e;const t=null===(A=this.scene.elements)||void 0===A?void 0:A.filter((e=>"text"===e.type));let n,i=JSON.stringify(this.scene),a=!1;for(const e of t)if(n=e.id,e.id.length>8){if(a=!0,n=nanoid(),this.selectedElementIds[e.id]&&(delete this.selectedElementIds[e.id],this.selectedElementIds[n]=!0),i=i.replaceAll(e.id,n),this.textElements.has(e.id)){const A=this.textElements.get(e.id);this.textElements.set(n,{raw:A.raw,parsed:A.parsed,wrapAt:A.wrapAt}),this.textElements.delete(e.id)}if(!this.textElements.has(n)){const A=e.rawText&&""!==e.rawText?e.rawText:e.text,t=estimateMaxLineLen(e.text,e.originalText);this.textElements.set(n,{raw:A,parsed:null,wrapAt:t}),this.parseasync(n,A,t)}}else if(!this.textElements.has(e.id)){const A=e.rawText&&""!==e.rawText?e.rawText:e.text,t=estimateMaxLineLen(e.text,e.originalText);this.textElements.set(n,{raw:A,parsed:null,wrapAt:t}),this.parseasync(n,A,t)}return a&&(this.scene=JSON.parse(i)),a}updateElementLinksFromScene(){var e;for(const A of this.elementLinks.keys()){const t=null===(e=this.scene.elements)||void 0===e?void 0:e.filter((e=>"text"!==e.type&&e.id===A&&e.link&&e.link.startsWith("[[")));0===t.length?this.elementLinks.delete(A):this.elementLinks.set(A,t[0].link)}}async updateTextElementsFromScene(){var e,A,t;for(const n of this.textElements.keys()){const i=null===(e=this.scene.elements)||void 0===e?void 0:e.filter((e=>"text"===e.type&&e.id===n));if(0===i.length)this.textElements.delete(n);else{const e=await this.getText(n),a=this.scene.prevTextMode===TextMode.parsed?i[0].rawText:null!==(A=i[0].originalText)&&void 0!==A?A:i[0].text;if(e!==(null!==(t=i[0].originalText)&&void 0!==t?t:i[0].text)){const e=estimateMaxLineLen(i[0].text,i[0].originalText);this.textElements.set(n,{raw:a,parsed:(await this.parse(a)).parsed,wrapAt:e})}}}}async parseasync(e,A,t){this.textElements.set(e,{raw:A,parsed:(await this.parse(A)).parsed,wrapAt:t})}parseLinks(e,A,t){return e.substring(A,t.value.index)+(this.showLinkBrackets?"[[":"")+REGEX_LINK.getAliasOrLink(t)+(this.showLinkBrackets?"]]":"")}async getTransclusion(e){const A=getLinkParts(e,this.file),t=this.app.metadataCache.getFirstLinkpathDest(A.path,this.file.path);return await getTransclusion(A,this.app,t,this.plugin.settings.pageTransclusionCharLimit)}async parse(e){e=this.parseCheckbox(e);let A="",t=null,n=0;const i=REGEX_LINK.getRes(e);let a,r=!1,s=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(t=e,s=!0);!(a=i.next()).done;){if(!t){const e=REGEX_LINK.getLink(a);t=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}if(REGEX_LINK.isTransclusion(a)){let t=this.parseCheckbox((await this.getTransclusion(REGEX_LINK.getLink(a))).contents).replaceAll(/%%[^%]*%%/gm,"");this.plugin.settings.removeTransclusionQuoteSigns&&(t=t.replaceAll(/\n\s*>\s?/gm,"\n")),A+=e.substring(n,a.value.index)+wrapTextAtCharLength(t,REGEX_LINK.getWrapLength(a,this.plugin.settings.wordWrappingDefault),this.plugin.settings.forceWrap)}else{const t=this.parseLinks(e,n,a);t&&(A+=t,s||r||(REGEX_LINK.getLink(a).match(REG_LINKINDEX_HYPERLINK)?s=!0:r=!0))}n=a.value.index+a.value[0].length}return A+=e.substring(n,e.length),r&&(A=this.linkPrefix+A),s&&(A=this.urlPrefix+A),{parsed:A,link:t}}parseCheckbox(e){return this.plugin.settings.parseTODO?e.replaceAll(/^- \[\s] /g,`${this.plugin.settings.todo} `).replaceAll(/\n- \[\s] /g,`\n${this.plugin.settings.todo} `).replaceAll(/^- \[[^\s]] /g,`${this.plugin.settings.done} `).replaceAll(/\n- \[[^\s]] /g,`\n${this.plugin.settings.done} `):e}quickParse(e){if((e=>{const A=REGEX_LINK.getRes(e);let t;for(;!(t=A.next()).done;)if(REGEX_LINK.isTransclusion(t))return!0;return!1})(e))return[null,null];e=this.parseCheckbox(e);let A="",t=null,n=0;const i=REGEX_LINK.getRes(e);let a,r=!1,s=!1;for(e.match(REG_LINKINDEX_HYPERLINK)&&(t=e,s=!0);!(a=i.next()).done;){if(!t){const e=REGEX_LINK.getLink(a);t=e.match(REG_LINKINDEX_HYPERLINK)?e:`[[${e}]]`}const i=this.parseLinks(e,n,a);i&&(A+=i,s||r||(REGEX_LINK.getLink(a).match(REG_LINKINDEX_HYPERLINK)?s=!0:r=!0)),n=a.value.index+a.value[0].length}return A+=e.substring(n,e.length),r&&(A=this.linkPrefix+A),s&&(A=this.urlPrefix+A),[A,t]}generateMD(e=[]){let A="# Text Elements\n";for(const e of this.textElements.keys()){const t=this.scene.elements.filter((A=>A.id===e));let n=this.textElements.get(e).raw;t&&1===t.length&&t[0].link&&t[0].rawText===t[0].originalText&&t[0].link.match(/^\[\[[^\]]*]]$/g)&&(n=`%%***>>>text element-link:${t[0].link}<<<***%%`+n),A+=`${n} ^${e}\n\n`}for(const e of this.elementLinks.keys())A+=`${this.elementLinks.get(e)} ^${e}\n\n`;if(A+=this.equations.size>0||this.files.size>0?"\n# Embedded files\n":"",this.equations.size>0)for(const e of this.equations.keys())A+=`${e}: $$${this.equations.get(e).latex}$$\n`;if(this.files.size>0)for(const e of this.files.keys()){const t=/(^[^#\|]*)/,n=this.files.get(e);A+=`${e}: [[${n.file?n.linkParts.original.replace(t,app.metadataCache.fileToLinktext(n.file,this.file.path)):n.linkParts.original}]]\n`}return A+=this.equations.size>0||this.files.size>0?"\n":"",A+getMarkdownDrawingSection(JSON.stringify({type:this.scene.type,version:this.scene.version,source:this.scene.source,elements:this.scene.elements.concat(e),appState:this.scene.appState,files:this.scene.files},null,"\t"),!this.disableCompression&&this.plugin.settings.compress)}async syncFiles(){var e;let A=!1;const t=this.scene,n=t.elements.filter((e=>"image"===e.type)).map((e=>e.fileId));if(this.files.forEach(((e,t)=>{n.contains(t)||(this.files.delete(t),A=!0)})),this.equations.forEach(((e,t)=>{n.contains(t)||(this.equations.delete(t),A=!0)})),!t.files||0===Object.keys(t.files).length)return!1;const i=new Set;n.forEach((e=>{if(i.has(e)){const n=this.getFile(e),a=this.getEquation(e);if(n&&n.file&&("md"!==n.file.extension||this.plugin.isExcalidrawFile(n.file)))return;const r=fileid();t.elements.filter((A=>A.fileId===e))[0].fileId=r,A=!0,i.add(r),n&&this.setFile(r,new EmbeddedFile(this.plugin,this.file.path,n.linkParts.original)),a&&this.setEquation(r,{latex:a.latex,isLoaded:!1})}i.add(e)}));for(const n of Object.keys(t.files))if(!this.hasFile(n)&&!this.hasEquation(n)){A=!0;let i=`Pasted Image ${window.moment().format("YYYYMMDDHHmmss_SSS")}`;const a=t.files[n].mimeType;switch(a){case"image/png":default:i+=".png";break;case"image/jpeg":i+=".jpg";break;case"image/svg+xml":i+=".svg";break;case"image/gif":i+=".gif"}const r=(await getAttachmentsFolderAndFilePath(this.app,this.file.path,i)).filepath,s=t.files[n].dataURL;await this.app.vault.createBinary(r,getBinaryFileFromDataURL(s));const o=new EmbeddedFile(this.plugin,this.file.path,r);o.setImage(s,a,{height:0,width:0},"dark"===(null===(e=t.appState)||void 0===e?void 0:e.theme),"image/svg+xml"===a),this.setFile(n,o)}return A}async syncElements(e,A){this.scene=e;let t=!1;return this.compatibilityMode||(t=await this.syncFiles(),this.scene.files={}),this.updateElementLinksFromScene(),t=t||this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.findNewElementLinksInScene(),await this.updateTextElementsFromScene(),t||this.findNewTextElementsInScene(A)}async updateScene(e){this.scene=JSON_parse(e),this.updateElementLinksFromScene();const A=this.setLinkPrefix()||this.setUrlPrefix()||this.setShowLinkBrackets()||this.findNewElementLinksInScene();return await this.updateTextElementsFromScene(),!(!A&&!this.findNewTextElementsInScene()||(await this.updateSceneTextElements(),0))}getRawText(e){var A;return null===(A=this.textElements.get(e))||void 0===A?void 0:A.raw}getParsedText(e){const A=this.textElements.get(e);return A?[wrap(A.parsed,A.wrapAt),A.parsed,null]:[null,null,null]}setTextElement(e,A,t,n){const i=estimateMaxLineLen(A,t),[a,r]=this.quickParse(t);return a?(this.textElements.set(e,{raw:t,parsed:a,wrapAt:i}),[wrap(a,i),a,r]):(this.parse(t).then((A=>{const a=A.parsed;this.textElements.set(e,{raw:t,parsed:a,wrapAt:i}),a&&n(wrap(a,i),a)})),[null,null,null])}async addTextElement(e,A,t){let n=estimateMaxLineLen(A,t);this.textElements.has(e)&&(n=this.textElements.get(e).wrapAt);const i=await this.parse(t);return this.textElements.set(e,{raw:t,parsed:i.parsed,wrapAt:n}),[wrap(i.parsed,n),i.parsed,i.link]}deleteTextElement(e){this.textElements.delete(e)}getOpenMode(){const e=this.app.metadataCache.getFileCache(this.file);let A=this.plugin.settings.defaultMode;switch((null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-default-mode"]&&(A=e.frontmatter["excalidraw-default-mode"]),A){case"zen":return{viewModeEnabled:!1,zenModeEnabled:!0};case"view":return{viewModeEnabled:!0,zenModeEnabled:!1};default:return{viewModeEnabled:!1,zenModeEnabled:!1}}}getLinkOpacity(){const e=this.app.metadataCache.getFileCache(this.file);let A=this.plugin.settings.linkOpacity;return(null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-linkbutton-opacity"]&&(A=e.frontmatter["excalidraw-linkbutton-opacity"]),A}getOnLoadScript(){const e=this.app.metadataCache.getFileCache(this.file);return(null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-onload-script"]?e.frontmatter["excalidraw-onload-script"]:null}setLinkPrefix(){const e=this.linkPrefix,A=this.app.metadataCache.getFileCache(this.file);return(null==A?void 0:A.frontmatter)&&null!=A.frontmatter["excalidraw-link-prefix"]?this.linkPrefix=A.frontmatter["excalidraw-link-prefix"]:this.linkPrefix=this.plugin.settings.linkPrefix,e!=this.linkPrefix}setUrlPrefix(){const e=this.urlPrefix,A=this.app.metadataCache.getFileCache(this.file);return(null==A?void 0:A.frontmatter)&&null!=A.frontmatter["excalidraw-url-prefix"]?this.urlPrefix=A.frontmatter["excalidraw-url-prefix"]:this.urlPrefix=this.plugin.settings.urlPrefix,e!=this.urlPrefix}setAutoexportPreferences(){const e=this.app.metadataCache.getFileCache(this.file);if((null==e?void 0:e.frontmatter)&&null!=e.frontmatter["excalidraw-autoexport"])switch(e.frontmatter["excalidraw-autoexport"].toLowerCase()){case"none":this.autoexportPreference=AutoexportPreference.none;break;case"both":this.autoexportPreference=AutoexportPreference.both;break;case"png":this.autoexportPreference=AutoexportPreference.png;break;case"svg":this.autoexportPreference=AutoexportPreference.svg;break;default:this.autoexportPreference=AutoexportPreference.inherit}else this.autoexportPreference=AutoexportPreference.inherit}setShowLinkBrackets(){const e=this.showLinkBrackets,A=this.app.metadataCache.getFileCache(this.file);return(null==A?void 0:A.frontmatter)&&null!=A.frontmatter["excalidraw-link-brackets"]?this.showLinkBrackets=0!=A.frontmatter["excalidraw-link-brackets"]:this.showLinkBrackets=this.plugin.settings.showLinkBrackets,e!=this.showLinkBrackets}setFile(e,A){if(!A)return;if(this.files.set(e,A),!A.file)return;const t=A.linkParts.original.split("#");this.plugin.filesMaster.set(e,{path:A.file.path+(A.shouldScale()?"":"|100%"),blockrefData:1===t.length?null:t[1],hasSVGwithBitmap:A.isSVGwithBitmap})}getFiles(){return Object.values(this.files)}getFile(e){let A=this.files.get(e);if(A)return A;const t=this.plugin.filesMaster.get(e);return t?(A=new EmbeddedFile(this.plugin,this.file.path,t.blockrefData?t.path+"#"+t.blockrefData:t.path),this.files.set(e,A),A):A}getFileEntries(){return this.files.entries()}deleteFile(e){this.files.delete(e)}hasFile(e){if(this.files.has(e))return!0;if(this.plugin.filesMaster.has(e)){const A=this.plugin.filesMaster.get(e),t=A.path.split("|")[0].split("#")[0];if(!this.app.vault.getAbstractFileByPath(t))return this.plugin.filesMaster.delete(e),!0;const n=A.path.endsWith("100%"),i=new EmbeddedFile(this.plugin,this.file.path,(A.blockrefData?t+"#"+A.blockrefData:t)+(n?"|100%":""));return this.files.set(e,i),!0}return!1}setEquation(e,A){this.equations.set(e,{latex:A.latex,isLoaded:A.isLoaded}),this.plugin.equationsMaster.set(e,A.latex)}getEquation(e){let A=this.equations.get(e);if(A)return A;const t=this.plugin.equationsMaster.get(e);return t?(this.equations.set(e,{latex:t,isLoaded:!1}),{latex:t,isLoaded:!1}):A}getEquationEntries(){return this.equations.entries()}deleteEquation(e){this.equations.delete(e)}hasEquation(e){return!!this.equations.has(e)||!!this.plugin.equationsMaster.has(e)&&(this.equations.set(e,{latex:this.plugin.equationsMaster.get(e),isLoaded:!1}),!0)}}const getTransclusion=async(e,A,t,n)=>{var i,a,r,s,o,l,c,d,h;if(!e.path)return{contents:e.original.trim(),lineNum:0};if(!(t&&t instanceof obsidian.TFile))return{contents:e.original.trim(),lineNum:0};const u=await A.vault.read(t);if(!e.ref)return n?{contents:u.substring(0,n).trim(),lineNum:0}:{contents:u.trim(),lineNum:0};const g=(await A.metadataCache.blockCache.getForFile({isCancelled:()=>!1},t)).blocks.filter((e=>"comment"!=e.node.type));if(!g)return{contents:e.original.trim(),lineNum:0};if(e.isBlockRef){let A=null===(i=g.filter((A=>A.node.id==e.ref))[0])||void 0===i?void 0:i.node;if(!A)return{contents:e.original.trim(),lineNum:0};["blockquote"].includes(A.type)&&(A=A.children[0]);const t=A.position.start.offset,n=A.position.start.line,a=A.position.end.offset;return{contents:u.substring(t,a).replaceAll(/ \^\S*$|^\^\S*$/gm,"").trim(),lineNum:n}}const p=g.filter((e=>0===e.display.search(/^#+\s/)));let w=null,m=0,f=null,B=1;for(let A=0;A<p.length;A++){if(w&&!f){let e=A;for(;e<p.length&&p[e].node.depth>B;)e++;return e===p.length&&p[e-1].node.depth>B?{leadingHashes:"#".repeat(B)+" ",contents:u.substring(w).trim(),lineNum:m}:(f=p[e].node.position.start.offset-1,{leadingHashes:"#".repeat(B)+" ",contents:u.substring(w,f).trim(),lineNum:m})}const t=p[A].node.children[0],n=null===(r=null===(a=p[A].node.data)||void 0===a?void 0:a.hProperties)||void 0===r?void 0:r.dataHeading,i=null==t?void 0:t.children;!w&&((null===(s=null==t?void 0:t.value)||void 0===s?void 0:s.replaceAll(REG_BLOCK_REF_CLEAN,""))===e.ref||(null===(o=null==t?void 0:t.title)||void 0===o?void 0:o.replaceAll(REG_BLOCK_REF_CLEAN,""))===e.ref||(null==n?void 0:n.replaceAll(REG_BLOCK_REF_CLEAN,""))===e.ref||i&&(null===(c=null===(l=i[0])||void 0===l?void 0:l.value)||void 0===c?void 0:c.replaceAll(REG_BLOCK_REF_CLEAN,""))===e.ref)&&(w=null===(d=p[A].node.children[0])||void 0===d?void 0:d.position.start.offset,B=p[A].node.depth,m=null===(h=p[A].node.children[0])||void 0===h?void 0:h.position.start.line)}return w?{leadingHashes:"#".repeat(B)+" ",contents:u.substring(w).trim(),lineNum:m}:{contents:e.original.trim(),lineNum:0}};class Prompt extends obsidian.Modal{constructor(e,A,t,n,i){super(e),this.prompt_text=A,this.default_value=t,this.placeholder=n,this.prompt_desc=i}onOpen(){this.titleEl.setText(this.prompt_text),this.createForm()}onClose(){this.contentEl.empty()}createForm(){var e;let A=this.contentEl.createDiv();A.addClass("excalidraw-prompt-div"),this.prompt_desc&&(A=A.createDiv(),A.style.width="100%",A.createEl("p").innerHTML=this.prompt_desc);const t=A.createEl("form");t.addClass("excalidraw-prompt-form"),t.type="submit",t.onsubmit=e=>{e.preventDefault(),this.resolve(this.promptEl.value),this.close()},this.promptEl=t.createEl("input"),this.promptEl.type="text",this.promptEl.placeholder=this.placeholder,this.promptEl.value=null!==(e=this.default_value)&&void 0!==e?e:"",this.promptEl.addClass("excalidraw-prompt-input"),this.promptEl.select()}async openAndGetValue(e){this.resolve=e,this.open()}}class GenericInputPrompt extends obsidian.Modal{constructor(e,A,t,n,i){super(e),this.header=A,this.didSubmit=!1,this.submitClickCallback=()=>this.submit(),this.cancelClickCallback=()=>this.cancel(),this.submitEnterCallback=e=>{"Enter"===e.key&&(e.preventDefault(),this.submit())},this.placeholder=t,this.input=n,this.buttons=i,this.waitForClose=new Promise(((e,A)=>{this.resolvePromise=e,this.rejectPromise=A})),this.display(),this.open()}static Prompt(e,A,t,n,i){return new GenericInputPrompt(e,A,t,n,i).waitForClose}display(){this.contentEl.empty(),this.titleEl.textContent=this.header;const e=this.contentEl.createDiv();this.inputComponent=this.createInputField(e,this.placeholder,this.input),this.createButtonBar(e)}createInputField(e,A,t){const n=new obsidian.TextComponent(e);return n.inputEl.style.width="100%",n.setPlaceholder(null!=A?A:"").setValue(null!=t?t:"").onChange((e=>this.input=e)).inputEl.addEventListener("keydown",this.submitEnterCallback),n}createButton(e,A,t){const n=new obsidian.ButtonComponent(e);return n.setButtonText(A).onClick(t),n}createButtonBar(e){const A=e.createDiv();if(this.buttons&&this.buttons.length>0){let e=null;for(const t of this.buttons){const n=new obsidian.ButtonComponent(A);n.setButtonText(t.caption).onClick((e=>{const A=t.action(this.input);A&&(this.input=A),this.submit()})),e=null!=e?e:n}e&&(e.setCta().buttonEl.style.marginRight="0")}else this.createButton(A,"Ok",this.submitClickCallback).setCta().buttonEl.style.marginRight="0";this.createButton(A,"Cancel",this.cancelClickCallback),A.style.display="flex",A.style.flexDirection="row-reverse",A.style.justifyContent="flex-start",A.style.marginTop="1rem"}submit(){this.didSubmit=!0,this.close()}cancel(){this.close()}resolveInput(){this.didSubmit?this.resolvePromise(this.input):this.rejectPromise("No input given.")}removeInputListener(){var e,A;null===(A=null===(e=this.inputComponent)||void 0===e?void 0:e.inputEl)||void 0===A||A.removeEventListener("keydown",this.submitEnterCallback)}onOpen(){super.onOpen(),this.inputComponent.inputEl.focus(),this.inputComponent.inputEl.select()}onClose(){super.onClose(),this.resolveInput(),this.removeInputListener()}}class GenericSuggester extends obsidian.FuzzySuggestModal{constructor(e,A,t,n,i){var a;super(e),this.displayItems=A,this.items=t,this.hint=n,this.instructions=i,this.limit=20,this.setPlaceholder(null!==(a=this.hint)&&void 0!==a?a:""),i&&this.setInstructions(this.instructions),this.promise=new Promise(((e,A)=>{this.resolvePromise=e,this.rejectPromise=A})),this.open()}static Suggest(e,A,t,n,i){return new GenericSuggester(e,A,t,n,i).promise}getItemText(e){return this.displayItems[this.items.indexOf(e)]}getItems(){return this.items}selectSuggestion(e,A){this.resolved=!0,super.selectSuggestion(e,A)}onChooseItem(e){this.resolved=!0,this.resolvePromise(e)}onClose(){super.onClose(),this.resolved||this.rejectPromise(this.inputEl.value)}}class NewFileActions extends obsidian.Modal{constructor(e,A,t,n,i){super(e.app),this.plugin=e,this.path=A,this.newPane=t,this.newWindow=n,this.view=i}onOpen(){this.createForm()}async onClose(){}openFile(e){e&&(this.newWindow?app.workspace.openPopoutLeaf():this.newPane?getNewOrAdjacentLeaf(this.plugin,this.view.leaf):this.view.leaf).openFile(e,{active:!0})}createForm(){this.titleEl.setText("New File"),this.contentEl.createDiv({cls:"excalidraw-prompt-center",text:"File does not exist. Do you want to create it?"}),this.contentEl.createDiv({cls:"excalidraw-prompt-center filepath",text:this.path}),this.contentEl.createDiv({cls:"excalidraw-prompt-center"},(e=>{e.style.textAlign="right";const A=()=>this.path&&""!==this.path?!!this.view.file||(new obsidian.Notice("Unknown error. It seems as if your drawing was closed or the drawing file is missing"),!1):(new obsidian.Notice("Error: Filename for new file may not be empty"),!1),t=async e=>{if(!this.path.includes("/")){const e=new RegExp(`${this.view.file.name}$`,"g");this.path=this.view.file.path.replace(e,this.path)}return this.path.match(/\.md$/)||(this.path=`${this.path}.md`),checkAndCreateFolder(splitFolderAndFilename(this.path).folderpath),await this.app.vault.create(this.path,e)};e.createEl("button",{text:"Create Markdown"}).onclick=async()=>{if(!A)return;const e=await t("");this.openFile(e),this.close()},e.createEl("button",{text:"Create Excalidraw"}).onclick=async()=>{if(!A)return;const e=await t(await this.plugin.getBlankDrawing());await sleep$1(200),this.openFile(e),this.close()},e.createEl("button",{text:"Never Mind"}).onclick=()=>{this.close()}}))}}class ScriptEngine{constructor(e){this.plugin=e,this.scriptIconMap={},this.loadScripts(),this.registerEventHandlers()}registerEventHandlers(){const e=e=>{if(!e.endsWith(".svg"))return;const A=app.vault.getAbstractFileByPath(getIMGFilename(e,"md"));A&&A instanceof obsidian.TFile&&(this.unloadScript(this.getScriptName(A),A.path),this.loadScript(A))};this.plugin.registerEvent(app.vault.on("delete",(async A=>{A instanceof obsidian.TFile&&A.path.startsWith(this.scriptPath)&&(this.unloadScript(this.getScriptName(A),A.path),e(A.path))}))),this.plugin.registerEvent(app.vault.on("create",(async A=>{A instanceof obsidian.TFile&&A.path.startsWith(this.scriptPath)&&(this.loadScript(A),e(A.path))}))),this.plugin.registerEvent(app.vault.on("rename",(async(A,t)=>{if(!(A instanceof obsidian.TFile))return;const n=t.startsWith(this.scriptPath),i=A.path.startsWith(this.scriptPath);n&&(this.unloadScript(this.getScriptName(t),t),e(t)),i&&(this.loadScript(A),e(A.path))})))}updateScriptPath(){this.scriptPath!==this.plugin.settings.scriptFolderPath&&(this.scriptPath&&this.unloadScripts(),this.loadScripts())}getListofScripts(){if(this.scriptPath=this.plugin.settings.scriptFolderPath,app.vault.getAbstractFileByPath(this.scriptPath))return app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)&&"md"===e.extension));this.scriptPath=null}loadScripts(){var e;null===(e=this.getListofScripts())||void 0===e||e.forEach((e=>this.loadScript(e)))}getScriptName(e){let A="",t="";e instanceof obsidian.TFile?(A=e.basename,t=e.path):(A=splitFolderAndFilename(e).basename,t=e);const n=t.split(`${this.scriptPath}/`)[1],i=n.lastIndexOf("/");return i>-1?n.substring(0,i+1)+A:A}async addScriptIconToMap(e,A){const t=getIMGFilename(e,"svg"),n=app.vault.getAbstractFileByPath(t),i=n&&n instanceof obsidian.TFile?await app.vault.read(n):null;this.scriptIconMap=Object.assign({},this.scriptIconMap),this.scriptIconMap[e]={name:A,svgString:i},this.updateToolPannels()}loadScript(e){if("md"!==e.extension)return;const A=this.getScriptName(e);this.addScriptIconToMap(e.path,A),this.plugin.addCommand({id:A,name:`(Script) ${A}`,checkCallback:t=>{if(t)return Boolean(app.workspace.getActiveViewOfType(ExcalidrawView));const n=app.workspace.getActiveViewOfType(ExcalidrawView);return!!n&&((async()=>{const t=await app.vault.read(e);t&&this.executeScript(n,t,A)})(),!0)}})}unloadScripts(){const e=app.vault.getFiles().filter((e=>e.path.startsWith(this.scriptPath)));e.forEach((e=>{this.unloadScript(this.getScriptName(e),e.path)}))}unloadScript(e,A){if(!A.endsWith(".md"))return;delete this.scriptIconMap[A],this.scriptIconMap=Object.assign({},this.scriptIconMap),this.updateToolPannels();const t=`${PLUGIN_ID}:${e}`;app.commands.commands[t]&&delete app.commands.commands[t]}async executeScript(e,A,t){if(!e||!A||!t)return;this.plugin.ea.reset(),this.plugin.ea.setView(e),this.plugin.ea.activeScript=t;const n=Object.getPrototypeOf((async()=>{})).constructor;let i=null;return i=await new n("ea","utils",A)(this.plugin.ea,{inputPrompt:(e,A,t,n)=>ScriptEngine.inputPrompt(app,e,A,t,n),suggester:(e,A,t,n)=>ScriptEngine.suggester(app,e,A,t,n)}),this.plugin.ea.activeScript=null,i}updateToolPannels(){app.workspace.getLeavesOfType("excalidraw").forEach((e=>{var A,t;null===(t=null===(A=e.view.toolsPanelRef)||void 0===A?void 0:A.current)||void 0===t||t.updateScriptIconMap(this.scriptIconMap)}))}static async inputPrompt(e,A,t,n,i){try{return await GenericInputPrompt.Prompt(e,A,t,n,i)}catch(e){return}}static async suggester(e,A,t,n,i){try{return await GenericSuggester.Suggest(e,A,t,n,i)}catch(e){return}}}var t$c={d:(e,A)=>{for(var t in A)t$c.o(A,t)&&!t$c.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:A[t]})},o:(e,A)=>Object.prototype.hasOwnProperty.call(e,A)},r$d={};t$c.d(r$d,{QA:()=>w$1,ZP:()=>j$1,qt:()=>x$1,MX:()=>$});const e$d={red:"hsl(0, 100%, 50%)",orange:"hsl(30, 100%, 50%)",yellow:"hsl(60, 100%, 50%)","lime green":"hsl(90, 100%, 50%)",green:"hsl(120, 100%, 50%)","blue green":"hsl(150, 100%, 50%)",cyan:"hsl(180, 100%, 50%)","sky blue":"hsl(210, 100%, 50%)",blue:"hsl(240, 100%, 50%)",purple:"hsl(270, 100%, 50%)",magenta:"hsl(300, 100%, 50%)",pink:"hsl(330, 100%, 50%)"};function s$a(e,A,t){return Math.max(e,Math.min(A,t))}function n$c(e,A){return+e.toFixed(A>=0?A:0)}function a$c(e){const A=e%360;return A<0?A+360:A}function i$a(e){return void 0!==e?s$a(0,e,1):1}function o$b(e){return Math.floor(Math.random()*e)}function h$4(e){var A;const{Cmin:t,Cmax:n,H:i,delta:a}=function(e){const[A,t,n]=Object.values(e).map((e=>e/255)),i=Math.max(A,t,n),a=Math.min(A,t,n),r=i-a;return{Cmin:a,Cmax:i,H:0===r?0:i===A?(t-n)/r%6:i===t?(n-A)/r+2:(A-t)/r+4,delta:r}}(e),r=(n+t)/2,s=0===a?0:a/(1-Math.abs(2*r-1));return{h:a$c(60*i),s:100*s,l:100*r,a:null!==(A=e.a)&&void 0!==A?A:1}}function u$8(e){const{h:A,s:t,l:n,a:i}=e,a=n/100,r=t/100,s=(1-Math.abs(2*a-1))*r,o=s*(1-Math.abs(A/60%2-1)),l=a-s/2,c=A<60||300<=A&&A<360?s:120<=A&&A<240?0:o,d=240<=A&&A<360?0:60<=A&&A<180?s:o,h=A<120?0:180<=A&&A<300?s:o,[u,g,p]=[c,d,h].map((e=>255*(e+l)));return{r:u,g:g,b:p,a:null!=i?i:1}}function l$5(e){const[A,t,n,i]=Object.values(e).map((e=>parseInt(e,16)));return{r:A,g:t,b:n,a:i?i/255:1}}const c$a=/^#?([\da-f])([\da-f])([\da-f])([\da-f])?$|^#?([\da-f]{2})([\da-f]{2})([\da-f]{2})?([\da-f]{2})?$/gi,f$3=/hsla?\s*\(\s*([+-]?\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function d$2({h:e,s:A,l:t,a:n}){return[u$8({h:a$c(e),s:s$a(0,A,100),l:s$a(0,t,100),a:i$a(n)}),"hsl"]}const g$2=/rgba?\s*\(\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*(\d*\.?\d+%?)\s*,?\s*\/?\s*?(\d*\.?\d+%?)?\s*\)/gi;function b$5({r:e,g:A,b:t,a:n}){return[{r:s$a(0,e,255),g:s$a(0,A,255),b:s$a(0,t,255),a:i$a(n)},"rgb"]}var p$3,v$2,m$1=function(e,A,t,n,i){if("m"===n)throw new TypeError("Private method is not writable");if("a"===n&&!i)throw new TypeError("Private accessor was defined without a setter");if("function"==typeof A?e!==A||!i:!A.has(e))throw new TypeError("Cannot write private member to an object whose class did not declare it");return"a"===n?i.call(e,t):i?i.value=t:A.set(e,t),t},y$1=function(e,A,t,n){if("a"===t&&!n)throw new TypeError("Private accessor was defined without a getter");if("function"==typeof A?e!==A||!n:!A.has(e))throw new TypeError("Cannot read private member from an object whose class did not declare it");return"m"===t?n:"a"===t?n.call(e):n?n.value:A.get(e)};class 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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 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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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n=normalize(absolutize(parsePath(e))),i=[];let a=[],r=[0,0],s=[];const o=()=>{s.length>=4&&a.push(...pointsOnBezierCurves(s,A)),s=[]},l=()=>{o(),a.length&&(i.push(a),a=[])};for(const{key:e,data:A}of n)switch(e){case"M":l(),r=[A[0],A[1]],a.push(r);break;case"L":o(),a.push([A[0],A[1]]);break;case"C":if(!s.length){const e=a.length?a[a.length-1]:r;s.push([e[0],e[1]])}s.push([A[0],A[1]]),s.push([A[2],A[3]]),s.push([A[4],A[5]]);break;case"Z":o(),a.push([r[0],r[1]])}if(l(),!t)return i;const c=[];for(const e of i){const A=simplify(e,t);A.length&&c.push(A)}return c}const SUPPORTED_TAGS=["svg","path","g","use","circle","ellipse","rect","polyline","polygon"],nodeValidator=e=>SUPPORTED_TAGS.includes(e.tagName)?NodeFilter.FILTER_ACCEPT:NodeFilter.FILTER_REJECT;function createTreeWalker(e){return document.createTreeWalker(e,NodeFilter.SHOW_ALL,{acceptNode:nodeValidator})}const 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ExcalidrawAutomate{constructor(e,A){this.targetView=null,this.mostRecentMarkdownSVG=null,this.onViewUnloadHook=null,this.onViewModeChangeHook=null,this.onLinkHoverHook=null,this.onLinkClickHook=null,this.onDropHook=null,this.onCanvasColorChangeHook=null,this.activeScript=null,this.plugin=e,this.reset(),this.targetView=A}getAPI(e){return new ExcalidrawAutomate(this.plugin,e)}setFillStyle(e){switch(e){case 0:return this.style.fillStyle="hachure","hachure";case 1:return this.style.fillStyle="cross-hatch","cross-hatch";default:return this.style.fillStyle="solid","solid"}}setStrokeStyle(e){switch(e){case 0:return this.style.strokeStyle="solid","solid";case 1:return this.style.strokeStyle="dashed","dashed";default:return this.style.strokeStyle="dotted","dotted"}}setStrokeSharpness(e){return 0===e?(this.style.strokeSharpness="round","round"):(this.style.strokeSharpness="sharp","sharp")}setFontFamily(e){switch(e){case 1:return this.style.fontFamily=4,getFontFamily(4);case 2:return 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getTemplate(this.plugin,e.templatePath,!0,new EmbeddedFilesLoader(this.plugin),0):null;let R,P=D?D.elements:[];if(P=P.concat(this.getElements()),null==e?void 0:e.frontmatterKeys){Object.keys(e.frontmatterKeys).includes("excalidraw-plugin")||(e.frontmatterKeys["excalidraw-plugin"]="parsed"),R="---\n\n";for(const A of Object.keys(e.frontmatterKeys))R+=`${A}: ${""===e.frontmatterKeys[A]?'""':e.frontmatterKeys[A]}\n`;R+="\n---\n"}else R=(null==D?void 0:D.frontmatter)?D.frontmatter:FRONTMATTER;const V={type:"excalidraw",version:2,source:"https://excalidraw.com",elements:P,appState:{theme:null!==(t=null===(A=null==D?void 0:D.appState)||void 0===A?void 0:A.theme)&&void 0!==t?t:this.canvas.theme,viewBackgroundColor:null!==(i=null===(n=null==D?void 0:D.appState)||void 0===n?void 0:n.viewBackgroundColor)&&void 0!==i?i:this.canvas.viewBackgroundColor,currentItemStrokeColor:null!==(r=null===(a=null==D?void 0:D.appState)||void 0===a?void 0:a.currentItemStrokeColor)&&void 0!==r?r:this.style.strokeColor,currentItemBackgroundColor:null!==(o=null===(s=null==D?void 0:D.appState)||void 0===s?void 0:s.currentItemBackgroundColor)&&void 0!==o?o:this.style.backgroundColor,currentItemFillStyle:null!==(c=null===(l=null==D?void 0:D.appState)||void 0===l?void 0:l.currentItemFillStyle)&&void 0!==c?c:this.style.fillStyle,currentItemStrokeWidth:null!==(h=null===(d=null==D?void 0:D.appState)||void 0===d?void 0:d.currentItemStrokeWidth)&&void 0!==h?h:this.style.strokeWidth,currentItemStrokeStyle:null!==(g=null===(u=null==D?void 0:D.appState)||void 0===u?void 0:u.currentItemStrokeStyle)&&void 0!==g?g:this.style.strokeStyle,currentItemRoughness:null!==(w=null===(p=null==D?void 0:D.appState)||void 0===p?void 0:p.currentItemRoughness)&&void 0!==w?w:this.style.roughness,currentItemOpacity:null!==(f=null===(m=null==D?void 0:D.appState)||void 0===m?void 0:m.currentItemOpacity)&&void 0!==f?f:this.style.opacity,currentItemFontFamily:null!==(E=null===(B=null==D?void 0:D.appState)||void 0===B?void 0:B.currentItemFontFamily)&&void 0!==E?E:this.style.fontFamily,currentItemFontSize:null!==(C=null===(b=null==D?void 0:D.appState)||void 0===b?void 0:b.currentItemFontSize)&&void 0!==C?C:this.style.fontSize,currentItemTextAlign:null!==(y=null===(v=null==D?void 0:D.appState)||void 0===v?void 0:v.currentItemTextAlign)&&void 0!==y?y:this.style.textAlign,currentItemStrokeSharpness:null!==(x=null===(F=null==D?void 0:D.appState)||void 0===F?void 0:F.currentItemStrokeSharpness)&&void 0!==x?x:this.style.strokeSharpness,currentItemStartArrowhead:null!==(U=null===(Q=null==D?void 0:D.appState)||void 0===Q?void 0:Q.currentItemStartArrowhead)&&void 0!==U?U:this.style.startArrowHead,currentItemEndArrowhead:null!==(T=null===(S=null==D?void 0:D.appState)||void 0===S?void 0:S.currentItemEndArrowhead)&&void 0!==T?T:this.style.endArrowHead,currentItemLinearStrokeSharpness:null!==(k=null===(I=null==D?void 0:D.appState)||void 0===I?void 0:I.currentItemLinearStrokeSharpness)&&void 0!==k?k:this.style.strokeSharpness,gridSize:null!==(L=null===(M=null==D?void 0:D.appState)||void 0===M?void 0:M.gridSize)&&void 0!==L?L:this.canvas.gridSize,colorPalette:null!==(H=null===(O=null==D?void 0:D.appState)||void 0===O?void 0:O.colorPalette)&&void 0!==H?H:this.colorPalette},files:null!==(N=null==D?void 0:D.files)&&void 0!==N?N:{}};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;A+=`${null!==(t=e.originalText)&&void 0!==t?t: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)}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)}wrapText(e,A){return wrapTextAtCharLength(e,A,this.plugin.settings.forceWrap)}boxedElement(e,A,t,n,i,a){return{id:e,type:A,x:t,y:n,width:i,height:a,angle:this.style.angle,strokeColor:this.style.strokeColor,backgroundColor:this.style.backgroundColor,fillStyle:this.style.fillStyle,strokeWidth:this.style.strokeWidth,strokeStyle:this.style.strokeStyle,roughness:this.style.roughness,opacity:this.style.opacity,strokeSharpness:this.style.strokeSharpness,seed:Math.floor(1e5*Math.random()),version:1,versionNonce:Math.floor(1e9*Math.random()),updated:Date.now(),isDeleted:!1,groupIds:[],boundElements:[],link:null,locked:!1}}addRect(e,A,t,n){const i=nanoid();return this.elementsDict[i]=this.boxedElement(i,"rectangle",e,A,t,n),i}addDiamond(e,A,t,n){const i=nanoid();return this.elementsDict[i]=this.boxedElement(i,"diamond",e,A,t,n),i}addEllipse(e,A,t,n){const i=nanoid();return this.elementsDict[i]=this.boxedElement(i,"ellipse",e,A,t,n),i}addBlob(e,A,t,n){const i=.5*n,a=.5*t,r=a/9,s=.8*i,o=[],l=(t,n)=>{const l=t+Math.random()*r-r/2;o.push([l+Math.random()*r-r/2+t%2*r/6+e,n*Math.sqrt(i*i*(1-l*l/(a*a)))+Math.random()*s-s/2+t%2*s/6+A])};let c;for(c=r/2-a;c<=a-r/2;c+=a/6)l(c,1);for(c=a-r/2;c>=r/2-a;c-=a/6)l(c,-1);o.push(o[0]);const d=this.addLine((e=>{const A=getLineBox(e),i=t/A.w,a=n/A.h;let r;for(r=0;r<e.length;r++){let[t,n]=e[r];t=(t-A.x)*i+A.x,n=(n-A.y)*a+A.y,e[r]=[t,n]}return e})(o));return this.elementsDict[d]=repositionElementsToCursor([this.getElement(d)],{x:e,y:A},!1)[0],d}addText(e,A,t,n,i){var a,r;i=null!=i?i:nanoid();const s=t;t=(null==n?void 0:n.wrapAt)?this.wrapText(t,n.wrapAt):t;const{w:o,h:l,baseline:c}=_measureText(t,this.style.fontSize,this.style.fontFamily),d=(null==n?void 0:n.width)?n.width:o,h=(null==n?void 0:n.height)?n.height:l;let u=null;const g=null!==(a=null==n?void 0:n.boxPadding)&&void 0!==a?a:30;if(null==n?void 0:n.box)switch(n.box){case"ellipse":u=this.addEllipse(e-g,A-g,d+2*g,h+2*g);break;case"diamond":u=this.addDiamond(e-g,A-g,d+2*g,h+2*g);break;case"blob":u=this.addBlob(e-g,A-g,d+2*g,h+2*g);break;default:u=this.addRect(e-g,A-g,d+2*g,h+2*g)}const p=u&&"blob"!==n.box;if(this.elementsDict[i]=Object.assign(Object.assign({text:t,fontSize:this.style.fontSize,fontFamily:this.style.fontFamily,textAlign:(null==n?void 0:n.textAlign)?n.textAlign:null!==(r=this.style.textAlign)&&void 0!==r?r:"left",verticalAlign:this.style.verticalAlign,baseline:c},this.boxedElement(i,"text",e,A,d,h)),{containerId:p?u:null,originalText:p?s:t,rawText:p?s:t}),u&&"blob"===(null==n?void 0:n.box)&&this.addToGroup([i,u]),p){const e=this.elementsDict[u];e.boundElements||(e.boundElements=[]),e.boundElements.push({type:"text",id:i})}return null!=u?u:i}addLine(e){const A=getLineBox(e),t=nanoid();return this.elementsDict[t]=Object.assign({points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:null,endBinding:null,startArrowhead:null,endArrowhead:null},this.boxedElement(t,"line",e[0][0],e[0][1],A.w,A.h)),t}addArrow(e,A){const t=getLineBox(e),n=nanoid(),i=e[0],a=e[e.length-1];return this.elementsDict[n]=Object.assign({points:normalizeLinePoints(e),lastCommittedPoint:null,startBinding:{elementId:null==A?void 0:A.startObjectId,focus:(null==A?void 0:A.startObjectId)?determineFocusDistance(this.getElement(null==A?void 0:A.startObjectId),a,i):.1,gap:4},endBinding:{elementId:null==A?void 0:A.endObjectId,focus:(null==A?void 0:A.endObjectId)?determineFocusDistance(this.getElement(null==A?void 0:A.endObjectId),i,a):.1,gap:4},startArrowhead:void 0!==(null==A?void 0:A.startArrowHead)?A.startArrowHead:this.style.startArrowHead,endArrowhead:void 0!==(null==A?void 0:A.endArrowHead)?A.endArrowHead:this.style.endArrowHead},this.boxedElement(n,"arrow",e[0][0],e[0][1],t.w,t.h)),(null==A?void 0:A.startObjectId)&&(this.elementsDict[A.startObjectId].boundElements||(this.elementsDict[A.startObjectId].boundElements=[]),this.elementsDict[A.startObjectId].boundElements.push({type:"arrow",id:n})),(null==A?void 0:A.endObjectId)&&(this.elementsDict[A.endObjectId].boundElements||(this.elementsDict[A.endObjectId].boundElements=[]),this.elementsDict[A.endObjectId].boundElements.push({type:"arrow",id:n})),n}async addImage(e,A,t,n=!0){const i=nanoid(),a=new EmbeddedFilesLoader(this.plugin,"dark"===this.canvas.theme),r=await a.getObsidianImage(t,0);if(!r)return null;const s="md"===t.extension?fileid():r.fileId;if(this.imagesDict[s]={mimeType:r.mimeType,id:s,dataURL:r.dataURL,created:r.created,file:t.path+(n?"":"|100%"),hasSVGwithBitmap:r.hasSVGwithBitmap,latex:null},n&&Math.max(r.size.width,r.size.height)>500){const e=500/Math.max(r.size.width,r.size.height);r.size.width=e*r.size.width,r.size.height=e*r.size.height}return this.elementsDict[i]=this.boxedElement(i,"image",e,A,r.size.width,r.size.height),this.elementsDict[i].fileId=s,this.elementsDict[i].scale=[1,1],i}async addLaTex(e,A,t){const n=nanoid(),i=await tex2dataURL(t,this.plugin);return i?(this.imagesDict[i.fileId]={mimeType:i.mimeType,id:i.fileId,dataURL:i.dataURL,created:i.created,file:null,hasSVGwithBitmap:!1,latex:t},this.elementsDict[n]=this.boxedElement(n,"image",e,A,i.size.width,i.size.height),this.elementsDict[n].fileId=i.fileId,this.elementsDict[n].scale=[1,1],n):null}connectObjects(e,A,t,n,i){if(!this.elementsDict[e]||!this.elementsDict[t])return;if(["line","arrow","freedraw"].includes(this.elementsDict[e].type)||["line","arrow","freedraw"].includes(this.elementsDict[t].type))return;const a=(null==i?void 0:i.padding)?i.padding:10,r=(null==i?void 0:i.numberOfPoints)?i.numberOfPoints:0,s=(e,A)=>{switch(e){case"bottom":return[(A.x+(A.x+A.width))/2,A.y+A.height+a];case"left":return[A.x-a,(A.y+(A.y+A.height))/2];case"right":return[A.x+A.width+a,(A.y+(A.y+A.height))/2];default:return[(A.x+(A.x+A.width))/2,A.y-a]}};let o,l,c,d;const h=this.elementsDict[e],u=this.elementsDict[t];if(!A||!n){const e=h.x+h.width/2,t=u.x+u.width/2,i=h.y+h.height/2,a=u.y+u.height/2;if(!A){const A=intersectElementWithLine(h,[t,a],[e,i],4);0===A.length?[o,l]=[e,i]:[o,l]=A[0]}if(!n){const A=intersectElementWithLine(u,[e,i],[t,a],4);0===A.length?[c,d]=[t,a]:[c,d]=A[0]}}A&&([o,l]=s(A,this.elementsDict[e])),n&&([c,d]=s(n,this.elementsDict[t]));const g=r+2,p=[];for(let e=0;e<g;e++)p.push([o+e*(c-o)/(g-1),l+e*(d-l)/(g-1)]);return this.addArrow(p,{startArrowHead:null==i?void 0:i.startArrowHead,endArrowHead:null==i?void 0:i.endArrowHead,startObjectId:e,endObjectId:t})}addLabelToLine(e,A){const t=this.elementsDict[e];if(!t||!["arrow","line"].includes(t.type)||2!==t.points.length)return;let n=Math.atan2(t.points[1][1],t.points[1][0]);const i=this.measureText(A);n<0?n<-Math.PI/2&&(n+=Math.PI):n>Math.PI/2&&(n-=Math.PI),this.style.angle=n;const a=this.addText(t.x+t.points[1][0]/2-i.width/2,t.y+t.points[1][1]/2-i.height,A);return this.style.angle=0,a}clear(){this.elementsDict={},this.imagesDict={}}reset(){this.clear(),this.activeScript=null,this.style={strokeColor:"#000000",backgroundColor:"transparent",angle:0,fillStyle:"hachure",strokeWidth:1,strokeStyle:"solid",roughness:1,opacity:100,strokeSharpness:"sharp",fontFamily:1,fontSize:20,textAlign:"left",verticalAlign:"top",startArrowHead:null,endArrowHead:"arrow"},this.canvas={theme:"light",viewBackgroundColor:"#FFFFFF",gridSize:0}}isExcalidrawFile(e){return this.plugin.isExcalidrawFile(e)}setView(e){if("active"==e){const e=app.workspace.getActiveViewOfType(ExcalidrawView);if(!(e instanceof ExcalidrawView))return;this.targetView=e}if("first"==e){const e=app.workspace.getLeavesOfType("excalidraw");if(!e||0==e.length)return;this.targetView=e[0].view}return e instanceof ExcalidrawView&&(this.targetView=e),this.targetView}getExcalidrawAPI(){var e;return this.targetView&&(null===(e=this.targetView)||void 0===e?void 0:e._loaded)?this.targetView.excalidrawAPI:(errorMessage("targetView not set","getExcalidrawAPI()"),null)}getViewElements(){var e,A,t;if(!this.targetView||!(null===(e=this.targetView)||void 0===e?void 0:e._loaded))return errorMessage("targetView not set","getViewElements()"),[];const n=null===(t=null===(A=this.targetView)||void 0===A?void 0:A.excalidrawRef)||void 0===t?void 0:t.current;return n?null==n?void 0:n.getSceneElements():[]}deleteViewElements(e){var A,t,n;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return errorMessage("targetView not set","deleteViewElements()"),!1;const i=null===(n=null===(t=this.targetView)||void 0===t?void 0:t.excalidrawRef)||void 0===n?void 0:n.current;if(!i)return!1;const a=i.getSceneElements(),r=i.getAppState();return this.targetView.updateScene({elements:a.filter((A=>!e.includes(A))),appState:r,commitToHistory:!0}),!0}getViewSelectedElement(){const e=this.getViewSelectedElements();return e?e[0]:null}getViewSelectedElements(){var e;return this.targetView&&(null===(e=this.targetView)||void 0===e?void 0:e._loaded)?this.targetView.getViewSelectedElements():(errorMessage("targetView not set","getViewSelectedElements()"),[])}getViewFileForImageElement(e){var A,t,n,i;return this.targetView&&(null===(A=this.targetView)||void 0===A?void 0:A._loaded)?e&&"image"===e.type?null===(i=null===(n=null===(t=this.targetView)||void 0===t?void 0:t.excalidrawData)||void 0===n?void 0:n.getFile(e.fileId))||void 0===i?void 0:i.file:(errorMessage("Must provide an image element as input","getViewFileForImageElement()"),null):(errorMessage("targetView not set","getViewFileForImageElement()"),null)}copyViewElementsToEAforEditing(e){e.forEach((e=>{this.elementsDict[e.id]=cloneElement(e)}))}viewToggleFullScreen(e=!1){var A;if(app.isMobile)return void errorMessage("mobile not supported","viewToggleFullScreen()");if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return void errorMessage("targetView not set","viewToggleFullScreen()");if(e){const e=this.getExcalidrawAPI();this.targetView.updateScene({appState:Object.assign({viewModeEnabled:!0},e.appState),commitToHistory:!1})}const t=this.targetView;t.isFullscreen()?t.exitFullscreen():t.gotoFullscreen()}connectObjectWithViewSelectedElement(e,A,t,n){const i=this.getViewSelectedElement();if(!i)return!1;const a=i.id;return this.elementsDict[a]=i,this.connectObjects(e,A,a,t,n),delete this.elementsDict[a],!0}async addElementsToView(e=!1,A=!0,t=!1){var n;if(!this.targetView||!(null===(n=this.targetView)||void 0===n?void 0:n._loaded))return errorMessage("targetView not set","addElementsToView()"),!1;const i=this.getElements();return await this.targetView.addElements(i,e,A,this.imagesDict,t)}registerThisAsViewEA(){var e;return this.targetView&&(null===(e=this.targetView)||void 0===e?void 0:e._loaded)?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}deregisterThisAsViewEA(){var e;return this.targetView&&(null===(e=this.targetView)||void 0===e?void 0:e._loaded)?(this.targetView.setHookServer(this),!0):(errorMessage("targetView not set","addElementsToView()"),!1)}getEmbeddedFilesLoader(e){return new EmbeddedFilesLoader(this.plugin,e)}getExportSettings(e,A){return{withBackground:e,withTheme:A}}getBoundingBox(e){const A=getCommonBoundingBox(e);return{topX:A.minX,topY:A.minY,width:A.maxX-A.minX,height:A.maxY-A.minY}}getMaximumGroups(e){return getMaximumGroups(e)}getLargestElement(e){if(!e||0===e.length)return null;let A=e[0];const t=e=>e.height*e.width;let n=t(e[0]);for(let i=1;i<e.length;i++){const a=t(e[i]);a>n&&(n=a,A=e[i])}return A}getCommonGroupForElements(e){const A=e.map((e=>e.groupIds)).reduce(((e,A)=>A.filter((A=>e.includes(A)))));return A.length>0?A[0]:null}getElementsInTheSameGroupWithElement(e,A){if(!e||!A)return[];const t="text"===e.type&&e.containerId?A.filter((A=>A.id===e.containerId)):[];return 0===e.groupIds.length?1===t.length?[e,t[0]]:[e]:1===t.length?A.filter((A=>A.groupIds.some((A=>e.groupIds.includes(A)))||A===t[0])):A.filter((A=>A.groupIds.some((A=>e.groupIds.includes(A)))))}intersectElementWithLine(e,A,t,n){return intersectElementWithLine(e,A,t,n)}getScriptSettings(){var e;return this.activeScript?null!==(e=this.plugin.settings.scriptEngineSettings[this.activeScript])&&void 0!==e?e:{}:null}async setScriptSettings(e){if(!this.activeScript)return null;this.plugin.settings.scriptEngineSettings[this.activeScript]=e,await this.plugin.saveSettings()}openFileInNewOrAdjacentLeaf(e){if(!(e&&e instanceof obsidian.TFile))return null;if(!this.targetView)return null;const A=getNewOrAdjacentLeaf(this.plugin,this.targetView.leaf);return A.openFile(e,{active:!0}),A}measureText(e){var A,t;const n=_measureText(e,this.style.fontSize,this.style.fontFamily);return{width:null!==(A=n.w)&&void 0!==A?A:0,height:null!==(t=n.h)&&void 0!==t?t:0}}async getOriginalImageSize(e){var A;if(!this.targetView||!(null===(A=this.targetView)||void 0===A?void 0:A._loaded))return errorMessage("targetView not set","getOriginalImageSize()"),null;if(!e||"image"!==e.type)return errorMessage("Please provide a single image element as input","getOriginalImageSize()"),null;const t=this.targetView.excalidrawData.getFile(e.fileId);if(!t)return errorMessage("Please provide a single image element as input","getOriginalImageSize()"),null;const n="dark"===this.getExcalidrawAPI().getAppState().theme,i=t.getImage(n);return await getImageSize(i)}verifyMinimumPluginVersion(e){return PLUGIN_VERSION===e||isVersionNewerThanOther(PLUGIN_VERSION,e)}isExcalidrawView(e){return e instanceof ExcalidrawView}selectElementsInView(e){var A;this.targetView&&(null===(A=this.targetView)||void 0===A?void 0:A._loaded)?e&&0!==e.length&&this.getExcalidrawAPI().selectElements(e):errorMessage("targetView not set","selectElementsInView()")}generateElementId(){return nanoid()}cloneElement(e){const A=JSON.parse(JSON.stringify(e));return A.id=nanoid(),A}moveViewElementToZIndex(e,A){var t;if(!this.targetView||!(null===(t=this.targetView)||void 0===t?void 0:t._loaded))return void errorMessage("targetView not set","moveViewElementToZIndex()");const n=this.getExcalidrawAPI(),i=this.getViewElements(),a=i.filter((A=>A.id===e));if(0===a.length)return void errorMessage(`Element (id: ${e}) not found`,"moveViewElementToZIndex");if(A>=i.length)return void n.bringToFront(a);if(A<0)return void n.sendToBack(a);const r=i.indexOf(a[0]);i.splice(A,0,i.splice(r,1)[0]),this.targetView.updateScene({elements:i,commitToHistory:!0})}hexStringToRgb(e){const A=/^#?([a-f\d]{2})([a-f\d]{2})([a-f\d]{2})$/i.exec(e);return[parseInt(A[1],16),parseInt(A[2],16),parseInt(A[3],16)]}rgbToHexString(e){return O$1({r:e[0],g:e[1],b:e[2]}).stringHEX({alpha:!1})}hslToRgb(e){const A=O$1({h:e[0],s:e[1],l:e[2]});return[A.red,A.green,A.blue]}rgbToHsl(e){const A=O$1({r:e[0],g:e[1],b:e[2]});return[A.hue,A.saturation,A.lightness]}colorNameToHex(e){return COLOR_NAMES.has(e.toLowerCase().trim())?COLOR_NAMES.get(e.toLowerCase().trim()):e.trim()}getCM(e){if(e)return"string"==typeof e&&(e=this.colorNameToHex(e)),O$1(e);log("Creates a CM object. Visit https://github.com/lbragile/ColorMaster for documentation.")}importSVG(e){const A=svgToExcalidraw(e);return A.hasErrors?(new obsidian.Notice(`There were errors while parsing the given SVG:\n${[...A.errors].map((e=>e.innerHTML))}`),!1):(this.copyViewElementsToEAforEditing(A.content),!0)}}async function initExcalidrawAutomate(e){await initFonts();const A=new ExcalidrawAutomate(e);return window.ExcalidrawAutomate=A,A}function destroyExcalidrawAutomate(){delete window.ExcalidrawAutomate}function normalizeLinePoints(e){const A=[],[t,n]=e[0];for(let i=0;i<e.length;i++)A.push([e[i][0]-t,e[i][1]-n]);return A}function getLineBox(e){const[A,t,n,i]=estimateLineBound(e);return{x:A,y:t,w:n-A,h:i-t}}function getFontFamily(e){switch(e){case 1:return"Virgil, Segoe UI Emoji";case 2:return"Helvetica, Segoe UI Emoji";case 3:return"Cascadia, Segoe UI Emoji";case 4:return"LocalFont"}}async function initFonts(){for(let e=1;e<=3;e++)await document.fonts.load(`20px ${getFontFamily(e)}`)}function _measureText(e,A,t){A||(A=20),t||(t=1);const n=measureText(e,`${A.toString()}px ${getFontFamily(t)}`);return{w:n.width,h:n.height,baseline:n.baseline}}async function getTemplate(e,A,t=!1,n,i){const a=e.app,r=a.vault,s=getEmbeddedFilenameParts(A),o=obsidian.normalizePath(s.filepath),l=a.metadataCache.getFirstLinkpathDest(o,"");let c=!1;if(l&&l instanceof obsidian.TFile){const A=(await r.read(l)).replaceAll("\r\n","\n").replaceAll("\r","\n"),a=new ExcalidrawData(e);if("excalidraw"===l.extension)return await a.loadLegacyData(A,l),{elements:a.scene.elements,appState:a.scene.appState,frontmatter:"",files:a.scene.files,hasSVGwithBitmap:c};const o=A.search("excalidraw-plugin: parsed\n")>-1||A.search("excalidraw-plugin: locked\n")>-1;await a.loadData(A,l,o?TextMode.parsed:TextMode.raw);let d=A.search("# Text Elements\n");-1==d&&(d=A.search("# Drawing\n"));let h=a.scene;t&&await n.loadSceneFiles(a,(e=>{if(e&&0!==e.length){for(const A of e)A.hasSVGwithBitmap&&(c=!0),a.scene.files[A.id]={mimeType:A.mimeType,id:A.id,dataURL:A.dataURL,created:A.created};h=scaleLoadedImage(a.scene,e).scene}}),i);let u=h.elements;if(s.hasGroupref){const A=s.hasSectionref?getTextElementsMatchingQuery(h.elements,["# "+s.sectionref],!0):h.elements.filter((e=>e.id===s.blockref));A.length>0&&(u=e.ea.getElementsInTheSameGroupWithElement(A[0],h.elements))}return{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){var d,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!==(d=null==B?void 0:B.elements)&&void 0!==d?d:[];return E=E.concat(s),await getPNG({type:"excalidraw",version:2,source:"https://excalidraw.com",elements:E,appState:{theme:null!==(u=null!=i?i:null===(h=null==B?void 0:B.appState)||void 0===h?void 0:h.theme)&&void 0!==u?u:a,viewBackgroundColor:null!==(p=null===(g=null==B?void 0:B.appState)||void 0===g?void 0:g.viewBackgroundColor)&&void 0!==p?p:r},files:null!==(w=null==B?void 0:B.files)&&void 0!==w?w:{}},{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){var d,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!==(d=null==B?void 0:B.elements)&&void 0!==d?d:[];E=E.concat(s),c=null!=c?c:o.settings.exportPaddingSVG;const b=await getSVG({type:"excalidraw",version:2,source:"https://excalidraw.com",elements:E,appState:{theme:null!==(u=null!=i?i:null===(h=null==B?void 0:B.appState)||void 0===h?void 0:h.theme)&&void 0!==u?u:a,viewBackgroundColor:null!==(p=null===(g=null==B?void 0:B.appState)||void 0===g?void 0:g.viewBackgroundColor)&&void 0!==p?p:r},files:null!==(w=null==B?void 0:B.files)&&void 0!==w?w:{}},{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),C=getEmbeddedFilenameParts(e);if(!C.hasGroupref&&(C.hasBlockref||C.hasSectionref)){let e=C.hasSectionref?getTextElementsMatchingQuery(E,["# "+C.sectionref],!0):E.filter((e=>e.id===C.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);b.viewBox.baseVal.x=t.topX-n.topX,b.viewBox.baseVal.y=t.topY-n.topY,b.viewBox.baseVal.width=t.width+2*c,b.viewBox.baseVal.height=t.height+2*c}}return(null==B?void 0:B.hasSVGwithBitmap)&&b.setAttribute("hasbitmap","true"),A?embedFontsInSVG(b,o):b}function estimateLineBound(e){let A=1/0,t=1/0,n=-1/0,i=-1/0;for(const[a,r]of e)A=Math.min(A,a),t=Math.min(t,r),n=Math.max(n,a),i=Math.max(i,r);return[A,t,n,i]}function estimateBounds(e){const A=getCommonBoundingBox(e);return[A.minX,A.minY,A.maxX,A.maxY]}function repositionElementsToCursor(e,A,t=!1){const[n,i,a,r]=estimateBounds(e);let[s,o]=[0,0];return[s,o]=t?[A.x-(n+a)/2,A.y-(i+r)/2]:[A.x-n,A.y-i],e.forEach((e=>{e.x=e.x+s,e.y=e.y+o})),e}function errorMessage(e,A){switch(e){case"targetView not set":errorlog({where:"ExcalidrawAutomate",source:A,message:"targetView not set, or no longer active. Use setView before calling this function"});break;case"mobile not supported":errorlog({where:"ExcalidrawAutomate",source:A,message:"this function is not avalable on Obsidian Mobile"});break;default:errorlog({where:"ExcalidrawAutomate",source:A,message:"unknown error"})}}const insertLaTeXToView=e=>{const A=e.plugin.app,t=e.plugin.ea;new Prompt(A,t$d("ENTER_LATEX"),"","\\color{red}\\oint_S {E_n dA = \\frac{1}{{\\varepsilon _0 }}} Q_{inside}").openAndGetValue((async A=>{A&&(t.reset(),await t.addLaTex(0,0,A),t.setView(e),t.addElementsToView(!0,!1,!0))}))},search=async e=>{const A=e.plugin.ea;A.reset(),A.setView(e);const t=A.getViewElements().filter((e=>"text"===e.type));if(0===t.length)return;let n=await ScriptEngine.inputPrompt(e.plugin.app,"Search for","use quotation marks for exact match","");if(!n)return;const i=n.matchAll(/"(.*?)"/g);let a,r=[];for(;!(a=i.next()).done;)r.push(a.value[1]);n=n.replaceAll(/"(.*?)"/g,""),r=r.concat(n.split(" ").filter((e=>0!==e.length))),A.targetView.selectElementsMatchingQuery(t,r)},getTextElementsMatchingQuery=(e,A,t=!1)=>e&&0!==e.length&&A&&0!==A.length?e.filter((e=>"text"===e.type&&A.some((A=>{if(t){const t=e.rawText.toLowerCase().split("\n")[0].trim().match(/^#*(# .*)/);return!(!t||2!==t.length)&&t[1]===A.toLowerCase()}return e.rawText.toLowerCase().replaceAll("\n"," ").trim().match(A.toLowerCase())})))):[],cloneElement=e=>Object.assign(Object.assign({},e),{version:e.version+1,updated:Date.now(),versionNonce:Math.floor(1e9*Math.random())}),URL$1="https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/index-new.md";class ScriptInstallPrompt extends obsidian.Modal{constructor(e){super(e.app),this.plugin=e}async onOpen(){this.contentEl.classList.add("excalidraw-scriptengine-install"),this.containerEl.classList.add("excalidraw-scriptengine-install");try{const e=await obsidian.request({url:URL$1});if(!e)return new obsidian.Notice("Error opening the Excalidraw Script Store page. Please double check that you can access the website. 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0"})))},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)" '),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',"1.7.29":"\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.Modal{constructor(e,A,t){super(e),this.plugin=A,this.version=t}onOpen(){var e;this.containerEl.classList.add("excalidraw-release"),this.titleEl.setText(`Welcome to Excalidraw ${null!==(e=this.version)&&void 0!==e?e:""}`),this.createForm()}async onClose(){this.contentEl.empty(),await this.plugin.loadSettings(),this.plugin.settings.previousRelease=PLUGIN_VERSION,await this.plugin.saveSettings()}async createForm(){let e=this.plugin.settings.previousRelease;e=this.version===e?"0.0.0":e;const A=this.version?Object.keys(RELEASE_NOTES).filter((A=>"Intro"===A||isVersionNewerThanOther(A,e))).map((e=>`${"Intro"===e?"":`# ${e}\n`}${RELEASE_NOTES[e]}`)).slice(0,10).join("\n\n---\n"):FIRST_RUN;await obsidian.MarkdownRenderer.renderMarkdown(A,this.contentEl,"",this.plugin),this.contentEl.createEl("p",{text:""},(e=>{e.style.textAlign="right",e.createEl("button",{text:"Close"}).onclick=()=>this.close()}))}}const TOOLS_PANEL_WIDTH=228;class ToolsPanel extends React__namespace.Component{constructor(e){super(e),this.pos1=0,this.pos2=0,this.pos3=0,this.pos4=0,this.penDownX=0,this.penDownY=0,this.previousWidth=0,this.previousHeight=0,this.onRightEdge=!1,this.onBottomEdge=!1;const A=e.view.plugin.getPackage(e.view.ownerWindow).react;this.containerRef=A.createRef(),this.state={visible:e.visible,top:50,left:200,theme:"dark",excalidrawViewMode:!1,minimized:!1,isFullscreen:!1,isPreviewMode:!0,scriptIconMap:{}}}updateScriptIconMap(e){this.setState((()=>({scriptIconMap:e})))}setPreviewMode(e){this.setState((()=>({isPreviewMode:e})))}setFullscreen(e){this.setState((()=>({isFullscreen: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:"search",title:t$d("SEARCH"),action:()=>{search(this.props.view)},icon:ICONS.search,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"release-notes",title:t$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("fieldset",null,React__namespace.createElement("legend",null,"Export actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"lib",title:t$d("DOWNLOAD_LIBRARY"),action:()=>{this.props.view.plugin.exportLibrary()},icon:ICONS.exportLibrary,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"svg",title:t$d("EXPORT_SVG"),action:()=>{this.props.view.saveSVG(),new obsidian.Notice(`File saved: ${getIMGFilename(this.props.view.file.path,"svg")}`)},icon:ICONS.exportSVG,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"png",title:t$d("EXPORT_PNG"),action:()=>{this.props.view.savePNG(),new obsidian.Notice(`File saved: ${getIMGFilename(this.props.view.file.path,"png")}`)},icon:ICONS.exportPNG,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"excalidraw",title:t$d("EXPORT_EXCALIDRAW"),action:()=>{this.props.view.exportExcalidraw()},icon:ICONS.exportExcalidraw,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"md",title:t$d("OPEN_AS_MD"),action:()=>{this.props.view.openAsMarkdown()},icon:ICONS.switchToMarkdown,view:this.props.view}))),React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,"Insert actions"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},React__namespace.createElement(ActionButton,{key:"image",title:t$d("INSERT_IMAGE"),action:()=>{this.props.centerPointer(),this.props.view.plugin.insertImageDialog.start(this.props.view)},icon:ICONS.insertImage,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"insertMD",title:t$d("INSERT_MD"),action:()=>{this.props.centerPointer(),this.props.view.plugin.insertMDDialog.start(this.props.view)},icon:ICONS.insertMD,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"latex",title:t$d("INSERT_LATEX"),action:()=>{this.props.centerPointer(),insertLaTeXToView(this.props.view)},icon:ICONS.insertLaTeX,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"link",title:t$d("INSERT_LINK"),action:()=>{this.props.centerPointer(),this.props.view.plugin.insertLinkDialog.start(this.props.view.file.path,this.props.view.addText)},icon:ICONS.insertLink,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"link-to-element",title:t$d("INSERT_LINK_TO_ELEMENT"),action:e=>{this.props.view.copyLinkToSelectedElementToClipboard(e[CTRL_OR_CMD]?"group=":e.shiftKey?"area=":"")},icon:ICONS.copyElementLink,view:this.props.view}),React__namespace.createElement(ActionButton,{key:"import-svg",title:t$d("IMPORT_SVG"),action:e=>{this.props.view.plugin.importSVGDialog.start(this.props.view)},icon:ICONS.importSVG,view:this.props.view}))),this.renderScriptButtons(!1),this.renderScriptButtons(!0)))))}renderScriptButtons(e){if(0===Object.keys(this.state.scriptIconMap).length)return"";const A=`${this.props.view.plugin.settings.scriptFolderPath}/Downloaded/`,t=t=>e?t.startsWith(A):!t.startsWith(A);return 0===Object.keys(this.state.scriptIconMap).filter((e=>t(e))).length?"":React__namespace.createElement("fieldset",null,React__namespace.createElement("legend",null,e?"Downloaded":"User"," Scripts"),React__namespace.createElement("div",{className:"buttonList buttonListIcon"},Object.keys(this.state.scriptIconMap).filter((e=>t(e))).sort().map((A=>{return React__namespace.createElement(ActionButton,{key:A,title:e?this.state.scriptIconMap[A].name.replace("Downloaded/",""):this.state.scriptIconMap[A].name,action:async()=>{const e=this.props.view.app.vault.getAbstractFileByPath(A);e&&e instanceof obsidian.TFile&&this.props.view.plugin.scriptEngine.executeScript(this.props.view,await this.props.view.plugin.app.vault.read(e),this.props.view.plugin.scriptEngine.getScriptName(e))},icon:this.state.scriptIconMap[A].svgString?(t=this.state.scriptIconMap[A].svgString,t=t.replace(/stroke\s*=\s*['"][^"']*['"]/g,"").replace(/width\s*=\s*['"][^"']*['"]/g,"").replace(/height\s*=\s*['"][^"']*['"]/g,"").replace("<svg ",'<svg style="stroke:var(--icon-fill-color);color:var(--icon-fill-color);fill:var(--icon-fill-color)" '),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 addFiles=async(e,A,t)=>{if(!e||0===e.length||!A)return;const n=A.excalidrawAPI;if(!n)return;if(e=e.filter((e=>e&&e.size&&e.size.height>0&&e.size.width>0)),0===e.length)return;const i=scaleLoadedImage(A.getScene(),e);void 0===t&&(t=i.scene.appState.theme),i.dirty&&await A.updateScene({elements:i.scene.elements,appState:i.scene.appState,commitToHistory:!1});for(const n of e)if(A.excalidrawData.hasFile(n.id)&&A.excalidrawData.getFile(n.id).setImage(n.dataURL,n.mimeType,n.size,t,n.hasSVGwithBitmap),A.excalidrawData.hasEquation(n.id)){const e=A.excalidrawData.getEquation(n.id).latex;A.excalidrawData.setEquation(n.id,{latex:e,isLoaded:!0})}n.addFiles(e)},warningUnknowSeriousError=()=>{new obsidian.Notice("WARNING: Excalidraw ran into an unknown problem!\n\nThere is a risk that your most recent changes cannot be saved.\n\nTo be on the safe side...\n1) Please select your drawing using CTRL/CMD+A and make a copy with CTRL/CMD+C.\n2) Then create an empty drawing in a new pane by CTRL/CMD+clicking the Excalidraw ribbon button,\n3) and paste your work to the new document with CTRL/CMD+V.",6e4)};class ExcalidrawView extends obsidian.TextFileView{constructor(e,A){super(e),this.getScene=null,this.addElements=null,this.getSelectedTextElement=null,this.getSelectedImageElement=null,this.getSelectedElementWithLink=null,this.addText=null,this.refresh=null,this.excalidrawRef=null,this.excalidrawAPI=null,this.excalidrawWrapperRef=null,this.toolsPanelRef=null,this.linksAlwaysOpenInANewPane=!1,this.lastSaveTimestamp=0,this.metaKeyDown=!1,this.ctrlKeyDown=!1,this.shiftKeyDown=!1,this.altKeyDown=!1,this.semaphores={viewunload:!1,scriptsReady:!1,justLoaded:!1,preventAutozoom:!1,autosaving:!1,dirty:null,preventReload:!1,isEditingText:!1,saving:!1,forceSaving:!1,hoverSleep:!1,wheelTimeout:null},this.autosaveTimer=null,this.textMode=TextMode.raw,this.compatibilityMode=!1,this.isEditingTextResetTimer=null,this.id=this.leaf.id,this.getHookServer=()=>{var e;return null!==(e=this.hookServer)&&void 0!==e?e:this.plugin.ea},this.preventReloadResetTimer=null,this.fullscreenModalObserver=null,this.hiddenMobileLeaves=[],this.offsetLeft=0,this.offsetTop=0,this.blockTextModeChange=!1,this.isLoaded=!1,this.activeLoader=null,this.nextLoader=null,this.initialContainerSizeUpdate=!1,this.previousSceneVersion=0,this.previousBackgroundColor="",this.plugin=A,this.excalidrawData=new ExcalidrawData(A),this.hookServer=A.ea}setHookServer(e){this.hookServer=e||this.plugin.ea}preventAutozoom(){this.semaphores.preventAutozoom=!0,setTimeout((()=>this.semaphores.preventAutozoom=!1),1500)}saveExcalidraw(e){if(!e){if(!this.getScene)return!1;e=this.getScene()}const A=`${this.file.path.substring(0,this.file.path.lastIndexOf(".md"))}.excalidraw`,t=app.vault.getAbstractFileByPath(obsidian.normalizePath(A));t&&t instanceof obsidian.TFile?app.vault.modify(t,JSON.stringify(e,null,"\t")):app.vault.create(A,JSON.stringify(e,null,"\t"))}async exportExcalidraw(){this.getScene&&this.file&&(app.isMobile?new Prompt(app,"Please provide filename",this.file.basename,"filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidraw`;const A=splitFolderAndFilename(this.file.path).folderpath;await checkAndCreateFolder(A);const t=getNewUniqueFilepath(app.vault,e,A);app.vault.create(t,JSON.stringify(this.getScene(),null,"\t")),new obsidian.Notice(`Exported to ${t}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.getScene(),null,"\t")),`${this.file.basename}.excalidraw`))}async svg(e,A){const t={withBackground:getWithBackground(this.plugin,this.file),withTheme:!0};return await getSVG(Object.assign(Object.assign({},e),{appState:Object.assign(Object.assign({},e.appState),{theme:null!=A?A:getExportTheme(this.plugin,this.file,e.appState.theme)})}),t,getExportPadding(this.plugin,this.file))}async saveSVG(e){if(!e){if(!this.getScene)return!1;e=this.getScene()}const A=async(A,t)=>{const n=app.vault.getAbstractFileByPath(obsidian.normalizePath(A)),i=await this.svg(e,t);if(!i)return;const a=(new XMLSerializer).serializeToString(embedFontsInSVG(i,this.plugin));n&&n instanceof obsidian.TFile?await app.vault.modify(n,a):await app.vault.create(A,a)};this.plugin.settings.autoExportLightAndDark?(await A(getIMGFilename(this.file.path,"dark.svg"),"dark"),await A(getIMGFilename(this.file.path,"light.svg"),"light")):await A(getIMGFilename(this.file.path,"svg"))}async png(e,A){const t={withBackground:getWithBackground(this.plugin,this.file),withTheme:!0};return await getPNG(Object.assign(Object.assign({},e),{appState:Object.assign(Object.assign({},e.appState),{theme:null!=A?A:getExportTheme(this.plugin,this.file,e.appState.theme)})}),t,getExportPadding(this.plugin,this.file),getPNGScale(this.plugin,this.file))}async savePNG(e){if(!e){if(!this.getScene)return!1;e=this.getScene()}const A=async(A,t)=>{const n=app.vault.getAbstractFileByPath(obsidian.normalizePath(A)),i=await this.png(e,t);i&&(n&&n instanceof obsidian.TFile?await app.vault.modifyBinary(n,await i.arrayBuffer()):await app.vault.createBinary(A,await i.arrayBuffer()))};this.plugin.settings.autoExportLightAndDark?(await A(getIMGFilename(this.file.path,"dark.png"),"dark"),await A(getIMGFilename(this.file.path,"light.png"),"light")):await A(getIMGFilename(this.file.path,"png"))}async save(e=!0,A=!1){if(!this.isLoaded)return;if(this.semaphores.saving)return;this.semaphores.saving=!0;let t=!1;if(this.getScene&&this.excalidrawAPI&&this.isLoaded&&this.file&&app.vault.getAbstractFileByPath(this.file.path)){try{const n=Boolean(null!==this.semaphores.dirty&&this.semaphores.dirty||this.semaphores.autosaving||A),i=this.getScene();if(this.compatibilityMode?await this.excalidrawData.syncElements(i):await this.excalidrawData.syncElements(i,this.excalidrawAPI.getAppState().selectedElementIds)&&await this.loadDrawing(!1,this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted))),n&&(this.preventReloadResetTimer&&(clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.semaphores.preventReload=e,await super.save(),t=this.lastSaveTimestamp===this.file.stat.mtime&&!e&&A,this.lastSaveTimestamp=this.file.stat.mtime,this.clearDirty(),e)){const e=this;this.preventReloadResetTimer=setTimeout((()=>e.semaphores.preventReload=!1),2e3)}if(!t&&!this.semaphores.autosaving&&!this.semaphores.viewunload){const e=this.excalidrawData.autoexportPreference;(e===AutoexportPreference.inherit&&this.plugin.settings.autoexportSVG||e===AutoexportPreference.both||e===AutoexportPreference.svg)&&this.saveSVG(),(e===AutoexportPreference.inherit&&this.plugin.settings.autoexportPNG||e===AutoexportPreference.both||e===AutoexportPreference.png)&&this.savePNG(),!this.compatibilityMode&&this.plugin.settings.autoexportExcalidraw&&this.saveExcalidraw()}}catch(e){errorlog({where:"ExcalidrawView.save",fn:this.save,error:e}),warningUnknowSeriousError()}this.semaphores.saving=!1,t&&this.reload(!0,this.file)}else this.semaphores.saving=!1}getViewData(){if(!this.getScene)return this.data;if(!this.excalidrawData.loaded)return this.data;const e=this.getScene();if(!this.compatibilityMode){let e=this.data.search(/(^%%\n)?# Text Elements\n/m);if(-1==e&&(e=this.data.search(/(%%\n)?# Drawing\n/)),-1==e)return this.data;let A=this.data.substring(0,e).replace(/excalidraw-plugin:\s.*\n/,"excalidraw-plugin: "+(this.textMode===TextMode.raw?"raw\n":"parsed\n"));const t=/(^---[\w\W]*?---\n)(!\[\[.*?]]\n(%%\n)?)/m;A.match(t)&&(A=A.replace(t,"$1")),this.excalidrawData.disableCompression||(this.excalidrawData.disableCompression=this.isEditedAsMarkdownInOtherView());const n=A+this.excalidrawData.generateMD(this.excalidrawAPI.getSceneElementsIncludingDeleted().filter((e=>e.isDeleted)));return this.excalidrawData.disableCompression=!1,n}return this.compatibilityMode?JSON.stringify(e,null,"\t"):this.data}addFullscreenchangeEvent(){this.contentEl.onfullscreenchange=()=>{this.plugin.settings.zoomToFitOnResize&&this.zoomToFit(),this.isFullscreen()||(this.clearFullscreenObserver(),this.contentEl.removeAttribute("style")),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(this.isFullscreen())}}restoreMobileLeaves(){this.hiddenMobileLeaves.length>0&&(this.hiddenMobileLeaves.forEach((e=>{e[0].containerEl.style.display=e[1]})),this.hiddenMobileLeaves=[])}gotoFullscreen(){var e;if(this.plugin.leafChangeTimeout&&(clearTimeout(this.plugin.leafChangeTimeout),this.plugin.leafChangeTimeout=null),this.excalidrawWrapperRef){if(this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!0),this.plugin.device.isPhone){obsidian.Platform.isIosApp&&(this.restoreMobileLeaves(),app.workspace.getLayout().main.children.filter((e=>"leaf"===e.type)).forEach((e=>{const A=app.workspace.getLeafById(e.id);A!==this.leaf&&(this.hiddenMobileLeaves.push([A,A.containerEl.style.display]),A.containerEl.style.display="none")})));const e=document.createElement("style");e.id="excalidraw-full-screen",e.textContent="\n        .workspace-leaf-content .view-content {\n          padding: 0px !important;\n        }\n        .view-header {\n          height: 1px !important;\n        }\n        .status-bar {\n          display: none !important;\n        }";const A=document.getElementById(e.id);A&&document.head.removeChild(A),document.head.appendChild(e)}this.contentEl.requestFullscreen(),null===(e=this.excalidrawWrapperRef.current.firstElementChild)||void 0===e||e.focus(),this.contentEl.setAttribute("style","padding:0px;margin:0px;"),this.fullscreenModalObserver=new MutationObserver((e=>{if(1!==e.length)return;if(!e[0].addedNodes||1!==e[0].addedNodes.length)return;const A=e[0].addedNodes[0];if(A.nodeType!==Node.ELEMENT_NODE)return;const t=A;t.classList.contains("modal-container")&&(this.contentEl.appendChild(t),t.querySelector("input").focus())})),this.fullscreenModalObserver.observe(this.ownerDocument.body,{childList:!0,subtree:!1})}}clearFullscreenObserver(){this.fullscreenModalObserver&&(this.fullscreenModalObserver.disconnect(),this.fullscreenModalObserver=null)}isFullscreen(){return this.hiddenMobileLeaves.length>0||this.ownerDocument.fullscreenEnabled&&this.ownerDocument.fullscreenElement===this.contentEl}exitFullscreen(){if(console.log("Exit Fullscreen"),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setFullscreen(!1),this.plugin.device.isPhone){this.restoreMobileLeaves();const e=document.getElementById("excalidraw-full-screen");e&&document.head.removeChild(e)}this.ownerDocument.exitFullscreen()}async handleLinkClick(e,A){var t,n,i,a;const r=this.ownerDocument.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");r&&this.ownerDocument.body.removeChild(r);const s=this.getSelectedTextElement(),o=(null==s?void 0:s.id)?null:this.getSelectedImageElement(),l=(null==o?void 0:o.id)||(null==s?void 0:s.id)?null:this.getSelectedElementWithLink();let c=null,d=null,h=null;if((null==s?void 0:s.id)||(null==l?void 0:l.id)){if(h=null!==(t=null==l?void 0:l.text)&&void 0!==t?t:this.textMode===TextMode.parsed?this.excalidrawData.getRawText(s.id):s.text,!h)return;if(h=h.replaceAll("\n",""),this.getHookServer().onLinkClickHook){const e=null!==(n=s.id)&&void 0!==n?n:l.id,t=this.excalidrawAPI.getSceneElements().filter((A=>A.id===e))[0];try{if(!this.getHookServer().onLinkClickHook(t,h,A,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.handleLinkClick selectedText.id!==null",fn:this.getHookServer().onLinkClickHook,error:e})}}if(h.match(REG_LINKINDEX_HYPERLINK))return void window.open(h,"_blank");const i=REGEX_LINK.getRes(h).next();if(!i.value){const e=h.matchAll(/#([\p{Letter}\p{Emoji_Presentation}\p{Number}\/_-]+)/gu).next();if(!e.value||e.value.length<2)return;const A=app.workspace.getLeavesOfType("search");if(0==A.length)return;return A[0].view.setQuery(`tag:${e.value[1]}`),app.workspace.revealLeaf(A[0]),void(this.isFullscreen()&&this.exitFullscreen())}if(h=REGEX_LINK.getLink(i),h.match(REG_LINKINDEX_HYPERLINK))return void window.open(h,"_blank");if(h.search("#")>-1){const e=getLinkParts(h,this.file);d=`#${e.isBlockRef?"^":""}${e.ref}`,h=e.path}if(h.match(REG_LINKINDEX_INVALIDCHARS))return void new obsidian.Notice(t$d("FILENAME_INVALID_CHARS"),4e3);c=e.app.metadataCache.getFirstLinkpathDest(h,e.file.path)}if(null==o?void 0:o.id){if(this.excalidrawData.hasEquation(o.fileId)){const e=this.excalidrawData.getEquation(o.fileId).latex;return void new Prompt(app,t$d("ENTER_LATEX"),e,"").openAndGetValue((async A=>{A&&A!==e&&(this.excalidrawData.setEquation(o.fileId,{latex:A,isLoaded:!1}),await this.save(!1),await updateEquation(A,o.fileId,this,addFiles,this.plugin),this.setDirty(1))}))}if(await this.save(!1),this.excalidrawData.hasFile(o.fileId)){if(A.altKey){const e=this.excalidrawData.getFile(o.fileId);if("md"===e.file.extension&&!this.plugin.isExcalidrawFile(e.file))return void new Prompt(app,"Customize the link",e.linkParts.original,"","Do not add [[square brackets]] around the filename!<br>Follow this format when editing your link:<br><mark>filename#^blockref|WIDTHxMAXHEIGHT</mark>").openAndGetValue((async A=>{A&&e.linkParts.original!==A&&(e.resetImage(this.file.path,A),await this.save(!1),await this.loadSceneFiles(),this.setDirty(2))}))}h=this.excalidrawData.getFile(o.fileId).file.path,c=this.excalidrawData.getFile(o.fileId).file}}if(h){if(this.getHookServer().onLinkClickHook){const e=null!==(a=null!==(i=o.id)&&void 0!==i?i:s.id)&&void 0!==a?a:l.id,t=this.excalidrawAPI.getSceneElements().filter((A=>A.id===e))[0];try{if(!this.getHookServer().onLinkClickHook(t,h,A,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.handleLinkClick selectedText.id===null",fn:this.getHookServer().onLinkClickHook,error:e})}}try{if(A.shiftKey&&this.isFullscreen()&&this.exitFullscreen(),!c)return void new NewFileActions(this.plugin,h,A.shiftKey,!app.isMobile&&A.metaKey,e).open();const t=!app.isMobile&&(A.metaKey&&this.linksAlwaysOpenInANewPane||A.metaKey)?app.workspace.openPopoutLeaf():A.shiftKey||this.linksAlwaysOpenInANewPane?getNewOrAdjacentLeaf(this.plugin,e.leaf):e.leaf;await t.openFile(c,d?{active:!1,eState:{subpath:d}}:void 0)}catch(e){new obsidian.Notice(e,4e3)}}else new obsidian.Notice(t$d("LINK_BUTTON_CLICK_NO_TEXT"),2e4)}onResize(){var e,A;if(this.plugin.leafChangeTimeout)return;const t=this.excalidrawAPI;this.plugin.settings.zoomToFitOnResize&&this.excalidrawRef&&!this.semaphores.isEditingText&&t&&"text"!==(null===(A=null===(e=t.getAppState())||void 0===e?void 0:e.editingElement)||void 0===A?void 0:A.type)&&this.zoomToFit(!1)}getSceneVersion(e){return this.excalidrawGetSceneVersion||(this.excalidrawGetSceneVersion=this.plugin.getPackage(this.ownerWindow).excalidrawLib.getSceneVersion),this.excalidrawGetSceneVersion(e.filter((e=>!e.isDeleted)))}onload(){const e=Boolean(void 0===this.containerEl.onWindowMigrated);app.isMobile||e||this.containerEl.onWindowMigrated((()=>this.leaf.rebuildView()));const A=app.isMobile?document:this.containerEl.ownerDocument;this.ownerDocument=A,this.ownerWindow=this.ownerDocument.defaultView,this.plugin.getPackage(this.ownerWindow),this.semaphores.scriptsReady=!0,this.wheelEvent=e=>{this.semaphores.wheelTimeout&&clearTimeout(this.semaphores.wheelTimeout),this.semaphores.hoverSleep&&this.clearHoverPreview&&this.clearHoverPreview(),this.semaphores.wheelTimeout=setTimeout((()=>{clearTimeout(this.semaphores.wheelTimeout),this.semaphores.wheelTimeout=null}),1e3)},this.containerEl.addEventListener("wheel",this.wheelEvent,{passive:!1}),this.addAction("ScriptEngine",t$d("INSTALL_SCRIPT_BUTTON"),(()=>{new ScriptInstallPrompt(this.plugin).open()})),this.diskIcon=this.addAction("disk",t$d("FORCE_SAVE"),(async()=>{this.semaphores.autosaving||this.semaphores.saving?new obsidian.Notice("Force Save aborted because saving is in progress)"):(this.preventReloadResetTimer&&(clearTimeout(this.preventReloadResetTimer),this.preventReloadResetTimer=null),this.semaphores.preventReload=!1,this.semaphores.forceSaving=!0,await this.save(!1,!0),this.plugin.triggerEmbedUpdates(),this.loadSceneFiles(),this.semaphores.forceSaving=!1,new obsidian.Notice("Save successful",1e3))})),this.textIsRaw_Element=this.addAction("presentation",t$d("RAW"),(()=>this.changeTextMode(TextMode.parsed))),this.textIsParsed_Element=this.addAction("quote-glyph",t$d("PARSED"),(()=>this.changeTextMode(TextMode.raw))),this.linkAction_Element=this.addAction("link",t$d("OPEN_LINK"),(e=>this.handleLinkClick(this,e))),app.isMobile||this.addAction("fullscreen","Press ESC to exit fullscreen mode",(()=>this.gotoFullscreen()));const t=this;app.workspace.onLayoutReady((async()=>{t.contentEl.addClass("excalidraw-view"),await t.addSlidingPanesListner(),t.addParentMoveObserver(),t.onKeyUp=e=>{t.ctrlKeyDown=e[CTRL_OR_CMD],t.shiftKeyDown=e.shiftKey,t.altKeyDown=e.altKey,t.metaKeyDown=e.metaKey},t.onKeyDown=e=>{this.ctrlKeyDown=e[CTRL_OR_CMD],this.shiftKeyDown=e.shiftKey,this.altKeyDown=e.altKey,this.metaKeyDown=e.metaKey},t.ownerWindow.addEventListener("keydown",t.onKeyDown,!1),t.ownerWindow.addEventListener("keyup",t.onKeyUp,!1)})),this.setupAutosaveTimer(),super.onload()}async addSlidingPanesListner(){const e=this;this.slidingPanesListner=()=>{e.refresh&&e.refresh()};let A=app.workspace.rootSplit;for(;!A;)await sleep(50),A=app.workspace.rootSplit;A.containerEl.addEventListener("scroll",this.slidingPanesListner)}removeSlidingPanesListner(){var e;this.slidingPanesListner&&(null===(e=app.workspace.rootSplit.containerEl)||void 0===e||e.removeEventListener("scroll",this.slidingPanesListner))}addParentMoveObserver(){var e;const A=null!==(e=getParentOfClass(this.containerEl,"popover"))&&void 0!==e?e:getParentOfClass(this.containerEl,"workspace-leaf");if(!A)return;const t=A.classList.contains("popover");this.offsetLeft=A.offsetLeft,this.offsetTop=A.offsetTop;const n=this;this.parentMoveObserver=new MutationObserver((async e=>{const A=e[0].target;if(!(A instanceof HTMLElement))return;const{offsetLeft:t,offsetTop:i}=A;t===n.offsetLeft&&i==n.offsetTop||(n.refresh&&n.refresh(),n.offsetLeft=t,n.offsetTop=i)})),this.parentMoveObserver.observe(A,{attributeOldValue:!0,attributeFilter:t?["data-x","data-y"]:["class","style"]})}removeParentMoveObserver(){this.parentMoveObserver&&this.parentMoveObserver.disconnect()}setTheme(e){const A=this.excalidrawAPI;if(!this.excalidrawRef||!A)return;if(this.file&&hasExportTheme(this.plugin,this.file))return;const t=A.getAppState();this.excalidrawData.scene.theme=e,this.updateScene({appState:Object.assign(Object.assign({},t),{theme:e}),commitToHistory:!1})}async changeTextMode(e,A=!0){if(this.compatibilityMode)return;if(this.blockTextModeChange)return;this.blockTextModeChange=!0,this.textMode=e,e===TextMode.parsed?(this.textIsRaw_Element.hide(),this.textIsParsed_Element.show()):(this.textIsRaw_Element.show(),this.textIsParsed_Element.hide()),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.setPreviewMode(e===TextMode.parsed);const t=this.excalidrawAPI;t&&A&&(await this.save(),this.preventAutozoom(),await this.excalidrawData.loadData(this.data,this.file,this.textMode),this.excalidrawData.scene.appState.theme=t.getAppState().theme,await this.loadDrawing(!1),t.history.clear()),this.prevTextMode=this.textMode,this.blockTextModeChange=!1}setupAutosaveTimer(){const e=async()=>{var A;if(!this.isLoaded)return void(this.autosaveTimer=setTimeout(e,this.plugin.settings.autosaveInterval));const t=this.excalidrawAPI;if(!t)return void warningUnknowSeriousError();const n=t.getAppState(),i=null!==n.editingElement;if(this.refresh(),!this.semaphores.dirty||this.semaphores.dirty!=(null===(A=this.file)||void 0===A?void 0:A.path)||!this.plugin.settings.autosave||this.semaphores.forceSaving||this.semaphores.autosaving||i||null!==n.draggingElement)this.autosaveTimer=setTimeout(e,this.plugin.activeExcalidrawView===this&&this.semaphores.dirty&&this.plugin.settings.autosave?1e3:this.plugin.settings.autosaveInterval);else{if(this.autosaveTimer=null,this.excalidrawRef){this.semaphores.autosaving=!0;const e=this;this.save().then((()=>e.semaphores.autosaving=!1))}this.autosaveTimer=setTimeout(e,this.plugin.settings.autosaveInterval)}};this.autosaveTimer&&(clearTimeout(this.autosaveTimer),this.autosaveTimer=null),this.autosaveTimer=setTimeout(e,this.plugin.settings.autosaveInterval)}onunload(){var e,A,t,n,i,a;if(this.restoreMobileLeaves(),this.semaphores.viewunload=!0,null===(e=this.ownerWindow)||void 0===e||e.removeEventListener("keydown",this.onKeyDown,!1),null===(A=this.ownerWindow)||void 0===A||A.removeEventListener("keyup",this.onKeyUp,!1),this.containerEl.removeEventListener("wheel",this.wheelEvent,!1),this.getHookServer().onViewUnloadHook)try{this.getHookServer().onViewUnloadHook(this)}catch(e){errorlog({where:"ExcalidrawView.onunload",fn:this.getHookServer().onViewUnloadHook,error:e})}const r=null===(n=null===(t=this.containerEl)||void 0===t?void 0:t.ownerDocument)||void 0===n?void 0:n.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");r&&(null===(a=null===(i=this.containerEl)||void 0===i?void 0:i.ownerDocument)||void 0===a||a.body.removeChild(r)),this.removeParentMoveObserver(),this.removeSlidingPanesListner(),this.autosaveTimer&&(clearInterval(this.autosaveTimer),this.autosaveTimer=null),this.fullscreenModalObserver&&(this.fullscreenModalObserver.disconnect(),this.fullscreenModalObserver=null)}async reload(e=!1,A){if(this.semaphores.preventReload)return void(this.semaphores.preventReload=!1);if(this.semaphores.saving)return;if(this.diskIcon.querySelector("svg").removeClass("excalidraw-dirty"),this.compatibilityMode)return void this.clearDirty();const t=this.excalidrawAPI;if(!this.excalidrawRef||!this.file||!t)return;const n=A&&A===this.file;n&&(this.data=await app.vault.read(A),this.preventAutozoom()),e?await this.excalidrawData.loadData(this.data,this.file,this.textMode):await this.excalidrawData.setTextMode(this.textMode),this.excalidrawData.scene.appState.theme=t.getAppState().theme,await this.loadDrawing(n),this.clearDirty()}async zoomToElementId(e,A){let t=0;for(;!this.excalidrawAPI&&t++<100;)await sleep(50);const n=this.excalidrawAPI;if(!n)return;const i=n.getSceneElements();let a=i.filter((A=>A.id===e));if(0!==a.length){if(A){const e=this.plugin.ea.getElementsInTheSameGroupWithElement(a[0],i);e.length>0&&(a=e)}this.preventAutozoom(),this.zoomToElements(!n.getAppState().viewModeEnabled,a)}}setEphemeralState(e){if(!e)return;const A=this;let t=null;e.match&&e.match.content&&e.match.matches&&1===e.match.matches.length&&2===e.match.matches[0].length&&(t=[e.match.content.substring(e.match.matches[0][0],e.match.matches[0][1])]);const n=getEmbeddedFilenameParts(e.subpath);n.hasBlockref&&setTimeout((()=>A.zoomToElementId(n.blockref,n.hasGroupref)),300),n.hasSectionref?t=[`# ${n.sectionref}`]:e.line&&e.line>0&&(t=[this.data.split("\n")[e.line-1]]),t&&setTimeout((async()=>{let e=0;for(;!A.excalidrawAPI&&e++<100;)await sleep(50);const i=A.excalidrawAPI;if(!i)return;const a=i.getSceneElements();A.selectElementsMatchingQuery(a,t,!i.getAppState().viewModeEnabled,n.hasSectionref,n.hasGroupref)}),300),super.setEphemeralState(e)}clear(){const e=this.excalidrawAPI;this.excalidrawRef&&e&&(this.activeLoader&&(this.activeLoader.terminate=!0,this.activeLoader=null),this.nextLoader=null,e.resetScene(),e.history.clear(),this.previousSceneVersion=0)}async setViewData(e,A=!1){this.plugin.settings.showNewVersionNotification&&checkExcalidrawVersion(app),this.isLoaded=!1,A&&this.clear(),this.lastSaveTimestamp=this.file.stat.mtime,e=this.data=e.replaceAll("\r\n","\n").replaceAll("\r","\n"),app.workspace.onLayoutReady((async()=>{if(this.compatibilityMode="excalidraw"===this.file.extension,await this.plugin.loadSettings(),this.compatibilityMode)this.textIsRaw_Element.hide(),this.textIsParsed_Element.hide(),this.linkAction_Element.hide(),this.textMode=TextMode.raw,await this.excalidrawData.loadLegacyData(e,this.file),this.plugin.settings.compatibilityMode||new obsidian.Notice(t$d("COMPATIBILITY_MODE"),4e3),this.excalidrawData.disableCompression=!0;else{this.linkAction_Element.show(),this.excalidrawData.disableCompression=!1;const A=getTextMode(e);this.changeTextMode(A,!1);try{if(!await this.excalidrawData.loadData(e,this.file,this.textMode))return}catch(e){return errorlog({where:"ExcalidrawView.setViewData",error:e}),new obsidian.Notice(`Error loading drawing:\n${e.message}${"Cannot read property 'index' of undefined"===e.message?"\n'# Drawing' section is likely missing":""}\n\nTry manually fixing the file or restoring an earlier version from sync history.`,1e4),void this.setMarkdownView()}}await this.loadDrawing(!0);const A=this.excalidrawData.getOnLoadScript();if(A){const e=this,t=this.file.basename+"-onlaod-script",n=()=>{e.excalidrawAPI?e.plugin.scriptEngine.executeScript(e,A,t):setTimeout(n,200)};n()}this.isLoaded=!0}))}async loadSceneFiles(){if(!this.excalidrawAPI)return;const e=new EmbeddedFilesLoader(this.plugin),A=e=>{this.nextLoader=null,this.activeLoader=e,e.loadSceneFiles(this.excalidrawData,((e,t)=>{e&&(addFiles(e,this,t),this.activeLoader=null,this.nextLoader?A(this.nextLoader):this.excalidrawData.getFiles().some((e=>{if(e&&!e.file&&e.attemptCounter<30){const e=this,A=this.file.path;return setTimeout((async()=>{e&&e.excalidrawAPI&&A===e.file.path&&e.loadSceneFiles()}),2e3),!0}return!1})))}),0)};this.activeLoader?this.nextLoader=e:A(e)}async synchronizeWithData(e){let A=0;for(;this.semaphores.saving&&A++<30;)await sleep(100);if(A>=30)return void errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Aborting sync with received file (${this.file.path}) because semaphores.saving remained true for ower 3 seconds`,fn:this.synchronizeWithData});this.semaphores.saving=!0;let t=!1;try{const A=e.deletedElements.map((e=>e.id)),n=this.excalidrawAPI.getSceneElements().filter((e=>!A.contains(e.id))),i=n.map((e=>e.id)),a=A=>{switch(A.type){case"text":this.excalidrawData.textElements.set(A.id,e.textElements.get(A.id));break;case"image":e.getFile(A.fileId)?(this.excalidrawData.setFile(A.fileId,e.getFile(A.fileId)),t=!0):e.getEquation(A.fileId)&&(this.excalidrawData.setEquation(A.fileId,e.getEquation(A.fileId)),t=!0)}e.elementLinks.has(A.id)&&this.excalidrawData.elementLinks.set(A.id,e.elementLinks.get(A.id))};e.scene.elements.forEach(((A,r,s)=>{const o=n.filter((e=>e.id===A.id))[0];if(o&&(o.version<A.version||o.version===A.version&&JSON.stringify(o)!==JSON.stringify(A))){a(A);const e=i.indexOf(A.id);if(n.splice(e,1),0===r)n.splice(0,0,A),0!==e&&(i.splice(e,1),i.splice(0,0,A.id));else{const t=s[r-1].id,a=i.indexOf(t);n.splice(a+1,0,A),a!==e-1&&(i.splice(e,1),i.splice(a+1,0,A.id))}}else if(o)o&&"image"===A.type&&e.getFile(A.fileId)&&(this.excalidrawData.setFile(A.fileId,e.getFile(A.fileId)),t=!0);else if(a(A),0===r)n.splice(0,0,A),i.splice(0,0,A.id);else{const e=s[r-1].id,t=i.indexOf(e);n.splice(t+1,0,A),i.splice(t+1,0,A.id)}})),this.previousSceneVersion=this.getSceneVersion(n),this.getSceneVersion(e.scene.elements)!==this.previousSceneVersion&&this.setDirty(3),await this.updateScene({elements:n}),t&&this.loadSceneFiles()}catch(e){errorlog({where:"ExcalidrawView.synchronizeWithData",message:`Error during sync with received file (${this.file.path})`,fn:this.synchronizeWithData,error:e})}this.semaphores.saving=!1}async loadDrawing(e,A){var t,n;const i=this.excalidrawData.scene;this.semaphores.justLoaded=e,this.initialContainerSizeUpdate=e,this.clearDirty();const a=this.excalidrawData.getOpenMode();this.semaphores.preventReload=!1;const r="always"===this.plugin.settings.defaultPenMode||"mobile"===this.plugin.settings.defaultPenMode&&app.isMobile,s=this.excalidrawAPI;if(s){const o=this.isLoaded?s.getAppState().viewModeEnabled:a.viewModeEnabled,l=this.isLoaded?s.getAppState().zenModeEnabled:a.zenModeEnabled;s.setLocalFont(this.plugin.settings.experimentalEnableFourthFont),await this.updateScene({elements:i.elements.concat(null!=A?A:[]),appState:Object.assign(Object.assign(Object.assign({},i.appState),this.excalidrawData.selectedElementIds?this.excalidrawData.selectedElementIds:{}),{zenModeEnabled:l,viewModeEnabled:o,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:this.plugin.settings.defaultTrayMode,penMode:r,penDetected:r}),files:i.files,commitToHistory:!0},e),app.workspace.getActiveViewOfType(ExcalidrawView)===this.leaf.view&&this.excalidrawWrapperRef&&(null===(n=null===(t=this.excalidrawWrapperRef.current)||void 0===t?void 0:t.firstElementChild)||void 0===n||n.focus()),this.loadSceneFiles(),this.updateContainerSize(null,!0),this.initializeToolsIconPanelAfterLoading()}else this.instantiateExcalidraw({elements:i.elements,appState:Object.assign(Object.assign({},i.appState),{zenModeEnabled:a.zenModeEnabled,viewModeEnabled:a.viewModeEnabled,linkOpacity:this.excalidrawData.getLinkOpacity(),trayModeEnabled:this.plugin.settings.defaultTrayMode,penMode:r,penDetected:r}),files:i.files,libraryItems:await this.getLibrary()});const o=null!==this.data.match(/```compressed\-json\n/gm);this.compatibilityMode||this.plugin.settings.compress===o||this.isEditedAsMarkdownInOtherView()||this.setDirty(4)}isEditedAsMarkdownInOtherView(){return app.workspace.getLeavesOfType("markdown").filter((e=>e.view.file===this.file)).length>0}setDirty(e){var A;this.semaphores.dirty=null===(A=this.file)||void 0===A?void 0:A.path,this.diskIcon.querySelector("svg").addClass("excalidraw-dirty"),app.isMobile||obsidian.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="var(--color-accent)")}clearDirty(){const e=this.excalidrawAPI;if(!e)return;this.semaphores.dirty=null;const A=e.getSceneElements();A&&(this.previousSceneVersion=this.getSceneVersion(A)),this.diskIcon.querySelector("svg").removeClass("excalidraw-dirty"),app.isMobile||obsidian.requireApiVersion("0.16.0")&&(this.leaf.tabHeaderInnerTitleEl.style.color="")}initializeToolsIconPanelAfterLoading(){var e;const A=this.excalidrawAPI;if(!A)return;const t=A.getAppState(),n=null===(e=this.toolsPanelRef)||void 0===e?void 0:e.current;n&&(n.setTheme(t.theme),n.setExcalidrawViewMode(t.viewModeEnabled),n.setPreviewMode(this.compatibilityMode?null:this.textMode===TextMode.parsed),n.updateScriptIconMap(this.plugin.scriptEngine.scriptIconMap))}canAcceptExtension(e){return"excalidraw"===e}getDisplayText(){return this.file?this.file.basename:t$d("NOFILE")}getViewType(){return"excalidraw"}getIcon(){return ICON_NAME}setMarkdownView(){this.plugin.excalidrawFileModes[this.id||this.file.path]="markdown",this.plugin.setMarkdownView(this.leaf)}async openAsMarkdown(){!0===this.plugin.settings.compress&&(this.excalidrawData.disableCompression=!0,await this.save(!0,!0)),this.setMarkdownView()}async convertExcalidrawToMD(){await this.save(),this.plugin.openDrawing(await this.plugin.convertSingleExcalidrawToMD(this.file),"active-pane",!0)}onPaneMenu(e,A){this.excalidrawAPI&&this.getViewSelectedElements().some((e=>"text"===e.type))&&e.addItem((e=>{e.setTitle(t$d("OPEN_LINK")).setIcon("external-link").setSection("pane").onClick((e=>{this.handleLinkClick(this,e)}))})),this.compatibilityMode?e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE")).onClick((()=>this.convertExcalidrawToMD())).setSection("pane")})):e.addItem((e=>{e.setTitle(t$d("OPEN_AS_MD")).setIcon("document").onClick((()=>{this.openAsMarkdown()})).setSection("pane")})).addItem((e=>{e.setTitle(t$d("EXPORT_EXCALIDRAW")).setIcon(ICON_NAME).onClick((async()=>{this.exportExcalidraw()})).setSection("pane")})),e.addItem((e=>{e.setTitle(t$d("SAVE_AS_PNG")).setIcon("save-png").setSection("pane").onClick((async e=>{if(this.getScene&&this.file)if(e[CTRL_OR_CMD]){const e=await this.png(this.getScene());if(!e)return;const A=new FileReader;A.readAsDataURL(e);const t=this;A.onloadend=function(){download(null,A.result,`${t.file.basename}.png`)}}else this.savePNG()})).setSection("pane")})).addItem((e=>{e.setTitle(t$d("SAVE_AS_SVG")).setIcon("save-svg").setSection("pane").onClick((async e=>{if(this.getScene&&this.file){if(e[CTRL_OR_CMD]){let e=await this.svg(this.getScene());return e?(e=embedFontsInSVG(e,this.plugin),void download(null,svgToBase64(e.outerHTML),`${this.file.basename}.svg`)):null}this.saveSVG()}}))})).addItem((e=>{e.setTitle(t$d("INSTALL_SCRIPT_BUTTON")).setIcon("ScriptEngine").setSection("pane").onClick((()=>{new ScriptInstallPrompt(this.plugin).open()}))})),super.onPaneMenu(e,A)}async getLibrary(){var e;const A=this.plugin.getStencilLibrary();return(null==A?void 0:A.library)?A.library:null!==(e=null==A?void 0:A.libraryItems)&&void 0!==e?e:[]}async instantiateExcalidraw(e){for(;!this.semaphores.scriptsReady;)await sleep(50);const A=this.plugin.getPackage(this.ownerWindow).react,t=this.plugin.getPackage(this.ownerWindow).reactDOM;this.clearDirty();const n=A.createElement((()=>{let t={x:0,y:0};const n=A.useRef(null),i=A.useRef(null),a=A.useRef(null),[r,s]=A.useState({width:void 0,height:void 0});let o=null,l=null,c=null,d=Date.now(),h=!1;this.toolsPanelRef=i,this.obsidianMenu=new ObsidianMenu(this.plugin,i),this.menuLinks=new MenuLinks(this.plugin,a);const u=()=>{let e,A;const t=new Promise(((t,n)=>{e=t,A=n}));return t.resolve=e,t.reject=A,t},g=A.useMemo((()=>({current:{readyPromise:u()}})),[]);A.useEffect((()=>{g.current.readyPromise.then((e=>{var A;this.excalidrawAPI=e,e.setLocalFont(this.plugin.settings.experimentalEnableFourthFont),this.loadSceneFiles(),this.updateContainerSize(null,!0),null===(A=this.excalidrawWrapperRef.current.firstElementChild)||void 0===A||A.focus(),this.addFullscreenchangeEvent(),this.initializeToolsIconPanelAfterLoading()}))}),[g]),this.excalidrawRef=g,this.excalidrawWrapperRef=n,A.useEffect((()=>{s({width:this.contentEl.clientWidth,height:this.contentEl.clientHeight});const e=()=>{try{s({width:this.contentEl.clientWidth,height:this.contentEl.clientHeight}),this.toolsPanelRef&&this.toolsPanelRef.current&&this.toolsPanelRef.current.updatePosition(),this.ownerDocument!==document&&this.refresh()}catch(e){errorlog({where:"Excalidraw React-Wrapper, onResize",error:e})}};return this.ownerWindow.addEventListener("resize",e),()=>{var A;return null===(A=this.ownerWindow)||void 0===A?void 0:A.removeEventListener("resize",e)}}),[n]),this.getSelectedTextElement=()=>{var e;const A=this.excalidrawAPI;if(!(null==g?void 0:g.current)||!A)return{id:null,text:null};if(A.getAppState().viewModeEnabled){if(o){const e=o;return o=null,e}return{id:null,text:null}}const t=A.getSceneElements().filter((e=>e.id===Object.keys(A.getAppState().selectedElementIds)[0]));if(0===t.length)return{id:null,text:null};if("text"===t[0].type)return{id:t[0].id,text:t[0].text};if("image"===t[0].type)return{id:null,text:null};const n=null===(e=t[0].boundElements)||void 0===e?void 0:e.filter((e=>"text"===e.type));if((null==n?void 0:n.length)>0){const e=A.getSceneElements().filter((e=>e.id===n[0].id));if(e.length>0)return{id:e[0].id,text:e[0].text}}if(0===t[0].groupIds.length)return{id:null,text:null};const i=t[0].groupIds[0],a=A.getSceneElements().filter((e=>{var A;return null===(A=e.groupIds)||void 0===A?void 0:A.includes(i)})).filter((e=>"text"===e.type));return 0===a.length?{id:null,text:null}:{id:t[0].id,text:t[0].text}},this.getSelectedImageElement=()=>{const e=this.excalidrawAPI;if(!e)return{id:null,fileId:null};if(e.getAppState().viewModeEnabled){if(l){const e=l;return l=null,e}return{id:null,fileId:null}}const A=e.getSceneElements().filter((A=>A.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===A.length)return{id:null,fileId:null};if("image"==A[0].type)return{id:A[0].id,fileId:A[0].fileId};if("text"===A[0].type)return{id:null,fileId:null};if(0===A[0].groupIds.length)return{id:null,fileId:null};const t=A[0].groupIds[0],n=e.getSceneElements().filter((e=>{var A;return null===(A=e.groupIds)||void 0===A?void 0:A.includes(t)})).filter((e=>"image"==e.type));return 0===n.length?{id:null,fileId:null}:{id:n[0].id,fileId:n[0].fileId}},this.getSelectedElementWithLink=()=>{const e=this.excalidrawAPI;if(!e)return{id:null,text:null};if(e.getAppState().viewModeEnabled){if(c){const e=c;return c=null,e}return{id:null,text:null}}const A=e.getSceneElements().filter((A=>A.id==Object.keys(e.getAppState().selectedElementIds)[0]));if(0===A.length)return{id:null,text:null};if(A[0].link)return{id:A[0].id,text:A[0].link};if(0===A[0].groupIds.length)return{id:null,text:null};const t=A[0].groupIds[0],n=e.getSceneElements().filter((e=>{var A;return null===(A=e.groupIds)||void 0===A?void 0:A.includes(t)})).filter((e=>e.link));return 0===n.length?{id:null,text:null}:{id:n[0].id,text:n[0].link}},this.addText=async(e,A,n=!0)=>{var i,a,r,s,o;const l=this.excalidrawAPI;if(!(null==g?void 0:g.current)||!l)return;const c=l.getAppState(),d=this.plugin.ea;d.reset(),d.style.strokeColor=null!==(i=c.currentItemStrokeColor)&&void 0!==i?i:"black",d.style.opacity=null!==(a=c.currentItemOpacity)&&void 0!==a?a:1,d.style.fontFamily=null!==(r=null!=A?A:c.currentItemFontFamily)&&void 0!==r?r:1,d.style.fontSize=null!==(s=c.currentItemFontSize)&&void 0!==s?s:20,d.style.textAlign=null!==(o=c.currentItemTextAlign)&&void 0!==o?o:"left";const h=d.addText(t.x,t.y,e);return await this.addElements(d.getElements(),!1,n),h},this.addElements=async(e,A=!1,n=!1,i,a=!1)=>{const r=this.excalidrawAPI;if(!(null==g?void 0:g.current)||!r)return!1;const s=e.filter((e=>"text"==e.type));for(let e=0;e<s.length;e++){const[A,t,n]=await this.excalidrawData.addTextElement(s[e].id,s[e].text,s[e].rawText);n&&(s[e].link=n),this.textMode==TextMode.parsed&&this.excalidrawData.updateTextElement(s[e],A,t)}A&&(e=repositionElementsToCursor(e,t,!0));const o=e.map((e=>e.id)),l=r.getSceneElements(),c=[];for(let A=0;A<l.length;A++){const t=l[A].id;o.includes(t)&&(l[A]=e.filter((e=>e.id===t))[0],c.push(t))}const d=a?l.concat(e.filter((e=>!c.includes(e.id)))):e.filter((e=>!c.includes(e.id))).concat(l);if(await this.updateScene({elements:d,commitToHistory:!0},!0,!0),i&&Object.keys(i).length>0){const e=[];Object.keys(i).forEach((A=>{if(e.push({mimeType:i[A].mimeType,id:i[A].id,dataURL:i[A].dataURL,created:i[A].created}),i[A].file){const e=new EmbeddedFile(this.plugin,this.file.path,i[A].file),t=r.getAppState();e.setImage(i[A].dataURL,i[A].mimeType,i[A].size,"dark"===t.theme,i[A].hasSVGwithBitmap),this.excalidrawData.setFile(i[A].id,e)}i[A].latex&&this.excalidrawData.setEquation(i[A].id,{latex:i[A].latex,isLoaded:!0})})),r.addFiles(e)}return n?await this.save(!1):this.setDirty(5),!0},this.getScene=()=>{const e=this.excalidrawAPI;if(!(null==g?void 0:g.current)||!e)return null;const A=e.getSceneElements(),t=e.getAppState(),n=e.getFiles();if(n){const e=A.filter((e=>"image"===e.type)).map((e=>e.fileId)),t=Object.keys(n).filter((A=>!e.contains(A)));t.forEach((e=>delete n[e]))}return{type:"excalidraw",version:2,source:"https://excalidraw.com",elements:A,appState:{theme:t.theme,viewBackgroundColor:t.viewBackgroundColor,currentItemStrokeColor:t.currentItemStrokeColor,currentItemBackgroundColor:t.currentItemBackgroundColor,currentItemFillStyle:t.currentItemFillStyle,currentItemStrokeWidth:t.currentItemStrokeWidth,currentItemStrokeStyle:t.currentItemStrokeStyle,currentItemRoughness:t.currentItemRoughness,currentItemOpacity:t.currentItemOpacity,currentItemFontFamily:t.currentItemFontFamily,currentItemFontSize:t.currentItemFontSize,currentItemTextAlign:t.currentItemTextAlign,currentItemStrokeSharpness:t.currentItemStrokeSharpness,currentItemStartArrowhead:t.currentItemStartArrowhead,currentItemEndArrowhead:t.currentItemEndArrowhead,currentItemLinearStrokeSharpness:t.currentItemLinearStrokeSharpness,gridSize:t.gridSize,colorPalette:t.colorPalette},prevTextMode:this.prevTextMode,files:n}},this.refresh=()=>{if(0===this.contentEl.clientWidth||0===this.contentEl.clientHeight)return;const e=this.excalidrawAPI;(null==g?void 0:g.current)&&e&&e.refresh()};let p={x:0,y:0},w=null;this.clearHoverPreview=()=>{if(w){const e=new MouseEvent("click",{view:this.ownerWindow,bubbles:!0,cancelable:!0});w.dispatchEvent(e),w=null}};const m=e=>{var A,t,n,i,a;const r=null===(A=app.dragManager.draggable)||void 0===A?void 0:A.files;return r&&r[0]==this.file&&(r.shift(),app.dragManager.draggable.title=`${r.length} files`),["file","files"].includes(null===(t=app.dragManager.draggable)||void 0===t?void 0:t.type)?"link":(null===(n=e.types)||void 0===n?void 0:n.includes("text/html"))||(null===(i=e.types)||void 0===i?void 0:i.includes("text/plain"))||(null===(a=e.types)||void 0===a?void 0:a.includes("Files"))?"copy":void 0};let f=!1;const B=()=>{if(o=getTextElementAtPointer(t,this),o&&o.id){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:this.metaKeyDown,shiftKey:this.shiftKeyDown,altKey:this.altKeyDown});return this.handleLinkClick(this,e),void(o=null)}if(l=getImageElementAtPointer(t,this),l&&l.id){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:this.metaKeyDown,shiftKey:this.shiftKeyDown,altKey:this.altKeyDown});return this.handleLinkClick(this,e),void(l=null)}if(c=getElementWithLinkAtPointer(t,this),c&&c.id){const e=new MouseEvent("click",{ctrlKey:!0,metaKey:this.metaKeyDown,shiftKey:this.shiftKeyDown,altKey:this.altKeyDown});return this.handleLinkClick(this,e),void(c=null)}};let E=null;const b=(e,A)=>{var n,i;if(!E)return;if(null===(i=null===(n=this.excalidrawAPI)||void 0===n?void 0:n.getAppState())||void 0===i?void 0:i.editingElement)return;if(this.semaphores.wheelTimeout)return;if(!e){if(!t)return;e="";const n=getTextElementAtPointer(t,this);if(n&&n.text){A=this.excalidrawAPI.getSceneElements().filter((e=>e.id===n.id))[0];const t=this.textMode===TextMode.parsed?this.excalidrawData.getRawText(n.id):n.text;if(!t)return;if(t.match(REG_LINKINDEX_HYPERLINK))return;const i=REGEX_LINK.getRes(t).next();if(!i.value)return;if((e=REGEX_LINK.getLink(i)).match(REG_LINKINDEX_HYPERLINK))return}else{const n=getImageElementAtPointer(t,this);if(A=this.excalidrawAPI.getSceneElements().filter((e=>e.id===n.id))[0],!n||!n.fileId)return;if(!this.excalidrawData.hasFile(n.fileId))return;const i=this.excalidrawData.getFile(n.fileId),a=i.linkParts.ref?`#${i.linkParts.isBlockRef?"^":""}${i.linkParts.ref}`:"";e=this.excalidrawData.getFile(n.fileId).file.path+a}}if(this.getHookServer().onLinkHoverHook)try{if(!this.getHookServer().onLinkHoverHook(A,e,this,this.getHookServer()))return}catch(e){errorlog({where:"ExcalidrawView.showHoverPreview",fn:this.getHookServer().onLinkHoverHook,error:e})}if(this.semaphores.hoverSleep)return;const a=app.metadataCache.getFirstLinkpathDest(e.split("#")[0],this.file.path);if(!a)return;if(this.ownerDocument.querySelector(`div.popover-title[data-path="${a.path}"]`))return;this.semaphores.hoverSleep=!0;const r=this;if(setTimeout((()=>r.semaphores.hoverSleep=!1),500),this.plugin.hover.linkText=e,this.plugin.hover.sourcePath=this.file.path,w=this.contentEl,app.workspace.trigger("hover-link",{event:E,source:"excalidraw",hoverParent:w,targetEl:w,linktext:this.plugin.hover.linkText,sourcePath:this.plugin.hover.sourcePath}),p=t,this.isFullscreen()){const e=this;setTimeout((()=>{var A,t,n,i;const r=null!==(i=null===(n=null===(t=null===(A=this.ownerDocument.querySelector(`div.popover-title[data-path="${a.path}"]`))||void 0===A?void 0:A.parentElement)||void 0===t?void 0:t.parentElement)||void 0===n?void 0:n.parentElement)&&void 0!==i?i:this.ownerDocument.body.querySelector("div.popover");r&&e.contentEl.append(r)}),400)}},{Excalidraw:C}=this.plugin.getPackage(this.ownerWindow).excalidrawLib,v=A.createElement("div",{className:"excalidraw-wrapper",ref:n,key:"abc",tabIndex:0,onKeyDown:e=>{e.target!==v.ref.current&&(this.isFullscreen()&&e.keyCode===KEYCODE.ESC&&this.exitFullscreen(),!e[CTRL_OR_CMD]||e.shiftKey||e.altKey||b())},onPointerDown:e=>{(e[CTRL_OR_CMD]||e.metaKey)&&(this.plugin.settings.allowCtrlClick||e.metaKey)&&setTimeout((()=>{(this.getSelectedTextElement().id||this.getSelectedImageElement().id||this.getSelectedElementWithLink().id)&&this.handleLinkClick(this,e)}))},onMouseMove:e=>{E=e.nativeEvent},onMouseOver:()=>{this.clearHoverPreview()},onDragOver:e=>{const A=m(e.dataTransfer);if(A)return e.dataTransfer.dropEffect=A,e.preventDefault(),!1},onDragLeave:()=>{}},A.createElement(C,{ref:g,width:r.width,height:r.height,UIOptions:{canvasActions:{loadScene:!1,saveScene:!1,saveAsScene:!1,export:!1,saveAsImage:!1,saveToActiveFile:!1}},initState:null==e?void 0:e.appState,initialData:e,detectScroll:!0,onPointerUpdate:e=>{if(t=e.pointer,w&&(Math.abs(p.x-e.pointer.x)>50||Math.abs(p.y-e.pointer.y)>50)&&this.clearHoverPreview(),f){if(!h&&"down"===e.button){if(h=!0,this.ctrlKeyDown||this.metaKeyDown)return void B();const e=Date.now();return e-d<600&&e-d>40&&B(),void(d=e)}"up"===e.button&&(h=!1),(this.ctrlKeyDown||this.excalidrawAPI.getAppState().isViewModeEnabled&&this.plugin.settings.hoverPreviewWithoutCTRL)&&b()}},libraryReturnUrl:"app://obsidian.md",autoFocus:!0,hideWelcomeScreen:!0,renderMenuLinks:null,onChange:(e,A)=>{const t=()=>{this.plugin.ea.onCanvasColorChangeHook&&this.plugin.ea.onCanvasColorChangeHook(this.plugin.ea,this,A.viewBackgroundColor)};if(f=A.viewModeEnabled,this.semaphores.justLoaded)return this.semaphores.justLoaded=!1,this.semaphores.preventAutozoom||this.zoomToFit(!1,!0),this.previousSceneVersion=this.getSceneVersion(e),this.previousBackgroundColor=A.viewBackgroundColor,void t();if(!this.semaphores.dirty&&null===A.editingElement&&null===A.editingLinearElement){const n=this.getSceneVersion(e);((n>0||0===n&&e.length>0)&&n!==this.previousSceneVersion||A.viewBackgroundColor!==this.previousBackgroundColor)&&(this.previousSceneVersion=n,this.previousBackgroundColor=A.viewBackgroundColor,this.setDirty(6),t())}},onLibraryChange:e=>{(async()=>{const A={type:"excalidrawlib",version:2,source:"https://excalidraw.com",libraryItems:e};this.plugin.setStencilLibrary(A),await this.plugin.saveSettings()})()},renderTopRightUI:this.obsidianMenu.renderButton,onPaste:e=>{if(e.elements){const e=this;setTimeout((()=>e.save(!1)),300)}return!0},onThemeChange:async e=>{var A;this.excalidrawData.scene.appState.theme=e,this.loadSceneFiles(),null===(A=null==i?void 0:i.current)||void 0===A||A.setTheme(e)},ownerDocument:this.ownerDocument,ownerWindow:this.ownerWindow,onDrop:e=>{const A=this.excalidrawAPI;if(!A)return!1;const n=A.getAppState();t=viewportCoordsToSceneCoords({clientX:e.clientX,clientY:e.clientY},n);const i=app.dragManager.draggable,a=(A,n,a)=>{if(!this.getHookServer().onDropHook)return!1;try{return this.getHookServer().onDropHook({ea:this.getHookServer(),event:e,draggable:i,type:A,payload:{files:n,text:a},excalidrawFile:this.file,view:this,pointerPosition:t})}catch(e){return new obsidian.Notice("on drop hook error. See console log for details"),errorlog({where:"ExcalidrawView.onDrop",error:e}),!1}};switch(e[CTRL_OR_CMD]=e.shiftKey||e[CTRL_OR_CMD],null==i?void 0:i.type){case"file":if(!a("file",[i.file],null)){if(i.file.path.match(REG_LINKINDEX_INVALIDCHARS))return new obsidian.Notice(t$d("FILENAME_INVALID_CHARS"),4e3),!1;if(e[CTRL_OR_CMD]&&(IMAGE_TYPES.contains(i.file.extension)||"md"===i.file.extension)){const n=this.plugin.ea;return n.reset(),n.setView(this),(async()=>{n.canvas.theme=A.getAppState().theme,await n.addImage(t.x,t.y,i.file,!e.altKey),n.addElementsToView(!1,!1,!0)})(),!1}this.addText(`[[${app.metadataCache.fileToLinktext(i.file,this.file.path,!0)}]]`)}return!1;case"files":return a("file",i.files,null)||(async()=>{if(e[CTRL_OR_CMD]){const n=this.plugin.ea;n.reset(),n.setView(this),n.canvas.theme=A.getAppState().theme;let a=0;for(const A of i.files)(IMAGE_TYPES.contains(A.extension)||"md"===A.extension)&&(await n.addImage(t.x+50*a,t.y+50*a,A,!e.altKey),a++,await n.addElementsToView(!1,!1,!0))}else{for(const e of i.files)await this.addText(`[[${app.metadataCache.fileToLinktext(e,this.file.path,!0)}]]`,void 0,!1),t.y+=2*n.currentItemFontSize;this.save(!1)}})(),!1}if(e.dataTransfer.types.includes("Files")){if(e.dataTransfer.types.includes("text/plain")){const A=e.dataTransfer.getData("text");if(A&&a("text",null,A))return!1}return!0}if(e.dataTransfer.types.includes("text/plain")){const A=e.dataTransfer.getData("text");if(!A)return!0;if(!a("text",null,A)){if(this.plugin.settings.iframelyAllowed&&A.match(/^https?:\/\/\S*$/))return(async()=>{var e;const t=await this.addText(A),n=`http://iframely.server.crestify.com/iframely?url=${A}`,i=JSON.parse(await obsidian.request({url:n}));if(!i||i.error||!(null===(e=i.meta)||void 0===e?void 0:e.title))return!1;const a=this.plugin.ea;a.reset(),a.setView(this);const r=a.getViewElements().filter((e=>e.id===t));1===r.length&&(r[0].text=r[0].originalText=r[0].rawText=`[${i.meta.title}](${A})`,a.copyViewElementsToEAforEditing(r),a.addElementsToView(!1,!1,!1))})(),!1;if(A.startsWith("obsidian://open?vault=")){const t=e.dataTransfer.getData("text/html");if(t){const e=t.match(/href="app:\/\/obsidian\.md\/(.*?)"/);if(2===e.length){const A=decodeURIComponent(e[1]).split("#"),t=app.vault.getAbstractFileByPath(A[0]);if(t&&t instanceof obsidian.TFile){const e=app.metadataCache.fileToLinktext(t,this.file.path);return void this.addText(`[[${e+(A.length>1?"#"+A[1]+"|"+e:"")}]]`)}return this.addText(`[[${decodeURIComponent(e[1])}]]`),!1}}const n=A.split("file=");if(2===n.length)return this.addText(`[[${decodeURIComponent(n[1])}]]`),!1}this.addText(A.replace(/(!\[\[.*#[^\]]*\]\])/g,"$1{40}"))}return!1}return!a("unknown",null,null)},onBeforeTextEdit:e=>{var A;if(clearTimeout(this.isEditingTextResetTimer),this.isEditingTextResetTimer=null,this.semaphores.isEditingText=!0,this.compatibilityMode)return null!==(A=e.originalText)&&void 0!==A?A:e.text;return this.excalidrawData.getRawText(e.id)||e.rawText},onBeforeTextSubmit:(e,A,t,n)=>{const i=this.excalidrawAPI;if(!i)return[null,null,null];const a="PASTING EXCALIDRAW ELEMENTS AS A TEXT ELEMENT IS NOT ALLOWED";if(A.startsWith('{"type":"excalidraw/clipboard","elements":[{"'))return setTimeout((async()=>{const A=this.excalidrawAPI.getSceneElements(),t=A.filter((A=>A.id===e.id));if(1===t.length){const e=cloneElement(t[0]);e.rawText=a,A[A.indexOf(t[0])]=e,this.excalidrawData.setTextElement(e.id,a,a,(()=>{})),await this.updateScene({elements:A}),i.history.clear()}})),[a,a,null];if(this.semaphores.isEditingText=!0,this.isEditingTextResetTimer=setTimeout((()=>{this.semaphores.isEditingText=!1,this.isEditingTextResetTimer=null}),1500),n)return this.excalidrawData.deleteTextElement(e.id),this.setDirty(7),[null,null,null];const r=e.containerId;if(A!==e.text||t!==e.originalText||!this.excalidrawData.getRawText(e.id)){this.setDirty(8);const[n,a,s]=this.excalidrawData.setTextElement(e.id,A,t,(async(A,t)=>{if(this.textMode===TextMode.raw)return;const n=this.excalidrawAPI.getSceneElements(),a=n.filter((A=>A.id===e.id));if(1===a.length){const e=cloneElement(a[0]);this.excalidrawData.updateTextElement(e,A,t,!0),n[n.indexOf(a[0])]=e,await this.updateScene({elements:n}),e.containerId&&this.updateContainerSize(e.containerId)}i.history.clear()}));return n?(r&&this.updateContainerSize(r,!0),this.textMode===TextMode.raw?[A,t,s]:A===n?s?[n,a,s]:[null,null,null]:(i.history.clear(),[n,a,s])):[null,null,null]}return r&&this.updateContainerSize(r,!0),this.textMode===TextMode.parsed?this.excalidrawData.getParsedText(e.id):[null,null,null]},onLinkOpen:async(e,A)=>{var t;if(A.preventDefault(),!e)return;const n=e.link;if(!n||""===n)return;const i=this.ownerDocument.body.querySelector("body>div.excalidraw-tooltip,div.excalidraw-tooltip--visible");i&&this.ownerDocument.body.removeChild(i);const a=null===(t=null==A?void 0:A.detail)||void 0===t?void 0:t.nativeEvent;if(this.getHookServer().onLinkClickHook)try{if(!this.getHookServer().onLinkClickHook(e,e.link,a,this,this.getHookServer()))return}catch(A){errorlog({where:"ExcalidrawView.onLinkOpen",fn:this.getHookServer().onLinkClickHook,error:A})}n.startsWith("md://")||n.startsWith("[[")?(async()=>{const e=n.match(/(md:\/\/)?\[\[(?<link>.*?)\]\]/);if(!e)return;let A=e.groups.link,t=null;if(A.search("#")>-1){const e=getLinkParts(A,this.file);t=`#${e.isBlockRef?"^":""}${e.ref}`,A=e.path}if(A.match(REG_LINKINDEX_INVALIDCHARS))return void new obsidian.Notice(t$d("FILENAME_INVALID_CHARS"),4e3);const i=app.metadataCache.getFirstLinkpathDest(A,this.file.path),r=a.shiftKey||a[CTRL_OR_CMD]||this.linksAlwaysOpenInANewPane||a.metaKey;if(r&&this.isFullscreen()&&this.exitFullscreen(),i)if(i===this.file){if(t)return void this.setEphemeralState({subpath:t});this.zoomToFit(!1)}else try{const e=r?a.metaKey&&!app.isMobile?app.workspace.openPopoutLeaf():getNewOrAdjacentLeaf(this.plugin,this.leaf):this.leaf;await e.openFile(i,t?{active:!1,eState:{subpath:t}}:{active:!1})}catch(e){new obsidian.Notice(e,4e3)}else new NewFileActions(this.plugin,A,r,!app.isMobile&&a.metaKey,this).open()})():window.open(n)},onLinkHover:(e,A)=>{if(e&&(this.plugin.settings.hoverPreviewWithoutCTRL||A[CTRL_OR_CMD])){E=A,E.ctrlKey=!0;const t=e.link;if(!t||""===t)return;if(t.startsWith("md://")||t.startsWith("[[")){const A=t.match(/(md:\/\/)?\[\[(?<link>.*?)\]\]/);if(!A)return;let n=A.groups.link;b(n,e)}}},onViewModeChange:e=>{var A,t;if(null===(t=null===(A=this.toolsPanelRef)||void 0===A?void 0:A.current)||void 0===t||t.setExcalidrawViewMode(e),this.getHookServer().onViewModeChangeHook)try{this.getHookServer().onViewModeChangeHook(e,this,this.getHookServer())}catch(e){errorlog({where:"ExcalidrawView.onViewModeChange",fn:this.getHookServer().onViewModeChangeHook,error:e})}}}),A.createElement(ToolsPanel,{ref:i,visible:!1,view:this,centerPointer:()=>{const e=this.excalidrawAPI;if(!g||!g.current||!e)return;const A=e.getAppState(),{width:n,height:i}=A;t=viewportCoordsToSceneCoords({clientX:n/2,clientY:i/2},A)}})),y=A.useRef(new ResizeObserver((e=>{if(!i||!i.current)return;const{width:A,height:t}=e[0].contentRect,n=i.current.onRightEdge?i.current.previousWidth-A:0,a=i.current.onBottomEdge?i.current.previousHeight-t:0;i.current.updatePosition(a,n)})));return A.useEffect((()=>((null==i?void 0:i.current)&&y.current.observe(i.current.containerRef.current),()=>{y.current.unobserve(i.current.containerRef.current)})),[i,y]),A.createElement(A.Fragment,null,v)}));t.render(n,this.contentEl,(()=>{}))}updateContainerSize(e,A=!1){const t=this.excalidrawAPI;if(!t)return;const n=()=>{const A=e?t.getSceneElements().filter((A=>A.id===e)):t.getSceneElements().filter((e=>{var A;return null===(A=e.boundElements)||void 0===A?void 0:A.map((e=>e.type)).includes("text")}));A.length>0&&(this.initialContainerSizeUpdate&&(this.semaphores.justLoaded=!0),t.updateContainerSize(A)),this.initialContainerSizeUpdate=!1};A?setTimeout((()=>n()),50):n()}zoomToFit(e=!0,A=!1){const t=this.excalidrawAPI;if(!t||!this.excalidrawRef||this.semaphores.isEditingText)return;const n=this.plugin.settings.zoomToFitMaxLevel,i=t.getSceneElements().filter((e=>e.width<1e4&&e.height<1e4));app.isMobile&&i.length>1e3||i.length>2500?A&&t.scrollToContent():e?setTimeout((()=>t.zoomToFit(i,n,this.isFullscreen()?0:.05)),100):t.zoomToFit(i,n,this.isFullscreen()?0:.05)}async toggleTrayMode(){const e=this.excalidrawAPI;if(!e)return!1;const A=e.getAppState();e.updateScene({appState:{trayModeEnabled:!A.trayModeEnabled}}),await this.plugin.loadSettings(),this.plugin.settings.defaultTrayMode=!A.trayModeEnabled,this.plugin.saveSettings()}selectElementsMatchingQuery(e,A,t=!0,n=!1,i=!1){let a=getTextElementsMatchingQuery(e.filter((e=>"text"===e.type)),A,n);if(0!==a.length){if(i){const A=this.plugin.ea.getElementsInTheSameGroupWithElement(a[0],e);A.length>0&&(a=A)}this.zoomToElements(t,a)}else new obsidian.Notice("I could not find a matching text element")}zoomToElements(e,A){const t=this.excalidrawAPI;if(!t)return;const n=this.plugin.settings.zoomToFitMaxLevel;this.ownerWindow,e&&t.selectElements(A),t.zoomToFit(A,n,.05)}getViewSelectedElements(){var e;const A=this.excalidrawAPI;if(!A)return[];const t=null===(e=A.getAppState())||void 0===e?void 0:e.selectedElementIds;if(!t)return[];const n=Object.keys(t);if(!n)return[];const i=A.getSceneElements().filter((e=>n.includes(e.id))),a=i.filter((e=>e.boundElements&&e.boundElements.filter((e=>"text"===e.type)).length>0)).map((e=>e.boundElements.filter((e=>"text"===e.type)).map((e=>e.id))[0])),r=i.map((e=>e.id)).concat(a);return A.getSceneElements().filter((e=>r.contains(e.id)))}async copyLinkToSelectedElementToClipboard(e){const A=this.getViewSelectedElements();if(A.length<1)return void new obsidian.Notice(t$d("INSERT_LINK_TO_ELEMENT_ERROR"));let t;if(2===A.length){const e=A.filter((e=>"text"===e.type));1===e.length&&e[0].containerId&&1===A.filter((e=>e.boundElements.some((e=>"text"===e.type)))).length&&(t=e[0].id)}t||(t=1===A.length?A[0].id:this.plugin.ea.getLargestElement(A).id);const n=await ScriptEngine.inputPrompt(app,"Set link alias","Leave empty if you do not want to set an alias","");navigator.clipboard.writeText(`[[${this.file.path}#^${e}${t}${n?`|${n}`:""}]]`),new obsidian.Notice(t$d("INSERT_LINK_TO_ELEMENT_READY"))}async updateScene(e,A=!1,t=!1){const n=this.excalidrawAPI;if(!n)return;const i=e.elements&&A;i&&(e.elements=n.restore(e).elements);try{n.updateScene(e)}catch(A){if(errorlog({where:"ExcalidrawView.updateScene 1st attempt",fn:this.updateScene,error:A,scene:e,willDoSecondAttempt:!i}),i)warningUnknowSeriousError();else try{e.elements=n.restore(e).elements,n.updateScene(e)}catch(A){errorlog({where:"ExcalidrawView.updateScene 2nd attempt",fn:this.updateScene,error:A,scene:e}),warningUnknowSeriousError()}}}}function getTextMode(e){return e.search("excalidraw-plugin: parsed\n")>-1||e.search("excalidraw-plugin: locked\n")>-1?TextMode.parsed:TextMode.raw}const DEFAULT_SETTINGS={folder:"Excalidraw",embedUseExcalidrawFolder:!1,templateFilePath:"Excalidraw/Template.excalidraw",scriptFolderPath:"Excalidraw/Scripts",compress:!1,autosave:!0,autosaveInterval:15e3,drawingFilenamePrefix:"Drawing ",drawingEmbedPrefixWithFilename:!0,drawingFilnameEmbedPostfix:" ",drawingFilenameDateTime:"YYYY-MM-DD HH.mm.ss",useExcalidrawExtension:!0,displaySVGInPreview:!0,displayExportedImageIfAvailable:!1,previewMatchObsidianTheme:!1,width:"400",isLeftHanded:!1,matchTheme:!1,matchThemeAlways:!1,matchThemeTrigger:!1,defaultMode:"normal",defaultPenMode:"never",zoomToFitOnResize:!0,zoomToFitMaxLevel:2,linkPrefix:"📍",urlPrefix:"🌐",parseTODO:!1,todo:"☐",done:"🗹",hoverPreviewWithoutCTRL:!1,linkOpacity:1,openInAdjacentPane:!1,openInMainWorkspace:!0,showLinkBrackets:!0,allowCtrlClick:!0,forceWrap:!1,pageTransclusionCharLimit:200,wordWrappingDefault:0,removeTransclusionQuoteSigns:!0,iframelyAllowed:!0,pngExportScale:1,exportWithTheme:!0,exportWithBackground:!0,exportPaddingSVG:10,keepInSync:!1,autoexportSVG:!1,autoexportPNG:!1,autoExportLightAndDark:!1,autoexportExcalidraw:!1,embedType:"excalidraw",embedWikiLink:!0,syncExcalidraw:!1,experimentalFileType:!1,experimentalFileTag:"✏️",experimentalLivePreview:!0,experimentalEnableFourthFont:!1,experimantalFourthFont:"Virgil",fieldSuggester:!0,compatibilityMode:!1,drawingOpenCount:0,library:"deprecated",library2:{type:"excalidrawlib",version:2,source:"https://excalidraw.com",libraryItems:[]},imageElementNotice:!0,mdSVGwidth:500,mdSVGmaxHeight:800,mdFont:"Virgil",mdFontColor:"Black",mdBorderColor:"Black",mdCSS:"",scriptEngineSettings:{},defaultTrayMode:!1,previousRelease:"0.0.0",showReleaseNotes:!0,showNewVersionNotification:!0,mathjaxSourceURL:"https://cdn.jsdelivr.net/npm/mathjax@3.2.1/es5/tex-svg.js"};class ExcalidrawSettingTab extends obsidian.PluginSettingTab{constructor(e,A){super(e,A),this.requestEmbedUpdate=!1,this.requestReloadDrawings=!1,this.reloadMathJax=!1,this.plugin=A}applySettingsUpdate(e=!1){e&&(this.requestReloadDrawings=!0)}async hide(){if(this.plugin.settings.scriptFolderPath=obsidian.normalizePath(this.plugin.settings.scriptFolderPath),"/"!==this.plugin.settings.scriptFolderPath&&""!==this.plugin.settings.scriptFolderPath||(this.plugin.settings.scriptFolderPath="Excalidraw/Scripts"),this.plugin.saveSettings(),this.requestReloadDrawings){const e=app.workspace.getLeavesOfType("excalidraw");for(const A of e)A.view instanceof ExcalidrawView&&(await A.view.save(!1),await A.view.reload(!0));this.requestEmbedUpdate=!0}this.requestEmbedUpdate&&this.plugin.triggerEmbedUpdates(),this.plugin.scriptEngine.updateScriptPath(),this.reloadMathJax&&this.plugin.loadMathJax()}async display(){var e;await this.plugin.loadSettings(),this.requestEmbedUpdate=!1,this.requestReloadDrawings=!1;const{containerEl:A}=this;this.containerEl.empty();const t=A.createDiv("coffee");t.addClass("ex-coffee-div"),t.createEl("a",{href:"https://ko-fi.com/zsolt"}).createEl("img",{attr:{src:"https://cdn.ko-fi.com/cdn/kofi3.png?v=3"}}).height=45,new obsidian.Setting(A).setName(t$d("RELEASE_NOTES_NAME")).setDesc(fragWithHTML(t$d("RELEASE_NOTES_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showReleaseNotes).onChange((async e=>{this.plugin.settings.showReleaseNotes=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("NEWVERSION_NOTIFICATION_NAME")).setDesc(fragWithHTML(t$d("NEWVERSION_NOTIFICATION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showNewVersionNotification).onChange((async e=>{this.plugin.settings.showNewVersionNotification=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FOLDER_NAME")).setDesc(fragWithHTML(t$d("FOLDER_DESC"))).addText((e=>e.setPlaceholder("Excalidraw").setValue(this.plugin.settings.folder).onChange((async e=>{this.plugin.settings.folder=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FOLDER_EMBED_NAME")).setDesc(fragWithHTML(t$d("FOLDER_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedUseExcalidrawFolder).onChange((async e=>{this.plugin.settings.embedUseExcalidrawFolder=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("TEMPLATE_NAME")).setDesc(fragWithHTML(t$d("TEMPLATE_DESC"))).addText((e=>e.setPlaceholder("Excalidraw/Template").setValue(this.plugin.settings.templateFilePath).onChange((async e=>{this.plugin.settings.templateFilePath=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("SCRIPT_FOLDER_NAME")).setDesc(fragWithHTML(t$d("SCRIPT_FOLDER_DESC"))).addText((e=>e.setPlaceholder("Excalidraw/Scripts").setValue(this.plugin.settings.scriptFolderPath).onChange((async e=>{this.plugin.settings.scriptFolderPath=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("COMPRESS_NAME")).setDesc(fragWithHTML(t$d("COMPRESS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compress).onChange((async e=>{this.plugin.settings.compress=e,this.applySettingsUpdate()})))),this.containerEl.createEl("h1",{text:t$d("FILENAME_HEAD")}),A.createDiv("",(e=>{e.innerHTML=t$d("FILENAME_DESC")}));const n=()=>`${t$d("FILENAME_SAMPLE")}<a href='https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ' target='_blank'>${getDrawingFilename(this.plugin.settings)}</a></b><br>${t$d("FILENAME_EMBED_SAMPLE")}<a href='https://www.youtube.com/channel/UCC0gns4a9fhVkGkngvSumAQ' target='_blank'>${getEmbedFilename("{NOTE_NAME}",this.plugin.settings)}</a></b>`,i=A.createEl("p",{text:""});let a,r,s,o,l,c,d;i.innerHTML=n(),new obsidian.Setting(A).setName(t$d("FILENAME_PREFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_DESC"))).addText((e=>e.setPlaceholder("Drawing ").setValue(this.plugin.settings.drawingFilenamePrefix).onChange((async A=>{this.plugin.settings.drawingFilenamePrefix=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenamePrefix),i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILENAME_PREFIX_EMBED_NAME")).setDesc(fragWithHTML(t$d("FILENAME_PREFIX_EMBED_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.drawingEmbedPrefixWithFilename).onChange((async e=>{this.plugin.settings.drawingEmbedPrefixWithFilename=e,i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILENAME_POSTFIX_NAME")).setDesc(fragWithHTML(t$d("FILENAME_POSTFIX_DESC"))).addText((e=>e.setPlaceholder("").setValue(this.plugin.settings.drawingFilnameEmbedPostfix).onChange((async A=>{this.plugin.settings.drawingFilnameEmbedPostfix=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilnameEmbedPostfix),i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILENAME_DATE_NAME")).setDesc(fragWithHTML(t$d("FILENAME_DATE_DESC"))).addText((e=>e.setPlaceholder("YYYY-MM-DD HH.mm.ss").setValue(this.plugin.settings.drawingFilenameDateTime).onChange((async A=>{this.plugin.settings.drawingFilenameDateTime=A.replaceAll(/[<>:"/\\|?*]/g,"_"),e.setValue(this.plugin.settings.drawingFilenameDateTime),i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILENAME_EXCALIDRAW_EXTENSION_NAME")).setDesc(fragWithHTML(t$d("FILENAME_EXCALIDRAW_EXTENSION_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.useExcalidrawExtension).onChange((async e=>{this.plugin.settings.useExcalidrawExtension=e,i.innerHTML=n(),this.applySettingsUpdate()})))),this.containerEl.createEl("h1",{text:t$d("DISPLAY_HEAD")}),new obsidian.Setting(A).setName(t$d("LEFTHANDED_MODE_NAME")).setDesc(fragWithHTML(t$d("LEFTHANDED_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.isLeftHanded).onChange((async e=>{this.plugin.settings.isLeftHanded=e,setLeftHandedMode(e),setTimeout((()=>setLeftHandedMode(e))),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("MATCH_THEME_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchTheme).onChange((async e=>{this.plugin.settings.matchTheme=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("MATCH_THEME_ALWAYS_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_ALWAYS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeAlways).onChange((async e=>{this.plugin.settings.matchThemeAlways=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("MATCH_THEME_TRIGGER_NAME")).setDesc(fragWithHTML(t$d("MATCH_THEME_TRIGGER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.matchThemeTrigger).onChange((async e=>{this.plugin.settings.matchThemeTrigger=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("DEFAULT_OPEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_OPEN_MODE_DESC"))).addDropdown((e=>e.addOption("normal","Normal Mode").addOption("zen","Zen Mode").addOption("view","View Mode").setValue(this.plugin.settings.defaultMode).onChange((async e=>{this.plugin.settings.defaultMode=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("DEFAULT_PEN_MODE_NAME")).setDesc(fragWithHTML(t$d("DEFAULT_PEN_MODE_DESC"))).addDropdown((e=>e.addOption("never","Never").addOption("mobile","On Obsidian Mobile").addOption("always","Always").setValue(this.plugin.settings.defaultPenMode).onChange((async e=>{this.plugin.settings.defaultPenMode=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("ZOOM_TO_FIT_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.zoomToFitOnResize).onChange((async e=>{this.plugin.settings.zoomToFitOnResize=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("ZOOM_TO_FIT_MAX_LEVEL_NAME")).setDesc(fragWithHTML(t$d("ZOOM_TO_FIT_MAX_LEVEL_DESC"))).addSlider((e=>e.setLimits(.5,10,.5).setValue(this.plugin.settings.zoomToFitMaxLevel).onChange((async e=>{a.innerText=` ${e.toString()}`,this.plugin.settings.zoomToFitMaxLevel=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{a=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.zoomToFitMaxLevel.toString()}`})),this.containerEl.createEl("h1",{text:t$d("LINKS_HEAD")}),this.containerEl.createEl("span",void 0,(e=>e.innerHTML=t$d("LINKS_DESC"))),new obsidian.Setting(A).setName(t$d("ADJACENT_PANE_NAME")).setDesc(fragWithHTML(t$d("ADJACENT_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInAdjacentPane).onChange((async e=>{this.plugin.settings.openInAdjacentPane=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("MAINWORKSPACE_PANE_NAME")).setDesc(fragWithHTML(t$d("MAINWORKSPACE_PANE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.openInMainWorkspace).onChange((async e=>{this.plugin.settings.openInMainWorkspace=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(fragWithHTML(t$d("LINK_BRACKETS_NAME"))).setDesc(fragWithHTML(t$d("LINK_BRACKETS_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.showLinkBrackets).onChange((e=>{this.plugin.settings.showLinkBrackets=e,this.applySettingsUpdate(!0)})))),new obsidian.Setting(A).setName(t$d("LINK_PREFIX_NAME")).setDesc(fragWithHTML(t$d("LINK_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.linkPrefix).onChange((e=>{this.plugin.settings.linkPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian.Setting(A).setName(t$d("URL_PREFIX_NAME")).setDesc(fragWithHTML(t$d("URL_PREFIX_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.urlPrefix).onChange((e=>{this.plugin.settings.urlPrefix=e,this.applySettingsUpdate(!0)})))),new obsidian.Setting(A).setName(t$d("PARSE_TODO_NAME")).setDesc(fragWithHTML(t$d("PARSE_TODO_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.parseTODO).onChange((e=>{this.plugin.settings.parseTODO=e,r.setDisabled(!e),s.setDisabled(!e),this.applySettingsUpdate(!0)})))),new obsidian.Setting(A).setName(t$d("TODO_NAME")).setDesc(fragWithHTML(t$d("TODO_DESC"))).addText((e=>{r=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.todo).onChange((e=>{this.plugin.settings.todo=e,this.applySettingsUpdate(!0)}))})),r.setDisabled(!this.plugin.settings.parseTODO),new obsidian.Setting(A).setName(t$d("DONE_NAME")).setDesc(fragWithHTML(t$d("DONE_DESC"))).setDisabled(!this.plugin.settings.parseTODO).addText((e=>{s=e,e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.done).onChange((e=>{this.plugin.settings.done=e,this.applySettingsUpdate(!0)}))})),s.setDisabled(!this.plugin.settings.parseTODO),new obsidian.Setting(A).setName(t$d("LINKOPACITY_NAME")).setDesc(fragWithHTML(t$d("LINKOPACITY_DESC"))).addSlider((e=>e.setLimits(0,1,.05).setValue(this.plugin.settings.linkOpacity).onChange((async e=>{o.innerText=` ${e.toString()}`,this.plugin.settings.linkOpacity=e,this.applySettingsUpdate(!0)})))).settingEl.createDiv("",(e=>{o=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.linkOpacity.toString()}`})),new obsidian.Setting(A).setName(t$d("HOVERPREVIEW_NAME")).setDesc(fragWithHTML(t$d("HOVERPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.hoverPreviewWithoutCTRL).onChange((async e=>{this.plugin.settings.hoverPreviewWithoutCTRL=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("LINK_CTRL_CLICK_NAME")).setDesc(fragWithHTML(t$d("LINK_CTRL_CLICK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.allowCtrlClick).onChange((async e=>{this.plugin.settings.allowCtrlClick=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("TRANSCLUSION_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_WRAP_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.forceWrap).onChange((async e=>{this.plugin.settings.forceWrap=e,this.applySettingsUpdate(!0)})))).descEl.innerHTML=`<code>![[doc#^ref]]{number}</code> ${t$d("TRANSCLUSION_WRAP_DESC")}`,new obsidian.Setting(A).setName(t$d("PAGE_TRANSCLUSION_CHARCOUNT_NAME")).setDesc(fragWithHTML(t$d("PAGE_TRANSCLUSION_CHARCOUNT_DESC"))).addText((e=>e.setPlaceholder("Enter a number").setValue(this.plugin.settings.pageTransclusionCharLimit.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.pageTransclusionCharLimit=10,void this.applySettingsUpdate(!0);this.plugin.settings.pageTransclusionCharLimit=t,e.setValue(this.plugin.settings.pageTransclusionCharLimit.toString()),this.applySettingsUpdate(!0)}})))),new obsidian.Setting(A).setName(t$d("TRANSCLUSION_DEFAULT_WRAP_NAME")).setDesc(fragWithHTML(t$d("TRANSCLUSION_DEFAULT_WRAP_DESC"))).addText((e=>e.setPlaceholder("Enter a number").setValue(this.plugin.settings.wordWrappingDefault.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.wordWrappingDefault.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.wordWrappingDefault=0,void this.applySettingsUpdate(!0);this.plugin.settings.wordWrappingDefault=t,e.setValue(this.plugin.settings.wordWrappingDefault.toString()),this.applySettingsUpdate(!0)}})))),new obsidian.Setting(A).setName(t$d("QUOTE_TRANSCLUSION_REMOVE_NAME")).setDesc(fragWithHTML(t$d("QUOTE_TRANSCLUSION_REMOVE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.removeTransclusionQuoteSigns).onChange((e=>{this.plugin.settings.removeTransclusionQuoteSigns=e,this.requestEmbedUpdate=!0,this.applySettingsUpdate(!0)})))),new obsidian.Setting(A).setName(t$d("GET_URL_TITLE_NAME")).setDesc(fragWithHTML(t$d("GET_URL_TITLE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.iframelyAllowed).onChange((async e=>{this.plugin.settings.iframelyAllowed=e,this.applySettingsUpdate()})))),this.containerEl.createEl("h1",{text:t$d("MD_HEAD")}),this.containerEl.createEl("p",{text:t$d("MD_HEAD_DESC")}),new obsidian.Setting(A).setName(t$d("MD_TRANSCLUDE_WIDTH_NAME")).setDesc(fragWithHTML(t$d("MD_TRANSCLUDE_WIDTH_DESC"))).addText((e=>e.setPlaceholder("Enter a number e.g. 500").setValue(this.plugin.settings.mdSVGwidth.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.mdSVGwidth.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.mdSVGwidth=500,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGwidth=t,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGwidth.toString()),this.applySettingsUpdate(!0)}})))),new obsidian.Setting(A).setName(t$d("MD_TRANSCLUDE_HEIGHT_NAME")).setDesc(fragWithHTML(t$d("MD_TRANSCLUDE_HEIGHT_DESC"))).addText((e=>e.setPlaceholder("Enter a number e.g. 800").setValue(this.plugin.settings.mdSVGmaxHeight.toString()).onChange((async A=>{const t=parseInt(A);if(isNaN(t)&&""!==A)e.setValue(this.plugin.settings.mdSVGmaxHeight.toString());else{if(this.requestEmbedUpdate=!0,""===A)return this.plugin.settings.mdSVGmaxHeight=800,void this.applySettingsUpdate(!0);this.plugin.settings.mdSVGmaxHeight=t,this.requestReloadDrawings=!0,e.setValue(this.plugin.settings.mdSVGmaxHeight.toString()),this.applySettingsUpdate(!0)}})))),new obsidian.Setting(A).setName(t$d("MD_DEFAULT_FONT_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),e.addOption("Cascadia","Cascadia"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2"].contains(e.extension))).forEach((A=>{e.addOption(A.path,A.name)})),e.setValue(this.plugin.settings.mdFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFont=e,this.applySettingsUpdate(!0)}))})),new obsidian.Setting(A).setName(t$d("MD_DEFAULT_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdFontColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdFontColor=e,this.applySettingsUpdate(!0)})))),new obsidian.Setting(A).setName(t$d("MD_DEFAULT_BORDER_COLOR_NAME")).setDesc(fragWithHTML(t$d("MD_DEFAULT_BORDER_COLOR_DESC"))).addText((e=>e.setPlaceholder("CSS Color-name|RGB-HEX").setValue(this.plugin.settings.mdBorderColor).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdBorderColor=e,this.applySettingsUpdate(!0)})))),new obsidian.Setting(A).setName(t$d("MD_CSS_NAME")).setDesc(fragWithHTML(t$d("MD_CSS_DESC"))).addText((e=>e.setPlaceholder("filename of css file in vault").setValue(this.plugin.settings.mdCSS).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.mdCSS=e,this.applySettingsUpdate(!0)})))),this.containerEl.createEl("h1",{text:t$d("EMBED_HEAD")}),new obsidian.Setting(A).setName(t$d("EMBED_PREVIEW_SVG_NAME")).setDesc(fragWithHTML(t$d("EMBED_PREVIEW_SVG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displaySVGInPreview).onChange((async e=>{this.plugin.settings.displaySVGInPreview=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("EMBED_REUSE_EXPORTED_IMAGE_NAME")).setDesc(fragWithHTML(t$d("EMBED_REUSE_EXPORTED_IMAGE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.displayExportedImageIfAvailable).onChange((async e=>{this.plugin.settings.displayExportedImageIfAvailable=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("PREVIEW_MATCH_OBSIDIAN_NAME")).setDesc(fragWithHTML(t$d("PREVIEW_MATCH_OBSIDIAN_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.previewMatchObsidianTheme).onChange((async e=>{this.plugin.settings.previewMatchObsidianTheme=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("EMBED_WIDTH_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIDTH_DESC"))).addText((e=>e.setPlaceholder("400").setValue(this.plugin.settings.width).onChange((async e=>{this.plugin.settings.width=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian.Setting(A).setName(t$d("EMBED_TYPE_NAME")).setDesc(fragWithHTML(t$d("EMBED_TYPE_DESC"))).addDropdown((async e=>{l=e,l.addOption("excalidraw","excalidraw"),this.plugin.settings.autoexportPNG?l.addOption("PNG","PNG"):"PNG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),this.plugin.settings.autoexportSVG?l.addOption("SVG","SVG"):"SVG"===this.plugin.settings.embedType&&(this.plugin.settings.embedType="excalidraw",this.applySettingsUpdate()),l.setValue(this.plugin.settings.embedType).onChange((async e=>{this.plugin.settings.embedType=e,this.applySettingsUpdate()}))})),new obsidian.Setting(A).setName(t$d("EMBED_WIKILINK_NAME")).setDesc(fragWithHTML(t$d("EMBED_WIKILINK_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.embedWikiLink).onChange((async e=>{this.plugin.settings.embedWikiLink=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("EXPORT_PNG_SCALE_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PNG_SCALE_DESC"))).addSlider((e=>e.setLimits(1,5,.5).setValue(this.plugin.settings.pngExportScale).onChange((async e=>{c.innerText=` ${e.toString()}`,this.plugin.settings.pngExportScale=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{c=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.pngExportScale.toString()}`})),new obsidian.Setting(A).setName(t$d("EXPORT_BACKGROUND_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BACKGROUND_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithBackground).onChange((async e=>{this.plugin.settings.exportWithBackground=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),new obsidian.Setting(A).setName(t$d("EXPORT_PADDING_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PADDING_DESC"))).addSlider((e=>e.setLimits(0,50,5).setValue(this.plugin.settings.exportPaddingSVG).onChange((async e=>{d.innerText=` ${e.toString()}`,this.plugin.settings.exportPaddingSVG=e,this.applySettingsUpdate()})))).settingEl.createDiv("",(e=>{d=e,e.style.minWidth="2.3em",e.style.textAlign="right",e.innerText=` ${this.plugin.settings.exportPaddingSVG.toString()}`})),new obsidian.Setting(A).setName(t$d("EXPORT_THEME_NAME")).setDesc(fragWithHTML(t$d("EXPORT_THEME_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.exportWithTheme).onChange((async e=>{this.plugin.settings.exportWithTheme=e,this.applySettingsUpdate(),this.requestEmbedUpdate=!0})))),this.containerEl.createEl("h1",{text:t$d("EXPORT_HEAD")}),new obsidian.Setting(A).setName(t$d("EXPORT_SYNC_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SYNC_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.keepInSync).onChange((async e=>{this.plugin.settings.keepInSync=e,this.applySettingsUpdate()}))));const h=e=>{let A=0;for(A=0;A<l.selectEl.options.length;A++)l.selectEl.item(A).label===e&&l.selectEl.item(A).remove()};new obsidian.Setting(A).setName(t$d("EXPORT_SVG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_SVG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportSVG).onChange((async e=>{e?l.addOption("SVG","SVG"):("SVG"===this.plugin.settings.embedType&&(l.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),h("SVG")),this.plugin.settings.autoexportSVG=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("EXPORT_PNG_NAME")).setDesc(fragWithHTML(t$d("EXPORT_PNG_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportPNG).onChange((async e=>{e?l.addOption("PNG","PNG"):("PNG"===this.plugin.settings.embedType&&(l.setValue("excalidraw"),this.plugin.settings.embedType="excalidraw"),h("PNG")),this.plugin.settings.autoexportPNG=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("EXPORT_BOTH_DARK_AND_LIGHT_NAME")).setDesc(fragWithHTML(t$d("EXPORT_BOTH_DARK_AND_LIGHT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoExportLightAndDark).onChange((async e=>{this.plugin.settings.autoExportLightAndDark=e,this.applySettingsUpdate()})))),this.containerEl.createEl("h1",{text:t$d("COMPATIBILITY_HEAD")}),new obsidian.Setting(A).setName(t$d("COMPATIBILITY_MODE_NAME")).setDesc(fragWithHTML(t$d("COMPATIBILITY_MODE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.compatibilityMode).onChange((async e=>{this.plugin.settings.compatibilityMode=e,i.innerHTML=n(),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("EXPORT_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("EXPORT_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.autoexportExcalidraw).onChange((async e=>{this.plugin.settings.autoexportExcalidraw=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("SYNC_EXCALIDRAW_NAME")).setDesc(fragWithHTML(t$d("SYNC_EXCALIDRAW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.syncExcalidraw).onChange((async e=>{this.plugin.settings.syncExcalidraw=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("MATHJAX_NAME")).setDesc(t$d("MATHJAX_DESC")).addDropdown((e=>{e.addOption("https://cdn.jsdelivr.net/npm/mathjax@3.2.1/es5/tex-svg.js","jsdelivr").addOption("https://unpkg.com/mathjax@3.2.1/es5/tex-svg.js","unpkg").addOption("https://cdnjs.cloudflare.com/ajax/libs/mathjax/3.2.1/es5/tex-svg-full.min.js","cdnjs").setValue(this.plugin.settings.mathjaxSourceURL).onChange((e=>{this.plugin.settings.mathjaxSourceURL=e,this.reloadMathJax=!0,this.applySettingsUpdate()}))})),this.containerEl.createEl("h1",{text:t$d("EXPERIMENTAL_HEAD")}),this.containerEl.createEl("p",{text:t$d("EXPERIMENTAL_DESC")}),new obsidian.Setting(A).setName(t$d("FIELD_SUGGESTER_NAME")).setDesc(fragWithHTML(t$d("FIELD_SUGGESTER_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.fieldSuggester).onChange((async e=>{this.plugin.settings.fieldSuggester=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILETYPE_NAME")).setDesc(fragWithHTML(t$d("FILETYPE_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalFileType).onChange((async e=>{this.plugin.settings.experimentalFileType=e,this.plugin.experimentalFileTypeDisplayToggle(e),this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FILETAG_NAME")).setDesc(fragWithHTML(t$d("FILETAG_DESC"))).addText((e=>e.setPlaceholder(t$d("INSERT_EMOJI")).setValue(this.plugin.settings.experimentalFileTag).onChange((async e=>{this.plugin.settings.experimentalFileTag=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("LIVEPREVIEW_NAME")).setDesc(fragWithHTML(t$d("LIVEPREVIEW_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalLivePreview).onChange((async e=>{this.plugin.settings.experimentalLivePreview=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("ENABLE_FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("ENABLE_FOURTH_FONT_DESC"))).addToggle((e=>e.setValue(this.plugin.settings.experimentalEnableFourthFont).onChange((async e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimentalEnableFourthFont=e,this.applySettingsUpdate()})))),new obsidian.Setting(A).setName(t$d("FOURTH_FONT_NAME")).setDesc(fragWithHTML(t$d("FOURTH_FONT_DESC"))).addDropdown((async e=>{e.addOption("Virgil","Virgil"),this.app.vault.getFiles().filter((e=>["ttf","woff","woff2"].contains(e.extension))).forEach((A=>{e.addOption(A.path,A.name)})),e.setValue(this.plugin.settings.experimantalFourthFont).onChange((e=>{this.requestReloadDrawings=!0,this.plugin.settings.experimantalFourthFont=e,this.applySettingsUpdate(!0),this.plugin.initializeFourthFont()}))}));const u=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&&u){const e=(e,A)=>{const t=this.plugin.settings.scriptEngineSettings[e][A];return"object"==typeof t?t.height:null},t=(e,A)=>{const t=this.plugin.settings.scriptEngineSettings[e][A];return"object"==typeof t?t.value:t},n=(e,A,t)=>{"object"==typeof this.plugin.settings.scriptEngineSettings[e][A]?this.plugin.settings.scriptEngineSettings[e][A].value=t:this.plugin.settings.scriptEngineSettings[e][A]=t},i=(e,i,a)=>{new obsidian.Setting(A).setName(i).setDesc(fragWithHTML(null!=a?a:"")).addToggle((A=>A.setValue(t(e,i)).onChange((async A=>{n(e,i,A),this.applySettingsUpdate()}))))},a=(i,a,r,s)=>{s&&"[object Array]"===Object.prototype.toString.call(s)&&s.length>0?new obsidian.Setting(A).setName(a).setDesc(fragWithHTML(null!=r?r:"")).addDropdown((e=>{s.forEach((A=>e.addOption(A.toString(),A.toString()))),e.setValue(t(i,a)).onChange((async e=>{n(i,a,e),this.applySettingsUpdate()}))})):e(i,a)?new obsidian.Setting(A).setName(a).setDesc(fragWithHTML(null!=r?r:"")).addTextArea((A=>{A.inputEl.style.minHeight=e(i,a),A.inputEl.style.minWidth="400px",A.setValue(t(i,a)).onChange((async e=>{n(i,a,e),this.applySettingsUpdate()}))})):new obsidian.Setting(A).setName(a).setDesc(fragWithHTML(null!=r?r:"")).addText((e=>e.setValue(t(i,a)).onChange((async e=>{n(i,a,e),this.applySettingsUpdate()}))))},r=(e,i,a)=>{new obsidian.Setting(A).setName(i).setDesc(fragWithHTML(null!=a?a:"")).addText((A=>A.setPlaceholder("Enter a number").setValue(t(e,i).toString()).onChange((async a=>{const r=parseFloat(a);isNaN(r)&&""!==a?A.setValue(t(e,i).toString()):(n(e,i,isNaN(r)?0:r),this.applySettingsUpdate())}))))};this.containerEl.createEl("h1",{text:t$d("SCRIPT_SETTINGS_HEAD")}),Object.keys(this.plugin.settings.scriptEngineSettings).filter((e=>u.contains(e))).forEach((e=>{const A=this.plugin.settings.scriptEngineSettings[e],t=Object.values(A);0===t.length||t.length>0&&0===t.map((e=>e.hidden?0:1)).reduce(((e,A)=>e+A))||(this.containerEl.createEl("h3",{text:e}),Object.keys(A).forEach((t=>{var n;const s=A[t];switch(typeof(null!==(n=s.value)&&void 0!==n?n:s)){case"boolean":s.hidden||i(e,t,s.description);break;case"string":s.hidden||a(e,t,s.description,s.valueset);break;case"number":s.hidden||r(e,t,s.description)}})))}))}}}var openDialogAction;!function(e){e[e.openFile=0]="openFile",e[e.insertLinkToDrawing=1]="insertLinkToDrawing"}(openDialogAction||(openDialogAction={}));class OpenFileDialog extends obsidian.FuzzySuggestModal{constructor(e,A){super(e),this.app=e,this.action=openDialogAction.openFile,this.plugin=A,this.onNewPane=!1,this.limit=20,this.setInstructions([{command:t$d("TYPE_FILENAME"),purpose:""}]),this.inputEl.onkeyup=e=>{"Enter"==e.key&&this.action==openDialogAction.openFile&&this.containerEl.innerText.includes(EMPTY_MESSAGE)&&(this.plugin.createAndOpenDrawing(`${this.plugin.settings.folder}/${this.inputEl.value}.excalidraw.md`,this.onNewPane?"new-pane":"active-pane"),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>this.plugin.isExcalidrawFile(e)))}getItemText(e){return e.path}onChooseItem(e){switch(this.action){case openDialogAction.openFile:this.plugin.openDrawing(e,this.onNewPane?"new-pane":"active-pane",!0);break;case openDialogAction.insertLinkToDrawing:this.plugin.embedDrawing(e)}}start(e,A){switch(this.action=e,this.onNewPane=A,e){case openDialogAction.openFile:this.emptyStateText=EMPTY_MESSAGE,this.setPlaceholder(t$d("SELECT_FILE_OR_TYPE_NEW"));break;case openDialogAction.insertLinkToDrawing:this.emptyStateText=t$d("NO_MATCH"),this.setPlaceholder(t$d("SELECT_TO_EMBED"))}this.open()}}class InsertLinkDialog extends obsidian.FuzzySuggestModal{constructor(e){super(e),this.app=e,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_FILE_TO_LINK")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return this.app.metadataCache.getLinkSuggestions().filter((e=>!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path+(e.alias?`|${e.alias}`:"")}onChooseItem(e){let A=e.path;e.file&&(A=this.app.metadataCache.fileToLinktext(e.file,this.drawingPath,!0)),this.addText(`[[${A+(e.alias?`|${e.alias}`:"")}]]`)}start(e,A){this.addText=A,this.drawingPath=e,this.open()}}class InsertImageDialog extends obsidian.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE_WITH_OPTION_TO_SCALE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH"),this.inputEl.onkeyup=e=>{"Enter"===e.key&&e.altKey&&this.chooser.values&&(this.onChooseItem(this.chooser.values[this.chooser.selectedItem].item,new KeyboardEvent("keypress",{altKey:!0})),this.close())}}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>(IMAGE_TYPES.contains(e.extension)||this.plugin.isExcalidrawFile(e))&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}onChooseItem(e,A){const t=this.plugin.ea;t.reset(),t.setView(this.view),t.canvas.theme=this.view.excalidrawAPI.getAppState().theme,(async()=>{await t.addImage(0,0,e,!A.altKey),t.addElementsToView(!0,!1,!0)})()}start(e){this.view=e,this.open()}}class ImportSVGDialog extends obsidian.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_DRAWING")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"svg"===e.extension&&!e.path.match(REG_LINKINDEX_INVALIDCHARS)))}getItemText(e){return e.path}async onChooseItem(e,A){if(!e)return;const t=this.plugin.ea;t.reset(),t.setView(this.view);const n=await app.vault.read(e);n&&""!==n&&(t.importSVG(n),t.addElementsToView(!0,!0,!0))}start(e){this.view=e,this.open()}}class InsertMDDialog extends obsidian.FuzzySuggestModal{constructor(e){super(e.app),this.plugin=e,this.app=e.app,this.limit=20,this.setInstructions([{command:t$d("SELECT_FILE"),purpose:""}]),this.setPlaceholder(t$d("SELECT_MD")),this.emptyStateText=t$d("NO_MATCH")}getItems(){return(this.app.vault.getFiles()||[]).filter((e=>"md"===e.extension&&!this.plugin.isExcalidrawFile(e)))}getItemText(e){return e.path}onChooseItem(e){const A=this.plugin.ea;A.reset(),A.setView(this.view),(async()=>{await A.addImage(0,0,e),A.addElementsToView(!0,!1,!0)})()}start(e){this.view=e,this.open()}}function around(e,A){const t=Object.keys(A).map((t=>around1(e,t,A[t])));return 1===t.length?t[0]:function(){t.forEach((e=>e()))}}function around1(e,A,t){const n=e[A],i=e.hasOwnProperty(A);let a=t(n);return n&&Object.setPrototypeOf(a,n),Object.setPrototypeOf(r,a),e[A]=r,s;function r(...t){return a===n&&e[A]===r&&s(),a.apply(this,t)}function s(){e[A]===r&&(i?e[A]=n:delete e[A]),a!==n&&(a=n,Object.setPrototypeOf(r,n||Function))}}let plugin,vault,metadataCache;const getDefaultWidth=e=>{const A=parseInt(e.settings.width);return isNaN(A)||0===A||null===A?"400":e.settings.width},initializeMarkdownPostProcessor=e=>{plugin=e,vault=e.app.vault,metadataCache=e.app.metadataCache},getIMG=async e=>{var A;let t=e.file;if(!e.file){const n=vault.getAbstractFileByPath(null===(A=e.fname)||void 0===A?void 0:A.split("#")[0]);if(!(n&&n instanceof obsidian.TFile))return null;t=n}const n=getEmbeddedFilenameParts(e.fname);e.style=e.style.replaceAll(" ","-");const i=hasExportTheme(plugin,t)?getExportTheme(plugin,t,"light"):void 0,a={withBackground:getWithBackground(plugin,t),withTheme:!!i||plugin.settings.exportWithTheme},r=createEl("img");let s=`max-width:${e.fwidth}px; width:100%;`;e.fheight&&(s+=`height:${e.fheight}px;`),r.setAttribute("style",s),r.addClass(e.style);const o=null!=i?i:plugin.settings.previewMatchObsidianTheme?isObsidianThemeDark()?"dark":"light":plugin.settings.exportWithTheme?void 0:"light";o&&(a.withTheme=!0);const l=new EmbeddedFilesLoader(plugin,o?"dark"===o:void 0);if(!plugin.settings.displaySVGInPreview){const A=parseInt(e.fwidth),i=A>=2400?5:A>=1800?4:A>=1200?3:A>=600?2:1,s=n.hasGroupref?void 0:await getQuickImagePreview(plugin,t.path,"png"),c=null!=s?s:await createPNG(n.hasGroupref?n.filepath+n.linkpartReference:t.path,i,a,l,o,null,null,[],plugin,0);return c?(r.src=URL.createObjectURL(c),r):null}if(!n.hasBlockref&&!n.hasSectionref){const e=await getQuickImagePreview(plugin,t.path,"svg");if(e)return r.setAttribute("src",svgToBase64(e)),r}const c=(await createSVG(n.hasGroupref||n.hasBlockref||n.hasSectionref?n.filepath+n.linkpartReference:t.path,!0,a,l,o,null,null,[],plugin,0,getExportPadding(plugin,t))).outerHTML;let d=null;const h=document.createElement("div");h.innerHTML=c;const u=h.firstChild;return u instanceof SVGSVGElement&&(d=u),d?(d=embedFontsInSVG(d,plugin),d.removeAttribute("width"),d.removeAttribute("height"),r.setAttribute("src",svgToBase64(d.outerHTML)),r):null},createImageDiv=async e=>{const A=await getIMG(e);return createDiv(e.style,(t=>{t.append(A),t.setAttribute("src",e.fname),e.fwidth&&t.setAttribute("w",e.fwidth),e.fheight&&t.setAttribute("h",e.fheight),t.onClickEvent((e=>{if(e.target instanceof Element&&"img"!=e.target.tagName.toLowerCase())return;const A=t.getAttribute("src");if(A){const t=A.match(/([^#]*)(.*)/);if(!t)return;plugin.openDrawing(vault.getAbstractFileByPath(t[1]),e[CTRL_OR_CMD]?"new-pane":e.metaKey&&!app.isMobile?"popout-window":"active-pane",!0,t[2])}})),t.addEventListener(RERENDER_EVENT,(async e=>{e.stopPropagation(),t.empty();const A=await getIMG({fname:t.getAttribute("src"),fwidth:t.getAttribute("w"),fheight:t.getAttribute("h"),style:t.getAttribute("class")});t.append(A)}))}))},processReadingMode=async(e,A)=>{var t;for(const n of e){const e=null===(t=n.getAttribute("src"))||void 0===t?void 0:t.split("#")[0];if(!e)continue;const i=metadataCache.getFirstLinkpathDest(e,A.sourcePath);if(i&&i instanceof obsidian.TFile&&plugin.isExcalidrawFile(i)){if(isTextOnlyEmbed(n))continue;n.parentElement.replaceChild(await processInternalEmbed(n,i),n)}}},processInternalEmbed=async(e,A)=>{const t={fname:"",fheight:"",fwidth:"",style:""},n=e.getAttribute("src");if(!n)return;t.fwidth=e.getAttribute("width")?e.getAttribute("width"):getDefaultWidth(plugin),t.fheight=e.getAttribute("height");let i=e.getAttribute("alt");t.style="excalidraw-svg",processAltText(n.split("#")[0],i,t);const a=getEmbeddedFilenameParts(n);return t.fname=(null==A?void 0:A.path)+(a.hasBlockref||a.hasSectionref?a.linkpartReference:""),t.file=A,await createImageDiv(t)},processAltText=(e,A,t)=>{var n,i;if(A&&!A.startsWith(e)){const a=A.match(/[^\|\d]*\|?((\d*%?)x?(\d*%?))?\|?(.*)/);t.fwidth=null!==(n=a[2])&&void 0!==n?n:t.fwidth,t.fheight=null!==(i=a[3])&&void 0!==i?i:t.fheight,a[4]&&!a[4].startsWith(e)&&(t.style=`excalidraw-svg-${a[4]}`),a[4]&&""!==a[4]||a[2]&&""!==a[2]||!a[0]||""===a[0]||(t.style=`excalidraw-svg-${a[0]}`)}},isTextOnlyEmbed=e=>{const A=e.getAttribute("src");if(!A)return!0;const t=getEmbeddedFilenameParts(A);return!(t.hasArearef||t.hasGroupref)&&(t.hasBlockref||t.hasSectionref)},tmpObsidianWYSIWYG=async(e,A)=>{const t=app.vault.getAbstractFileByPath(A.sourcePath);t instanceof obsidian.TFile&&plugin.isExcalidrawFile(t)&&(A.remainingNestLevel<4||setTimeout((async()=>{let n=0;for(;!e.parentElement&&n++<=50;)await sleep(50);if(!e.parentElement)return;let i=e;for(;!i.hasClass("dataview")&&!i.hasClass("cm-preview-code-block")&&!i.hasClass("cm-embed-block")&&!i.hasClass("internal-embed")&&i.parentElement;)i=i.parentElement;if(i.hasClass("dataview")||i.hasClass("cm-preview-code-block")||i.hasClass("cm-embed-block"))return;const a={fname:A.sourcePath,fheight:"",fwidth:getDefaultWidth(plugin),style:"excalidraw-svg"};if(a.file=t,!i.hasClass("internal-embed")){e.empty();const A=e.parentElement;if(!A.hasClass("markdown-preview-section"))return;if(A.hasAttribute("ready"))return void A.removeChild(e);A.setAttribute("ready","");const t=await createImageDiv(a);return void e.appendChild(t)}if(isTextOnlyEmbed(i))return;if(e.empty(),i.hasAttribute("ready"))return;i.setAttribute("ready",""),i.empty();const r=await processInternalEmbed(i,t);i.appendChild(r);let s=null;const o=new MutationObserver((e=>{var A;["alt","width","height"].contains(null===(A=e[0])||void 0===A?void 0:A.attributeName)&&(s&&clearTimeout(s),s=setTimeout((async()=>{s=null,i.empty();const e=await processInternalEmbed(i,t);i.appendChild(e)}),500))}));o.observe(i,{attributes:!0})})))},markdownPostProcessor=async(e,A)=>{var t;const n=e.querySelectorAll(".internal-embed");0!==n.length?Boolean(null===(t=A.frontmatter)||void 0===t?void 0:t.hasOwnProperty("excalidraw-plugin"))?e.style.display="none":await processReadingMode(n,A):tmpObsidianWYSIWYG(e,A)},hoverEvent=e=>{e.linktext?(plugin.hover.linkText=e.linktext,plugin.hover.sourcePath=e.sourcePath):plugin.hover.linkText=null},observer=new MutationObserver((async e=>{if(0==e.length)return;if(!plugin.hover.linkText)return;const A=metadataCache.getFirstLinkpathDest(plugin.hover.linkText,plugin.hover.sourcePath?plugin.hover.sourcePath:"");if(!A)return;if(!(A instanceof obsidian.TFile))return;if("excalidraw"!==A.extension)return;const t=getIMGFilename(A.path,"svg"),n=vault.getAbstractFileByPath(t);if(n&&n instanceof obsidian.TFile)return;const i=getIMGFilename(A.path,"png"),a=vault.getAbstractFileByPath(i);if(a&&a instanceof obsidian.TFile)return;if(!plugin.hover.linkText)return;if(1!=e.length)return;if(1!=e[0].addedNodes.length)return;if("popover hover-popover file-embed is-loaded"!=!e[0].addedNodes[0].classNames)return;const r=e[0].addedNodes[0];r.empty();const s=await getIMG({file:A,fname:A.path,fwidth:"300",fheight:null,style:"excalidraw-svg"}),o=createDiv("",(async e=>{e.appendChild(s),e.setAttribute("src",A.path),e.onClickEvent((A=>{A.stopImmediatePropagation();const t=e.getAttribute("src");t&&plugin.openDrawing(vault.getAbstractFileByPath(t),A[CTRL_OR_CMD]?"new-pane":A.metaKey&&!app.isMobile?"popout-window":"active-pane")}))}));r.appendChild(o)})),EXCALIDRAW_AUTOMATE_INFO=[{field:"plugin",code:null,desc:"The ExcalidrawPlugin object",after:""},{field:"elementsDict",code:null,desc:"The {} dictionary object, contains the ExcalidrawElements currently edited in Automate indexed by el.id",after:'[""]'},{field:"imagesDict",code:null,desc:"the images files including DataURL, indexed by fileId",after:'[""]'},{field:"style.strokeColor",code:"[string]",desc:"A valid css color. See <a onclick='window.open(\"https://www.w3schools.com/colors/default.asp\")'>W3 School Colors</a> for more.",after:""},{field:"style.backgroundColor",code:"[string]",desc:"A valid css color. See <a onclick='window.open(\"https://www.w3schools.com/colors/default.asp\")'>W3 School Colors</a> for more.",after:""},{field:"style.angle",code:"[number]",desc:"Rotation of the object in radian",after:""},{field:"style.fillStyle",code:"[string]",desc:"'hachure' | 'cross-hatch' | 'solid'",after:""},{field:"style.strokeWidth",code:"[number]",desc:null,after:""},{field:"style.strokeStyle",code:"[string]",desc:"'solid' | 'dashed' | 'dotted'",after:""},{field:"style.roughness",code:"[number]",desc:"0:Architect\n1:Artist\n2:Cartoonist",after:""},{field:"style.opacity",code:"[number]",desc:"100: Fully opaque\n0: Fully transparent",after:""},{field:"style.strokeSharpness",code:"[string]",desc:"'round' | 'sharp'",after:""},{field:"style.fontFamily",code:"[number]",desc:"1: Virgil, 2:Helvetica, 3:Cascadia, 4:LocalFont",after:""},{field:"style.fontSize",code:"[number]",desc:null,after:""},{field:"style.textAlign",code:"[string]",desc:"'left' | 'right' | 'center'",after:""},{field:"style.verticalAlign",code:"[string]",desc:"For future use, has no effect currently; 'top' | 'bottom' | 'middle'",after:""},{field:"style.startArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"style.endArrowHead",code:"[string]",desc:"'triangle' | 'dot' | 'arrow' | 'bar' | null",after:""},{field:"canvas.theme",code:"[string]",desc:"'dark' | 'light'",after:""},{field:"canvas.viewBackgroundColor",code:"[string]",desc:"A valid css color.\nSee <a onclick='window.open(\"https://www.w3schools.com/colors/default.asp\")'>W3 School Colors</a> for more.",after:""},{field:"canvas.gridSize",code:"[number]",desc:null,after:""},{field:"addToGroup",code:"addToGroup(objectIds: []): string;",desc:null,after:""},{field:"toCliboard",code:"toClipboard(templatePath?: string): void;",desc:"Copies current elements using template to clipboard, ready to be pasted into an excalidraw canvas",after:""},{field:"getElements",code:"getElements(): ExcalidrawElement[];",desc:"Get all elements from ExcalidrawAutomate elementsDict",after:""},{field:"getElement",code:"getElement(id: string): ExcalidrawElement;",desc:"Get single element from ExcalidrawAutomate elementsDict",after:""},{field:"create",code:'create(params?: {filename?: string, foldername?: string, templatePath?: string, onNewPane?: boolean, frontmatterKeys?: { "excalidraw-plugin"?: "raw" | "parsed", "excalidraw-link-prefix"?: string, "excalidraw-link-brackets"?: boolean, "excalidraw-url-prefix"?: string,},}): Promise<string>;',desc:"Create a drawing and save it to filename.\nIf filename is null: default filename as defined in Excalidraw settings.\nIf folder is null: default folder as defined in Excalidraw settings\n",after:""},{field:"createSVG",code:"createSVG(templatePath?: string, embedFont?: boolean, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,): Promise<SVGSVGElement>;",desc:"Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"createPNG",code:"createPNG(templatePath?: string, scale?: number, exportSettings?: ExportSettings, loader?: EmbeddedFilesLoader, theme?: string,): Promise<any>;",desc:"Use ExcalidrawAutomate.getExportSettings(boolean,boolean) to create an ExportSettings object.\nUse ExcalidrawAutomate.getEmbeddedFilesLoader(boolean?) to create an EmbeddedFilesLoader object.",after:""},{field:"wrapText",code:"wrapText(text: string, lineLen: number): string;",desc:null,after:""},{field:"addRect",code:"addRect(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addDiamond",code:"addDiamond(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addEllipse",code:"addEllipse(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addBlob",code:"addBlob(topX: number, topY: number, width: number, height: number): string;",desc:null,after:""},{field:"addText",code:'addText(topX: number, topY: number, text: string, formatting?: {wrapAt?: number; width?: number; height?: number; textAlign?: string; box?: boolean | "box" | "blob" | "ellipse" | "diamond"; boxPadding?: number;}, id?: string,): string;',desc:"If box is !null, then text will be boxed\nThe function returns the id of the TextElement. If the text element is boxed i.e. it is a sticky note, then the id of the container object",after:""},{field:"addLine",code:"addLine(points: [[x: number, y: number]]): string;",desc:null,after:""},{field:"addArrow",code:"addArrow(points: [[x: number, y: number]], formatting?: { startArrowHead?: string; endArrowHead?: string; startObjectId?: string; endObjectId?: string;},): string;",desc:null,after:""},{field:"addImage",code:"addImage(topX: number, topY: number, imageFile: TFile, scale: boolean): Promise<string>;",desc:"set scale to false if you want to embed the image at 100% of its original size. Default is true which will insert a scaled image",after:""},{field:"addLaTex",code:"addLaTex(topX: number, topY: number, tex: string): Promise<string>;",desc:null,after:""},{field:"connectObjects",code:"connectObjects(objectA: string, connectionA: ConnectionPoint, objectB: string, connectionB: ConnectionPoint, formatting?: {numberOfPoints?: number; startArrowHead?: string; endArrowHead?: string; padding?: number;},): string;",desc:'type ConnectionPoint = "top" | "bottom" | "left" | "right" | null\nWhen null is passed as ConnectionPoint then Excalidraw will automatically decide\nnumberOfPoints is the number of points on the line. Default is 0 i.e. line will only have a start and end point.\nArrowHead: "triangle"|"dot"|"arrow"|"bar"|null',after:""},{field:"addLabelToLine",code:"addLabelToLine(lineId: string, label: string): string;",desc:"Adds a text label to a line or arrow. Currently only works with a simple straight 2-point (start & end) line",after:""},{field:"clear",code:"clear(): void;",desc:"Clears elementsDict and imagesDict only",after:""},{field:"reset",code:"reset(): void;",desc:"clear() + reset all style values to default",after:""},{field:"isExcalidrawFile",code:"isExcalidrawFile(f: TFile): boolean;",desc:"Returns true if MD file is an Excalidraw file",after:""},{field:"targetView",code:"targetView: ExcalidrawView;",desc:"The Obsidian view currently edited",after:""},{field:"setView",code:'setView(view: ExcalidrawView | "first" | "active"): ExcalidrawView;',desc:null,after:""},{field:"getExcalidrawAPI",code:"getExcalidrawAPI(): any;",desc:"<a onclick='window.open(\"https://github.com/excalidraw/excalidraw/tree/master/src/packages/excalidraw#ref\")'>Excalidraw API</a>",after:""},{field:"getViewElements",code:"getViewElements(): ExcalidrawElement[];",desc:"Get elements in View",after:""},{field:"deleteViewElements",code:"deleteViewElements(el: ExcalidrawElement[]): boolean;",desc:null,after:""},{field:"getViewSelectedElement",code:"getViewSelectedElement(): ExcalidrawElement;",desc:"Get the selected element in the view, if more are selected, get the first",after:""},{field:"getViewSelectedElements",code:"getViewSelectedElements(): ExcalidrawElement[];",desc:null,after:""},{field:"getViewFileForImageElement",code:"getViewFileForImageElement(el: ExcalidrawElement): TFile | null;",desc:"Returns the TFile file handle for the image element",after:""},{field:"copyViewElementsToEAforEditing",code:"copyViewElementsToEAforEditing(elements: ExcalidrawElement[]): void;",desc:"Copies elements from view to elementsDict for editing",after:""},{field:"viewToggleFullScreen",code:"viewToggleFullScreen(forceViewMode?: boolean): void;",desc:null,after:""},{field:"connectObjectWithViewSelectedElement",code:"connectObjectWithViewSelectedElement(objectA: string, connectionA: ConnectionPoint, connectionB: ConnectionPoint, formatting?: {numberOfPoints?: number; startArrowHead?: string; endArrowHead?: string; padding?: number;},): boolean;",desc:"Connect an object to the selected element in the view\nSee tooltip for connectObjects for details",after:""},{field:"addElementsToView",code:"addElementsToView(repositionToCursor?: boolean, save?: boolean, newElementsOnTop?: boolean,): Promise<boolean>;",desc:"Adds elements from elementsDict to the current view\nrepositionToCursor: default is false\nsave: default is true\nnewElementsOnTop: default is false, i.e. the new elements get to the bottom of the stack\nnewElementsOnTop controls whether elements created with ExcalidrawAutomate are added at the bottom of the stack or the top of the stack of elements already in the view\nNote that elements copied to the view with copyViewElementsToEAforEditing retain their position in the stack of elements in the view even if modified using EA",after:""},{field:"onDropHook",code:'onDropHook(data: {ea: ExcalidrawAutomate, event: React.DragEvent<HTMLDivElement>, draggable: any, type: "file" | "text" | "unknown", payload: {files: TFile[], text: string,}, excalidrawFile: TFile, view: ExcalidrawView, pointerPosition: { x: number, y: number},}): boolean;',desc:"If set Excalidraw will call this function onDrop events.\nA return of true will stop the default onDrop processing in Excalidraw.\n\ndraggable is the Obsidian draggable object\nfiles is the array of dropped files\nexcalidrawFile is the file receiving the drop event\nview is the excalidraw view receiving the drop.\npointerPosition is the pointer position on canvas at the time of drop.",after:""},{field:"mostRecentMarkdownSVG",code:"mostRecentMarkdownSVG: SVGSVGElement;",desc:"Markdown renderer will drop a copy of the most recent SVG here for debugging purposes",after:""},{field:"getEmbeddedFilesLoader",code:"getEmbeddedFilesLoader(isDark?: boolean): EmbeddedFilesLoader;",desc:"Utility function to generate EmbeddedFilesLoader object",after:""},{field:"getExportSettings",code:"getExportSettings(withBackground: boolean, withTheme: boolean,): ExportSettings;",desc:"Utility function to generate ExportSettings object",after:""},{field:"getBoundingBox",code:"getBoundingBox(elements: ExcalidrawElement[]): {topX: number, topY: number, width: number, height: number,};",desc:"Gets the bounding box of elements. The bounding box is the box encapsulating all of the elements completely.",after:""},{field:"getMaximumGroups",code:"getMaximumGroups(elements: ExcalidrawElement[]): ExcalidrawElement[][];",desc:"Elements grouped by the highest level groups",after:""},{field:"getLargestElement",code:"getLargestElement(elements: ExcalidrawElement[]): ExcalidrawElement;",desc:"Gets the largest element from a group. useful when a text element is grouped with a box, and you want to connect an arrow to the box",after:""},{field:"intersectElementWithLine",code:"intersectElementWithLine(element: ExcalidrawBindableElement, a: readonly [number, number], b: readonly [number, number], gap?: number,): Point[];",desc:"If gap is given, the element is inflated by this value.\nReturns 2 or 0 intersection points between line going through `a` and `b` and the `element`, in ascending order of distance from `a`.",after:""},{field:"getCommonGroupForElements",code:"getCommonGroupForElements(elements: ExcalidrawElement[]): string;",desc:"Gets the groupId for the group that contains all the elements, or null if such a group does not exist",after:""},{field:"getElementsInTheSameGroupWithElement",code:"getElementsInTheSameGroupWithElement(element: ExcalidrawElement, elements: ExcalidrawElement[]): ExcalidrawElement[];",desc:"Gets all the elements from elements[] that share one or more groupIds with element.",after:""},{field:"activeScript",code:"activeScript: string;",desc:"Mandatory to set before calling the get and set ScriptSettings functions. Set automatically by the ScriptEngine\nSee for more details: <a onclick='window.open(\"https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html\")'>Script Engine Help</a>",after:""},{field:"getScriptSettings",code:"getScriptSettings(): {};",desc:"Returns script settings. Saves settings in plugin settings, under the activeScript key. See for more details: <a onclick='window.open(\"https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html\")'>Script Engine Help</a>",after:""},{field:"setScriptSettings",code:"setScriptSettings(settings: any): Promise<void>;",desc:"Sets script settings.\nSee for more details: <a onclick='window.open(\"https://zsviczian.github.io/obsidian-excalidraw-plugin/ExcalidrawScriptsEngine.html\")'>Script Engine Help</a>",after:""},{field:"openFileInNewOrAdjacentLeaf",code:"openFileInNewOrAdjacentLeaf(file: TFile): WorkspaceLeaf;",desc:"Open a file in a new workspaceleaf or reuse an existing adjacent leaf depending on Excalidraw Plugin Settings",after:""},{field:"measureText",code:"measureText(text: string): { width: number; height: number };",desc:"Measures text size based on current style settings",after:""},{field:"verifyMinimumPluginVersion",code:"verifyMinimumPluginVersion(requiredVersion: string): boolean;",desc:'Returns true if plugin version is >= than required\nrecommended use:\n<code>if(!ea.verifyMinimumPluginVersion || !ea.verifyMinimumPluginVersion("1.5.20")) {new Notice("message");return;}<code>',after:""},{field:"selectElementsInView",code:"selectElementsInView(elements: ExcalidrawElement[]):void;",desc:"Elements provided will be set as selected in the targetView.",after:""},{field:"generateElementId",code:"generateElementId(): string;",desc:"Returns an 8 character long random id",after:""},{field:"cloneElement",code:"cloneElement(element: ExcalidrawElement): ExcalidrawElement;",desc:"Returns a clone of the element with a new element id",after:""},{field:"moveViewElementToZIndex",code:"moveViewElementToZIndex(elementId:number, newZIndex:number): void;",desc:"Moves the element to a specific position in the z-index",after:""},{field:"hexStringToRgb",code:"hexStringToRgb(color: string):number[];",desc:"Converts a HEX color to an RGB number array. #FF0000 to [255,0,0]",after:""},{field:"rgbToHexString",code:"rgbToHexString(color: number[]):string;",desc:"Converts an RGB number array to a HEX string. [255,0,0] to #FF0000",after:""},{field:"hslToRgb",code:"hslToRgb(color: number[]):number[];",desc:"Converts an HSL number array to an RGB number array. [0,100,50] to [255,0,0]",after:""},{field:"rgbToHsl",code:"rgbToHsl(color:number[]):number[];",desc:"Converts an RGB number array to an HSL number array. [255,0,0] to [0,100,50]",after:""},{field:"colorNameToHex",code:"colorNameToHex(color:string):string;",desc:"Converts a CSS color name to its HEX color equivalent. 'White' to #FFFFFF",after:""}],EXCALIDRAW_SCRIPTENGINE_INFO=[{field:"inputPrompt",code:"inputPrompt: (header: string, placeholder?: string, value?: string, buttons?: [{caption:string, action:Function}]);",desc:"Opens a prompt that asks for an input.\nReturns a string with the input.\nYou need to await the result of inputPrompt.\nbuttons.action(input: string) => string\nThe button action function will receive the actual input string. If action returns null, input will be unchanged. If action returns a string, input will receive that value when the promise is resolved. example:\n<code>let fileType = '';\nconst filename = await utils.inputPrompt (\n  'Filename',\n  '',\n  '',\n,  [\n    {\n      caption: 'Markdown',\n      action: ()=>{fileType='md';return;}\n    },\n    {\n      caption: 'Excalidraw',\n      action: ()=>{fileType='ex';return;}\n    }\n  ]\n);</code>",after:""},{field:"suggester",code:"suggester: (displayItems: string[], items: any[], hint?: string, instructions?:Instruction[]);",desc:"Opens a suggester. Displays the displayItems and returns the corresponding item from items[]\nYou need to await the result of suggester.\nIf the user cancels (ESC), suggester will return undefined\nHint and instructions are optional\n\n<code>interface Instruction {command: string;purpose: string;}</code>",after:""}],FRONTMATTER_KEYS_INFO=[{field:"plugin",code:null,desc:"Denotes an excalidraw file. If key is not present, the file will not be recognized as an Excalidarw file. Valid values are 'parsed' and 'raw'",after:": parsed"},{field:"link-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid internal link. Set to empty string if you do not want to show a prefix",after:': "📍"'},{field:"url-prefix",code:null,desc:"Set custom prefix to denote text element containing a valid external link. Set to empty string if you do not want to show a prefix",after:': "🌐"'},{field:"link-brackets",code:null,desc:"Set to true, if you want to display [[square brackets]] around the links in Text Elements",after:": true"},{field:"default-mode",code:null,desc:"Specifies how Excalidraw should open by default. Valid values are: view|zen",after:": view"},{field:"linkbutton-opacity",code:null,desc:"The opacity of the blue link button in the top right of the element overriding the respective setting in plugin settings. Valid values are between 0 and 1, where 0 means the button is transparent.",after:": 0.5"},{field:"onload-script",code:null,desc:"The value of this field will be executed as javascript code using the Script Engine environment. Use this to initiate custom actions or logic when loading your drawing.",after:': "new Notice(`Hello World!\\n\\nFile: ${ea.targetView.file.basename}`);"'},{field:"font",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: Virgil|Cascadia|font_file_name.extension",after:": Virgil"},{field:"font-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"border-color",code:null,desc:"This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this frontmatter key to your markdown document. Valid values are: css-color-name|#HEXcolor|any-other-html-standard-format",after:": SteelBlue"},{field:"css",code:null,desc:'This key applies to Markdown Embeds. You can control the appearance of the embedded markdown file on a file by file bases by adding the this front matter keys to your markdown document. Valid values are: "css-filename|css snippet"',after:': ""'},{field:"export-transparent",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Transparent / false == with background",after:": true"},{field:"export-dark",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. true == Dark mode / false == light mode",after:": true"},{field:"export-padding",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects both SVG and PNG export. Specify the export padding for the image.",after:": 5"},{field:"export-pngscale",code:null,desc:"If this key is present it will override the default excalidraw embed and export setting. This only affects export to PNG. Specify the export scale for the image. The typical range is between 0.5 and 5, but you can experiment with other values as well.",after:": 1"},{field:"autoexport",code:null,desc:"Override autoexport settings for this file. Valid values are\nnone\nboth\npng\nsvg",after:": png"}];class FieldSuggester extends obsidian.EditorSuggest{constructor(e){super(e.app),this.getSuggestions=e=>{const A=e.query.toLowerCase();return("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).map((e=>e.field)).filter((e=>e.toLowerCase().includes(A)))},this.plugin=e}onTrigger(e,A,t){var n,i,a,r,s;if(this.plugin.settings.fieldSuggester){const t=A.getLine(e.line).substring(0,e.ch),o=null!==(r=null!==(i=null===(n=t.match(/^excalidraw-(.*)$/))||void 0===n?void 0:n[1])&&void 0!==i?i:null===(a=t.match(/(^ea|\Wea)\.([\w\.]*)$/))||void 0===a?void 0:a[2])&&void 0!==r?r:null===(s=t.match(/(^utils|\Wutils)\.([\w\.]*)$/))||void 0===s?void 0:s[2];if(void 0!==o)return this.suggestType=t.match(/^excalidraw-(.*)$/)?"excalidraw":t.match(/(^ea|\Wea)\.([\w\.]*)$/)?"ea":"utils",this.latestTriggerInfo={end:e,start:{ch:e.ch-o.length,line:e.line},query:o},this.latestTriggerInfo}return null}renderSuggestion(e,A){const t=e.replace("ea"===this.suggestType?"ea.":"utils"===this.suggestType?"utils.":"excalidraw-",""),n=("ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO).find((A=>A.field===e));A.createEl("b",{text:t}),A.createEl("br"),n.code&&A.createEl("code",{text:n.code}),n.desc&&A.createDiv("div",(e=>e.innerHTML=n.desc))}selectSuggestion(e){var A;const{context:t}=this;if(t){const n="ea"===this.suggestType?EXCALIDRAW_AUTOMATE_INFO:"utils"===this.suggestType?EXCALIDRAW_SCRIPTENGINE_INFO:FRONTMATTER_KEYS_INFO,i=`${e}${null===(A=n.find((A=>A.field===e)))||void 0===A?void 0:A.after}`;if(t.editor.replaceRange(i,this.latestTriggerInfo.start,this.latestTriggerInfo.end),this.latestTriggerInfo.start.ch===this.latestTriggerInfo.end.ch){const e=this.latestTriggerInfo.end;e.ch+=i.length,t.editor.setCursor(e)}}}}class ExcalidrawPlugin extends obsidian.Plugin{constructor(e,A){super(e,A),this.excalidrawFiles=new Set,this.excalidrawFileModes={},this._loaded=!1,this.activeExcalidrawView=null,this.lastActiveExcalidrawFilePath=null,this.hover={linkText:null,sourcePath:null},this.opencount=0,this.filesMaster=null,this.equationsMaster=null,this.mathjax=null,this.mathjaxDiv=null,this.mathjaxLoaderFinished=!1,this.fourthFontDef=VIRGIL_FONT,this.packageMap=new WeakMap,this.leafChangeTimeout=null,this.popScope=null,this.filesMaster=new Map,this.equationsMaster=new Map}getPackage(e){if(e===window)return{react:react,reactDOM:reactDOM,excalidrawLib:excalidrawLib};if(this.packageMap.has(e))return this.packageMap.get(e);const{react:A,reactDOM:t,excalidrawLib:n}=e.eval.call(e,`(function() {\n        ${lzString.exports.decompressFromBase64(EXCALIDRAW_PACKAGES)};\n        return {react:React,reactDOM:ReactDOM,excalidrawLib:ExcalidrawLib};\n       })()`);return this.packageMap.set(e,{react:A,reactDOM:t,excalidrawLib:n}),{react:A,reactDOM:t,excalidrawLib:n}}async onload(){if(this.device={isDesktop:!document.body.hasClass("is-tablet")&&!document.body.hasClass("is-mobile"),isPhone:document.body.hasClass("is-phone"),isTablet:document.body.hasClass("is-tablet"),isMobile:document.body.hasClass("is-mobile"),isLinux:document.body.hasClass("mod-linux")&&!document.body.hasClass("is-android"),isMacOS:document.body.hasClass("mod-macos")&&!document.body.hasClass("is-ios"),isWindows:document.body.hasClass("mod-windows"),isIOS:document.body.hasClass("is-ios"),isAndroid:document.body.hasClass("is-android")},obsidian.addIcon(ICON_NAME,EXCALIDRAW_ICON),obsidian.addIcon("ScriptEngine",SCRIPTENGINE_ICON),obsidian.addIcon("disk",DISK_ICON),obsidian.addIcon("save-png",PNG_ICON),obsidian.addIcon("save-svg",SVG_ICON),await this.loadSettings({reEnableAutosave:!0}),this.addSettingTab(new ExcalidrawSettingTab(this.app,this)),this.ea=await initExcalidrawAutomate(this),this.registerView("excalidraw",(e=>new ExcalidrawView(e,this))),this.registerExtensions(["excalidraw"],"excalidraw"),this.addMarkdownPostProcessor(),this.registerInstallCodeblockProcessor(),this.addThemeObserver(),this.experimentalFileTypeDisplayToggle(this.settings.experimentalFileType),this.registerCommands(),this.registerEventListeners(),this.initializeFourthFont(),this.registerEditorSuggest(new FieldSuggester(this)),this.registerMonkeyPatches(),this.settings.showReleaseNotes){const e="0.0.0"===this.settings.previousRelease;isVersionNewerThanOther(PLUGIN_VERSION,this.settings.previousRelease)&&new ReleaseNotes(this.app,this,e?null:PLUGIN_VERSION).open()}this.switchToExcalidarwAfterLoad(),this.loadMathJax();const e=this;this.app.workspace.onLayoutReady((()=>{this.scriptEngine=new ScriptEngine(e)}))}initializeFourthFont(){this.app.workspace.onLayoutReady((async()=>{const e=await getFontDataURL(this.app,this.settings.experimantalFourthFont,"","LocalFont"),A=""===e.dataURL?VIRGIL_DATAURL:e.dataURL;this.fourthFontDef=e.fontDef;const t=new Set;app.workspace.iterateAllLeaves((e=>{const n=app.isMobile?document:e.view.containerEl.ownerDocument;if(!n)return;if(t.has(n))return;t.add(n);const i=n.createElement("style");i.id="local-font-stylesheet",i.textContent=`\n          @font-face {\n            font-family: 'LocalFont';\n            src: url("${A}");\n            font-display: swap;\n          }\n        `;const a=n.getElementById(i.id);n.head.appendChild(i),a&&n.head.removeChild(a),n.fonts.load("20px LocalFont")}))}))}loadMathJax(){const e=this;this.app.workspace.onLayoutReady((async()=>{await obsidian.loadMathJax();try{e.mathjaxDiv&&(document.body.removeChild(e.mathjaxDiv),e.mathjax=null,e.mathjaxLoaderFinished=!1),e.mathjaxDiv=document.body.createDiv(),e.mathjaxDiv.title="Excalidraw MathJax Support",e.mathjaxDiv.style.display="none";const A=e.mathjaxDiv.createEl("iframe");A.title="Excalidraw MathJax Support";const t=A.contentWindow.document,n=t.createElement("script");n.type="text/javascript",n.onload=()=>{const t=A.contentWindow;t.MathJax.startup.pagePromise.then((async()=>{const A=app.vault.getAbstractFileByPath("preamble.sty"),n=A&&A instanceof obsidian.TFile?await app.vault.read(A):null;try{n&&await t.MathJax.tex2svg(n)}catch(A){errorlog({where:e.loadMathJax,description:"Unexpected error while loading preamble.sty",error:A})}e.mathjax=t.MathJax,e.mathjaxLoaderFinished=!0}))},n.src=e.settings.mathjaxSourceURL,t.head.appendChild(n)}catch(A){new obsidian.Notice("Excalidraw: Error initializing LaTeX support"),e.mathjaxLoaderFinished=!0}}))}switchToExcalidarwAfterLoad(){const e=this;this.app.workspace.onLayoutReady((()=>{let A;for(A of app.workspace.getLeavesOfType("markdown"))A.view instanceof obsidian.MarkdownView&&e.isExcalidrawFile(A.view.file)&&(e.excalidrawFileModes[A.id||A.view.file.path]="excalidraw",e.setExcalidrawView(A))}))}forceSaveActiveView(e){if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&((async()=>{A.semaphores.autosaving||(A.semaphores.forceSaving=!0,await A.save(!1,!0),A.plugin.triggerEmbedUpdates(),A.loadSceneFiles(),A.semaphores.forceSaving=!1,new obsidian.Notice("Save successful",1e3))})(),!0)}registerInstallCodeblockProcessor(){const e=async(e,A)=>{let t=null;try{const e=A.parentElement.querySelector(`a[href="#${A.previousElementSibling.getAttribute("data-heading")}"]`);e.style.paddingRight="10px",t=e.parentElement.createEl("button",null,(e=>{e.setText(t$d("UPDATE_SCRIPT")),e.addClass("mod-cta"),e.style.backgroundColor="var(--interactive-success)",e.style.display="none"}))}catch(A){errorlog({where:"this.registerInstallCodeblockProcessor",source:e,error:A})}e=e.trim(),A.createEl("button",null,(async A=>{const n=e=>{switch(t&&(t.style.display="none"),e){case"CHECKING":A.setText(t$d("CHECKING_SCRIPT")),A.style.backgroundColor="var(--interactive-normal)";break;case"INSTALL":A.setText(t$d("INSTALL_SCRIPT")),A.style.backgroundColor="var(--interactive-accent)";break;case"UPTODATE":A.setText(t$d("UPTODATE_SCRIPT")),A.style.backgroundColor="var(--interactive-normal)";break;case"UPDATE":A.setText(t$d("UPDATE_SCRIPT")),A.style.backgroundColor="var(--interactive-success)",t&&(t.style.display=null);break;case"ERROR":A.setText(t$d("UNABLETOCHECK_SCRIPT")),A.style.backgroundColor="var(--interactive-normal)"}};A.addClass("mod-cta");let i=e;try{i=decodeURI(e)}catch(A){errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",source:e,error:A})}const a=i.substring(i.lastIndexOf("/")+1),r=`${this.settings.scriptFolderPath}/Downloaded`,s=`${r}/${a}`,o=getIMGFilename(s,"svg");let l=this.app.vault.getAbstractFileByPath(s),c=this.app.vault.getAbstractFileByPath(o);if(n(l?"CHECKING":"INSTALL"),A.onclick=async()=>{const A=async(e,A,t)=>{const n=await obsidian.request({url:e});return!n||n.startsWith("404: Not Found")?null:(A?await this.app.vault.modify(A,n):(await checkAndCreateFolder(r),A=await this.app.vault.create(t,n)),A)};try{if(l=await A(e,l,s),!l)throw n("ERROR"),"File not found";c=await A(getIMGFilename(e,"svg"),c,o),n("UPTODATE"),new obsidian.Notice(`Installed: ${l.basename}`)}catch(e){new obsidian.Notice(`Error installing script: ${a}`),errorlog({where:"ExcalidrawPlugin.registerInstallCodeblockProcessor.codeblockProcessor.onClick",error:e})}},t&&(t.onclick=A.onclick),!(l&&l instanceof obsidian.TFile))return;const d=new Map;JSON.parse(await obsidian.request({url:"https://raw.githubusercontent.com/zsviczian/obsidian-excalidraw-plugin/master/ea-scripts/directory-info.json"})).forEach((e=>d.set(e.fname,e.mtime)));const h=(e,A)=>{if(0===d.size||!d.has(e))return"ERROR";const t=d.get(e);return!A||t>A.stat.mtime?"UPDATE":"UPTODATE"},u=h(a,l),g=h(getIMGFilename(a,"svg"),c&&c instanceof obsidian.TFile?c:null);n("UPTODATE"===u&&"UPTODATE"===g||"UPTODATE"===u&&"ERROR"===g?"UPTODATE":"ERROR"===u?"ERROR":"UPDATE"===u||"UPDATE"===g?"UPDATE":"UPTODATE")}))};this.registerMarkdownCodeBlockProcessor(SCRIPT_INSTALL_CODEBLOCK,(async(A,t)=>{t.addEventListener(RERENDER_EVENT,(async n=>{n.stopPropagation(),t.empty(),e(A,t)})),e(A,t)}))}addMarkdownPostProcessor(){initializeMarkdownPostProcessor(this),this.registerMarkdownPostProcessor(markdownPostProcessor),this.registerEvent(this.app.workspace.on("hover-link",hoverEvent)),this.observer=observer,this.observer.observe(document,{childList:!0,subtree:!0})}addThemeObserver(){this.themeObserver=new MutationObserver((async e=>{var A,t,n,i,a,r,s,o;if(!this.settings.matchThemeTrigger)return;if((null===(A=e[0])||void 0===A?void 0:A.oldValue)===(null===(n=null===(t=e[0])||void 0===t?void 0:t.target)||void 0===n?void 0:n.getAttribute("class")))return;if((null===(a=null===(i=e[0])||void 0===i?void 0:i.oldValue)||void 0===a?void 0:a.includes("theme-dark"))===(null===(o=null===(s=null===(r=e[0])||void 0===r?void 0:r.target)||void 0===s?void 0:s.classList)||void 0===o?void 0:o.contains("theme-dark")))return;const l=isObsidianThemeDark()?"dark":"light";this.app.workspace.getLeavesOfType("excalidraw").forEach((e=>{const A=e.view;A.file&&A.excalidrawRef&&A.setTheme(l)}))})),this.themeObserver.observe(document.body,{attributeOldValue:!0,attributeFilter:["class"]})}experimentalFileTypeDisplayToggle(e){e?this.experimentalFileTypeDisplay():(this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.fileExplorerObserver=null)}experimentalFileTypeDisplay(){const e=e=>{if(1!=e.childElementCount)return;const A=e.getAttribute("data-path");if(!A)return;const t=this.app.vault.getAbstractFileByPath(A);t&&t instanceof obsidian.TFile&&this.isExcalidrawFile(t)&&e.insertBefore(createDiv({cls:"nav-file-tag",text:this.settings.experimentalFileTag}),e.firstChild)};this.fileExplorerObserver=new MutationObserver((A=>{const t=A.filter((e=>e.addedNodes.length>0));t.forEach((A=>{A.addedNodes.forEach((A=>{A instanceof Element&&A.querySelectorAll(".nav-file-title").forEach(e)}))}))}));const A=this;this.app.workspace.onLayoutReady((()=>{document.querySelectorAll(".nav-file-title").forEach(e),A.fileExplorerObserver.observe(document.querySelector(".workspace"),{childList:!0,subtree:!0})}))}registerCommands(){this.openDialog=new OpenFileDialog(this.app,this),this.insertLinkDialog=new InsertLinkDialog(this.app),this.insertImageDialog=new InsertImageDialog(this),this.importSVGDialog=new ImportSVGDialog(this),this.insertMDDialog=new InsertMDDialog(this),this.addRibbonIcon(ICON_NAME,t$d("CREATE_NEW"),(async e=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),e[CTRL_OR_CMD]?"new-pane":"active-pane")})),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{e.addItem((e=>{e.setTitle(t$d("CREATE_NEW")).setIcon(ICON_NAME).onClick((()=>{let e=A.path;A instanceof obsidian.TFile&&(e=obsidian.normalizePath(A.path.substr(0,A.path.lastIndexOf(A.name)))),this.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane",e)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{A instanceof obsidian.TFile&&"excalidraw"==A.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_KEEP_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(A,!1,!1)}))}))}))),this.registerEvent(this.app.workspace.on("file-menu",((e,A)=>{A instanceof obsidian.TFile&&"excalidraw"==A.extension&&e.addItem((e=>{e.setTitle(t$d("CONVERT_FILE_REPLACE_EXT")).onClick((()=>{this.convertSingleExcalidrawToMD(A,!0,!0)}))}))}))),this.addCommand({id:"excalidraw-disable-autosave",name:t$d("TEMPORARY_DISABLE_AUTOSAVE"),checkCallback:e=>!!this.settings.autosave&&(e||(this.settings.autosave=!1),!0)}),this.addCommand({id:"excalidraw-enable-autosave",name:t$d("TEMPORARY_ENABLE_AUTOSAVE"),checkCallback:e=>!this.settings.autosave&&(e||(this.settings.autosave=!0),!0)}),this.addCommand({id:"excalidraw-download-lib",name:t$d("DOWNLOAD_LIBRARY"),callback:this.exportLibrary}),this.addCommand({id:"excalidraw-open",name:t$d("OPEN_EXISTING_NEW_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!0)}}),this.addCommand({id:"excalidraw-open-on-current",name:t$d("OPEN_EXISTING_ACTIVE_PANE"),callback:()=>{this.openDialog.start(openDialogAction.openFile,!1)}}),this.addCommand({id:"excalidraw-insert-transclusion",name:t$d("TRANSCLUDE"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(obsidian.MarkdownView)):(this.openDialog.start(openDialogAction.insertLinkToDrawing,!1),!0)}),this.addCommand({id:"excalidraw-insert-last-active-transclusion",name:t$d("TRANSCLUDE_MOST_RECENT"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(obsidian.MarkdownView))&&null!=this.lastActiveExcalidrawFilePath;const A=this.app.vault.getAbstractFileByPath(this.lastActiveExcalidrawFilePath);return A instanceof obsidian.TFile&&(this.embedDrawing(A),!0)}}),this.addCommand({id:"excalidraw-autocreate",name:t$d("NEW_IN_NEW_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"new-pane")}}),this.addCommand({id:"excalidraw-autocreate-on-current",name:t$d("NEW_IN_ACTIVE_PANE"),callback:()=>{this.createAndOpenDrawing(getDrawingFilename(this.settings),"active-pane")}}),this.addCommand({id:"excalidraw-autocreate-popout",name:t$d("NEW_IN_POPOUT_WINDOW"),checkCallback:e=>{if(e)return!app.isMobile;this.createAndOpenDrawing(getDrawingFilename(this.settings),"popout-window")}});const e=async e=>{const A=this.app.workspace.getActiveViewOfType(obsidian.MarkdownView);if(!A)return;const t=getEmbedFilename(A.file.basename,this.settings),n=this.settings.embedUseExcalidrawFolder?null:(await getAttachmentsFolderAndFilePath(this.app,A.file.path,t)).folder,i=await this.createDrawing(t,n);await this.embedDrawing(i),this.openDrawing(i,e,!0)};this.addCommand({id:"excalidraw-autocreate-and-embed",name:t$d("NEW_IN_NEW_PANE_EMBED"),checkCallback:A=>A?Boolean(this.app.workspace.getActiveViewOfType(obsidian.MarkdownView)):(e("new-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-on-current",name:t$d("NEW_IN_ACTIVE_PANE_EMBED"),checkCallback:A=>A?Boolean(this.app.workspace.getActiveViewOfType(obsidian.MarkdownView)):(e("active-pane"),!0)}),this.addCommand({id:"excalidraw-autocreate-and-embed-popout",name:t$d("NEW_IN_POPOUT_WINDOW_EMBED"),checkCallback:A=>A?!app.isMobile&&Boolean(this.app.workspace.getActiveViewOfType(obsidian.MarkdownView)):(e("popout-window"),!0)}),this.addCommand({id:"export-svg",name:t$d("EXPORT_SVG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.saveSVG(),!0)}}),this.addCommand({id:"search-text",name:t$d("SEARCH"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(search(A),!0)}}),this.addCommand({id:"fullscreen",name:t$d("TOGGLE_FULLSCREEN"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.isFullscreen()?A.exitFullscreen():A.gotoFullscreen(),!0)}}),this.addCommand({id:"export-png",name:t$d("EXPORT_PNG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.savePNG(),!0)}}),this.forceSaveCommand=this.addCommand({id:"save",hotkeys:[{modifiers:["Ctrl"],key:"s"}],name:t$d("FORCE_SAVE"),checkCallback:e=>this.forceSaveActiveView(e)}),this.addCommand({id:"toggle-lock",hotkeys:[{modifiers:["Ctrl","Shift"],key:"e"}],name:t$d("TOGGLE_LOCK"),checkCallback:e=>{if(e)return!!Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView))&&!this.app.workspace.getActiveViewOfType(ExcalidrawView).compatibilityMode;const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!A||A.compatibilityMode||(A.changeTextMode(A.textMode===TextMode.parsed?TextMode.raw:TextMode.parsed),0))}}),this.addCommand({id:"scriptengine-store",name:t$d("INSTALL_SCRIPT_BUTTON"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView)):(new ScriptInstallPrompt(this).open(),!0)}),this.addCommand({id:"delete-file",name:t$d("DELETE_FILE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(A){this.ea.reset(),this.ea.setView(A);const e=this.ea.getViewSelectedElement();if("image"!==e.type)return new obsidian.Notice("Please select an image or embedded markdown document",4e3),!0;const t=this.ea.getViewFileForImageElement(e);return t?(this.app.vault.delete(t),this.ea.deleteViewElements([e]),!0):(new obsidian.Notice("Please select an image or embedded markdown document",4e3),!0)}return!1}}),this.addCommand({id:"insert-link",hotkeys:[{modifiers:["Ctrl","Shift"],key:"k"}],name:t$d("INSERT_LINK"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.insertLinkDialog.start(A.file.path,A.addText),!0)}}),this.addCommand({id:"insert-link-to-element",hotkeys:[{modifiers:["Ctrl","Shift"],key:"k"}],name:t$d("INSERT_LINK_TO_ELEMENT_NORMAL"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.copyLinkToSelectedElementToClipboard(""),!0)}}),this.addCommand({id:"insert-link-to-element-group",name:t$d("INSERT_LINK_TO_ELEMENT_GROUP"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.copyLinkToSelectedElementToClipboard("group="),!0)}}),this.addCommand({id:"insert-link-to-element-area",name:t$d("INSERT_LINK_TO_ELEMENT_AREA"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(A.copyLinkToSelectedElementToClipboard("area="),!0)}}),this.addCommand({id:"toggle-lefthanded-mode",name:t$d("TOGGLE_LEFTHANDED_MODE"),checkCallback:e=>{if(e){if(this.app.workspace.getActiveViewOfType(ExcalidrawView)){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView),A=null==e?void 0:e.excalidrawAPI;return!!A&&!!A.getAppState().trayModeEnabled}return!1}return this.app.workspace.getActiveViewOfType(ExcalidrawView),(async()=>{const e=this.settings.isLeftHanded;await this.loadSettings({applyLefthandedMode:!1}),this.settings.isLeftHanded=!e,this.saveSettings(),setLeftHandedMode(!e),setTimeout((()=>setLeftHandedMode(!e)))})(),!0}}),this.addCommand({id:"reset-image-to-100",name:t$d("RESET_IMG_TO_100"),checkCallback:e=>{const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!A)return!1;if(!A.excalidrawAPI)return!1;const t=A.getViewSelectedElements().filter((e=>"image"===e.type));if(1!==t.length)return e||new obsidian.Notice("Select a single image element and try again"),!1;const n=t[0];return A.excalidrawData.getFile(n.fileId)?!!e||void(async()=>{const e=new ExcalidrawAutomate(this,A),i=await e.getOriginalImageSize(n);if(i){e.copyViewElementsToEAforEditing(t);const A=e.getElement(n.id);A.width=i.width,A.height=i.height,e.addElementsToView(!1,!1,!1)}})():(e||new obsidian.Notice("Select a single image element and try again"),!1)}}),this.addCommand({id:"insert-image",name:t$d("INSERT_IMAGE"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.insertImageDialog.start(A),!0)}}),this.addCommand({id:"import-svg",name:t$d("IMPORT_SVG"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.importSVGDialog.start(A),!0)}}),this.addCommand({id:"release-notes",name:t$d("READ_RELEASE_NOTES"),checkCallback:e=>e?Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView)):(new ReleaseNotes(this.app,this,PLUGIN_VERSION).open(),!0)}),this.addCommand({id:"tray-mode",name:t$d("TRAY_MODE"),checkCallback:e=>{if(e){const e=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(!e||!e.excalidrawRef)return!1;const A=e.excalidrawAPI.getAppState();return!A.zenModeEnabled&&!A.viewModeEnabled}const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!(!A||!A.excalidrawAPI||(A.toggleTrayMode(),0))}}),this.addCommand({id:"insert-md",name:t$d("INSERT_MD"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(this.insertMDDialog.start(A),!0)}}),this.addCommand({id:"insert-LaTeX-symbol",name:t$d("INSERT_LATEX"),checkCallback:e=>{if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView));const A=this.app.workspace.getActiveViewOfType(ExcalidrawView);return!!A&&(insertLaTeXToView(A),!0)}}),this.addCommand({id:"toggle-excalidraw-view",name:t$d("TOGGLE_MODE"),checkCallback:e=>{const A=this.app.workspace.getActiveFile();if(!A)return!1;const t=this.isExcalidrawFile(A);if(e)return Boolean(this.app.workspace.getActiveViewOfType(ExcalidrawView))?!this.app.workspace.getActiveViewOfType(ExcalidrawView).compatibilityMode:t;const n=this.app.workspace.getActiveViewOfType(ExcalidrawView);if(n){const e=n.leaf;return this.excalidrawFileModes[e.id||A.path]="markdown",void this.setMarkdownView(e)}const i=this.app.workspace.getActiveViewOfType(obsidian.MarkdownView);if(i&&t){const e=i.leaf;return this.excalidrawFileModes[e.id||A.path]="excalidraw",void this.setExcalidrawView(e)}}}),this.addCommand({id:"convert-to-excalidraw",name:t$d("CONVERT_NOTE_TO_EXCALIDRAW"),checkCallback:e=>{const A=this.app.workspace.getActiveFile(),t=this.app.workspace.getActiveViewOfType(obsidian.MarkdownView);if(!A||!t)return!1;const n=0===A.stat.size;if(e)return n;n&&(async()=>{await this.app.vault.modify(A,await this.getBlankDrawing()),this.setExcalidrawView(t.leaf)})()}}),this.addCommand({id:"convert-excalidraw",name:t$d("CONVERT_EXCALIDRAW"),checkCallback:e=>{if(e){const e=this.app.vault.getFiles().filter((e=>"excalidraw"==e.extension));return e.length>0}return this.convertExcalidrawToMD(),!0}})}async convertSingleExcalidrawToMD(e,A=!1,t=!1){const n=await this.app.vault.read(e),i=e.name.substring(0,e.name.lastIndexOf(".excalidraw"))+(A?".md":".excalidraw.md"),a=getNewUniqueFilepath(this.app.vault,i,obsidian.normalizePath(e.path.substring(0,e.path.lastIndexOf(e.name))));log(a);const r=await this.app.vault.create(a,FRONTMATTER+await this.exportSceneToMD(n));return this.settings.keepInSync&&EXPORT_TYPES.forEach((A=>{const t=e.path.substring(0,e.path.lastIndexOf(".excalidraw"))+A,n=this.app.vault.getAbstractFileByPath(obsidian.normalizePath(t));if(n&&n instanceof obsidian.TFile){const e=a.substring(0,a.lastIndexOf(".md"))+A;this.app.fileManager.renameFile(n,e)}})),t||this.app.vault.delete(e),r}async convertExcalidrawToMD(e=!1,A=!1){const t=this.app.vault.getFiles().filter((e=>"excalidraw"==e.extension));for(const n of t)this.convertSingleExcalidrawToMD(n,e,A);new obsidian.Notice(`Converted ${t.length} files.`)}registerMonkeyPatches(){this.registerEvent(app.workspace.on("editor-menu",((e,A,t)=>{if(!(t&&t instanceof obsidian.MarkdownView))return;const n=t.file,i=t.leaf;if(!t.file)return;const a=this.app.metadataCache.getFileCache(n);(null==a?void 0:a.frontmatter)&&a.frontmatter[FRONTMATTER_KEY]&&e.addItem((e=>e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("excalidraw").onClick((()=>{this.excalidrawFileModes[i.id||n.path]="excalidraw",this.setExcalidrawView(i)}))))}))),this.registerEvent(app.workspace.on("file-menu",((e,A,t,n)=>{if(!(n&&n.view instanceof obsidian.MarkdownView))return;if(!(A instanceof obsidian.TFile))return;const i=this.app.metadataCache.getFileCache(A);(null==i?void 0:i.frontmatter)&&i.frontmatter[FRONTMATTER_KEY]&&(e.addItem((e=>{e.setTitle(t$d("OPEN_AS_EXCALIDRAW")).setIcon(ICON_NAME).setSection("pane").onClick((()=>{this.excalidrawFileModes[n.id||A.path]="excalidraw",this.setExcalidrawView(n)}))})),e.items.unshift(e.items.pop()))})));const e=this;this.register(around(obsidian.WorkspaceLeaf.prototype,{detach:A=>function(){var t;const n=null===(t=this.view)||void 0===t?void 0:t.getState();return(null==n?void 0:n.file)&&e.excalidrawFileModes[this.id||n.file]&&delete e.excalidrawFileModes[this.id||n.file],A.apply(this)},setViewState:A=>function(t,...n){var i;if(e._loaded&&"markdown"===t.type&&(null===(i=t.state)||void 0===i?void 0:i.file)&&"markdown"!==e.excalidrawFileModes[this.id||t.state.file]){const i=app.metadataCache.getCache(t.state.file);if((null==i?void 0:i.frontmatter)&&i.frontmatter[FRONTMATTER_KEY]){const i=Object.assign(Object.assign({},t),{type:"excalidraw"});return e.excalidrawFileModes[t.state.file]="excalidraw",A.apply(this,[i,...n])}}return A.apply(this,[t,...n])}}))}registerEventListeners(){const e=this;this.app.workspace.onLayoutReady((async()=>{e.registerEvent(app.vault.on("rename",(async(A,t)=>{A instanceof obsidian.TFile&&e.isExcalidrawFile(A)&&e.settings.keepInSync&&[EXPORT_TYPES,"excalidraw"].flat().forEach((async e=>{const n=getIMGFilename(t,e),i=app.vault.getAbstractFileByPath(obsidian.normalizePath(n));if(i&&i instanceof obsidian.TFile){const t=getIMGFilename(A.path,e);await app.fileManager.renameFile(i,t)}}))}))),e.registerEvent(app.vault.on("modify",(async A=>{app.workspace.getLeavesOfType("excalidraw").forEach((async t=>{const n=t.view;if(n.file&&(n.file.path===A.path||"excalidraw"===A.extension&&`${A.path.substring(0,A.path.lastIndexOf(".excalidraw"))}.md`===n.file.path)){if(n.semaphores.preventReload)return void(n.semaphores.preventReload=!1);if(n.lastSaveTimestamp+3e5<Date.now())return void n.reload(!0,n.file);if("md"===A.extension){const t=new ExcalidrawData(e),i=await app.vault.read(A);await t.loadData(i,A,getTextMode(i)),n.synchronizeWithData(t)}else n.reload(!0,n.file)}}))}))),e.registerEvent(app.vault.on("delete",(async A=>{if(!(A instanceof obsidian.TFile))return;const t=this.excalidrawFiles.has(A);if(this.updateFileCache(A,void 0,!0),!t)return;const n=app.workspace.getLeavesOfType("excalidraw");for(let e=0;e<n.length;e++)n[e].view.file.path==A.path&&await n[e].setViewState({type:"excalidraw",state:{file:null}});e.settings.keepInSync&&setTimeout((()=>{[EXPORT_TYPES,"excalidraw"].flat().forEach((async e=>{const t=getIMGFilename(A.path,e),n=app.vault.getAbstractFileByPath(obsidian.normalizePath(t));n&&n instanceof obsidian.TFile&&await app.vault.delete(n)}))}),500)}))),e.registerEvent(app.workspace.on("active-leaf-change",(async A=>{var t;e.leafChangeTimeout&&clearTimeout(e.leafChangeTimeout),e.leafChangeTimeout=setTimeout((()=>{e.leafChangeTimeout=null}),1e3);const n=e.activeExcalidrawView,i=A.view instanceof ExcalidrawView?A.view:null;
//!Temporary hack
if(e.activeExcalidrawView=i,i&&(e.lastActiveExcalidrawFilePath=null===(t=i.file)||void 0===t?void 0:t.path),app.isMobile&&i&&!n){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="relative")}if(app.isMobile&&!i&&n){const e=document.querySelector("body>.app-container>.mobile-navbar");e&&e instanceof HTMLDivElement&&(e.style.position="")}if(n&&n!==i&&(n.leaf!==A&&n.semaphores.dirty&&await n.save(!0),n.file&&e.triggerEmbedUpdates(n.file.path)),i&&(!n||n.leaf!==A)){const e=i.file;i.file&&setTimeout((()=>{var A;i&&i._loaded&&(null===(A=i.file)||void 0===A?void 0:A.path)===(null==e?void 0:e.path)&&(i.activeLoader||i.loadSceneFiles())}),2e3)}if(i&&i._loaded&&i.isLoaded&&i.excalidrawAPI&&e.ea.onCanvasColorChangeHook&&e.ea.onCanvasColorChangeHook(e.ea,i,i.excalidrawAPI.getAppState().viewBackgroundColor),e.popScope&&(e.popScope(),e.popScope=null),i){const A=e.app.keymap.getRootScope(),t=A.register(["Mod"],"Enter",(()=>!0)),n=e.forceSaveCommand&&"s"===e.forceSaveCommand.hotkeys[0].key&&e.forceSaveCommand.hotkeys[0].modifiers.includes("Ctrl")?A.register(["Ctrl"],"s",(()=>e.forceSaveActiveView(!1))):void 0;A.keys.unshift(A.keys.pop()),e.popScope=()=>{A.unregister(t),Boolean(n)&&A.unregister(n)}}}))),e.addFileSaveTriggerEventHandlers();const A=app.metadataCache;A.getCachedFiles().forEach((t=>{var n;const i=null===(n=A.getCache(t))||void 0===n?void 0:n.frontmatter;(i&&void 0!==i[FRONTMATTER_KEY]||t.match(/\.excalidraw$/))&&e.updateFileCache(app.vault.getAbstractFileByPath(t),i)})),this.registerEvent(A.on("changed",((e,A,t)=>this.updateFileCache(e,null==t?void 0:t.frontmatter))))}))}addFileSaveTriggerEventHandlers(){this.registerEvent(this.app.workspace.on("click",(e=>{this.activeExcalidrawView&&this.activeExcalidrawView.semaphores.dirty&&(!e.target||"excalidraw__canvas"!==e.target.className&&!getParentOfClass(e.target,"excalidraw-wrapper"))&&this.activeExcalidrawView.save()}))),this.registerEvent(this.app.workspace.on("file-menu",(()=>{this.activeExcalidrawView&&this.activeExcalidrawView.semaphores.dirty&&this.activeExcalidrawView.save()}))),this.modalContainerObserver=new MutationObserver((async e=>{1===e.length&&"childList"===e[0].type&&1===e[0].addedNodes.length&&this.activeExcalidrawView&&this.activeExcalidrawView.semaphores.dirty&&this.activeExcalidrawView.save()})),this.modalContainerObserver.observe(document.body,{childList:!0});const e=document.querySelector(".workspace-drawer.mod-left"),A=document.querySelector(".workspace-drawer.mod-right");if(e||A){const t=async e=>{"display: none;"===e[0].oldValue&&this.activeExcalidrawView&&this.activeExcalidrawView.semaphores.dirty&&this.activeExcalidrawView.save()},n={attributeOldValue:!0,attributeFilter:["style"]};e&&(this.workspaceDrawerLeftObserver=new MutationObserver(t),this.workspaceDrawerLeftObserver.observe(e,n)),A&&(this.workspaceDrawerRightObserver=new MutationObserver(t),this.workspaceDrawerRightObserver.observe(A,n))}}updateFileCache(e,A,t=!1){A&&void 0!==A[FRONTMATTER_KEY]?this.excalidrawFiles.add(e):t||"excalidraw"!==e.extension?this.excalidrawFiles.delete(e):this.excalidrawFiles.add(e)}onunload(){destroyExcalidrawAutomate(),this.popScope&&(this.popScope(),this.popScope=null),this.observer.disconnect(),this.themeObserver.disconnect(),this.modalContainerObserver.disconnect(),this.workspaceDrawerLeftObserver&&this.workspaceDrawerLeftObserver.disconnect(),this.workspaceDrawerRightObserver&&this.workspaceDrawerRightObserver.disconnect(),this.fileExplorerObserver&&this.fileExplorerObserver.disconnect(),this.app.workspace.getLeavesOfType("excalidraw").forEach((e=>{this.setMarkdownView(e)})),this.mathjaxDiv&&document.body.removeChild(this.mathjaxDiv),Object.values(this.packageMap).forEach((e=>{delete e.excalidrawLib,delete e.reactDOM,delete e.react}))}async embedDrawing(e){const A=this.app.workspace.getActiveViewOfType(obsidian.MarkdownView);if(A&&A.file){const t=this.app.metadataCache.fileToLinktext(e,A.file.path,"excalidraw"===this.settings.embedType),n=A.editor;if("excalidraw"===this.settings.embedType)return n.replaceSelection(this.settings.embedWikiLink?`![[${t}]]`:`![](${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)})${o?", and the ["+s.split(".")[0]+" exported image]("+encodeURI(o)+")":""}%%`),n.focus()}}async loadSettings(e={applyLefthandedMode:!0,reEnableAutosave:!1}){void 0===e.applyLefthandedMode&&(e.applyLefthandedMode=!0),void 0===e.reEnableAutosave&&(e.reEnableAutosave=!1),this.settings=Object.assign({},DEFAULT_SETTINGS,await this.loadData()),e.applyLefthandedMode&&setLeftHandedMode(this.settings.isLeftHanded),e.reEnableAutosave&&(this.settings.autosave=!0),this.settings.autosaveInterval=app.isMobile?1e4:15e3}async saveSettings(){await this.saveData(this.settings)}getStencilLibrary(){return""===this.settings.library||"deprecated"===this.settings.library?this.settings.library2:JSON_parse(this.settings.library)}setStencilLibrary(e){this.settings.library="deprecated",this.settings.library2=e}triggerEmbedUpdates(e){const A=new Set;app.workspace.iterateAllLeaves((t=>{const n=app.isMobile?document:t.view.containerEl.ownerDocument;if(!n)return;if(A.has(n))return;A.add(n);const i=n.createEvent("Event");i.initEvent(RERENDER_EVENT,!0,!1),n.querySelectorAll("div[class^='excalidraw-svg']"+(e?`[src='${e.replaceAll("'","\\'")}']`:"")).forEach((e=>e.dispatchEvent(i)))}))}openDrawing(e,A,t=!1,n){let i;"popout-window"===A?i=app.workspace.openPopoutLeaf():(i=this.app.workspace.getLeaf(!1),"empty"!==i.view.getViewType()&&"new-pane"===A&&(i=getNewOrAdjacentLeaf(this,i))),i.openFile(e,n&&""!==n?{active:t,eState:{subpath:n}}:{active:t})}async getBlankDrawing(){const e=this.app.metadataCache.getFirstLinkpathDest(obsidian.normalizePath(this.settings.templateFilePath),"");if(e&&e instanceof obsidian.TFile&&("md"==e.extension&&!this.settings.compatibilityMode||"excalidraw"==e.extension&&this.settings.compatibilityMode)){const A=await this.app.vault.read(e);if(A)return this.settings.matchTheme?changeThemeOfExcalidrawMD(A):A}if(this.settings.compatibilityMode)return this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;const A=this.settings.matchTheme&&isObsidianThemeDark()?DARK_BLANK_DRAWING:BLANK_DRAWING;return`${FRONTMATTER}\n${getMarkdownDrawingSection(A,this.settings.compress)}`}async exportSceneToMD(e){var A,t;if(!e)return"";const n=null===(A=JSON_parse(e).elements)||void 0===A?void 0:A.filter((e=>"text"==e.type));let i,a="# Text Elements\n";for(const A of n)i=A.id,A.id.length>8&&(i=nanoid(),e=e.replaceAll(A.id,i)),a+=`${null!==(t=A.originalText)&&void 0!==t?t:A.text} ^${i}\n\n`;return a+getMarkdownDrawingSection(JSON.stringify(JSON_parse(e),null,"\t"),this.settings.compress)}async createDrawing(e,A,t){const n=obsidian.normalizePath(A||this.settings.folder);await checkAndCreateFolder(n);const i=getNewUniqueFilepath(this.app.vault,e,n),a=await this.app.vault.create(i,null!=t?t:await this.getBlankDrawing());let r=0;for(;a instanceof obsidian.TFile&&!this.isExcalidrawFile(a)&&r++<10;)await sleep$1(50);return r>10&&errorlog({file:a,error:"new drawing not recognized as an excalidraw file",fn:this.createDrawing}),a}async createAndOpenDrawing(e,A,t,n){const i=await this.createDrawing(e,t,n);return this.openDrawing(i,A,!0),i.path}async setMarkdownView(e){const A=e.view.getState();await e.setViewState({type:"excalidraw",state:{file:null}}),await e.setViewState({type:"markdown",state:A,popstate:!0},{focus:!0})}async setExcalidrawView(e){await e.setViewState({type:"excalidraw",state:e.view.getState(),popstate:!0})}isExcalidrawFile(e){if("excalidraw"==e.extension)return!0;const A=e?this.app.metadataCache.getFileCache(e):null;return!!(null==A?void 0:A.frontmatter)&&!!A.frontmatter[FRONTMATTER_KEY]}async exportLibrary(){this.app.isMobile?new Prompt(this.app,"Please provide a filename","my-library","filename, leave blank to cancel action").openAndGetValue((async e=>{if(!e)return;e=`${e}.excalidrawlib`;const A=obsidian.normalizePath(this.settings.folder);await checkAndCreateFolder(A);const t=getNewUniqueFilepath(this.app.vault,e,A);this.app.vault.create(t,this.settings.library),new obsidian.Notice(`Exported library to ${t}`,6e3)})):download("data:text/plain;charset=utf-8",encodeURIComponent(JSON.stringify(this.settings.library2,null,"\t")),"my-obsidian-library.excalidrawlib")}}module.exports=ExcalidrawPlugin;